diff --git "a/video_unshuffle/swap/train/batch_000618.jsonl" "b/video_unshuffle/swap/train/batch_000618.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000618.jsonl" @@ -0,0 +1,100 @@ +{"episode": 61800, "episode_seed": 2985702165, "split": "train", "timestamp": "2025-10-13T03:28:34.403459", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2985702165, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chalk box behind water bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "190584", "label": "dropping chalk box behind water bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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c7uD1xUDSBRkEAeuajMyhsEvioubqJaOzPXIPr2pjIQ3A/WmqCw3K31BppZlIBJoHZEhHmhd+eDlVPao7m2WeCS3JB81SCMdM96A8g64Ynp2pwUp8zYLHrWjMErnn0s8kFvBGF/e2UzN+ZB/mDXY6XrMOpN8qMkxGSmcj8D3rC1DTo/OlchXRpCc49+lbek2drbRI8UG1sfe2VmjRK5rAkTKMdieRWlJZxjRknH+tYsScdBWI5Zpi6SMuBjp1rpy2mjw6TLO63Qi+VMn5m9MelaQTd7HPia1Okoqo93oc6WUdMH8aiaUAZySQexpGJHBBIppDZIKg5rI61oTRusmACwPqfWnMHXnOfpUKgrwUIH96kLMQSGJPuKBk8ZZ8/MCo6+tSHYoJcce1Vo0LDLEY68VIihiGLkgdBn9a0jsYy+IxPEyFIrS9iBE0Uvy/TqB+lc9puoXen30gtwzxyEFk2kqf/r12GqLHLbhZBxvBB/u+9ZGnhItQ2DaSTgd+ah7lJdzobWZprNZnAjJGSpGMGtLR9n2y3MhDKvzHJ4/Gs59/lbdq88DBzV7QttnqHmpCrBUOV/KqgrySMsRUjRpSqS2SE1JlW8ZlOdwzkVQeQ+h69+laGvX6X2omQQC3wgXb3b3P+e1ZQ+cH5h+dE1aTQ8NVjVpRqR2YomZX+6Me4qwuxlyflYdcGq6qxx84z2yKcwII3AHsak6Ljm4IHUdBUiyRgdCoHrVcoQ2CWA9jUysHfAGVU/maqJlU6EiyM7Bzwv8ACCK4C/sJDPcKAAGlOAwPBz1rvJZCo+6awryGWbgR7juOGzzj3pTBK+w7w/p93aBWllBiK/c5/MelbTzLHcco+NvUDNQWMbLbqJCVcD+FjUwTO5i3U8fSlcvlOkltrlvDyOISYUjLbs9Ae+K5ouT6Z9K2Lq9mi0nyI7tlhZQpj/vcdPpWCWyR8p/A1rVjax52XYtYmM3a1nYUliCA3OexqSF2UAsSRUfyFhwfxp4VRyNwOemeKxPSuPd4z90gH1ojBbPzYPsajA3Agnp7dqEbaNiDDN1PoPWqW5M/hLAVpDgt8g68daqapGkti8chKqSMEdue/tVxUVVxVS5QNlckqevNVLYiJz9tZwx3+ySNWAOO3WumXbDAVWMoAOgGB+lUIrKASiUp82cjJ6Gr5bKhcZ56VmmbcrSsWtGAi1CLzPMkiAJZT6Yq1r9xYz3MX2BHUKh35GBn2qpaM4kMiqcKMHkZ59qgvneWffJjJHAAxWya9m+55dR4hZhFJfu+X8dev3EJLNnjJHembS3Ozn2PWgDHQkfSnqDnnJrE9NC7io7p6gimsXJA4P1qRuc7jULSngFTx3FML9yaJjI2/kD+H6Us24LkNQpx0pkm48CrbMImdLZrMxBZhuO44NaFpGlvCI0Hy9efWoTlWJCgmnGUrGflIzx1rI6dCwHAB4OSc5xVy5uTLZogQEhQCxHQAVSDDAANX542GneYVOzbjOOK0pyavY4cdg4Yjk5nbldzK/P86X5sj5ifrTFcEY4qQ+xqDrRIM7Rg8Zpjv5ZOOQaMsAfnYZ7HBFYdj5+qeLLjTJdWntoyJPK8uPduZULBfQDg8n096qxMp21NtCZPlAKqfvf4Va+ULziuZ8K6hdXqXDXEzyYCEbu2c5roiciqWxm3d3K06KSeOKbBCkZ3BFBPUgYqR0AGcnJ7UwBgfv8AHpWb3OiLsizuJ2gYyOeantHlWYlducetUYpCXfJzjj/P51o6cvm3W3IHy9TTg3zKxniKdOrSlCezWpUut32g72LMeSahx681PqgMN6UBDYA5XvVZZVzhsj6inK99SKNOFOmoQ2RKgAOCRj3p7LhTxmohtYHoR6HmszxBM9vpTSwMY5d6gMhwaSNJOyNHMhbAOccc1ZjwihQOBXOaq32XRINS0/WtQmVrn7Nm4jVFnITczxDrtUnad3qPcDfSTJA5/KqRk5cwsrkrgjg1X+UPktge9W+OWyMY4qs467hmpkaw0JA4VCQRwPWn8IQxBbGCRk81UkwDGoAGW/8Ar1Zydp5qTW5dvI1WJyuTgZUHtms4YPNadz5CaRx/rDjnPX2rHBZemPxFaTv1OanCEXLkja7J+B1p+9AOcjHcioFlycMMfjUm/A4zipRo9BshV8kOpx79BUkSmPOWLfWsPT5k1DxfJpl/qV1a28smxHjliRY+5LGQYxjPHUnAqTTXu01PVLO5kuSbWby1W4wHUAkfNjjOAM44p9TLmvob2dwxULL8u7PXtQj4IUEksf0p8jZFNlxWpXJccZGPenRyZmIIHyjt70hGTUMDrvds/ebj6dKzNrmlas32jCDcWUrjOKZqitb3QRxhgvNNhn8qUSKRlfeorqdrmfe2OmAPSrTXLYiXM5LsNWRWPUZ+tOwSDyenUHBqAjv1pI3IYDpUgyyzHtIfxANM3AOpOPQ8YrL125lttMaSGRo3EijcvWq+u6bruh6Jpd7eXd0Jr3zPMhKYEAAUoGOPvENnHb6g1Rk5WZuJIWKjjmpyBl/aiimwjuVm4zio5T/qx6uP5GiiszcsfwmtO5nkGkbN3y7AMflRRWlPqZVenqYhAIGQD9aQEq3FFFQaE24461x9zqM+k+J57622edFI23eMj5l2nj6MaKKoxqFvwkNpulHQBP611S8ADJwTzzRRTEtgk5GTUIGWooqGbx2GWxyrH1Yk/nVuOVoiXQ4YUUULcb2K0sjSyl3OWIphoopvcS2EhYl8HoKzvEZ/4k7d/wB4v86KKERPYxtZ8SPrkNvFLpen25gRY43tkdSqDOEALkAc54HJ5rr9xRCw6gUUUzKBMOEA9qjPJ5oopM2iQTMRKp9BxU0bllyaKKRS6hIcg59KZ2ooqSmROOalByq/jRRVozZylzrLaXq1/GbCwvYpZQxjvId4DKOCCCCOpyM4PcGr+g3txqN7qN9dSeZcXDrJI+MZY57dqKKZgviOhtvmZye3AqR+ooopG6IpDgH2BqK3AEKY/u4ooqWaInGNnQflUTfex7UUUluU9hpP8qAA3JFFFUjJmX4j/wCQKT38xP51zt3r2p6hp8GnXV5NNb27vKnmSMxLNjOSTzjbx6ZPrRRVGE9z/9k=", "info": {"video_id": "190584", "label": "dropping chalk box behind water bottle", "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": "5bea1359bd84f61d3a50c3165fdb71205db37c1ae2c1f3127e4a43e06d482392"} +{"episode": 61801, "episode_seed": 3698571677, "split": "train", "timestamp": "2025-10-13T03:28:36.400705", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3698571677, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "144764", "label": "tearing paper into two pieces", "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": "144764", "label": "tearing paper into two pieces", "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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cd/TFYz+GNbH/ADC7j8AD/Wsbo0Mlc7qtXAPl25/6ZZ/8eNWh4d1tDkaZdD/gFTz6LrGyLGnXJ+QbsR9Dk8UXBmK2SaUZPXrWkNB1c8nTLr/v0aY+kajEf3ljOp90NMR9Ny3AUdaoTT7s1XeZiarST8nmohCx2TqNst+b8hrI1PVo7O3eRzgL+tRajq0NjavJLIFAHc15vq/ieO8lzuZlHRR2PrWjdjGUi8L+a7v5ZJXY7gSFzwPpQ04zya5X+15w2Ygqn161XfUL5mybgj6AVBFzs0mGetWoZM9DXBDUL4f8vD/Wpo9U1Eci4aquK56ZZHOO9bEMRZhngetec2Wq60salZU4HcDP8q0D4h1tFHmRqykfw4zWUtWUi74/lONOVSQD5n/stccSDC0RBIcYIHpWrquo3OpwwC4gMbRbuS33gcdPyrKPQc5OPWtIzcY2Rm1dkKWkcXzCNcdiea2PD0y22tREkBZFKfnWU00VuDvUe+aoPqTpKrQkjY25T+NVCTTuDR6080cgxTBs7GuYtdbSeJZAfvDJHpWhDqKnHzCuickwjdHdeGIBJqCH+6c17NbN+4T6CvEfCmoRpchi3evXdP1KKSJQDmuKbtI0eqNG7l8u3Yg8nivMvGMImtFnAG6Jv0NdX4r8VaPoWmNNe30Ub/wx7sux9AOtfPeufEe+1WeRIT5FseBgZYj39KaTk7k3sjtI5wYevavFt5Zskk4NbVv4nntWyk0jjuHrGlfy8ljxWl+XYh6jJlSZjI4OQMcntUJuIFXaoz9BVeadpD6LUVK7e4zVtdZmtN+xfvDA56VE+oTTNmR8Z9Ko0neqbAvC7APLtT/tSE43nP1NZ+CakS3lJB2ED1NSBpozHozdPWrenajPp12JV+dDw8bNw49Pb61mxxyop/eLnpjvSlplUZUMPbikPY9Wgt7XUtIGpadMZY/+WkbfejPof881h6hOttaPO3VMbQehJNcjpfiK70W686DfHuGHQ8q49CO9WNd1mDVre3a3Zl+ZjJEf4Txj6jrRGPUbket6TqdpeaZDPZgCErjZ3U9wfeoHnM12cngcCvKPDviGbQrxjy9tLxLH/wCzD3FelabcRXarcQuHicZVh3rujV5lY5fZ8rudp4ek8u9gYcYkT+deha94g03w3pcmoapcLDAnAHVnPZVHc15DceJLLwxaLe3Z3PuHlQqfmkI5wPQep7V5d4n8Vax4y1Rr3UJCQCRFCnEcK+ij+Z6mueq7s1gtCbxZ4mTxP4mvNTjtzbC4YERhs4AAAJPrgc1iMGBxuP50yO1KMGY5PpipCpYDjcc9q53Y11GYf+82P96pG38fM+Mf3jQCQcdB3B6UMD5hCkYHAxyKVwNDTND1LWA/9mxz3Usf34ISTIF7Nt6ke46fjWlL4B8UogeXQ9Twf+mRNZNhO9ldRXVvPNDcxNuSWFtrKfY17j4U+L0c0cdv4hj2P0+1xJ8p92UdPqOPYU0xWM6eQLk5rB1fW7fToGllcDA4Hc1l+IfFsFkDHGQ8vZQf515vqGpXGozGSd93oOwrUpyLOta9c6xcEuxWEH5UzWTmmt1zTe9IklQ85p55qNM5zUijNIByjJArStLQsyPIv7sntUVnaeYwaQME6/WtuKItsSHIG3oTyx9qmTGkSw7VbC5YAZq5GyhSWIGRwDVdBIJHCIVB4Cscn6ZpNDtf7b8SSaZc6jNbIySeV5ab9zKhYL6AcHk+nvWaVx3GaqNkUTgqAM4YHHpXOXN/HHhYfmYZ3Me9R311PcRwmWRm4JGTwM4qhxWsY6ENhNK0zZY9vypgp2M9aFWrQiWKWSP7jECrkWo3CEDOaba2Ekx4AA9604NOhiGXdS3ue/4UmxonsPEOq2zD7OiZ9WBNaw8UeLLqMouqvErDBWIBAPxHNVbeNWIXsDkLjPFakNtCFJRTkj1qG0UjlZra5uJTJcSyPITyzsWJ/E09LBVTBTnGSxrpJrPbHuC7s9Gz0rI1dpYbPfG+GJAyp5+lHMKxizafIJMR/N6VmzStKQD90dBXZ6zptjbeH4NV03U76cNc/Zc3MKxrcEJuZ4gOdqnCnd6jnqBxJ61W4huKKcQelSx25Yg9Ae5pgRqhbgdatR2Z48wEHNWo4ETOzkjHWp2iO0fOPrnvSbArC2CklCuP7xpcnIG7I9SKsbY0ztcEZ5wTUT7Dw2T34GKm4xXONhIDJ046imABmJCk/WpAhkICccdCepqRFYOQBtz/AAk0gIhDlDkDnoCOKqyWxiYZGA1bvhm0sNV8Sppmq3lxawTtsSWOaKNY+5LGTjGM8DknA71m6rBLZ6xeWMi3CfZp3iCXAAkUA4+bHGeBnHFWhFVYAwra0DVbjRrkmPMkDffhY4BPqD2NZkZwOtX7W2MvzMSPoKu9tRWuS3n23W9Ra6upM5OFUdEXsB7VbOl7IRhuOASBmp7cIFxxn+Een1q0+ShXIAAyBnqaxnJs0ijBkj4IVzuHTjrVd1KMfnAbHRR/OrlwgLNvdRg8c/4VWdlJxnODnHXipGJCzHgMocjjjioy4KEbSHzzg9aQMgJ2hskevelCOIc4LZxhwelMkcmeBjtkmtGG6xhUbkDHvWPdvLHAHV8EkDI/lWzr3hjU/Dmg6RqN49wtxfGTzYTGR5AAQoGP95lbOO3TqDgsBykjs7FmYsTySaizxRRWohCaFGTRRQIkUYq9ZQpJOAwyKKKljR0hgjitFYLnduGCeBj0psFzIh2jGOOooorHoUI8rNITwOvTtWdb6pcaRr32+22edEzbd65HzKVPH0Y0UVURMx7xQqRgdBkY/KqlFFbR2Je45RkGrFmitICwzzRRTYjorSNVMTAcgE1PtDls9duc96KKyZRZ09FknRWHBOOOK0w2Bxxj0ooqWPoR3U7lcccnriuc1dj9lP8AvCiimg6C634ofxBbWsU2k6bam3RY4pLVJFKRrnCAFyoXnJwOTzXLd6KK0RJNEAetaRURkAdAAcGiih7APhALDPuDVnG2EKOnWiioAhlA+U4+8BTWRVgV9uSxbr25oooQwWRkBAORxwaA5YknH4UUUhiWevNpE9xGdO06/hmcOY76DzArJnaQQQR1ORnB7g1Xu7651S/uNQvJDJc3MhllfGMseTx2+lFFWhFizQNIue9a8eVDgEgIuQKKKJDQ+FyXGexqz1KE9RRRWTKRRnG4sD6dapxIssqqw4J7cdqKKSArlyGO3Ax6fWnSTuwwccnriiirEVLokQcHHIqzdeItV1PS7bTL29mnt7aR5U8yRmJZ8ZySecbePTJ9aKKaJZ//2Q==", 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cd/TFYz+GNbH/ADC7j8AD/Wsbo0Mlc7qtXAPl25/6ZZ/8eNWh4d1tDkaZdD/gFTz6LrGyLGnXJ+QbsR9Dk8UXBmK2SaUZPXrWkNB1c8nTLr/v0aY+kajEf3ljOp90NMR9Ny3AUdaoTT7s1XeZiarST8nmohCx2TqNst+b8hrI1PVo7O3eRzgL+tRajq0NjavJLIFAHc15vq/ieO8lzuZlHRR2PrWjdjGUi8L+a7v5ZJXY7gSFzwPpQ04zya5X+15w2Ygqn161XfUL5mybgj6AVBFzs0mGetWoZM9DXBDUL4f8vD/Wpo9U1Eci4aquK56ZZHOO9bEMRZhngetec2Wq60salZU4HcDP8q0D4h1tFHmRqykfw4zWUtWUi74/lONOVSQD5n/stccSDC0RBIcYIHpWrquo3OpwwC4gMbRbuS33gcdPyrKPQc5OPWtIzcY2Rm1dkKWkcXzCNcdiea2PD0y22tREkBZFKfnWU00VuDvUe+aoPqTpKrQkjY25T+NVCTTuDR6080cgxTBs7GuYtdbSeJZAfvDJHpWhDqKnHzCuickwjdHdeGIBJqCH+6c17NbN+4T6CvEfCmoRpchi3evXdP1KKSJQDmuKbtI0eqNG7l8u3Yg8nivMvGMImtFnAG6Jv0NdX4r8VaPoWmNNe30Ub/wx7sux9AOtfPeufEe+1WeRIT5FseBgZYj39KaTk7k3sjtI5wYevavFt5Zskk4NbVv4nntWyk0jjuHrGlfy8ljxWl+XYh6jJlSZjI4OQMcntUJuIFXaoz9BVeadpD6LUVK7e4zVtdZmtN+xfvDA56VE+oTTNmR8Z9Ko0neqbAvC7APLtT/tSE43nP1NZ+CakS3lJB2ED1NSBpozHozdPWrenajPp12JV+dDw8bNw49Pb61mxxyop/eLnpjvSlplUZUMPbikPY9Wgt7XUtIGpadMZY/+WkbfejPof881h6hOttaPO3VMbQehJNcjpfiK70W686DfHuGHQ8q49CO9WNd1mDVre3a3Zl+ZjJEf4Txj6jrRGPUbket6TqdpeaZDPZgCErjZ3U9wfeoHnM12cngcCvKPDviGbQrxjy9tLxLH/wCzD3FelabcRXarcQuHicZVh3rujV5lY5fZ8rudp4ek8u9gYcYkT+deha94g03w3pcmoapcLDAnAHVnPZVHc15DceJLLwxaLe3Z3PuHlQqfmkI5wPQep7V5d4n8Vax4y1Rr3UJCQCRFCnEcK+ij+Z6mueq7s1gtCbxZ4mTxP4mvNTjtzbC4YERhs4AAAJPrgc1iMGBxuP50yO1KMGY5PpipCpYDjcc9q53Y11GYf+82P96pG38fM+Mf3jQCQcdB3B6UMD5hCkYHAxyKVwNDTND1LWA/9mxz3Usf34ISTIF7Nt6ke46fjWlL4B8UogeXQ9Twf+mRNZNhO9ldRXVvPNDcxNuSWFtrKfY17j4U+L0c0cdv4hj2P0+1xJ8p92UdPqOPYU0xWM6eQLk5rB1fW7fToGllcDA4Hc1l+IfFsFkDHGQ8vZQf515vqGpXGozGSd93oOwrUpyLOta9c6xcEuxWEH5UzWTmmt1zTe9IklQ85p55qNM5zUijNIByjJArStLQsyPIv7sntUVnaeYwaQME6/WtuKItsSHIG3oTyx9qmTGkSw7VbC5YAZq5GyhSWIGRwDVdBIJHCIVB4Cscn6ZpNDtf7b8SSaZc6jNbIySeV5ab9zKhYL6AcHk+nvWaVx3GaqNkUTgqAM4YHHpXOXN/HHhYfmYZ3Me9R311PcRwmWRm4JGTwM4qhxWsY6ENhNK0zZY9vypgp2M9aFWrQiWKWSP7jECrkWo3CEDOaba2Ekx4AA9604NOhiGXdS3ue/4UmxonsPEOq2zD7OiZ9WBNaw8UeLLqMouqvErDBWIBAPxHNVbeNWIXsDkLjPFakNtCFJRTkj1qG0UjlZra5uJTJcSyPITyzsWJ/E09LBVTBTnGSxrpJrPbHuC7s9Gz0rI1dpYbPfG+GJAyp5+lHMKxizafIJMR/N6VmzStKQD90dBXZ6zptjbeH4NV03U76cNc/Zc3MKxrcEJuZ4gOdqnCnd6jnqBxJ61W4huKKcQelSx25Yg9Ae5pgRqhbgdatR2Z48wEHNWo4ETOzkjHWp2iO0fOPrnvSbArC2CklCuP7xpcnIG7I9SKsbY0ztcEZ5wTUT7Dw2T34GKm4xXONhIDJ046imABmJCk/WpAhkICccdCepqRFYOQBtz/AAk0gIhDlDkDnoCOKqyWxiYZGA1bvhm0sNV8Sppmq3lxawTtsSWOaKNY+5LGTjGM8DknA71m6rBLZ6xeWMi3CfZp3iCXAAkUA4+bHGeBnHFWhFVYAwra0DVbjRrkmPMkDffhY4BPqD2NZkZwOtX7W2MvzMSPoKu9tRWuS3n23W9Ra6upM5OFUdEXsB7VbOl7IRhuOASBmp7cIFxxn+Een1q0+ShXIAAyBnqaxnJs0ijBkj4IVzuHTjrVd1KMfnAbHRR/OrlwgLNvdRg8c/4VWdlJxnODnHXipGJCzHgMocjjjioy4KEbSHzzg9aQMgJ2hskevelCOIc4LZxhwelMkcmeBjtkmtGG6xhUbkDHvWPdvLHAHV8EkDI/lWzr3hjU/Dmg6RqN49wtxfGTzYTGR5AAQoGP95lbOO3TqDgsBykjs7FmYsTySaizxRRWohCaFGTRRQIkUYq9ZQpJOAwyKKKljR0hgjitFYLnduGCeBj0psFzIh2jGOOooorHoUI8rNITwOvTtWdb6pcaRr32+22edEzbd65HzKVPH0Y0UVURMx7xQqRgdBkY/KqlFFbR2Je45RkGrFmitICwzzRRTYjorSNVMTAcgE1PtDls9duc96KKyZRZ09FknRWHBOOOK0w2Bxxj0ooqWPoR3U7lcccnriuc1dj9lP8AvCiimg6C634ofxBbWsU2k6bam3RY4pLVJFKRrnCAFyoXnJwOTzXLd6KK0RJNEAetaRURkAdAAcGiih7APhALDPuDVnG2EKOnWiioAhlA+U4+8BTWRVgV9uSxbr25oooQwWRkBAORxwaA5YknH4UUUhiWevNpE9xGdO06/hmcOY76DzArJnaQQQR1ORnB7g1Xu7651S/uNQvJDJc3MhllfGMseTx2+lFFWhFizQNIue9a8eVDgEgIuQKKKJDQ+FyXGexqz1KE9RRRWTKRRnG4sD6dapxIssqqw4J7cdqKKSArlyGO3Ax6fWnSTuwwccnriiirEVLokQcHHIqzdeItV1PS7bTL29mnt7aR5U8yRmJZ8ZySecbePTJ9aKKaJZ//2Q==", 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", "info": {"video_id": "144764", "label": "tearing paper into two pieces", "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": "417744aca995c062556a86c23aa12db6072293d8eac2f297ccc40d6615c6aab7"} +{"episode": 61802, "episode_seed": 1513820584, "split": "train", "timestamp": "2025-10-13T03:28:38.385551", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1513820584, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching jar with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "image_prev": 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zWi7TTPJJ7VXmZ42Kup6VDcPcv/rTkjv7VYvA0eoTc4O7jFV3nkZSOGPvXnps+jjGMo83Ungvp/sy2yysELDODzW3bRRuyxuCxyBk9ye+a5OJJwAzDq3H4V12gmS41O3QqeJAceuKcoNtGLqJwb2PapGhaz8hSuEUKBn0GK5DU9Pa+hkhgVTJCcxEg468gn866K22SRAOcsR1xzTbNHjvJIgGwRuTLfpXZUjdHhQe6PMU8NTSa3E14rw4JkEaLhQc/MAffvXYWkKiZcREInyKqkYC9q0tWDJcIrj58Ht0HGarbCAxZWVHTqvXPpVUopR0IlvYumBVAUAjccdM1JIggUNtZyOdqLlj9BToJQYgWUgr8pHpTxIjOxLgEDGM1tclHH+LruDU7CNUWVWiZsrIhRhx715c7hgBJGCw79DXq3jNo2tIzuBJfYzA9OOK8jnY+YXJJy3OexrhrL3z2MBO0HfYlsnlSfJT5SCMZ7V6j4ViddCSTn552LfTj/CvMLJj5tepeHJPK0lVIOCcge9FL4wxulJa9TZ1CJZdOlMHyyKpIAOORz/SrFtibTVeOQMcchQefehW8yHG8MScNkc802zlkiitXknR1JMZiVcDOOMfl0repumeZDZo8h1WRhqsourZoyk5AGOgJycHvXoulWcFpACG3M459hUOqXHhVriQahp8yTIcFnhYEEe4NbdnCrujKqsMZJHQjsP6/hVQZEh8DCFx0AVsHjkjHatQFFJYEbmGc0Oo8jd5SZ6AkdKfJEuwgINpGAMVomSU7yxtbiFWnhiZhyHIG5T7GvGfEpzfsobkMwx7g4Ir2W6hURNuByBnArxjxJuj1ab5csJWBBrnrq6O/AfG2ZVs585CK9Q8IzNHprI3+rJzjHevMIHXzELKSR2B616J4XilmgQh2X2xx+FY0vjudmOf7qx2eBLbMuE+bKkDjqKZpr+TZ2waOJYXQjajbmyB+v4VJFFLBC7thlAz8vX8qzrIRwiRJGuJPJnLKI0DKvPTjk/Ka6amyZ5MOxz2qWXgyS5e5uL+eKUMS3DDnvxt61ialqehxWUFjolxJLh2Dbw3Bb6j2r0u80i1vs+ZGssMmWIkiyB/k1yOt+DtMsNRsZtPgEPmBt6qTjIxjqeKzi7uzFJW1HeHLFIo1nZuSMBa6i0KQOBgBOnfkdsVWsbUhBGEIxjJ9P8AIrfEb+SRgZHQbe1dC0MxhCBdm7qeea4/xjDFa6Y4R22M2CjOWAOD0z0rtJYwxC8DuRjpXGeOYgdHLoBgOM4696mprFmtBfvEeToQ06hhuAPFereEZNukLEwGwMWUH1PWvKoNzTqm0M2QcEV6n4QsC1pG8u4FhkEd65aWkj1cc70vmb+oLG09gzbSBMACxOBlT/h0qDXU068sY4tTtbm4UOy7rVM4IOPqOKk163EVhCW+ZEljf5jjHzY7dsGtG1hW4gdSbYpncrRkjBxg5rape+h5UfhPMj4o8N+HHlXS7LUJLk4QrM3ljAPv/hXS6Z4lt/ENibiAPGytsljkwdh7YYcGui1Pw/pur2Elrd2scqnjepG9c9wexFZOieF00OCeDzGmMz5L+WqDAGBwOM+p71D2v1Etzds2jS4dBkl+d2e47VoBkA4PI6ioY4bdnYRqAIWxtGevX+tOkQeW5DFW6dOldCZmx6chnJ/E1zvjAA6YjOSCH2/mDWwXljX7zHAwfeuX8WPM2muzEcOCAT6Z7VM9mXSXvI8q1UyC4w4Hy5BIqgrdauahJi+duqOeRWeVYSlR908j2riSPehJpKxct33SAZxXb+EFV9ZhcqOOcD2FcJbr84z1ruvCbCGfzW54IX60RXvoVeX7qR6OrKHVNuTnlhxinM0K3KysskjrlQo6+vTvWfb3BzlWySe4/Sr5uPKQT4X5BnJP512S1R4MdJDLthem2dUAwW3Z6jBGAf8AParEbyCMsRwBznrUUMq3V3OwKtGcMpAwOev8qmWaPzim0+mccU6fwhPcSIFoUY4yBljjioHQNuZhgZ6jvVqVCkIEfA6YFQTh/LVQeRz061aEcZ4zCpYAKP8AloAfbg15ZK6rK6Y53cmvYPFVrLdaVKgUFl+cjvxXkFxHIHYJ8x3c4rmq7nqYOXuWRPbbRIX3duFHrXoehJLLDGUcHI5HofSuC0+1Mkg4O8kALXqOlW/2ZYQDwoAbPfiopblY74Uu5q26TRq5aM7QOvp71UU28clyJriZgW81FjUFV7g8c1tWzKcgsDggAA5/OsaSeSw1BQgiEcqgEscYIP8A9euip8N2ebD4rF+4t4LyPzonV43ABUocH16/X9K04IFj6gdMdKhW6aGFN8HzuQBsAxkjv7cda1hArMArA/Q81NONm2Kb6FJJlkdkKrtPfNSSRkyjBOO+O1TRaelucrHxknJ5PNRHekpbnBz8vrWxmincoQXcsR7V5X410aWLUBcqjvHNzv8AQ969X2vJAd6sjMM7WHI9vSoriGK5hKSQpIhH8Q4qJx5tDalVdOXMjw7TNNla4WNUZ3bgAjHNeraPpbWUFvGVwVx83vitGy0ewtU8yC0iiLkncB0/GtRUwuY+P9rGR+VZwpcrubV8U6sUrWSKkNzGWaBsLKxbCk5OB346CsL7abHXJITO0aSbXwFzjIxn9DW1pRExeU7NzkngYIGTwc9Kx9StZjrFsbdUaRo2T5zgfK2R/M1rUj7py05O9zo2luQ8YVkMRUHf/e56VWmtWvfK8zaWjyeB3NTWsVx5KJJtAUDmPnn6Go5Z2YLscxnLDjPbioj8SHLbQsWmntDEMxkck8j1qUw3BuA2AEAHOev4VmjUbv7iXLZA64HNTwa1dA7ZQh9yK2SM7l2VkUuX42j7x4FZt9YRX8DwTqfKkQgjFWVv5pQXaGPbk1DLqDj/AJdVJ6/eocSkzioPh2iXxP2wNAvP3TuPtXZrZQWFkdqEKibQF7dhVC41OcX9tIoeGBPmmiUA+aCMAEnkY68VqJrmmPDslDKD1DAMKiNNJ3SLnWnNWbKOuRTHw5cnfuk8l3BIAwQM4x+FN0KVbjTxHITJyChKY569ehFX5zDeacEhO6GTcgLjaQCCOh61laFqDjR7NnulZ0KxyRBPujO0gmpqLVMUNrG7GEVsDv8AKQBTWXDhcg5HfinySxRzsnl4bhjgdc0pRpCcKCOoyayeuw7jrfc8RLE5JyfrSTZcmNR0HBPQmpnX91xjAOaqR7sh+3P4/wCea36kCSDy8IvJIPU1yPi6TOnSYXGHAJrp55HEpbPyk4GK5zxNum0qZPL+8Oh6g9aUtUXSdppnkt84ScMcEdMGqiOrvwc44qe+G+VVbsaqbk8zavFcrSPahNr0LtvDumLl8KOTXZ+HV81HGTweMCuLgVz8vVetd94bt2+ytKFHLYGfpSj8RniX7jZ1VtbSCL5Oc4Xhs/z/AMa0VDpARMAI++RxiobGTdAsmMFc5XFYUFxd6p4outLbV7i2tnEnlpGgYMQhYL7Dg8muqLPIkjq7FnljaI20cQiO0bBgEUQWcykedLkgnAHIwT+lcn4K8R3I+1LfyvOmEKbiPlznOP0ruU1GzlUNkrx1IwKuCaViW7shlkEcgGMr0IqOdwJNu3jHXHb/AAqR5LeUnZMh57tUQtgrvIjvvlOcF92MccDsKdmFykYEkeUNyBxz34ritY8DZlaWzaP5snYxI/Wu+kjYMzBcDo/tVeWEqYsA8Hj6Z9KhxvuXGbi7o5TRfCJsZEmuCrPgYAOcZrqorVEZXyIyD97jn86fDNBcDfBJFOoJUsjA4I4IOPQ1ZjXzlAkIbn5lYZANJRS2HOcpatmZEjtf7YpVii8zc2wffOR39xWf4gt0d45nJURuwJ6cEZH6gVo2MT29yRPDsllclmDZDc9/Q96zPG8rwaNNLE21g8bZHsauSumkYw7s1dLvLd7AR+aJVX7oYZb8PXrUX7xArxOQSOoNczfXMdnoFvqGm6xfPE1z9nHnQrGsxC7meIDnapODu9R7gdEoK9M888UqehdTU0LfVLoDa0pJA6k//rqSG8vpIwzsjAnkYFUTGCOp696lgJELKSQQ2PWtSEWJdTuFDbokYfT/AOvVZtZm34e1GHByRkUpjJP3gR9KrXDQxzxwmaJZJM7ULjJx6ClYZSstTkj1ye+uJ5zbyJ5ItTgIhB4Yfrz7101vrGnunEjIx5+ZT/MVykkJPmIVzk5UiqQjLMAQQcdxRyoLndedaTXCNBcxGU/wqwyw+lYms7jJFKXaFYLkB3zj5WGM59ORVHTYliu4SpBYjJZhnPtUniiaSOwu92Gjlh3R85wVGSaUo+6wUtUbME0cF/AI7p5VlBUknK5+vel1OTdKqYO5Rnp2NcRot4uoeJhp17qN3axNMDHLDNEiRHGSxL8YxnjqTgV0Wgx3l5q2q297LcO1rKI1W5xvTBbrjjPHOOKxgtS5smVPnYd85qdU+Ubh+tXpNPaN8juKjeBlBwoP0rcyGQDMbKOcN24pJiIYnYRvKQPuKRnP1NJCSkjKc89KlR1cOq4ypxkd6Y7mY4L7GkQxOU+ZSc/rVZLcCUBirDqOOtaFzkSjIJ+X+tUycAjoeOf896YMuGRTocr4O9CXUjruzwazfD0E72upBWhEYnlXMq52ndkYx9aSW48jRbtnyBGBknrywqp4UuLG9GoyXG7P2klFDEA5VfT1rKs1YunudZcK0qQ3K5G5BkjvTb7WINJ083d2xCRrgquCSc8Ae9VPEd2dP8LiWynaJhIiq6HPGTkVyXjDRtaj8NadLf3tyZLtmZoXTAh27SgJx94hs47fnXPGGtypPoenv/qjVSM745Aezsox6CiiulEERUHbkdetZF5iRJgwBABFFFSxo8f1eJI7p1UYCsQKxPLXzT7GiiuXqz146xVzY09AQSRXo+jxqmn24XgMOfxooqaXxMMb8CN60fa20AYA/rXF32oTaX4suby2CCWKVtu4ZHzLtPH0JoorqR5MiXwsg/0tecDaB+tdLCdrNjjjsSP5UUVqtjNksNujRSSZO7cevPf3qvLPJHIFViPoSKKKsBkt7cpGWWdxjnH4VVfVbuaIwu/DDaWHDYJ9R0ooqRk/hezg0e0mt7VP3Uswdg5zyRjj8hXYhR5JIGO9FFQhleeJJkwwxk9RwRXK+OP+QCSRnLpn8zRRTEzldW8RNrWn26S6Xp1uYY1SJ7dHUoig4UAsQBzngcnmu/jUeUp74oopQCQ7OWb2Ap9sfncdgRRRWgh0pxIqjoSarNY232gyiJQ5H3sc0UUAZz5RnweNxGKZKOEfvnn3oopgOhz9vXk8Ck8UfPbHcetvKKKKT2EtzlIdbfTRMTY2F4k2x2S6h3gMq8EYII68jOD3Bqxp/i7U7Sa7vv3M1xe/vZmlQ8tntgjHXp9KKKwW5qzvvDOtXGtXc8dzFCqxxBh5YI5J9ya3ZoU5GDyPWiitUZMy7sCJmK9doPP1pkcxLHKJ+VFFUCGzPuukTauChJ496ybkeTevEv3cDr24oopgUtQA/sHU885SInP+9XK+Erp3FyNqqHmwQuR0OPWiiuevsXA7XxNM8ng9eigTouFGBjJrj7vXNRvLC3sLi6llghkaRfMkZiSwHUk8428emT60UVK2Lluz/9k=", 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", "info": {"video_id": "34987", "label": "approaching jar with your camera", "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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XrTvCh8vU4JI1AdX3CofFaNFrdyDxh25AyMVP4Zt5Li+jVUG0kk471wNe/wDM96P+7/I9dtpEYMy4Bxn0z61X0kpbxOqhNn2iSNkGSxOTj2H0qzYWIWBSjsDs71naeFTUb5F+zrIbgSYlJzyAeMfj+ddU9kzxob2OY1tPCdrK93eWOqo7sQ2IyAT39utR6f8AEbTpL1bJbW4gtGKxxzNIGPoCy+n0Jr0hrODeWZYju6oTxz9frXL6t4C0+61WO+tk+zHepmSONWWQA5BH91vcVmtfiE/IhvbZL68hMrgeXu4H4flWlGEAVlGQuB68VNc26iRGIwXByDjJx6VesYtkagxLlvXt7fgK1p/CTLcS1ZJImjcqdp5wOMZ7VZYJKdrBWXHII4NLGimSQCNVI4AUYx61HJECzNtAAGCR7Vpck43xja29paD7OiQ72ORGMDdjPT3rylmIfIOQ3Ir1XxvGF08EA48wbs/Q15WHIfBX5QSM+tcdZe9c9jAaQN7w4zi9gK/eVsj616zBMJCm7bkgbsivItBObqJI94Hdhya9T060m8hTvBPvVUNLmGYO80WZIi2rQMI4i5VlUu5wCDnp361V1w6ReafCuryPECfvRgkbgexAI7VLqgZJbdmdo2ikBJQAkgjHGepyAKtQxW86SwBZ1O/zB5sf58/nV1NJaHJHWJwSf8IPpF0kseo3DSQncgAY4P4LV3QNIi07T1MYZ2lP3mI+VT1Arobnwbo2pbmvbOMykH5wpRh+I60kKmVNqJkFflBH5U6b5tWRLTQtWVuvkAFHBXjJxzVqKEMWbJGDj7uOlVrVwkwJDksoVic/LV9pUVSM7eccnFbogqSajDYELLFOEYjEixEp9M15F4gXyNQJUAqxbOe/NeyzvEIcFxtxgjPWvGvExBvHUNg+Yykdsg1y4hXSO/ANqoYMhyy+VGBzzzxXSeGA9xqthGy4xIpJ+lcuGOSO4ODXWeFyxv4SOqnj2rnS1R6VV3hJp9D063Ch2Ew/i4J7VWhUQa2Y2cCORFKgkk5GQf5CpobgNKPmIHfj7xp7B/t0W2aOPduQvsyR0Ix/hXbNe6eFB6nN+P8A7RBZQtHE0oEnMgGcAjHT0OTWX4AEUh1CJEIKlPl7Ec12V/dWK6YP7St3uo1Zo3eNCwznvVXw8dGe6uG0SDycbTOHQjrnHX8elRBimjWS2DEDy1C9OKnS3G75SVA4xVtxtjLbA2Ow4zUixIiZKkfjmt7szIoYfMIw7ba8W1+3RbuZGGF8wjP417Fc6m2ntl7K6khPJmjXcB+A5ryrxaobznTGDJu98E1zYnZHfgZctT1OYEdxaqywvlD1FRQzy29yJAxVhyMU8TOigB+Peq04mmlUIBz6Vyxu9GezOMYR5kbdpNJcSSTzSM+G6HkflXpHw8SCA30uArHZHk/ia8o095Yy/GckV6n4MVk08u2QsjlunXpV0ov2l2cWMmnR0Oj1fZvE64Ldu4OeCK4bW/D143mG2ixA37xJFUmSNsdAPrn2rvLyIGESQhtynIC8d+lWCsjWauMhCMk5z+FbVYJs8uOsbFW20go6bUztO7gVotbypEyxp82OB0rM+2TRfOty2COlKNVvoyGEu8EdCBXVYwuaaI8cBEgz2xnNRS7HJVOSFz7j04qP+155giiOIsxxzSPeunW3QnrwaLDucv4h8HQau6XSzeVOFAORw31q14e8Iw6SpaRxLKwGWxgL7CtKXUmVHzaDG0nhqi0rWBBAqai8s8wLMZcKpwTkDA44HFZumr3saqtJR5L6F+JP9OEUbMoRRv4Hzegrnbh5LbxWSHIV4Y2ChN2TkqePTgV0qalp1zdJ5DsJyf7nUe5FYt7IbbxHZTGWOBJUlhZzg9CGH5805r3SIaM3NkLEyKu0MepHf8aeQGj3AngEdOtQwXIkgn84iXyH+9swSMZBxUyyK6t5a9ORWLKZXaIS7W478jnNSs6wxqAq59OnSrMUAG4uVX056059PWbYzAsVORg8dK1pqy1IluRIVkjL8KSBnFRPE3k7STknmrMsBSIIq7eewqs5kYxoVcgKS0gxjr09c1YHO+ItOfUdOlt0YmQDcoxwSO1ePS6bKs+GSRNpPGM17+QFkJ67wAOKzrjR7C9u43msYmf72dvORWM6fMdNDEOlp0OE8JaNJK4uDF8iDAz/ABH1rv4ALWFNy4Tfzlsbfc+1W4LaGEBI41UdFVeKg1JiHghYptck4deAAOmfxp06airEYiu6kuZlTW5Ul0prqNwAi7w4GcbTycfnU2jX8l3auyT+ZKoJMbDBqzqFus1jsP3XRk6Y6isjw9Derbxy+XAEKDALfNnGD0+lOotUyIPSzNsTXHytIyZGSRjpx0qnZI8SA7cFzkj0PpV9i0RQSAlnOD8vfGe1NbZDCDtzkYwKIbikIWczorAcA8Y6+mP1psy/KF2gk84xU8ZSYq4HIyATUfziRiTwvrWnUkoXcaLG2e35V474lIGoTsw4EpyPxr2SYSYcnBU8815N4xs5IdUd3wBIQ49DWNbY7MHJKbRzIYPu52k9M10ugH/SRGj4GAN2Oprm44pGch1+UnrXbeFrD948hztUbQR3Nc0fiSPRrv8AdNs7CyhuPKVsbv6Va1AEwoHkMDIVckYJx0JGfqKksiUgVWZdwOMk4yM9Kn1SMS2vyYLAMAT9K7VqrHiPRkVs9lK8sCTSiSVQw8xDnd9enpTltY4mkZsZYryBgtjnH0pukX010oZkiYr94KwJB/GtRZ4ZtzPFt8t/LVmH8ROOMdveueKTakaTutCxFIjxJIeAfXsae7Zwqk00QRxqEXO3PJ+tRSKyyko7bcbce/rXTcwsWHOBgHAAx16V5B4qBjvLjy8FVkZCD9TXp1zLOYyoY57k/wCRXlHitm+13iHu+4Y5rGtrGx1YRe+cgSQcHrTg+D+FMkJkjz0de/rTUDEAnjNc9tD2lNrRG1p5DKBwd2Pw5r1rw8qx6FbkgYGSeOvNeR6Ym6RADyTXqOmTqtjBEp2hVAPuaqj8TOLHy9xI6JWRoSTuQMcYp1tPBGI7dY3EbZTe/Qn6+tV7ecuCpwcjjtRPe7IJLdWQSLiRFxkn1wPXrW9Ta55lPsZ7jK9MYNSxoc4HQ+9an9l/uzgDkdvWovsrKB0roMSqAFdW6fMM1ZdM8tkfjUE0bIM7cY9KlaUKis2DztwaY7lSeRmmaP7NIIwhzISMZ9AOtUpYd6ja4JA7jqK2Jx8rYzjBrLc/KCQeBQA6yCRTw4A+Zs/pVHxACdWtFhJGbqM5PTc6sCf5VNJIVnR+oB5HasXxHqEcerw2zk5+0W5JHGBx/jSn8IR3O4t45FneGbyS0sAyka4wRxznr1pLXfDIVZiR0JNJp8dgLhTbk79pGS5JOeo55rnvtdzqPjO70s6xc2sWZPJEabskIWC8jgcHk1x8vM7m8nbQ059Tt7++ks4nJktQPMIxjLdB+n60Q3d1bt8srBcdMmuP8JRzPd6lczStIZzG+T1zg11sYyOd3BrqhsYPcvnUryRo1jkXB67uf6VI99dIpyqMT14HP61nBNkqEHjdyasOCzHDfmKsEEmrzgkfZkOepxWVrGpz3mnm3j820kmGzzovvJ9PT61omMBGLsq453E4FZcxS4t1lgkjlXPBRsg4pWQzV0zWrUWsENy0ryRoqPKwyXIHLED1rVbUNPmQqbiMK39/5f51w9xHtk3KhCkfhTYrdWYFiSuM7T3+tHKgudlK4WzR42Mse8BWQ574/SsfTI40a7t5r10dJm2xq2eD8wwPoansllbSGjhdRIR8pHGOf1H5H3rjdb1SaG7ubiBmiZhC2VI3Zyy5/SoqR01KhLU9Fs7wvpaSszNsBDdzxSz20ztE0TBACS3ODjFcPd3DW2h/bNN1rUnikujAftEaxrcHZl3iHXaDhTn1H0HdWuuWs4CvGQQOg5/lU000Emh0UQghPzE44HFIsgaJzt+ZePrUsl1ZuuBLtye5xVaWCO5Xy/MO0kHMcmCMc9RWlmTcrTkPDkjuOPbPX6Vka14dt9Xt1RiA6fdYjvXQSREowPzIeBUBicv8wIdc/wAqhq5SdjzmDwLdfaipkiEYGQwbr+Brs9N0iKygWFUyAcVbjkhg2xyyohlbbErsPnOM4Hr3q0hKkD7inqR61KglsaurKSs2VLiNIrZFDIzI+5VIGVNLEki2AM8plYvluMBeORS6laPKsBWFJFD7pQTtJwOOanjKyae2M9O/Xj19+34Vojn1b1OZ0rydN1DyzOUdWK+uRkjkfTH5V1sMqSzfusYJyxQcMe1cHYzW9z4+uNPvr6e0jml/dzRvEgjOBkszjGMDoOScCuj8Iz3L6prVpcyXBa0mCBLgAOnLDnHGeBnHFZJWZq3dHUP8is3LHsB61X8vLFycDHFOnBEoUY5OailZxb7Rjee5q0QVbqXEJZlypGMCvJ/E5LalcqeDuIr1OWRipXBbHGe2f8/yry7xcGGpySbdoYc/hxWdXY6sI7TOPaZQuDgHp9akC7o8ZwagIRELMOSakiOSCh/CudrserCb2fY2dOTyZI135fIzjtXo2nW24DaeoGMkj3rzzR4Xlu41IyzMK9N0/MEyIVG08AgdKqnucWL6I0oIZ1kBC9OOeen5fyqVpTDcLItvHLKDtbcPmAP+TWb4ivZ7HR91tM0UwdcOvXBNY2vweItD0rTNTub+7F1dB/MjK48oDaUVjj7xDZx2/Ouh6qx52zH2njrVJhJvgs/lRSMI3cf71eixxrJZwyEctGrHB74zRRWkSJFS4hXy3PPC5rOaUq5UKpHB5FFFWSiYyZhb5F+6e3tWdcqH04zdHVQRgUUU0MzpCXhJP90nj2Ncl43k8rxOqhEO94wWI5GFHSiionsOO52vh+6kNyHIUsxwSRnjHb0rmdTv59N8Y3t7AVaaKdwpcZHKlf5MaKK5aXwmsuhZ8HDLXSnooUD9a6pvkViPSiiuqGxk9xJeBx6irZxszgf5FFFUBUkhjuoCsyBwT0IzVS5gjhhjEahRngDtRRQBWUlmKtyOn/16i+7FIATxRRTA1NNYrZEA/wAJ/ka4bVDtn24yGt0zn2c4/nRRUVNhwF1bxG+tS20EumafAYECRyW6OpRFzhQCxAHfp15rrSqjBx2HWiiph1HInZRL5SMWxuB+8fQ0+dBb52Ht6D+lFFaElRLufHEjDnsen51BJql5BJgTFhzw340UUmNGfd20er39rd3W4y2sitEFYhVwQen1Fd1Zyee7syrkN2GKKKl7jLLgByMcGqTxKnmFc/OpJHuKKKOoHmt7rB03xJqMTWFheRSy7il3BvAZOVIOQR1ORnB7g11PgK9n1DU9avLl9885jkkbGMsS3aiip6jWx11wxWaPH8Thfw5/wpkgBk+oooqhFK7O2IEAZZua4TxpBGY4pNvzdPzFFFZz2ZtR+NHm1yi4x6Gi2UBgB60UVyv4T14L30dr4bhQ6guR91cj/P4120B2jf1IJxn6UUVdH4Tixj/eEPils+Hs4GRKmD+Ncje63qN9psFhdXc0sEEjSKHkZiS2OuTzjbx6ZPrRRXQjgZ//2Q==", "info": {"video_id": "34987", "label": "approaching jar with your camera", "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": "34987", "label": "approaching jar with your camera", "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": "c60a736eaed7029751b44e1219345a5e609dbc5bcbf3d83fd95c14c4a5a08e48"} +{"episode": 61803, "episode_seed": 2577599538, "split": "train", "timestamp": "2025-10-13T03:28:39.948556", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2577599538, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a spoon 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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", "info": {"video_id": "114854", "label": "lifting up one end of a spoon without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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3ukvDHLA26OWKbDxn1BrvZNctk+Gq6OZPM1ITF3LYKnMm7lifSt6Oitc56urVtjxu6t2tZzExDEAHKnIORmtKwupp5T5rFigABJ6Adqv+Io7QWdqyeWbkfLKysCegwOD0HNadr4btA/nAbkIGY0ikbnHrmocddC3UXLqZ9xKnkgZP3wME9eDU8fzMiKyqW+6WPANLHot62rGQ6TKLLP8AqyuR7cVrx6TMFyukr7DyxwaXLfqLm7Gbauzy7Z2UPGwyVPGfr710fxfnu/7StBbTyiM26syROcFgxIJA9KxLbw9cRn97GSGJ3bmHPr3rS1e1vLm2+xx30kkbABlkuSRx2xuxSjJJNFNXaZwY1IyENNOzycZZsk4+tS/2lDgDcTjqa1ZvCUaRuv223jUkEghSQfTdmoG8N2xijUX0O4ZO4DJb2PNTZdzQhZoptKu7nzIwUACAn5zk9vxFejWHhT7Hby2WnNci4Gn28lyZQdu9l3ZGB93nr7VwS+F0jUv9r46HMZxXYeFPFGneE4NRSSVXN5EqJ85XZtz6jnqK1pPlvrYxrJtaI871/Szpt0c3cd2Xc7pogdrHAJwSOfvVu+F9Ihv9EYzuVDTOPlUE4wvQnp0qG61LTzo1xbtcxTTyDKsoPGCOOnt1rW8MERaBbHpvaR//AB7H9KdSy5nEpO9kzXh8P6ZCgAadiO5cD+laNnpWixxKjWCSMv8Ay0eRifbjOO+OlURMT3qQTlUbsoGWPoK4pTaN40kw1bRY59slpHFHIvBQDAYf41oeG3utO8F+I2hZo7qEebGwHKtt4/lWOutPJJJDDaTtKjKu18DJPI/Tmp4L+6msZjbkRlwRPCUD78dAQQR61pRm1LUK1C0Lnnsmv6lcS3cV3d7o5pC0qkAAnPt9KbHfRqPmkXGO1at74cvtSu3uTAEAPClNiEenygAfgKqDwhdpcMZREI+SUViMfjirervchWSIYp47p1iUqxY4Kk8Y+tbei+HoLu41u4uLh4U04RLGIV3hpXbpnHAwp598d6xF8LTKQGu4FPXO7H860tPs209336lCodkMmy4ADhTnDDPJ+tVTspJsib91pGr428O3rTtI81tFbo2Uh3Ycse4QDpxgmuL8Nrv8QWQHaTd+QJ/pXpXjbxXpviDXLW7t7qOKCOMhxJKNx+YnAIzjrXHae9tN41WW12eThnAQYA+TFbuzktbsxi2qbVuhf0W98Qa1O8ek6NZSFRmR/I+SMerMThR+NdxpelyrsTUr6KW4ZsMtlAqog/3mBLH8APrXQXdna+F9AsvC+nFFKKHvnT/lrNgbiT/kYxVKxiQy7wcdq86tiHzckTvpYaPLzyNS28NaWWyZb8nOQDMij9Fqx/whulzOSZ7/ALZxd46f8Bp6SDCoOpqzJfDTrM3DxTShSMrEu5seuO/4c1EZyk7XNeSEVsV08DaPu+cXkoHH7y9kP8sUs3gjw+JMSWTlWHG67lwcf8CpU8XaQ+wJdh3YZEaAs35dqW58QxPtCwTvsOciNiOe3StlTm3ZGc61KEeaW3pf8iuPh94Xzk6YGHXDXEpH/oVWE8CeExhW0S1ORnHzEn82p9vqs1wwUWNwq46mMgfritBZHK/MpHGKHGUHZsIVIVI80Vp6W/Myk+GHgbUo5IZNJWEt9ySCV0cfTmuZ1b9nSydXk0nXbiM9Vjuog4z6blIOPwrvmkkQGeI8r95B1+orWsdXMojSbGB0Yd6rmZLSPnvRvDupeETeWOsWvlTGYbT95JFA+8p7jmuli1u58ryjL+6xjZtAH8q6X4ssu/SWUjnzen/Aa4S1tZ7goo+RGON57e+OtKc+5l7K7L0kiSA7+/pW/oQ0i/X7Dc2IMuwky+c/z/hu4P0rA1zw3qNhc2cFjf21ys0fmSSIpIjHbnPJqfwhpN5ZX5ury43OwKFCcj2IqJJrQ6KcFa7O4TwhoL/M1gjN7yy4/wDQqtReEvDwTYNIsySuMFSc/jnNZl34kXTbny57aUW2Bi4T5hn0IAyKWDxQLpPMtrK8kj5w3lEA49B1warkloVzx7E7eFfDcg2Po2nlwSDmHv8AnSJ4U8NxnjRdNB97dT/OqUmsX/msU02cFvmIKY/mamhu7qVA0sLRH0YjP6GidOUFdv8AEzp4iFV2in801+ZZl8N+GZIvn0LT3ye9qgA9unSodQ+FvgbXoFYaYLOcDBeycxf+O8r+lJ9okGSTntzT4b2e3dWjfcvqf61KqWLlFM898S/AdrOza48P6jJdSJyYLlVUsPZhxn2IrJgsZwm2bW9Sk4wQrhB+gr3K01MTI3mHDHr6V4h5vJx61ftG0YzgjetNQWCEQCCB1AxulTex+rHnNT2l4trdxzqkbqh4jcAqR6Yrm/Ocfd/E+lZMutXivFttjFDJu2yzttBC9Tj0qNWy4U1ue26M+j6rCziwtFkU/OhgQ49D06VuwW9pD9yGFcnkLEq/yFeF+GvE+oaPqW+5tpJFlj52DJ2nnpXfweJr69JNrp0/ljHzzYTd64Bo5bK5s5pPlOwmeKKdkIU7gGG1B079qZvijbIIH0wK5OW+1uQ7ltUUE7RumXOPwqS2l1Ikm6MQB/uuWP8ALFOUFFX5kZwrucuXka82lY6wXiqW5LcYBZjz7VJG+nX9q1nqNpb3MTHO2eNXGfoa5kSsD940vnFhuVyHJ5z3qFOxclfcfq/wn8F6pHII9KWzmkBKyWrsm0+oXO38MV5zqnhW48JG2sJZVmhCERTKMb/mJOR2PIr1Oy1RkcCR94HHJ6Vz/jxV1B9OIYYTfn1Odv8AhV+2tF9jN0lJq25xdha/aJR5hKx55x1/CvS7PSNNtTbSlGkSIIPKdE2OdobJ4z1964+ztU8xduAFGMV21ywj0yNsjLNHj/v2BXKqrk+ZGlSmoNJlKfwlpF3fS3WLmKSVy7eVcbByT0wKZceBbFoVWzeTzA+5vtM7urj+6SCCB9Kv2hYHJOAK0BLyApzn0FbQ5t7jdtjn5fDvhy1MUV9o0UbE/wCs86R429ed2fz6VbXwV4SkxIuhWDe+wkH8zWu8nmxPEy7lI5GM/WsiGG7s3za7pIN2GiHI+q+lbxhGUd7M5p1Jwmly3i+269V2LSeGfDVuvyaHpq84ytqhP8qcNB8N/aR5uhacUx8wNrGcj8qcPPYtuTZ7E04x+biN5PLOdwYdQff2qFc2k0YusfB3wXqjGa2sZLJm5JtZiq/98nIFcBqfwpuvCWpyahZTNd6cIWHzgCSMnA5xwR15FesWl7c20jwykDBwy+3qK3DJBeW2OMEYwecVcKjjK5lOClHlPHbeSfUL95GJIPUnmukgjEahVA9MYrH0y80MLti1EsR1Y28gU/Qkc1fttf05zKsf2seWD8zWjgN/u+tcig1ubSqJ7G1ERsLHHHHSrcZjHDAY69K55fEVk0ahYdQx1J+xt1/OnnxFY4P7q/BP/ToR/WqvYE0bCJBFM0iQQxserKoBNWRMZY5Iy5yVyMnvXPjXdPIGY7/A9YAP/Zqlj1/SkJcJek+nlf8A16V33K5omkt5vj3Zwc8rTvtOPunnPWsaHxNaQNlNMupMnq4Qfpmp01+wc5Nrcrz02rgfrVJ+ZLlE0xccqUO05ycd/wDP+FLIzJKHg4jJ+YHsfUe1Zr+ItPj48u5znOAg4/WuUg12fWPGNzpy6tfWcJ8wwKqBslULBfboTk/1q1rpczckdRryi4u7W4uwJI7BJJdh5DNxtH4kfpVOaJ2jsp5233EluHkbjliSf5YrnPDfiObWUuf7Qg1TUAvl7Y4CpI6nknAGcD16V2WpOqwq8Ol6jLKCUEIKL0P948YrKcbyu2SpJSuZIimcswyFGAB05NatvapDOU5AUdfQdBQjsv2ab+yb8t826PzIhs4x1zzUouWRi40u6yeo8+PHtWq5Y9TT2iZoBEaEHHzk+gIpNqqMcE9TgYrPfVCpH/EtuQV6AzpUb6wRjfp9wc+kin+lKVSPcpSRevD5cEMw/wBw/TOc1WLgnI+6egqnca0GhEaadc9c8yqBn8jUK69cBTE2nER9cicE/wDoNZuSvuVzxLrN83Xg9qRThiSCVPGAKrjVYQDmzmU9jvBrE8SeIjBpLvZx3MModAHDr07ilpfcl1InRRiZWYK3YmvPtI0ybVbwRICEzl3x90f41d1TVXtNEi1TTtZ1KYNcm2BuEWNZyEyzxDrtUkKd3qPcDtdJij0zSmay0a/NzHCZAkpVd0nTlvxrS3ItzKU0ynLpEVlC8NuhEajLAnOW74rN1TwxZ6pe2z3yGRooggUEBVVRzwB6/wAq3zc3UsFtI2jXHmrJl4zdIAvvnHJpS8rSeZ/ZTKw/6fF4H4LVRcYK3MUpog07RrKzgKwwhQMBSD0q+sCxjkkk9PpVZ7m4wF/s5R7C64/9Apr312q5NihH90zk/wDstTKpDuWpouFVa2mK8FcMMeoqrHvlQFUbK9cDtVd9TuFRgunQgnu0zf0FVk1PU4iPLitEUjkAOT+e6s7xb3K9oi8+c4wfpSYcsDg1AupXXBa0tiec/eH9ahl1qdWI+yQd+SWpNx7kuoi8VYyBmO0n07Vk64sv222iUZwG5/KsXT9an1HxlJpt9qU9lbyy7Y3hkjRIuhJYycYxnjqTgVoeG49Y1fW9Ytrp7iX7BN5apcbFdMlh82OM/KM4JFU6d46ahGqk7mraWohjzgZrWtxLsa3ZC8RbzTJJMSUOMbQCOFA5GOnNOtobdp5IBdWbzRD54luoyy465GeKVLuya0J/tPTy8v3iLlSP0PpxVRpSW6Jc4yLVuFCqeAGOM1LI58zCBSv97OKoi+09cE6nZbgPuiXOfyFKt9p5DA6jFJkn7qOf5LWuqQ7o0oJQsycnAIBHqO/41VEwhvJrR2AZM7WH8XOf61Et9pKuCb5uPSN//iagn1nTRftcKs9wcDhLc4/8eIqW/MOaJoLNlRu+8OOKYZcqQxBIH3scgf5/pVZ9esLlt32W4g9AsY/DvQdY06FQVS4AHT92M57d6fMu5LlEmuAJLZV3ETp92QjoPSoBczWtqJ2YgA4yK53xT4kW30RmsRdQy+YmHBUYGTxWJr0/iPQvD+mXN1d3ge+L+ZA4wIMBSgY4+8Q2cdvqDSSUtUyedHexRIVHyqPoAKSWBARwfzoorkicpUmhTPSqUsKZPFFFKRrEr+WvIxVdsDHAooqEWiInjGBUgJooqkSypdSHJ4HSuJm1O40rxLNf22zzopG271yPmUqePoxoorSl8QztPg+oL6spzgGAf+hV3t7Ow1OK1AAjeOSUnuCCB/WiinL4jCfxFuJF8scA/hUTqBnAoopS2GitIBzxVKYg4yq9aKKyNEVJQCOg49qr4y1FFCKI5W2g49K5bxQf+JS//XRf50UU4/EgRh634kfW4raKTS9PtjAqRxvbI6lEXogBcqBzk4HJ5r2jXdXuNKbSIYFjZb++jtZTICSEPXbzwaKK6anxIzqbGgkKoPX61FIAvQUUVlLYlFOR+vyioGYtlSBj6UUVmaIryj5mHaqLnnFFFCLFYYXPtms2ckscmiiiQkcVdaydK1a/jOn2F7FLKGMd5DvAZRwQQQR1ORnB7g113w1Ua9qGu6hqQ8+6keORnPGS24ngduBx7UUV0P4ED2O9Gmafan9xY26E9SIxk0rWdugBSGNfogH9KKKxexndkE8SKMBar7F6YooqCrkLQopPHeq0mFJwBRRUoobEdw5qK6O1AMA896KKp7E9TlvE7E6O3b94nT61y19r2p3+nQaddXk01vbyPKnmSMxLNjrk8428emT60UVvR+AaP//Z", "info": {"video_id": "114854", "label": "lifting up one end of a spoon without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "903508ff3536cdaedbdcfd8208bbe5b3098ca656fcdaf497c4bd19a866d40dc4"} +{"episode": 61804, "episode_seed": 162203222, "split": "train", "timestamp": "2025-10-13T03:28:41.171715", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 162203222, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a remote control onto a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "106476", "label": "pretending to put a remote control onto a box", "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": "106476", "label": "pretending to put a remote control onto a box", "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": "106476", "label": "pretending to put a remote control onto a box", "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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bzOGePYBzx2qMdc9a09SsfskigNuRs7c9qqlOOgJqk7Iq19SL5mwBivVvhVbkaeZT1e6kbp/djVf5ua8tji56AV2fgzXJ9EWeSIeZn5AkjHaoJBJA7Ekcn6VvhpL2hy4uL9me0smRWTqkAktnVhXM/wDCd35/5YW/5H/GopPGl5Kpzb25/A/416F0ebys5HW4fsl2w7Ma4+5sFguJ7uNyPMIJXsMdTXW+INWkvA26CEe4B/xrirm5kZXQkAEFTgVjPXQ1hdO5raVelm8snkdPeuqt5cqDXmWm6gUmTLcqcZPeu/067SWJTnrXDUjY7oSubJIeMjvXnByOM969EAyM+1cEEXecAYrJOx0pXIkOOgq5plu11qdnBgfvp40/NgKgaME8CrNqXt7mGWN2jkRwyunDKc9R7iqTVxSTsfRenrmz3j/lpJI/5uxH6Yq1srgbPxvLa2cFsLRGEKBNzOctgYyfc1OfHlx/z5w/99GvX5keJytI664i3RkVxmt2jbW5ND+OLhgf9EiH/AmrB1PxbcSg/wCjxD8SaTaBJnA+MozHFIe4kjb81Zf/AGUVxyyMR16V0fi3UJbyVHY7QRsKL0PORn3H9a5uMjNc1Q66LaVjQtbkjGauajP58Fv/ALG7+lZisA3SrLNuReOlYNnSiDv60/JOBxTynHQZ+lKkftSuOx6X8MoD9hMhH37mRs4/uxhf5vXpGM14t4R1ifR/OkgwzMNmJCSoHB4HY5HWuqHjbUf7luP+AH/Gu6lJciPOqxfOz0DYcU0jFcF/wmupH+G3/wC+D/jTG8ZakR0g/wC/f/1605kZ8rOw1hC2k3RHVYy4+q/N/SvAfFFoLfxRqkfb7U5H0JyP516PN4w1F4njbySrqVIEfYjFeX3LmW4kYkkbsDcxJwOByfYVhXl7qOjDxak2ZzRYNTxKDwTzT2xjoKanB6VyN3O1HcrgAdSx7CpdwUc4z6CmLhAc9+fwqBXyxJ61yHZ0LFvcEX8JHAWQZrrFbFcI0hi2uOzA/rmtQ+K18wkafd7e2Smf513YaaimmcGJpuTTSN6fU4oHeN0m+XqQmR0z1rndX1CBi6+XNkf9MzU//CXQAfNZ3Y/4Cv8AjWZe+JreRT/o10Pqo/xrpdSL6nL7OS6Gc7Yww47iur8O6j5sYDNyPlPtXn9zrcRc7YZPxxVnQdYaPUQxBWOTAxnvWNSPMtDSDaZ7HFIGIx17029hEibqzLG9WZAynqP1rKgubvUvF11pjaxc2sX7zyhGobLKhYL7Dg8n+tcsYOTsjqc1FXZU8Qpte3Hru5/KslSCeBx6n/CoI7271D/j5neYgArvPTNSSvhMComrOxvTd43HyShVyOa0NDlJ89T32t/OsaQgoB70trqTafLIwgaYsu0AOFwfXpWlFqMkzOvHmg0jsGl2Rs+0ttGcDqaq/wBpPhs2dxkDONo5rDXxNMBltOk/CUU7/hKWPH9nzj/ga13e0j3PPdKXYsz3jXEhQ2s0YwTucYFc9fnYzGrV54iYgn7G68fxSCudvNXknJAgC59WzS5kx8jW6KsblSCDXYeHdT3Dy2bBFcYvSpBczWyeZE5VsjkGonHmVi4ysezwXAaPOeCK4sYGSc5JwAKmvJEtfD0Go6ZreoTI1ybYG4iWNbghNzvEOu1SQp3eo9wIk/vY61x1Ycm52UJ85ICFGTgVDJMc4A6c00vmQ+naoJDjew71nFG0jtY5NyhvUZqOe/Fu4UxytkZyi5Arnk8SeWkaCxnbaoUtuXkj09qk/wCEqQDmyugf+A/416aqR7nlOlLsa0msRqB+5uGyMjEfFQTTedCJArLu/hYYIqgPE6OOLO5/8d/xrPu/EYJx9lkH1daHUj3EqcuxmeIW/exL9TWLu21cvrl76UO0ewKMAZzVBweam6ZaTRPHKeOavxP5i81F4TstO1bxJFpuq3c9rDOdqTRyxRrGe5YycYxnjqTgd6f9mks9X1KwkW4T7NO0YS4AEi4YjDAcZ9cHFZzhZXNac7vlJ1OT049TSvKAPXHemyNgYqJ+VH1rBG7NfRXJMynvhq1zIVQtgtgZwOprlLW/ayldhEZdy4ADbcH1q2viCUDJsm/CQV105pRszjqQbldI2BfPg/6JNnGcYHNEd5JLKENrLGp/ifpWR/wkTH/lyk/77FDa+5HFow+sgq+ePczVOXY2pHwCfSuNEhYE+pJrQfWZ5VISBBkY5fP9Kz/KYDG08e1ZVJJ7G1ODW4jN2FAf1qC73xw7lyDkdK1/EHhXUvDvh/SNQvGnWe+MnmwmMgW4AQoGP95lbOO3TqDiFDmVy5VFF2Z0LMSOp6VHEP3g68miiuM7xhUHOeamhwVGQKKKtbkExVf7o/KsnVFVQcKPyooqiWctdKM9Kfa8ICOxoorrjscctz0Tw3cSSRfM2cgGs281KfS/Fdxe2+zzo5W27xkcrtPH0JoorKHxsqXwFC2+U4B6DFOk5HJNFFY1PiOmj8CAj91j3pncfWiipRRZjwR90VJtHoOlFFUJmbqPUjA/KufnUb84oorWmY1BB3qOc4h/EUUVucxu6n4rk1+O2il0nTbUwIscUlqkilI1BwgBcqF5ycDk81qBm2Dk0UVjiehvhOpGB8+eaHGZG9M0UVzo6pDoceg61Y2r02iiiqJYu1RGTtGcelZN6AScqOvpRRQtxPYogAAiqs6gDiiit4nPMZp+vNo73EZ03Tr+KZlcx3sHmBWTOCCCCOpyM4PcGrMWoXWqX95qF5KZLm5fzZXxjLHJ6Dp9KKK1qfAY0vjJZOtBH7r8aKK5jrYmAAD3zU6AYzgUUUySQAZPFD9cYHHtRRSGVM/vAcDNWxypoopSGjP1Li2yODuFR3viPVtS0u30y8vZ57a2keVBJIzEs+M5JPONvHpk+tFFbUvhMK3xH//Z", 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", 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", "info": {"video_id": "106476", "label": "pretending to put a remote control onto a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c0f0f96df3dfdbf410123235accb4d5bfa61c3d478471e548f729f9f5591ceb6"} +{"episode": 61805, "episode_seed": 555749975, "split": "train", "timestamp": "2025-10-13T03:28:42.175780", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 555749975, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a box 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "45757", "label": "pushing a box so that it slightly moves", "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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kgjIP1rTvDiNEzyx3N+NZl2RtI9sVgmehJ6E14IrWJd1jp2X6AWo/xp3h22t7u8ZWgixBiQYQck8DJ/pWZqV6Lucsn3I41jX645/Wuk8IWLQ2D3TjDXBBGf7o6f1rdO7OaSUaeu51EA21aB4qulZPi29ubHQHntJnilEqAMp5wT0qjlZ0Smto9M15JqGo3dvo8N/Y6/qUqtcfZ8zxqizELlnjHXap+U7vUfQesnoOe1NqwhrHg1C54NSMeKrzvtjZvQZqSkrnFa7mXUp3I/dAqp9Dj/Jrl9RjFzBIhbak2QWx0B71v6hO0kTH/nq5wPbp/T9aw73/AFZA6L0rBPU9J6RsY8nhOwiiLNqd2xxx/o5AJ/FqdZeGbO9uUgjknV8AtlsjHc1ra3MBLHEh+5EHb6kcfpVnwhbtJPPdtnaAI1/mf6Vve7Oe1qd2ddZwrEiqOwxWmh4qnGKspwKZyMnBFXrE5D/hXnKalPceN7nTLnV7y0tmm2RtFLGix9CSS4xjGeOpOK3/AARdX82oa5a3s9zJ9llVEW5xvTlhzjjPAzjim0K52JqNqe1RknNIY0+tRycrUhqJ+lAzmtb0qO8uYp2ihlMalds0e9cHvWSdKiAIFhp3/gKP8a7CdN1UnhHtQh3Oai0CCeZVktrVIz94RW4U/n2rp4IFiUKoAA4AA6UyKMBs1aXtQJscBgU5frWD4uvLiw8PvPazPDKJUAdOuCea5vV28S6LpGnXlzqd6st2X8yIrgQ42lQTj7xDZx/9emkTc9Wk71z2uSN58KZ4CM344oorOexvQ+M4udj5Ge7MSfes13Men3m3jzGiRvoWP+FFFZxOqQ7Qolm15S4z5aMy/WuzVQDRRWsNjnr/ABFpOgqVDziiiqMCwp4ry/WL+bTPGd7eW+3zY5m27hkcrtPH0JoopxJZ1HwrG1dUA6Dyh/6FXobdKKKTBbELdaxfEDFbAgfxMAaKKifwm1D40cTfuTcN7HArIuWJoorFHYyqiCSeOM/ddwDj3OK9LgRY0CIAFUBQB2AooraGxz1+hZTpWH42/wCRak/67R/zoorRHKzjNT19tYjt45NOsbcwqqRvbq6lUHRQCxAHOenXmvdP4R9KKKcgRE1ZuquyafMVODtoorOWzNKfxI4e/OJ1HYKMVj3ZzmiisEd0jLd2fzXdiWLYJPsMCu90OFINKtkjGAYwx9yeTRRW0TGt8KNZOtWUPFFFWcjPNNY1ZtN8SaohsrK7jln3FLqHeAyjggggjr0zg9wa6z4bXk9/da5eXL7552jkkbGMk7qKKp7Enet0qM9aKKgobUb9KKKYyvJVZxRRQBGvWpR0oooEznvHBP8AwjL/APXaP+Zrz+61rUL2whsLm6llggdpF3yMxJbHXJ5xjj0yfWiiqRLP/9k=", 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", "info": {"video_id": "45757", "label": "pushing a box so that it slightly moves", "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": "45757", "label": "pushing a box so that it slightly moves", "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": "fe4fc0c97f5e1603c77dde8aa9406dd1edb882c7028045b0807337e1218fe27a"} +{"episode": 61806, "episode_seed": 3000625292, "split": "train", "timestamp": "2025-10-13T03:28:42.634245", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3000625292, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'toy car colliding with pen 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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"info": {"video_id": "152559", "label": "toy car colliding with pen and both are being deflected", "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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zSwQO0i+ZIzElsZzk84xx6ZPrRRSQj//Z", "info": {"video_id": "152559", "label": "toy car colliding with pen and both are being deflected", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "152559", "label": "toy car colliding with pen and both are being deflected", "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": "152559", "label": "toy car colliding with pen and both are being deflected", "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": "1f39c4019b2aad7a7d101bc7113475a33ab3b534a95edad846aec392ab21a92e"} +{"episode": 61807, "episode_seed": 3134655089, "split": "train", "timestamp": "2025-10-13T03:28:43.826664", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3134655089, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 screwdriver 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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iJY1uCFDM8Q67VOFO71HuB9JQ3KNApU8hRnn2/wAj8K4MXNTUbeZ7mWUJUXPme9v1K/iG+istJleR9oOFGMkkk4wAOtef2k11Ms0dvYzx78/vJk8sD8+a7i8lWSRS5G0ZIrj9V8TWtqmxJBJLnhEOSB7+lcPI5u0VdntqpGlDmm7IztcubvTbE2c/lyfbFJDIT8oBGRzXHSv1FW7/AFGfUJxJM3CAhF/uis2VstXv4Wj7GlyvfqfE5pi/rmJc18K0RFI571XkOaexOaic1cmc8ERHrT1TNM6mp06YrJI2b0HouBmvVPhKAsWrn/rl/wCzV5PoSW2peKv7N1C/ubWCV9iSxyxxrH3JYycYxngck4Fei/Cx7iyvPFNnMbjNtNHGiXAAdcGQYbbxnpnHFc2IqJ03H+tz0sBhpqtCpfT/AIB1eoXM7amd8pWHnCqcZxWQtzZRXzu0MZRXLPJ5ece5OK0J9GjllEl/cSzykcgNsT/vkdvrmsjWNZt7SwuLKJVLTR+WFX+HPUmvMp05VJqKPpq1aFCi6k+iOZv5Invrh4ABC0jFAPTNUnbg04t8uCe1VpH4r6lKysfmkvfm5dyCV81XJ6092yKhJrGTOmEbETVGo+anmkQc5rF7nQtESqvSp0XBFZ2pyyQ2JeJyjblGRVrW9E1nw/oWlX13c3KzXpkMkJTAgwEKBjj7xDZx2+oNS6ii7M1p4adWLkjqGY5P0p8KCV8MT93PFFFeizxILVFWQ/vCKglJzRRSLjuVJiarnrRRWUjqhsRMTTO9FFZSN4kqdKxP7Sn0jxFJfWuzzonbbvXI+ZSp4+jGiisK3wnXgv4jOg8AxK8l4rDIATH616rp9vH8vy0UVy12/ZnqYOKdWTsO8T2kL+H5pCvzR4ZT6HOK83lPy0UV15e26XzPKzxJYlW7FSbpVNzwKKK6pHn09iJulRHrRRWEjoiPSq2r8aae/wA60UVEvhZpT/iL1E1bxM+uxW0UuladbGBUjie2SRSiL0QAuVA5ycDk819CWUrie+wcYZV4+mf60UV5lbZH0mG+J/L9Th/Hut31vqRsIJfLhMYBK8MR6ZrkoI1jiG0deSaKK9LAJclzxM6lJ1bN6Ct941Uk60UV2SPIgQHqaibrRRWMjpiNqZOtFFZopmYuttpV/eRnT9PvYpZA5jvIN4DL0IIII6nIzg9wa9L+El9calc+Jb+7k8y5nMUsjkYyx39u30oorgr7SPoMHvT/AK6Gh4y1u+tL+O2gkEauoBYD5h9DXKNwvU/U0UV25dFezvY8rPpyddRvoI5+TNVXPFFFd0jxIFRzwajY/LRRWLOpERNKvWiisjXoVtX40wkf31qldeINU1HTbfTbu8mmt7eR5UEkjMSzYzkk8428emT60UVz1fiPQwj/AHTP/9k=", "info": {"video_id": "113839", "label": "pushing screwdriver so that it slightly moves", "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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UZXzU8j8VTdsivRkz52nEYT1qu1Sk1CawkdcEMUfNU6r0qJBzmotTmkgsDJExVwwAIrPZXNUnKSijSiXDr9RX0lEuAF9AK+ZtTt4LbQrfUtN1e/mVrr7Nm4iWNbghQzPEOu1ThTu9R7gfSUNyjQKVPIUZ59v8j8K4MXNT5beZ72WUJUXNSe9v1K/iG+istJleR9oOFGMkkk4wAOtef2k11Ms0dvYzx78/vJk8sD8+a7i8lWSRS5G0ZIrj9V8TWtqmxJBJLnhEOSB7+lcPI5u0VdntqpGlDmm7IztcubvTbE2c/lyfbFJDIT8oBGRzXHSv1FW7/UZ9QnEkzcICEX+6KzZWy1e/haPsaXK9+p8TmmL+uYlzXwrREUjnvVeQ5p7E5qJzVyZzwREetPVM0zqanTpiskjZvQei4Ga29IACS++KwNCS21LxV/ZuoX9zawSvsSWOWONY+5LGTjGM8DknArS0ZbiDVdVspjcf6NN5apcAB1wWHzY4zwM44qqNVOpykYvCzWHdS+mhuMcVGx+UVajsprh1CjA7mmahZTWRQSD5W6NXX7SN+W+p5n1aqoe0cdCi7dTUEr45p8jcVVmb5abYQjqQyvz9aqs3FPkY1CTxWEmdsI2IZKYozT25oQc1g9zpWiJETmrUK5bFZupSyQ2JeJyjbgMirmtaJrHh7RNKv7q4uVnvTJ5sJTAgwEKBjj7xDZx2+uaTqKDszSGHnVi5JnUMxyfpT4UEr4Yn7ueKKK9FnhwWqKsh/eEVBKTmiikXHcqTE1XPWiispHVDYiYmmd6KKykbxJU6Vif2lPpHiKS+tdnnRO23euR8ylTx9GNFFYVvhOvBfxGei/BcYg13/ZWHH/j9a/jLW760v47aCQRq6gFgPmH0NFFeckniEme+5OOCbi7PU5RuF6n6mkc/JmiivoT4Ztt3ZVc8VUc8GiispHRAjY/LURNFFYyN4ir1qtq/GmMf9taKKzl8LNaX8SPqM1bxM+ux2sUuladbGBUjje2R1KIvRAC5UDnJwOTzX0JZSOJ77BxhlXj6Z/rRRXmVtkfS4b4n8v1OH8e63fW+pGwgl8uExgErwxHpmuSgjWOIbR15Joor0sAlyXPEzqUnVs3oK33jVSTrRRXZI8iBAepqJutFFYyOmI2pk60UVmimZi622lX95GdP0+9ilkDmO8g3gMvQgggjqcjOD3BrpfB11Nq2qape3r+bcTsssj4xljk/h9KKK54/Gz1J60Yp+R6fp9vH8vy07xPaQv4fmkK/NHhlPoc4oormi39Yj6no1ox+qTVujPN5T8tVJulFFe6z4uBTc8Com6UUVhI64kR609KKKyNXsV9X/wCQaf8AfX+dU7rxBqmo6ZBp13eTTW9vI8qeZIzEs2M5JPONvHpk+tFFYVfiO/Cv92z/2Q==", "info": {"video_id": "113839", "label": "pushing screwdriver so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "113839", "label": "pushing screwdriver so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1d58c0a5931c5c36e2206c50dc1f8e3eb3c7940ba35fb93be8db8967002a6bf4"} +{"episode": 61808, "episode_seed": 3593786279, "split": "train", "timestamp": "2025-10-13T03:28:44.917942", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3593786279, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 sock onto 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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", "info": {"video_id": "168784", "label": "pretending to put sock onto book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "168784", "label": "pretending to put sock onto book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "168784", "label": "pretending to put sock onto book", "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": "531025ac83f9c09ba141e1b46a89f46d40cda6ceca4e2deb77596dec9117f963"} +{"episode": 61809, "episode_seed": 913873448, "split": "train", "timestamp": "2025-10-13T03:28:46.667595", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 913873448, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pillow 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "40048", "label": "pulling pillow from right to left", "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": "40048", "label": "pulling pillow from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "40048", "label": "pulling pillow from right to left", "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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jfrr95ieKId2hptGWeQAfU9K2ra2WLS4LaTDARgEnvWvCLYWTRSwpIH5UtztNRvGNuW6Y4xXWo63PKld1pN9zyLxd4VbTXe9tl3WrHLD+5/8AWri3EeOVH5V6n4+ubi30xLaHJjlbDgDPFeYuSeqjNeTXUY1GonPUikymViPQgfpXTeDl2fbZRllUoC2cgH5iP5H8q551Hda9E+E0FpeyazY3cSvDLFGeR0ILAEe4zVUpe8c/O6T510NrQsS30bkchf6Vv3qqWiz29KytMtDp2qXVpJndD8oPqCeD+Val4ylEIPNbJ/vD28njy4bmfVtl2z8tJ1A4AGc+la9xK1/ccqAcZwFxwP64rmUkAljDH73H8jWossysP3h78jtXdT1QsVBOtzEGsgnTbtkBUrbyYI6/dNeFKV4PI4r3LW7nydG1B9wO23cjd2yMf1rxpRMD1gfHrtrzMxfvpHJPVlMlSMbj+dQuB2etR7dmOWtl+qA1WltYyfuun45rz1JXM5RM10fs4/KoW8wAj5T7kVdktwDwT+IqB48dGxW8ZI55IrIzdzV6wsptTvYrO13NNKcZH8I7k1Rtrc3E6QxK8s0jbURR9419BfDT4frpNus90oe7lwZHx09h7CuiMOZmMpWRY8MeE7m306C1hzBCigfL1NdTL4M09YBLeoLh1AwZRuwPxrr4raK2jAAAxXN+I9RZgLeBwrvkZ9PeuuPkZw1djE1IafYrutYQZEBYJGOtcrlpQZX6NI7gehOM1opb61DIbdTbSB1IDBSpP161jz3QSxTOA4YqwB6EcH9a6IaWZ62CikpX7fqTxzhJ8DuDSXNwPs7j2rMguR56knuaS9vES1lYnopNOpK0kzupyTpszdRuGfIDAY9awb21mWPesqswGdoFPudQXb1xuqObUY+AWB4qK1S2x5jw9KtJymjK/tG4FypkYkoABnqK6e21SKa3Xc2COtc15sNzcTBBnhcnFJg2zZJOD0Irkck56ipuphbyT5ovc7i1uY5pFUHJbp7VamUb1VsHHeuS02dvOBBxW/fLJaeS5cssgz9DWiepw1rOmqkt5NnQ26qyDH04rdvLSXT4Ld/mMUy7kfHX2rkdN1GVJMocHGMgV61Lb/avBccUmPMVA6565FVzWMqVWVO/L1Vjkov+PcH+8c1C2PMOakVsxoB0AqpcSbW47dazhK82fX4OHsqEU+xbglChmjPzDjiq6w4jcAHG4sc1RtZSRJtOCD61MbmYfKZB6E4612o8rEWlVcijq237JIyjayqa89+2L5uen1rutYuQlhOWZTxjOcVwN/5dyIZYVdmC4dY13Y9656r948zF3djf0y7gLjzC2RjaV9c16Hr+lwfYrbVIQQxAWUA8H3ryvw1ay6jqUcUavsDAu2OgFe4eVHd2AtmJ8vbtbHp61k2cSZhRkCNQP7tVi2NwBqeWBrOd7d23bOA3qKoSNhWNRSvzO591RnH2UXDaxpW07iEYAce/+NWftLSRgFVwOnNZdmxVFAOUNPmm42A4NeinoeRJp3OO+IM8f+ioWYNkn5a4GRkPV2/EGuv8X3LSamI2hjlVF4JTP6iuVlaE/wDLsq/7rkV4NeXNVbOWbKMir2lT8a774VkQ3OpyNtyVjXjHTLVxLJCw/wBTJj/ezXVeAZY7aa+8vcN2zIb/AIFV0nqcdZ+4z02/0+OZJLxGInjUHdnh09D7ismd8wp9a2LW6Z1UBhjvnuKq3+kPktaRloiQdo/hPt7V0295M6ssxqpJ0pvToZ7uqSRM54zWvAxMG4HcMnafaud1i6h0myaS/DRdlVlwzH2Hes3S/iDpyxeRKksQX7rMud35V1QrQi7NnbVqxnPmTNnxPPHH4evjIpO8LHgHHVh3/CvN1jsnySs6nHqCK7XXNWtNZ0YR2d5Bl51JJfbwAa5tNMv/APlkIZ/oyN/OvKx9RSraMybvqZ5s4cZjuWX/AHkI/lUZtZv4LmNvbzMfzrQuLK8g5msWX3CMB+hxWbMwHBjYH6/41yJsiRDJb3Y/h3e4waqyxzLy1uD6/KRVvajdNyn/AHf8KfNayKm5Zm/M/wBa3gmzlm7Ho3wy8DC0C6lfxj7XIPlUj/Vr6D39a9tsxHaoOnArB06FbeJcAcCrGoXphhG37zHAr0aZyssa3rn2eAkcDHAHUn0rh7qK8vnaX7e9vLtz8gBAPXHPWo/E+of2d5lzMyu0UeEUttBY9B7V5g3ibUZLh5JdcZC3/LGzi3Ae2TVTqxhozWnE2vFmu+LPDM1uHu7aeOZW8qQRc8eo7HmuJtPEOtq7Bp2uFYlikq7hk9/UVp3WrzX7K90k106jCm5foPouBTVluyPkAhT/AKZIFH51yTxL5rxZ0pMeNW1xlDCxhRQOrggfqarXGrapKrLKbQA9doJ/lU32RpDvkfOe7tnNI9tGg+8W9lFRLFVO5or23MeWa5bBZlP/AAHAqrM1y+d02P8AdWtmSIH7sSj3bmo9B0qLXPEjabdX8tsrRyGMpHuLOqFgvoBweT6e9ONWpUe5lOSijEs5WtZySxbf13VvJMssRBHH6VzURebB3kYAPWr8T3C42Sn8RTlKz13NaFW0LdDYgYo4aNhkdq6/RnXW5Y7C4upLfAyjIerVwH2m4yM7fwFaFpqkke0lFJU5BU7SK0WIilqZVaCkrRenmeuaN4SNpfebd3gmRTuUBSCfrmvRY7lJIAvA2DgV4xpnxERURL2CUFR/rF5z9RXY6V400O8AC6hHE5/gm+Q/rxWsa0JbM4ZUZw3Rb1qGO31FzGoRZBu2gcZ71zt7IAjEHBrq9Q+z39iDFPE5XlXDg/rXn+qXiweYjyIW/upICTVJxjLmbPaweOj7BU5bos2n+qJVgWzyM80l5diLAx1rmrTxBJbXS+dYTpEerqQwqXxBq8UultLauyyblwy8celbwrwmvdZhOe8mQ+IJZBpcg38P2rltB1WXTLxJ4yHUcMpOCRW14ntreDw3b6jYavfTo1ybbFzCqLOQm5niHXapwp3eo9wODRAc9c1y1JPmucelR6nuemaxbXcYlgKAt94AAEH3rpLK9bsRzXztAtxH80TyKfVWIrbsde1u0I8q/nHsx3D9ay9uluQ8K3sz3PUrZrhBcxjMoGGUfxD/ABrnJSEjfzTtA5JbjFcla+PfEMabfPib3aEZqveeItZv+bq5Mif3CgA/KoeMhHVLU9DCzr0o8j2Og0zxNpKX7WzXqktwvoT6Zrckmt5SDnHfNeZNcI3EllbSf8AxV6yv44siO3aIYxhHOPyqoZlZWlEvUp6utndalcSfbdr7iPnjPb3FUPsZ/wCWd5E4/wB8j+daU1pYSszCSZCTk5GaqnT0VspMjj3GK4PaXe5lJDoLQbSJZU/MVl373OmzobWd4t+clDjdj/8AXXTeHLizvPEI0fUbqe1gmfYsqSRIkfqWMnGMZ46k4HeuZ1W3aHXL60mSZTbzvGEnAEi4JHzAcZ6ZxxXbbljzXOOPvTs0WbTxNr0KgR6hIQPUA/0rXj8Y+JZYxH9ukUeoQD+lYMUEeQc4rUhjAHT8jXLOvLodUaUOqC4llvZPOvwLmU8FpGJP50iWWmtgPayo3rHJn9DV5Yk2gkH6ZqZIE3dccdMVzub7nRFLYhh0nTxEdtxKme0iZqQaGpz5V9EM+uRVlYAR9/GfXNTJp80o/dR+YT02HdUc0rl6WM59O1WA5huS6442S/0NVJZtSi4nBYD/AJ6JmtSW3mt2xIkkR9GBWomluF6ykj/a5qoyd7WMpWK2nwtfzLGIYAxOMhcVra3oVxpUKCYRMrDd8pINYuoTyRWhlicxy71wycGrXifS/EOj6BpN7qN/ePJeGTzIJFOLcAKUBP8AeIbOO31zXo0EnG9jgrO0j3ZGIUAVlajPJ/aUCZ+VQWA9xRRXbAwe54r451W7vdUFtM+YlJk2ju3Tn8BTtE0i1m077TJvLZ6ZwP8AGiiuOtrNnXDYuXEcVnCHhhjDZ6kZqMu0iZY9e1FFcaOgjKjI4qOU4UgelFFUUZkztnrWRBqlxo2tf2ja7PPiLbd67h8ylTx9GNFFddLc46uxnQoDxz8uMYrSthwKKKVYqlsaSQrtzz+dWUhjOPlFFFcEjtiPaBEPApABnpRRUjkGcDAJA9AahuFA5AooqkTLYqNJIudrsv0NNeWSW1cSOzAMOpoorpo/Ejnq/CWvEfid9dgt4pdK062aBFjiktkkUpGucIAXKgc5OByeax4FBHIoororGGH3ZowcLxxWjBypB5oorzp7nYi0VCjoD9akUgjlQfwoorI0iXrbTLa5YBlZc5+6aqy20dtKyJkgHvRRVdA6leUAN+FRgYYUUVUd0ZS2Ka60dKvLyNtO0++ilkDmO9g8wBkHBBBBHU5GcHuDWZcX1xqep3N9dyeZc3DmWR8Yyx9h0+lFFelP+GcVP+IW4PvCtGHpRRXmz3O5EgldXwDV2Bj5wooqGaGjG7Y69KnChlGQKKKyZp0IJJ5gComkxjoWJHf1rLnnYSnIVjnqR/hRRW8TnluUNVlZ9OZjwd69PrVC/wDEOqalpUGnXl5NNb28jyoJJGYlmxnJJ5xt49Mn1oor0sP8Bw1/iP/Z", 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jfrr95ieKId2hptGWeQAfU9K2ra2WLS4LaTDARgEnvWvCLYWTRSwpIH5UtztNRvGNuW6Y4xXWo63PKld1pN9zyLxd4VbTXe9tl3WrHLD+5/8AWri3EeOVH5V6n4+ubi30xLaHJjlbDgDPFeYuSeqjNeTXUY1GonPUikymViPQgfpXTeDl2fbZRllUoC2cgH5iP5H8q551Hda9E+E0FpeyazY3cSvDLFGeR0ILAEe4zVUpe8c/O6T510NrQsS30bkchf6Vv3qqWiz29KytMtDp2qXVpJndD8oPqCeD+Val4ylEIPNbJ/vD28njy4bmfVtl2z8tJ1A4AGc+la9xK1/ccqAcZwFxwP64rmUkAljDH73H8jWossysP3h78jtXdT1QsVBOtzEGsgnTbtkBUrbyYI6/dNeFKV4PI4r3LW7nydG1B9wO23cjd2yMf1rxpRMD1gfHrtrzMxfvpHJPVlMlSMbj+dQuB2etR7dmOWtl+qA1WltYyfuun45rz1JXM5RM10fs4/KoW8wAj5T7kVdktwDwT+IqB48dGxW8ZI55IrIzdzV6wsptTvYrO13NNKcZH8I7k1Rtrc3E6QxK8s0jbURR9419BfDT4frpNus90oe7lwZHx09h7CuiMOZmMpWRY8MeE7m306C1hzBCigfL1NdTL4M09YBLeoLh1AwZRuwPxrr4raK2jAAAxXN+I9RZgLeBwrvkZ9PeuuPkZw1djE1IafYrutYQZEBYJGOtcrlpQZX6NI7gehOM1opb61DIbdTbSB1IDBSpP161jz3QSxTOA4YqwB6EcH9a6IaWZ62CikpX7fqTxzhJ8DuDSXNwPs7j2rMguR56knuaS9vES1lYnopNOpK0kzupyTpszdRuGfIDAY9awb21mWPesqswGdoFPudQXb1xuqObUY+AWB4qK1S2x5jw9KtJymjK/tG4FypkYkoABnqK6e21SKa3Xc2COtc15sNzcTBBnhcnFJg2zZJOD0Irkck56ipuphbyT5ovc7i1uY5pFUHJbp7VamUb1VsHHeuS02dvOBBxW/fLJaeS5cssgz9DWiepw1rOmqkt5NnQ26qyDH04rdvLSXT4Ld/mMUy7kfHX2rkdN1GVJMocHGMgV61Lb/avBccUmPMVA6565FVzWMqVWVO/L1Vjkov+PcH+8c1C2PMOakVsxoB0AqpcSbW47dazhK82fX4OHsqEU+xbglChmjPzDjiq6w4jcAHG4sc1RtZSRJtOCD61MbmYfKZB6E4612o8rEWlVcijq237JIyjayqa89+2L5uen1rutYuQlhOWZTxjOcVwN/5dyIZYVdmC4dY13Y9656r948zF3djf0y7gLjzC2RjaV9c16Hr+lwfYrbVIQQxAWUA8H3ryvw1ay6jqUcUavsDAu2OgFe4eVHd2AtmJ8vbtbHp61k2cSZhRkCNQP7tVi2NwBqeWBrOd7d23bOA3qKoSNhWNRSvzO591RnH2UXDaxpW07iEYAce/+NWftLSRgFVwOnNZdmxVFAOUNPmm42A4NeinoeRJp3OO+IM8f+ioWYNkn5a4GRkPV2/EGuv8X3LSamI2hjlVF4JTP6iuVlaE/wDLsq/7rkV4NeXNVbOWbKMir2lT8a774VkQ3OpyNtyVjXjHTLVxLJCw/wBTJj/ezXVeAZY7aa+8vcN2zIb/AIFV0nqcdZ+4z02/0+OZJLxGInjUHdnh09D7ismd8wp9a2LW6Z1UBhjvnuKq3+kPktaRloiQdo/hPt7V0295M6ssxqpJ0pvToZ7uqSRM54zWvAxMG4HcMnafaud1i6h0myaS/DRdlVlwzH2Hes3S/iDpyxeRKksQX7rMud35V1QrQi7NnbVqxnPmTNnxPPHH4evjIpO8LHgHHVh3/CvN1jsnySs6nHqCK7XXNWtNZ0YR2d5Bl51JJfbwAa5tNMv/APlkIZ/oyN/OvKx9RSraMybvqZ5s4cZjuWX/AHkI/lUZtZv4LmNvbzMfzrQuLK8g5msWX3CMB+hxWbMwHBjYH6/41yJsiRDJb3Y/h3e4waqyxzLy1uD6/KRVvajdNyn/AHf8KfNayKm5Zm/M/wBa3gmzlm7Ho3wy8DC0C6lfxj7XIPlUj/Vr6D39a9tsxHaoOnArB06FbeJcAcCrGoXphhG37zHAr0aZyssa3rn2eAkcDHAHUn0rh7qK8vnaX7e9vLtz8gBAPXHPWo/E+of2d5lzMyu0UeEUttBY9B7V5g3ibUZLh5JdcZC3/LGzi3Ae2TVTqxhozWnE2vFmu+LPDM1uHu7aeOZW8qQRc8eo7HmuJtPEOtq7Bp2uFYlikq7hk9/UVp3WrzX7K90k106jCm5foPouBTVluyPkAhT/AKZIFH51yTxL5rxZ0pMeNW1xlDCxhRQOrggfqarXGrapKrLKbQA9doJ/lU32RpDvkfOe7tnNI9tGg+8W9lFRLFVO5or23MeWa5bBZlP/AAHAqrM1y+d02P8AdWtmSIH7sSj3bmo9B0qLXPEjabdX8tsrRyGMpHuLOqFgvoBweT6e9ONWpUe5lOSijEs5WtZySxbf13VvJMssRBHH6VzURebB3kYAPWr8T3C42Sn8RTlKz13NaFW0LdDYgYo4aNhkdq6/RnXW5Y7C4upLfAyjIerVwH2m4yM7fwFaFpqkke0lFJU5BU7SK0WIilqZVaCkrRenmeuaN4SNpfebd3gmRTuUBSCfrmvRY7lJIAvA2DgV4xpnxERURL2CUFR/rF5z9RXY6V400O8AC6hHE5/gm+Q/rxWsa0JbM4ZUZw3Rb1qGO31FzGoRZBu2gcZ71zt7IAjEHBrq9Q+z39iDFPE5XlXDg/rXn+qXiweYjyIW/upICTVJxjLmbPaweOj7BU5bos2n+qJVgWzyM80l5diLAx1rmrTxBJbXS+dYTpEerqQwqXxBq8UultLauyyblwy8celbwrwmvdZhOe8mQ+IJZBpcg38P2rltB1WXTLxJ4yHUcMpOCRW14ntreDw3b6jYavfTo1ybbFzCqLOQm5niHXapwp3eo9wODRAc9c1y1JPmucelR6nuemaxbXcYlgKAt94AAEH3rpLK9bsRzXztAtxH80TyKfVWIrbsde1u0I8q/nHsx3D9ay9uluQ8K3sz3PUrZrhBcxjMoGGUfxD/ABrnJSEjfzTtA5JbjFcla+PfEMabfPib3aEZqveeItZv+bq5Mif3CgA/KoeMhHVLU9DCzr0o8j2Og0zxNpKX7WzXqktwvoT6Zrckmt5SDnHfNeZNcI3EllbSf8AxV6yv44siO3aIYxhHOPyqoZlZWlEvUp6utndalcSfbdr7iPnjPb3FUPsZ/wCWd5E4/wB8j+daU1pYSszCSZCTk5GaqnT0VspMjj3GK4PaXe5lJDoLQbSJZU/MVl373OmzobWd4t+clDjdj/8AXXTeHLizvPEI0fUbqe1gmfYsqSRIkfqWMnGMZ46k4HeuZ1W3aHXL60mSZTbzvGEnAEi4JHzAcZ6ZxxXbbljzXOOPvTs0WbTxNr0KgR6hIQPUA/0rXj8Y+JZYxH9ukUeoQD+lYMUEeQc4rUhjAHT8jXLOvLodUaUOqC4llvZPOvwLmU8FpGJP50iWWmtgPayo3rHJn9DV5Yk2gkH6ZqZIE3dccdMVzub7nRFLYhh0nTxEdtxKme0iZqQaGpz5V9EM+uRVlYAR9/GfXNTJp80o/dR+YT02HdUc0rl6WM59O1WA5huS6442S/0NVJZtSi4nBYD/AJ6JmtSW3mt2xIkkR9GBWomluF6ykj/a5qoyd7WMpWK2nwtfzLGIYAxOMhcVra3oVxpUKCYRMrDd8pINYuoTyRWhlicxy71wycGrXifS/EOj6BpN7qN/ePJeGTzIJFOLcAKUBP8AeIbOO31zXo0EnG9jgrO0j3ZGIUAVlajPJ/aUCZ+VQWA9xRRXbAwe54r451W7vdUFtM+YlJk2ju3Tn8BTtE0i1m077TJvLZ6ZwP8AGiiuOtrNnXDYuXEcVnCHhhjDZ6kZqMu0iZY9e1FFcaOgjKjI4qOU4UgelFFUUZkztnrWRBqlxo2tf2ja7PPiLbd67h8ylTx9GNFFddLc46uxnQoDxz8uMYrSthwKKKVYqlsaSQrtzz+dWUhjOPlFFFcEjtiPaBEPApABnpRRUjkGcDAJA9AahuFA5AooqkTLYqNJIudrsv0NNeWSW1cSOzAMOpoorpo/Ejnq/CWvEfid9dgt4pdK062aBFjiktkkUpGucIAXKgc5OByeax4FBHIoororGGH3ZowcLxxWjBypB5oorzp7nYi0VCjoD9akUgjlQfwoorI0iXrbTLa5YBlZc5+6aqy20dtKyJkgHvRRVdA6leUAN+FRgYYUUVUd0ZS2Ka60dKvLyNtO0++ilkDmO9g8wBkHBBBBHU5GcHuDWZcX1xqep3N9dyeZc3DmWR8Yyx9h0+lFFelP+GcVP+IW4PvCtGHpRRXmz3O5EgldXwDV2Bj5wooqGaGjG7Y69KnChlGQKKKyZp0IJJ5gComkxjoWJHf1rLnnYSnIVjnqR/hRRW8TnluUNVlZ9OZjwd69PrVC/wDEOqalpUGnXl5NNb28jyoJJGYlmxnJJ5xt49Mn1oor0sP8Bw1/iP/Z", 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", "info": {"video_id": "40048", "label": "pulling pillow from right to left", "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": "9d5f4c656785490eb6b680aa8052e646c12e7eb978309aa5410815eefa278143"} +{"episode": 61810, "episode_seed": 3654138524, "split": "train", "timestamp": "2025-10-13T03:28:48.862334", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3654138524, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tray, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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RKp3RnA56A+1fPPh2NpfFGlRj7xvIh/4+K+m48SJ8uC8bnd+daw1dhxV0W9Ki8/X7dkUMISWP12ms/XYml1u+YKMM5G4jJGABkfkKs2oEKi4ikKuHBR1PJ7H+tRzcymRss7KWc9dxOOT+VXbltY0gne8jlfsW1XkchgSAQe2TzXi+npDdeKYYZJNkE10VLeiljz+Ve6SSi3tbqZ9vlxws5z7KTxXzvZCSfU7dVzvaVcfUms6zbb1MIxSm5HqXjLQtLutVna0RWll4EmSScADJ/QV5rd29xpdzGkqlXQgjPQ47g13dzqcNl4nutNdtwt5mgDEAZ2nHatK7iintlBjjkByMlQcV58all5HouF1obPg+d9R0m5uroFI2zGvOcADJx9SQPwrhCxRSM8DJGK6jTb17LSjp4XYgJYYPXPeuRjkYTfMAAGyv0rXBaOVjDF3drnQeFWCX2oTKc7NOnwfTcAv/ALMa9aSZm02wXqotgqj0rynwxGkt7qEcbfNNp0xAx3BVsfoa9PsJvM0OBlIL24wy47HkfzrWV+d/IilJRsw0/dDdNDIQBt4OO/XrUhxc6tZQKfka4XccZ4yMj9KqzsHUypJtYDkj0NUoLiTTi+oBx5kLiSMPyH9se+ar2K5ubqbO6NfxxFHDqFvHbW0awvETMoGByTg4/PpXJWYjzdW0RTZIR8qnhUKgD/PvW/4g1E6tfx3fl+UNioFBJ2nn9K5bQrfZqlwrkjlgqg+h4pJpavoc2Io+5dM5DxpEJdK0m9UFpLdpdPc45IQh4yf+Auw/CuLKZnZVJzjJyOtdz4hm3eG9TZDuW31OB1J91kU/yFcHNcs84cYwy4I9KypdV2f/AAf1CfRlhpA6tnG/viqM8hcpu98EflU0W3y2JPI6e9V5gOMfWtSBmeMHrW54ZkNvFrEynDNZm3B9PMdVP/ju4fjWCCGbDdK3dHhP9kamcH5Zbcce7N/hSqP3fu/McNzt9RuEltbWGNEWK3tUjC+vGSfxJNUrbbP8xxlccLUkuxo7dv70K5yPaqaTLaPJx8rDpSknJM2TSV0LLaPe3i29sm6aYkKucZI5x+lZ2txTQTxxzQNG8Z+ZGGGxxXReE3+1+IopNvzLG5VT64xx+BNZviti/im7l8wnYRHj2UAf401okiJrm1Rlxx27XMcrfJZzt9nuPQITjd+B5/CuY1Cyl03UbmynGJbeVonx6g4rpmVJNPePJK7W/P8AyazPE8n2q+tb7+K6s4nkPq4XYx/Ern8am3LJeZmtU12MOiiitAOluBgqQcrgHNQyORjjHpU7spx1JqCU/vsHj5uR3FdDMUeueDNRlbwjp9/btiez32bk9BsO9Cfba/8A46a9B0nXtP8AEUAe0mVJ0bbNasMPCw7fT3rxP4d+JLbSNVl07UZBHpuo4RpD0glH3JD7ckH2PtXU+JvDWpaRqy6jp072l5F80csbfKw/Dt79D3qKc3B6E1qSqxtI9FvtyanZxxR5jbLFsfLjnJ/rSyoxUxFSUPK/NjOAa4rQ/iPBqk0Wn6vssdTgGxWGFimbPXPRT7dDXS3U6shQfIwILZfr1/n/AFrWUvaKPkGGorDQnK92/wADN1Mi6kjSJtyKCXY9ucZNcF8SbgWvh+ysYn/eTuGIHOQvf9RiuyluLa3inuJZV8qNWMgzxgHvXkGuanN4k8URzRqzRKdsEY574A/Ems6rsrGyu3e+h2/hq9h8LeFNLa5L/wCnyzzDnIRUZUBx7nPPtXpzWttrGlK3lpLDKuDuUMCCK8S8ZhJPF1r4cjvPJj0fTksyy9Gl+/J/48x/KvZPhujnwLaJI/mGNWTce+GIH6Yrgb19Tsj8CZ5X8Zx5VtoNqNuyI3G0AY67M15NnBr17424Eujg9xNj/wAcryFxhzjkV0UvgRz1PjZp6BN5fiXS5c/du4iT/wADFfR9vHLDcTy+b+6mwY8d1IwT9cgj8K+XkkaORXQ4ZSCD6EV9JXmoyafpNhrKxfaNHvokuSyglrfeMngdgxIJ9cetXF2ncIuxrmVFQoDhgoIx60k06rFl1+ZlIyDk5qrbX9ldKZ7KRJImVfnU5PTP9earzuGZipJzyB36V1TknaxEOaPxdX+ByvjvVfsPh6+QEjzY/Ij9SW4P6ZrzTwFY/wBoeNNMiP8Aq0mEkh/2VOTV74h64upa0bO3kD21rwSpyGfHJ/Dp+FM8Hzf2TpOu623BitTbQH1llBUY+gLN/wABrhrS91tFpJsxNQnk1DUrzU1kwZrmSXHpls/1r03w7uvdKjLLy6hh715AHZehOK9Y+H7ifRY2CANGGQn+9g+v4iuetG0UdNCabsJqBeGdj/d+XArnLleOTjmuq1WPM0xA+U881zVyvmIvHzKME+vNVg9pBjPsml4Z1BdO8RafJO223aTyZiT/AMs3BRv0bP4V3EmpDQtSFresyxSN5EpAzsIJw38/wrym4Q52ZJ5wffivRwV8ZeGUuYwX1GxjWK+iA+ZsDCyj1yAM+4Nb1Jcskzmi9LI6vUHiX7PLbgNCycFOQy+ufesu7dWtzGB8pTdjGeeK82t9d1bw/cAQu32dCV2E5X/61djY+NtL1cRROwt7gKF2vwGPqD0rop1VHRq+gpxlU5VF2s0zZguT9hD3QZViwM+vOOnrWZaxD7XNdySARASSDB5IGeanvbqN4J4mPznIHOc4Gc1yfiPXYbWySws3BkuRhznJRe/0rCbs3Y2cnJtPoZmpv/xbnULl+GutUgRfwSRz/wChCuFAc7RgDPzZru/HDLp/hLw3o/3Zplk1Ode48zCxg/8AAFz+NcGsjBNmfkzmsqS3fd/8Aib2H/cBGeRUW7d1/GpZWZxnIJ6moY2AJx3FambGtw1dP4Ub7RZ61Z45a2Sdf+2cgJ/8dZvyrmZBl8r3rR8Pakmla9a3UwJtwxScDvGw2uP++SaiavF2HF6nVQXj3NubMLmRHyPoeRS3JZZDFwWX+Icg1i6utzoesO8Eu8Lwkg+7JGejD2IqeLVINTkyp8qUgDYTmrg01oNNxui0ZWtzbmElHWQMJA2CtOuN8ssssrl3fLMxOSSe9QXMTF2jLKOc5/lTLifybYJ98sCN3THHFVUSvoFObteSIoXRbO4LH7q5H5Vlao2dO0ts8iKQfh5jf41cumS202VQdzyMEB/U1W11BBDpVvjDLZLI493Zn/kwrF/Ev66AluzHooorQk6VCFmjYqWAI4Bxmq8pB8xiMsWyDWprmnSaPq95p8oIltpmjbPseKyXk2g88Fema3emhihrNxmu68E/Er+zo49D8Sh7rRCdsco5ltP9090/2e3b0rgZGOSAvBPA71BIBnaflPQ5rOSuWnY9h8W+FLT7MdQsmhvNNuPmgu4SGX8x0PsePoa4v/hMNd0ArZTsl3bxkFFmXJA9M9ay/C/jTUvCVxJFCUutOmP+kWUpzHJ7j+63uPxzXbtB4Q8WRibTNbt9MmblrLUVC7D6Kx4I+hrD2rpv3vv/AM+35Gijf4TgdV8Uatrsrxk+VbyNu+zw8Jn+tdj4IsoNCsLjxnqqj7LYZ+yI/wDy83WPkUeoU8mnvoPhLw8Dca54gtr3ZytlpxDNKfQkdB9a5Dxd4xuvFNxDGIUs9MtRstLKL7kS+vux7mk6jqfD95Sjy7mFd3txe3817PIzXE0jSu+eSxOSfzr6O+CN8134Bljdy7x3cisSeeikfzr5pr1H4RXN/wCbdWMeq3NhayFnXyQD5koQnb7cDr/jVyirCjJml8dl2XOjc5H77/2SvH85bgc13/jifUNc0eHUriSWVLWUITIckeYCfw5WvPwcZ6cjFVBWihSd2IK9q+GHi+01bw6vgzU70Wd3C5bTblzhWDfeiJPueAeucdQK8V9KTNNiR7bq+gah4b1RDEpsLt35J/49p1x2/utmuQ8TePNZeO60qW3W0kZgJGUnd+B9/Wtrwd8WEe2i0Hxon23TNgjivCu6WADpu/vr+o966XX/AIaTaxbRXuhT2uqWMgzC+Q5APYOO3selZOfJ1si7to8HhgluZljjUu7HAA6kmuk8UFdIsLLw1EwL237+9I7zsPu/8BXj6k109/a6b8N1aSWS3uvEhGILeMhktc/xv7jsP6V5lLLJPM8srs8jsWZmOSxPJJqYy9o01svxBrlXmMr0j4cXbLp1xCMMUmzjHZl9fwrzetvw3e3dvdyQWbSLLMBjZ6g5/wAaqpHmjYdOXLK56Vq6bAxJ5wRXI7pHZUUkljgD3NdZ4i0m1ttEhvx4hvW3zeRieNUFwwUFmiHXaCQDkdx9K5a7t5LSeSGZSrxyFGB45FLDQcb3Kr1FJKxWuVKzS7Puo3frUlhq9/o98t5p1y8Fwv8AEOQwPUEdwfQ1BIQ2/OdzDJ9/rVdxtyM8j3reSTVmc6bR3Vt4j0DxUTbawiaTqLgj7TGMwyN2yO3+ea5fXvC9zpzlyFeE8pNEdyMPXPasKRRsYEZzTtN17U9FZktp90BPzQSfMh/A1zOnKHwO67P9GbKcZfEPg1TWrVlEN1NwCoOc8dK1/DOg/arh9Q1NzHYW48y5mPoOdo9SelRx+KtEzvuNABlzkiOTCn8Kzdf8XXmtwJaLGlpYocrbxcA+59aUnUnolbzKSitW7lXxFrkviDX7rUZAVWRtsado4wMKo+gArNZhkY6VFmlraMVFJIybu7sUOc+1ORTgt2BFbng3S9J1rxBDp2r3E1tDOdqzpNHGsZ6ksZOMYzx1JwK0D4aK6R4rVIJ45dJvIvknUCQJukUhgCRnoTgkVSVxN2OUBLMAMVHnmnBtpyPSm9qEBv2WqW1/psemak3lmEbba6x9wE/db1Hv2rP1DTbjTJVLjHOVdDlT7g1n1oWerz21s9pIBPaOcmJ+QD6j0NZ8ri7x+4q6e5Laay6fLc/OP7/cVZfUYmjDZUhCM88nj0rMkt45syWhLDqYz95f8aijtbiSQIkMhYnGApq7oTuX7WN9c1q2s1fy45JAm49EX+Jj9Bk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KNKjH3jeRD/x8V9Nx4kT5cF43O7861hq7Dirot6VF5+v27IoYQksfrtNZ+uxNLrd8wUYZyNxGSMADI/IVZtQIVFxFIVcOCjqeT2P9ajm5lMjZZ2Us567iccn8qu3LaxpBO95HK/YtqvI5DAkAg9snmvF9PSG68UwwySbIJroqW9FLHn8q90klFva3Uz7fLjhZzn2UnivneyEk+p26rne0q4+pNZ1m23qYRilNyPUvGWhaXdarO1oitLLwJMkk4AGT+grzW7t7jS7mNJVKuhBGehx3Bru7nU4bLxPdaa7bhbzNAGIAztOO1aV3FFPbKDHHIDkZKg4rz41LLyPRcLrQ2fB876jpF1dXQKRtmNec4AGTj6kgfhXhueTjOATXr+m3r2Wktp4XYgJYAHrnua8eY7Wb3NVhkk3YxxV3a4Mc816hpV4tvdygqrNa6VDZx5/gyoLH65ZvzrzDbmPcOo616HbxiPXtWiYHnIHGegWt5P3l8/0MIWtr5BLIEnwdnzDlj3qWeKMW+w5Kknmq86K6Bh1HPHWo57/ftjAySACQKUoN2aNeaw6OxuksX1AWzNav8vmYyBg4IPp+NYdskcnmQTRks7YB56V396PJ+G8aK21JkVAy/wAWW3H+tcLD8jxqzEsuQD9R1qnqYzi90U9XsGl0ZL4kGa0m+yTjuVI3Rt+QYf8AARXPV2RZWj1W0bkXViX/AOBxsHB/IMPxrjaUNG49hXukwrf8M53XBB5G3+tYFbWgMyi4KDJyufpzWsXZkvY6JnBPLYPX616x4PlaKWyiTKlNGjUe24s5/wDQq8piKSRbGIHJI+ten+GpBb3ek3LMBFLpsCEkemUP60qt7r+uhdN2uzbug7qsqAfKMEdeTV3z0+xxOTyQDjpz/kVBcN5MjQSYIHOe5FZV2jkrEJS20jAB6D1zUukqkU2dTu1ddTqNCtoJPDl/cXMKSPukZdy8qFXse3Nee3YBjWS6WNJ0KlnPdQwzj1zXWWuuta2Oo6QqLIjoSkgPKFuoPqP8a4vW7dngi28YlKn24/8ArCntKzM50+eLkW7oRy6naC4P7m+V7CYf9M5F25P0JU/hXis8Lw+dDMrB4WKNx/EDg/rXrfiGRbXR9PmRz5gdSvPcYP8AQV5z4skMHivXbUAAfbJSp9MnP9axuvaWXb8rI54Rap2fRmUh8tfmwVfFNkkKP8mMH+VVhKXCbuoqWYJuwDlR0zWoGncDBUg5XAOahkcjHGPSp3ZTjqTUEp/fYPHzcjuK6WYo9c8GajK3hHT7+3bE9nvs3J6DYd6E+21//HTXoOk69p/iKAPaTKk6NtmtWGHhYdvp714n8O/EltpGqy6dqMgj03UcI0h6QSj7kh9uSD7H2rqfE3hrUtI1ZdR06d7S8i+aOWNvlYfh29+h71FObg9Ca1JVY2kei325NTs44o8xtli2Plxzk/1pZUYqYipKHlfmxnANcVofxHg1SaLT9X2WOpwDYrDCxTNnrnop9uhrpbqdWQoPkYEFsv16/wA/61rKXtFHyDDUVhoTle7f4GbqZF1JGkTbkUEux7c4ya4L4k3AtfD9lYxP+8ncMQOche/6jFdlLcW1vFPcSyr5UasZBnjAPevINc1ObxJ4ojmjVmiU7YIxz3wB+JNZ1XZWNldu99Dt/DV7D4W8KaW1yX/0+WeYc5CKjKgOPc559q9Oa1ttY0pW8tJYZVwdyhgQRXiXjMJJ4utfDkd55Mej6clmWXo0v35P/HmP5V7J8N0c+BbRJH8wxqybj3wxA/TFcDevqdkfgTPK/jOPKttBtRt2RG42gDHXZmvJs4NevfG3Al0cHuJsf+OV5C4w5xyK6KXwI56nxs09Am8vxLpcufu3cRJ/4GK+j7eOWG4nl8391Ngx47qRgn65BH4V8vJI0ciuhwykEH0Ir6SvNRk0/SbDWVi+0aPfRJcllBLW+8ZPA7BiQT649auLtO4RdjXMqKhQHDBQRj1pJp1WLLr8zKRkHJzVW2v7K6Uz2UiSRMq/Opyemf681XncMzFSTnkDv0rqnJO1iIc0fi6v8DlfHeq/YfD18gJHmx+RH6ktwf0zXmngKx/tDxppkR/1aTCSQ/7KnJq98Q9cXUtaNnbyB7a14JU5DPjk/h0/CmeD5v7J0nXdbbgxWptoD6yygqMfQFm/4DXDWl7raLSTZiahPJqGpXmprJgzXMkuPTLZ/rXpvh3de6VGWXl1DD3ryAOy9CcV6x8P3E+ixsEAaMMhP97B9fxFc9aNoo6aE03YbqJeGZz/AHRtIFeWtzk161q0eZpiB8pyea8nZg6n9PrSwvUMX0IlY4I9eK9C1G88jUodTAwl3bwXBx6NGFb9Q35V55yB7V1lpKuq+DhEr/6VprMjL3MDnIb/AICxYH/eFbz0akc0dmjXYuVluiBsJzj1qoMGUMRwORWLZ669tC1ldhmjA2o2eVH9a1UxLA0sUgePI5renZvXYUptR0V2SRTzyWksBlYQiUv5Qb5QfXH41SuwI5Ivp/WpYVKTFzIMHqoGaqyOLufc2V24XaO/NZtal82liZnT+24kU5BglB+hjauSzXTWrpNq2p3QH7q1s5mBHTO3Yv6uK5moj8T+X6k2tFBW94cBK3Pp8uf1rBrofDBx9rzyuFBHr1raO5DNKLKyMQ2e1eheH7n7d4SiO/8AeWUsls+DyEbLofzLj8K8+aLZvOTgYFbngrWYdI1WaPUGI06+XyJ2H/LM5ykn/AT+hNKptfsVB6npGg6xa6zBNvcG9QFHQ8Hjq49ajEwH31IZASCf0rhvFGjX2haj5kQZJescsZwHB6FT/SjRPiFLZg2+sRtIoUoHC8qff1FVSqrSW5UuZxcE7NnWLPLFqAkjQtvUB8DGeKj1bbOVtYnzKHywJ7YzRb6tZ3lt59pOksRdQcH9TVG6vLNLpriWTauzcGJwMjIP8qK0lKXMioc0Ixpt303M3xBF5kuiadG5d5m3Nj3YKP51wPjSUT+O9deIbkF7KB9FbH9K7XwnqC6x4wbW7pcWemRveN2CpEuVH4ttFeYXFxJcXkl07ZllkMjH3Jyf51zLWpfy/P8A4YJaKwAHG84wecD3prvzjPGKesrNu3EcnJqCTO7DfWtTM6BCFmjYqWAI4Bxmq8pB8xiMsWyDWprmnSaPq95p8oIltpmjbPseKyXk2g88Fema6HpoYIazcZruvBPxK/s6OPQ/Eoe60QnbHKOZbT/dPdP9nt29K4GRjkgLwTwO9QSAZ2n5T0Oazkrlp2PYfFvhS0+zHULJobzTbj5oLuEhl/MdD7Hj6GuL/wCEw13QCtlOyXdvGQUWZckD0z1rL8L+NNS8JXEkUJS606Y/6RZSnMcnuP7re4/HNdu0HhDxZGJtM1u30yZuWstRULsPorHgj6GsPaum/e+//Pt+Roo3+E4HVfFGra7K8ZPlW8jbvs8PCZ/rXY+CLKDQrC48Z6qo+y2GfsiP/wAvN1j5FHqFPJp76D4S8PA3GueILa92crZacQzSn0JHQfWuQ8XeMbrxTcQxiFLPTLUbLSyi+5Evr7se5pOo6nw/eUo8u5hXd7cXt/NezyM1xNI0rvnksTkn86+jvgjfNd+AZY3cu8d3IrEnnopH86+aa9R+EVzf+bdWMeq3NhayFnXyQD5koQnb7cDr/jVyirCjJml8dl2XOjc5H77/ANkrx/OW4HNd/wCOJ9Q1zR4dSuJJZUtZQhMhyR5gJ/Dla8/BxnpyMVUFaKFJ3Ygr2r4YeL7TVvDq+DNTvRZ3cLltNuXOFYN96Ik+54B65x1ArxX0pM02JHtur6BqHhvVEMSmwu3fkn/j2nXHb+62a5DxN481l47rSpbdbSRmAkZSd34H39a2vB3xYR7aLQfGifbdM2COK8K7pYAOm7++v6j3rpdf+Gk2sW0V7oU9rqljIMwvkOQD2Djt7HpWTnydbIu7aPB4YJbmZY41LuxwAOpJrpPFBXSLCy8NRMC9t+/vSO87D7v/AAFePqTXT39rpvw3VpJZLe68SEYgt4yGS1z/ABv7jsP6V5lLLJPM8srs8jsWZmOSxPJJqYy9o01svxBrlXmMr0j4cXbLp1xCMMUmzjHZl9fwrzetvw3e3dvdyQWbSLLMBjZ6g5/xqqkeaNh05csrnpWroUDHPzYIryBsoxGOQe9eu+IdKtbTRYNQ/wCEhvWDT+TtnjVBcMFBZox12g/KcjuPpXn/AI20g6H4u1CzAIj8zzIv9xvmH88fhUUKbje5VaopWsc+33FPY5q1pepzaTfJdQBSVBVkYZV1PBU+xFVCxO0dcDAptbNJqzMU7anQ3Vha6qjXelklQMyWxPzx/T1FY8N3cWTlUcgA8oemfpUUM8tvMssMjRyKcqynBFX7i/i1Ri92ixXJHMyLgMf9of1qFzR03RWj1W5bTWInUEja2MFT0zUF1qAjWSOP/WFj8wOcfjWdJazRnlCR2ZeQas2umu4865zBbL952GCfYDuattLUNWzQjZNP8GTsx/0jU51jQdxDH8zH8XKj/gBrAq3qF59tuAyrshjURxR/3UHQf1PuaqUop2uwkwrc8OsVNwQefl/rUng3S9I1rxBDp2r3E1tDOdqzpNHGsZ6ksZOMYzx1JwO9XrTSJbDUNYhEFxHHaXYtys4AdTl8BsEjPy9jj0q47kMnZSbR5Gz98Kue/rn8KrMXQsrdQc4FTOQFZD0zzzVeQAtvycEDOatiOi0nxzdadZrp2qwLqelj5VjkPzxD/Yb09jV7UtC0vX7Nb/w9ercErmS0kO2WM+nvXDSjcR6A+tU5mlhmWeB3jkU8OhIIrmlSs+aDt+RrGp0krluaC+0u5IgeWJ+jLyD+IoabVdW8i3uJZJFQ4RCPX271di8YSSxrHrVlFfqnSX7sg/HvVkeObPT4ydG0eOC4II86VtxX6VLnUtbl1/D+vkUlHe5Z16ZfC3hU6JG+NS1La94FP+qhHKxn3J5P0rhVYY54NLdXU97cyXNzK0k0h3MzHJJqHNXTg4rXdkzld6bDi3HFBO4DPWkwc4rqPEfgm98NeHdH1G8Eqz3xk82ExkC3wEKKx/vMrZx26dQcaEHoPxptYYPH++NcG5to3k9zkjP6CvMJFCtMuMgdM/Wiit2YR2IYHK30RGD846/WoLsfOzd8n+dFFSWim3Wm0UVm9y0FFFFIYV1XhLVbrTNZs57dl3QQsyKwyuXO0kj6H9BRRUyGjvorSG68GeJ4pV3Klski+zLkg/pXjB6j6UUVqvgRP2mHakooqWMKtW2pX1kjJa3txArfeEUrKD+RooqWk9wvbYrMzOxZiSxOSSck0lFFMArr/Dji08LahcRRp58k6J5pHzKqgtgemT1+lFFY1/h+a/M0pfEaOp+J38R21s1zpenQSxKsaS26yKVjXogBcgDnJwOTzWx8bbeKPUNJuVXEstuyOfUKeP50UVrDaXyM57o8nooopgFFFFAE0N1PbnMUrLRPcz3LAzSvIR03HpRRSsr3HdkNFFFMRraNrzaMk0Z03Tb+KVlcx3tv5gVlzggggjqcjOD3Br0PwTNLr/g/4g6jqTma7ZrW6MnT95uk5A7DnpRRTW4M5W4+RwR3GTmqZ5357CiirZINEoszIM7vM2/hiqbyt5RjOCM+nNFFQwKMvSq/SiipRQHoKBxzRRTAl2DyQ3cd60dQ8T6xqmj22l3t9NPbW8ryoJJGYlmCjkk8428emT60UUAf/9k=", "info": {"video_id": "165340", "label": "lifting up one end of tray, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "165340", "label": "lifting up one end of tray, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7c369d4ca83505093775a4f48860953958b09e4cbc5ef5eb9eae8523067fb21e"} +{"episode": 61811, "episode_seed": 523930593, "split": "train", "timestamp": "2025-10-13T03:28:50.383894", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 523930593, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 deodorant that can't roll onto a slanted surface, so it stays where it is'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "111135", "label": "putting deodorant that can't roll onto a slanted surface, so it stays where it is", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "111135", "label": "putting deodorant that can't roll onto a slanted surface, so it stays where it is", "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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/NddjSxxFgiqMDPv1wfeu5tbDUF0m2a4gcZUiRQu3aD2x1rvwOPSmMFzzz9TQqaQOs3ucrDYXEsYIiKrjChyFH61MNGvGUHEQ9hIK3ztx9wfiKHG4dF4p8iJ52clcWs1tJ5c0ZDDnjkUxUZmCbSd3bHJ/CuoZwpww+mKpz3Bi3T20QFxt25Ydvb3pOmUp3OanhMLssikxnhgR0rktX8cQBZiZFLP1JP6Cu3dzMrlzuY5JOc5r5TmvJZnbc5PJ71MZcuxfIpPU6XXdeiv5SAiketc3dQx3JMkT4cD7p71Wctkc1LDBLKcICT1PtU31ubcqtY9X8H6lDbaHZ2BbBSM4DHuST/Wu00vwRqmoXtpqNrdRLYIgQoJWVtwJ3HGO+cV8+Wpu/tSAbwAQevFfWvw6lWPwVpyzXSS3ToZJAGBIJPAP4YqlFvVmU5RWkXqWm0S4SfdGUK4HXgLgY4qyNI+Xa0jhs9UTj9a2d2elIWxyTiq5UYc7MptFixj7Q4bHdaz30y6VyFQEdjkYNdG4JGcn61XkeRYyQo+pp8iYKTMKKxnkEp2qqR/fLnABqmsYhWTcwEZwSO/0Fa+oedLHncQF5Kr0b3+tYV6yhVZmO5chQO5P0rOSsWncrXrIVYbEEjDn/YX0rlB4ZudceS+tYCtssoR2wAAoIzWnPYTXd0tjBO/2ic/M3p9f51ta74msvBzaToMKI7SABzIeQp7/AFJz1ojFS3Lc+VaFbxBL5i3KIxLKuwYHfp/Oua0XVNSfXJtJ+zZgSchpHVl34/mo9O9TXWrxvL5m18ucgetew2UbJp1ssg+dYlByOhwKuVN9SI1oNe67nGujfa9sysojclARjOelWzbXBVSIZWyeyGuoaKIMWKjd64pAqbsjf6/eNLkJ5zlZLeeMFnhkUepU1AeDwfwrsHdlzktg/jWfJYWIGWRUz3yaPZ9h8/c55wWXcn3h+tc/d6ZLE73uj3Atp2OZIiMxS/Vex9xz9a7G5+y2sJtli3zHlpm6Y9qy54cNvQdeo9aiSsWnc5e/N28MVtAwWS5cKuBuLEngc/nXfW+jQW+g/wBlNuaIxGORwcM2Rhjn1OTzXkEd7dadfHVxeS3eowqRAkq5j3Hjp1zjIGKmm+L+v6aFXUNNstx5ZNxDAe4zxSjKMXqKcJPY9A8N+BdI8NX5vrYXEk+0okk7htgPUAADn3rqPPk3YCDHqa8Rtfj9JLcKsug7snaPLnx+hFduvxKi3RrPp7IWjLgCQHp26VpzRiiOWcmd2rM/XAFIQB3Feev8WdJjG6azvEX/AGQDSL8XfDcn3muo/UvCaI1YPZh7KfVHdzsQSygHFNYM3XHPPFcYvxR8KyYAvXGf70TU9fiV4V3n/iZbfcxt/hT54hySOsMpijYyfcHeql1teE8llY8YHT3rDPxF8KsuP7Uj/FG/wqNviB4W8zK6vDjHIwafMhcr7DpoFglMzNtKDjaMcn3rD1N5JjFYx3dxLeXbBVAHr056Edz7U/V/F2h3RjNvctMqE5WNCS2fTNVdB8Tafaa3NqutK2m26AxWgmU5lc/ebj0HH41k1r5Gqva51PjDStSt/AaaPols9yWKRzCIjcUHLHBPOT/Ok+F3hu68N6Xe3GpKY7y8lU+Wz7ikajgH0OSxx9KmHj7wvMBt1u02gcgtj+dTxeK9EuVby9VtG44VJlJ/Stkle9zNttWaOxFxGejigtu5zXEr4qtUkG2WIpnA+YVvWmu29yg2yR8/7QoTQnBmu+dp5/KoFmCrtzyPWo1ulkGQwNJvVSWABJ607i5WP83a3OApqKWNNuQAQTjg1LlWwSKgaPY0kgJOf4T0pjsYd/AYS+0bhzjjP/1q+RtrNJgAklsDHfmvsm5gjaFt3yqck5NfO15FZaXG15o+nx2QyVS5lBmf6ru4H1A/Gs5R6m0WUvDfhCzuNQd9duJIbOCLzJliYB9x+6nPQ9z7CrOtfYpb+GHSLZLfToIyiRqCWYk5LMx+8TxyfSuej1V7eI25ElwWcyyyDgsx9fwq1D4i0+HiWGZWJ9AcVHSxSve7Nix0aB5I2kjJ9BXpugebbLGYd8ZAA4NcJpHijRfs/m4lwG2lmj7129p4n0WzKrNcNEcA5KEjH4Uua2jY1FbxR6Hp2rSnCTdcda2ftKSID3+teZJ428NN01iHcPUFf6Vp23jTQweNYtT/ANtBWimu5jKm+x3qzGRAVBx060m8qSCCR1rl4vGGhrtH9sWY/wC2wq8ni3QmXnV7I5/6bCmpLuRys1JWjeMtlWjIOa5TWylqgmllkESg4CHO4+hFax8SaCijZq1kAe3mrXOeIdSsdVvrC3tLqKSz3M15dxuGFvGMdcdCeQKU7NDgnc0fBOlO4m1ubczXHywh+uzufxPT2rz/AP4RrXfGPjxrjU9Ou7aA3QeZ5UKCOJTwoJ6nAAGPXNevWniPQJolS11WxKqAqqJl4A4FXUubaVwIp4pPdWBFCirBzNN6Hk+q+DtR07UkkjeJreNw0ZGc8HIyK7LTPE95wl8que7qMV001nDOMNhs/jisq40aGMlkTB9quc5SepnRpU6cbJGlBexzjIYGpTJhxjGK5xFltG6fLV1LsyLg5BpXLcexru4I4zVd4UkQEADnkUyOWNuMYIGKc6sqExEb+2elNMVjOv7YGLchyyH8h/hWYJAjFHwB/tcD8uprflVnGMqG7j1rBvbdonDIpXdwBGozms6i6lwfQ8RvPGMEKvFp1rmNfvXEx/eOfYD7tchqF156mWS1CCQltwY/1reW0hW1ARBljnPtWff2LX93bWSHbuxvbHCL1JP0rm66nT0Of0+0drpJgp2hsr6E+lb91q95FdQveSkyo2NvQBfQV1OjaJYw6NdanONtlY5MYPBk7fz5rz2W4m1bVpbrAw7ZXPYU37+4o2izodWuo7gxLASVIydvas0Rtzyg+vJrRttPWQKCXlJ7KMCuk0/w3PMhYRxwoP4mFZxjbRGjlfc40W8kjYAkY+wxWnpvh66vXKpGwxzhRk//AFq7mx8Kwbi1zdM6gZ2RDk/jXSxWcOmaXstgLVWG4k8u59zV2Jc0edW3gW7mkwYZcZ5LsAK6bTPBGn2TB7to2cfw9a3IDEylmuZHDDPy1zVtcXN/4yutNXU7mziBk8nYgcllTcF9AOCcn+tUlczlJl/XIYohClnas0hBEZC4wO+OwridWl06KDZPdRXdwvJiDExq3uR94/SqWs65qt5bok99PMGH3S3A/KsIwlhCrjk84pvsXTV9SlqUjTF2Dx5PJVAAB6DFX/CV7BpV89/cw+ZtXaijqSf5VVmtXurxkhUbUy7kdhWs+lHTtHfU5wqwONsCE8ufUD0qr2VinFXudBY6r/aZngkIG1zIF+tYd3eSC7cJKyAHAwxH8qxNPnn89pYy+9uODWnDAxb52VSew5JrD2bUrmql7tkWU1TUEA8u8u/bErL/AFqZdc1jG0apdr7Cdif51Zt9IeYArBK+e7HFdJpPhUb42uWjgjJyVX5pCPb3qlch2MOK/wDEjKCupXoB7vcN/LNaNlD4rvnCpql6RnnbK2PzruUt4Im8uDTY1VcY3jP51D4ov7zT9AMtrcJayCRAPJxu5qlchyS6EVt4YvY7XdqGr3sjEfdNyQK4HxXqllM5gS4M0UXyKkfQ49+g+grpdUvbiLQo9QsNc1G4DXBt91zGqLPhMs8Y67VOFO71HuB5k8L+bHE4we4qndGcbSZCzO5MawAF/mIzgAelY90hefCoQx/h610oADzuOiqRVKytAH+1PyzvhR7UlK2ppKN1YpWtvKkJ3MRDyT6Zq/BqLvY+TuZm6A9eKTVQY2XTYsZU75D7mprKyzhWYk/3UFTJc2rKj7uiI445G6/+PGrcdvI3QMfZVrpNL0UsR+7SMHvJya6a20KHeN07N7IvWpG2cTY6FdXUqoIiue7cn8q6CLwPNIwXbK34ACu50rTEtw0qR+QOnmPyx+lX7ZI3OXupHwSMAGmkZuRzGmfD60iZXvAn0Y1oa/Ho2kWcEIkW3V8gKi7fMxjPPp/jWfHfvceOLnTJtSvbW2abZG6SxosfQksXGMYzx1JxXL+I3v768ntNQu7mT7LM8aJcYDoM99vGeBnHFW42VyIy5pWZha3cxzF/si2kcSsdixcH6knk1yllJdnUFRJpVy+SVkIwPwrf1azCNDbW8ReZsKoUZJJrb0Dwa8iiRyoEWTcyMflXHbP6UJ2RrJXNGTxlJHdWn2GSeOBP3bMZCN/GM/1FJqni7xBp+0Q6xeZbnAkyMfjXEandxXOrSQ2Z2W8ch2n1rT+z3N+UZw8mAAC3AFZSUr3uWuVK1jWT4ieKVPzaqz/9dEVv6Vai+JniVCMzxSd+YAKzIdEYjl0U+iLmtC08LyXTnZHPKB1wMCq5mTaJpW/xT8TBvu2jZ7eVz+hrQi+KvicnjT7dx/1zYf1qzpnhW00638y6GyR8fInJH1Na9lo2ns25beWQg9D3qlKXchqHYraf478X6lIPL0uyUdNzlgBWr9q8R31wFuZbVEx8yxK5/nVXxPLdaT4eaazxZuJUAdSN2Ca5rXD4k0XS9OvbzVr/AM68L+ZGVwIcbSoJx94hs4/+vVrma3Mm4roUL2ygt9PzGpBCDnNYbIsOkTXK/wCumufIZ+4QAHA+pPP0FFFYvc0Wxe8czPZeE7KztzshmQFwO9c/pdjbRrA4jBJU5zRRTXwh1PQ/D+n29xGJJF6EAKOBXWXUENpajy41P+9RRUollY3LrHhAqZH8Iq3Oi/2e0zDe+cfNzRRVkmdbzeVZApHGDjrt5rzu+1S5sPFlzfwlTMkr43DI5XaePoTRRVQ3FLYwNQ/cxQxp91jg++KWSJUdWAyfeiim9zel8IabCjQJkf8AHzMVkPqFIAH6mpviDcySalY2RIFvAm1EHYUUUdRyMrT4ElcKxIA7DiumsbeKJHZY1yO55ooqXuUjd01DK43u55x1rowRajMajdwNx5NFFIUh0Ue+8j3O53g55qv40hjh8OMwXJ81Op96KKa3MpbHG6t4jk1qCCGXTrC38lVSN7dHUqg6KAWIA5z0681z1konvZHkJZuTk0UVcyaQpiRh5ZHys6g/SpEVWV22gYlOAOgwOKKKyOgo6RGt5NfTTgM+Sc1s6c5ZsDCjj7oxRRTkJHaadBHboHVAzY6vzXQWt1JsGNq/7qgUUVKM2bVuoFg07De46buRUFrcsqzFUjByTnbRRVkM851XW5LLxHqiyWdleRzThmS6h3gMo4IwQR15GcHuDVYzSahcXN7dMZLidvMkc8ZJ60UVcvhJh8RWsUBvdQvCP31uFWI/3dxwT9cVveJp5NL+FQW1Ow3DgyN3P40UVmtzoex5vo0MYmQ7QSVByfWu/wBJsIbpk80sR6Z4oopS+IR3kFha2FqBBAgJHLEZNTqvmgozNtOMgcUUUzJsm1XFlbiKFVAwDkjJJptvcStGfnI4/h4oop9Q6GP4xhU+E3lYsWE0fU+5rzi/17Ur2ygsLi6llggkaRQ7sxJbHXJ5xjj0yfWiitI7EPc//9k=", "info": {"video_id": "111135", "label": "putting deodorant that can't roll onto a slanted surface, so it stays where it is", "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": "c521a07259f8a40389d28ee093902de158c80fad97b68a94f31cce23ddc16739"} +{"episode": 61812, "episode_seed": 2843214662, "split": "train", "timestamp": "2025-10-13T03:28:51.392118", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2843214662, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 cd next to clothes iron'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "168598", "label": "putting cd next to clothes iron", "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": "168598", "label": "putting cd next to clothes iron", "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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0jPcu4klY+44HtgUyDbuLuMxx8kf3j2FJS6ia1sQNbbJBNLMHZP4emKoR6is8txKw3NISIz/dA4pPEMV0WQQPiNgfNI9KrQmGWCMovzk9B2XtXk0E3JantV5WgyaNGedWU/MDn61f3gjB+VutRW9vsBYEEmnuZADwDXq9Dxm9SS0sr2/ulFgyLPEd/wA5wP5Va1Pw1rE0sUmozxuzDAbcW2j0wBWXY68uj3lxJJ5obYCojXJ961LjxxJqtrCllDLCUY7mlYEnNcrnUVT3UdCjDku2JHounWNqZ7hZ7wjgIiHGfoP5k1DZ6iS0C2ypZWQlKvGhy7Njjce/aqclxOZjMZy0p75wR9Kj/tYNJ9nvuUYgrIANyke/etpczWpmuW+hdvm3x7EUqi84J5Y+p96sxuss0UhAKiMSkeuFB/nVeTDKNzKSRlWB+WQeoNFkwWTbIvyrb7dufvHI4/ShyVtBcrb1LdvC0iM0rcyfN749fxqrcyQWO6QE+YOBk5zV22kLvIz/AHuM47e1YmuqouIpxyVPA/rXm1rus0z1MO7UU0N+2F7YJjDk5Z+hNFmroxLcp2NNWKO5bcnyr/OrgRo1ATGK9KjG0EediJ3qMR34yDkfyrVs9A8QyWbR29xEttIC2BJgsD2PGawL2WSKF324wM8Vs2XxAt7GSKAQ3Uw2Db0UCs60pprlQ6Si07srW3hgCQfap/LBONsakk/if8KkuW07TbyKK205jMDtWe4B27ux5+99elQXGrXl+r+bMUjLEhR3qo1/c26YR8qP4TyPyNaJ1GtTNqCehrR3cslor3ErT3Ku4JJBVWz1/AdBVW1crPOrHJZA+T3IP/16ZaXkN5vlhADt80sPf/eX/Dt9KRyEdpEIdfLYAj8KSaSG02y6EZ4YYlIG8GVyeg9z9AP1qtFC0i/TpVky7baJV/55qJG9SB92orN3lxjpWNas6cb9zahRVSVn0HrD9nkXI+Vjk11/g+4t4dVKySKqPDKuW6EbTXJ6izLEu089KyHaabahdlEZI4PWs8NVqTZ04qnT9k4vroaNxqQlD28ZwoY4PqM8Uyzsr2/uV+wsizxHf85wP5VUCsq8KKLDXl0e8uHl80NsBURrk+9d+Mqzm3O2rPMw1NRShfY1dT8NaxNLFJqM8bswwrbi20emAKSPRtOsbUz3Cz3hHAREOM/QfzJpbjxxJqtrCllDLCVY7mlYEnNZklxOZjMZyZT3zgj6VhSlVcddDWooJlyz1EloFtlSyshKVkjQ5dmxxuPftxTL998exAVRecE8sfU+9Uv7WDP5F9yjEMsgA3KR7jrV6TDINzKSRlWB+WQeoNWrJ+8J7aFiN1lmikIBUIJSPXAB/nTCreSZJD80nIHfHr+NRWTBZNsinC2+3bn7xyOP0pl9cNtJY/MTz7e1Y1/epv5GuH0qr5le3Ypdk4q7LcmNGQMeSTjNZdrclmZW61adfNAdDzjlTVYTmheSNcXyVLQmro6KO9t7yMyRmTzWg8nyiuFUYwee/TisvUCixKgA5OeB2qC0le3IYIcg5FVdSnfZJNjHfA7fSuraHmcT0nbobVnoPiGSzaO3uIltpAWwJMFgex4zWfbeGAJB9pn8sE4CxqST7ZP+FWbP4gW9jJFAIbqYbBt6KBVO41W81BX82YpGWJCjvXJRnVb2N6kYJbk9w2nabdxRW2nMZs7VnuAdu7sefvfXpUiXcr2ge4lae5V3BJI2qc9fwHQVkm/ubdPkfKj+HqPyNWbS8hvA8kIw7fNLDnn/AHl/w7fStne/vGStbQfavtmuFY5LoGye5B/+vVkIzRQxIQN4Mrk9h6n6AfrVN8JI0iEOvlsMj8KuGQLbRKv/ADzQO2epA6fSjmu7IVrK7KWoB7pxEjbRjLfT0qnZKh3sqBRn8qmWYTRXEw4yuFNJCvlRqoHbmuTCx1bO3GT0UUWfTHFKxI9yfSow3GSacCV5rvR57Kd1aeecnjgjp60W9usEYUc4HXuatt8wyajOAOTRZbgm9hhUYqCe3WRSCBirWQeaMUDKiGa3h2K3yA5wafD8zvJwz5+mPpjpUjDnBqtodmNV8TvpsmozWiMspi8tNxZlQsF9hweT6e9ZtRRSk2bltcZieRuHIAYdOeazb5wxMmcsPlH41m6Lfyy205lkZyQm3cemc1qyRIsEQ3biDuJ964JRTr2PQhLloXXmJCuyNVPXFTDODzUSnnmnjJ6c4r0loea9RJAXXGOPes9LBUmDkk4GMdutae7tTCOabS6iTZHt4ApjRgg8VKSF4PWjjFAyiLYxz+ZH8re1PkkkkJSRhy2Scc/nVlhxms/VWaKyMkbFXDDBFQ4rcak9jUgcpmPaBGwxn0PY/wBK0tMVVgyR2rE1W1trXw/b6npur38ytdG1zcwrGtwQm5niA52qcKd3qPcDZSdUtwAR0rz8Z0sehgutylqtxuJVThgeKrplyCep60+4jVh5uMtmhcBc1vhIpRuZYubcuXoP6Y4ySO1VLq0885PHBHT1q4MrQeRXZutTivbYqW9usEYUc4HU9TUhQEVIRSEgcntQBUntxIpBAIoQzQQ7Fb5Ac4qzkHoc5phHPNS4p7jTaGQ/M7ycFyeO2PpjpTtQlaWJGPDn7496i0CK0v8AxWNMv7+5tIJn2pLFLFGsfcljJxjGeByTgVXmWa31a+sZzcD7PO0YS4AEi4JGGxxnpnHFYzSasa021K5PZrhlcnGP1rRDRsf8KrQqqIABUyuN2CABW8VZGcm2yTaCCQ1ROCy45x71ITnIHOKTcelUQZq2CpMHJPAxjt1q3t4A9KlIpp4BzSSS2HdvchaMEGqotjHN5kfyt14q8SCOKaw4oaTHsV3klkJSVurZzjn86uQSGPMe0CNhgkdj2P8ASsvVHaKz8xGKuGGCKua7oWseHtB0m+vJ7lZr0yeZCYyBAAEKBjj7xVs47dOoNZtJaFJtjyAtoFUYApGkZRxiiiufC7M6cX8SEQmTO496liYh9ucjHeiius4yX/CoJuYs0UUMCqJXB4NWkYkj3FFFIbBic1grqdxo+vtqFrs8+J2271yPmUqePoxoopSCO4mkfKJFHQbRWyJGLhc8Yoori/5fnd/zDimViccdakIK/MCQfrRRXejhJgxZQT1xSk9KKKYivc/dz3qBJXzjPaiipKRYViyZNZ+rn/QD6Bl4oooewupHrfih9egt4pdK022NuixxSWqSKUjXOEALlQOcnA5PNaQdtnXtRRXn4rod+F6kBmcPtzxipoyXBye9FFdWG+A58V8ZNGzB9ucj3qQdfwoorcwEHIqOT7poooAqFisnHpT1kYnrRRSEzMXW20m9u4zp2n30U0gcx3sHmAMg4IIII6nIzg9wajF/c6nqNzfXcnmXNzJ5srkYyx9h0+lFFZ9TRGxCx2ZqR3JIFFFaozYrLtOVJB+tTBiygnrRRT6gtgJ5FNk+6aKKARRZmBOD2qWORmQE0UVIynq5P2Hr/GtUrzxDquo6Zb6bd3s09vbSPKgklZiWfGcknnG3j0yfWiioluVHY//Z", "info": {"video_id": "168598", "label": "putting cd next to clothes iron", "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": "db0deb73fef1ccd3ab6e8acbae941217c88a7616b4ca35cb460aee48ac2de8b8"} +{"episode": 61813, "episode_seed": 3057184172, "split": "train", "timestamp": "2025-10-13T03:28:52.197567", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3057184172, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spilling pills next to videogame'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "101348", "label": "spilling pills next to videogame", "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": "101348", "label": "spilling pills next to videogame", "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": "f9eaaf91ab2064e988a904b3d2f61cd470870a31aa4be500b43ea1209bc4cc3c"} +{"episode": 61814, "episode_seed": 1320773943, "split": "train", "timestamp": "2025-10-13T03:28:54.442649", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1320773943, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 that seeds is inside the capsicum'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "75345", "label": "showing that seeds is inside the capsicum", "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": "75345", "label": "showing that seeds is inside the capsicum", "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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P/rVZ0PQov7As72O9JknjDmMRbiD36cdc9abfzXRjYalfTSRD7ttFJjP1x047CvFi/wB8136Hy04NybPRPAGk2tvpN011cRzuDGDtcqAdm4gcjPXH4VsCW0ggWGBSpLqOTnJ/M9q8UQXF4beG2s2OH3xRAHJGMcegwK2fBkaJ4pt7dVEDjfviHOCFORn8K92hV5YqFj2aOGtRUr9DT+JEe7T4m9Ja8H8QjGtT8dQh/wDHRX0D8QE36UfaQV4N4njK6uM94UI/LH9Krau/Q1/5cr1MQKSCR0HWul8OR7LOWQj774H4D/69c0Riu00a2IsraIcErk/U81dR+6KiryOos7Rp1t7aMZLtk17F4aiW2mt7KIcRofOI7nsK878LwhGe9cZ2fJH716X4Tt3G+V/vSNuJrl6nftFnnXx0vp5PFWi6Rki2itDcBc8F2Yrn8Av6msPTreWVY0tYfMkXBVFXOau/G43c3xK0qEKRE9kgjYLnPztu/KtS00eDT/A5uRb5urq42qzsQyKOevbpXLjafO076LU8evhpVU5XskjNfSrq61CG51qSKwgXG1FKh36nAUd/rXpsFjptroVgGAlIijOQ5ycjPTPHWvF7oQRTISrXN0eEKn5UJ7AevvTGt57lbi6ez8y3BXzH5whAwD71vhJ8vvW3MsDh+ZvXY9lnmilLCLIVY1GD29K8e8Zwj+3rn0aL+a12ngUh9HvGV9yrKFAxwPlFcx4yizrykfxRiuqvLmpqR6NGHLUcTxkdRXuvhsb7lfbFeFkYfHoa988NR7GRsdcUVug8P1PWNKBNqE9q8x+J9o8MMRQZbz88d/lNeo6Sv7hD7VV1/QLfVjHIy5aM5AqVK0Wi3BSmn2PNvhdpjp9quLhW3AFlDDkCu3+H+vS6qLpRjyYrmSPJ6k9se3BrQt7G30fS7iV9qARnnp2rh/hRqFrbaHcX1xJgPdOVCdSNzcfTv+VcVZOPK13Jx1VKMYra/wCjKPxR8d67pfiG80Sy0+3W02gLM8W8yblBOMnHBOOPStH4aRXOpxvdXl3Kzi1VCIzsbG4hQSOuNp6+tUPGN+uq3stxKFjQZCvtBfb6L6VxiXjJbtDp5uEj3rt2yMpOCTjI68milNSqqUVsebBKpUUIntdx5EEUyrJOzEn/AFhZhyeMZ+tcV49TfosxHZga5nR5rga/awtLcRSPOoeOd2JBJ9DXXeM03aJdD0AP616Up89OR2ez9nUieBeIgRfRH1hH8zUvh5A5nz0G3+tL4lQrNbE94yP/AB7/AOvS+G+Tcj/d/rXPUf8As/8AXcjE6ORttjG1AM+ld98PPCst1dnU542Fvb8g4xufsB9OprP8F+DLnxPqLJHhLaEq08x/gBzgAdycGvbPD9lDb6I0EKbY0kZVHsMVy4SHtKqvtuctOi3HnZ4D8Qodmu3sfVXIXn/dBrkIcw3dldWpKSq4DKeiOCMHPpXo/wASLCV9bvWC/uvOAB9G2LXmM8jRajbwuCoDjdjqR3/Suqd3Jo9ScFKgnfofXemS3M/hSUwzH7TJbko7H7rlcflnmvm+5tNd/tmOTX724nVZlDGSRjuOQCVya9ofxdaW/h2OG2nt1R4FBlLjOMV5xqOqRTXO2yC3Ny5xvPXn09K8+nVlKEacdXbXyPKdVciR6RpniLw5pnhmC3kvbSKdVMjxu2CuXOD0PHTFTRa1aawxa0likVUO4xMSBk8DoOwryuHS9SnhuLsbFitk2yNIPl4PQccmum+H5V5tTDI6SRonytwQDmvWoVGlGHbQ7nh1Clfqc/46jxrtu/qo/nXjE6FJ5FI+6xH617j48j/0+1b2P868W1BNmpXS9hM4/U0Q/iyRU/4cWfa1owWJT7VZS5Z5AkYyxqjbnEQ5p2mTsdQulI4jIQfXnNY01zSUTeraMXI5/wAZ23mXscczAxC0dn3HC/eHJ/CvHtS8NWtzff2fcHashKpIOceh/CvTfE/jXSpdYkW2nil8uLyHWSJiNwZtw/ML+tYkWqaM37xlZXlYvKsVsx5KjgE9PmySR1p1Y+9oKjNxi1Lqeax6b4m01nsAt35ayMgCZ2lhjOPzB/EV6F4O+F9/cva3viPdFbyPhYA/7x+Ccn0HH1qxbawlzrS3uoRXskduuy3SO3JGPUj1P+FdgfHtgIrRV0zVj5Tgn/RevBHHPvUUaa53KSOOrg4KXNF3MXVbZtO1idbC2KIxMZa3CeYoBICjdwBgfWsfQmgl8U2bQ6a9pHAxiRph+8clTuLHvWpr80eoySXIt5Ckn7zymOx+SSPowrA0XULx/EumwXt7DJtuPkjXLPg9CzYx3/GhfxH6nd/y7t5G545i3aPKR2ZTXgnixMapCT3gH6E19D+Mkzo9yPYH9a8B8Xp/pdq3HMTD8m/+vW89K69DnX8F+pzaW7TTQxLnLttr0LR7Rp7yKKMcDp9BXMaBZrczNMvLRgAD0znn9K9J0Oz+zmNwPnPGfalVlrY0w8NLnTaXaKTFbxj5I/1Nek6NB5KovTNct4f0/a4YjrzXa26iMjA6VgjpqP3bEuo6RaagYZZoY2mhz5bsoJUHqM/gK80+K2k3l9baLo+jQvNdPO8kixnAC7QMk9hk10HivxzHpTS2dopmvQvRULKp9CR+dcvoXiaC0nN5qEep3V5I4aRxbkgY7D0HtVys+hyyg3ScZPTsSaB8O4dC069udTZbjUkjXG05SPd6ep96yLl/s1o0dxp1xJaQNuWC1C+W552luNx9+1dfN40stQe7to7DUka5VEVpLfaqkZ5Y54FcVqxuISbiz/dz9FlMmFUZyVYdx6CqrKKaSFhIckWjX8HKPsd+xgWB5XWVo1GACQe1cz4zjK6xAwHVB/Oui8E3bXj6o0k8c0h8ss0QIXvwM9axvGy4u7Zv9lh+tOp/AKh/H/rseGTptvJVx0kI/WvoXRYNiJx2FeB36BNWuQeB57f+hV9H6ZCBGv0qqmqTJorVo7TSJgtsAxqzPqEMAJZvwrNssLCBmsLxN4g02xuLe1F1btNHv8+JnIKkhcA4HoSfwqEm1c2clE53xz4kudRP9mJI0FtJ8pkU4yDxxXmEH9v+GJ5tMhllWNWH3Fyp7g/iMV6ILvQZ2895LWEsUHlZZwoGQSBjAO3bikm1ixvL+2t5rtY9PtiG3oh3TEdM9+ASPxNYzjdWauiK1ONePK9LGJ4Z8G+IfErLeX5nt7DzFDTy8FskD5B36/Su01bR7Xw/qMUdhZlxAoRXKeYycA7tuRkkn6CttPHnh2LSltxdSlldSAIG6Bgf5CsjxBqNrrcsl5ZmV7eYYztKMwAAI9QcjitXCEaKsc2FpezqHMo9hP4gtvKhuHuIbhZZ7mZNjFyw4x2FdR4sj3aTeDH8BP61yLanffaoobl4hAJ49jTOPPYZGAQP513HiRN1jdKe8bVpSV4SRtW+OLPnvxUv/Hm2Ozj+Vbnw7mg0/S9f1OaGFmgijWN5FDbWbdnAP+yGrK8Vpm3tWA6Ow/Qf4VStJWg8HaoUYjzLqCIgHsVkJ4/ClSV6SX9bmkZRhiOaaul/lp+J7h+ztLJdab4jvJmLPJcRDJ7AKxx9Oa9W0OJW0w46GRjXlf7O6FPBGuTet2Rn6RD/ABr0zSr9LHw69zMrMkSvIwQZYgc8DuapK1VW7M5n/DfyOG8V2EEt3qgnIVHuCAxHQiNT+gBNecN4VXWvOtVjK3SqHtpQOC46DPv/AFrv7nxJeX19cS2On6i8UtwXK/ZM8ZXg+h2gihBqQhC2vhzV9yxqsZMO1VYZ+YADjJPNZTi2+ZHRTlyw5HseZWHgPXZ7xdOVI0kIViskg+RWGRuHY89K9l8MfD2y8LxztcMt5qH2Vn84r8sZ5GEH9ay9Dt9f0x5Z38L31zdzPvkmkcKWOc9637jxB4kNwzy+FmhQwlXL3S/KmeW/DPSqoQs25I5KmHpxlemcnd+ctyUQWlyMl4LaeRkGQeQFBwT3yeas+FDef2hef2gFF1LD5jAdhuAA/Cs7WdlwkqrJF83BJQsR6MvvS+CXkTXJUma7kL25QS3IxuIIOB7YqaPxo7KusGU/H0XzWrj1YV4prCbdauxjrKT+fNe7ePVH2aE+khH6V4fr5VNduMnJJVsf8BFa/wDL9mL1or1PrC31yyTXIdPMyfaDG0wjzztUgZ/Mio7bWIbTUL3zifnk3DAzmvmLTPGF/a+M08QXLvNIzESrnrGeCo+g6fSvVH8XaRfFZodUt9pGfnkCsPqD0rCXPTkpRNnaommeoJqmlR3TXEduDKyBT+7UDqTn681q2/iGzcACNl/IV4sniTSlYltXtBz3nFXYfE2gpgya7ZAD/ptmj29V9PwJ9jA9lbWYgMhM/wDAwKrS6xDI6BkwY3DD94Ov+TXlv/CZeF+A3iGxAz2Zj/SgeLfCI5bxLYfk5/8AZaftK19vwJ5KZ300WhSO7yaXbSMxLEuwPJrOuV0OPDRaVaIysCGUjOQc1x7+LfCBP/Iy2X/fMn/xNUZ/FHhV87fEFofokn/xNLmqLp+BSUXp+pteK9YSbTZ49igyDb9/NeIeMdpubRSMkRsfzbj+Vd1qPiDw00RI1iOQ46RQuT+GQK4rSrW28Z+L5Le5u5bOJ4pDbqE8xiUQlU9B0JJ+tVDnlPml0HLljCxP4Ci803wx02f+zV67omnBgjMK80+FcH2iXUs848r/ANmr2/TbZY4gKVT4mb0vhRr6fGsKD2qW61y2tJFjOXP8QXtXL+I/E1poVuqSXUEVxKD5ayOBx3NcMviPTXcmTWLXcTklpxkmou1sgnZ6HtkPiK1dPkjII7Eilk19FYhYj6/6wV47D4m0GMfPrlkp95an/wCEq8NSZ3eIbFT7s3+Fae1qvZfgcvsqaep6bcanZ3qTpPCHSZVVlaQds4/nWXNb+HyCTo1rk8/eriv+Em8KgYPiPT8/V/8A4moJPEvhYqceIrEn/gf/AMTQ5VXuvwGlBbfmdW0+m2MzSWlhDA5XaSjAcZrg/Ft6t5dQoqgFAehz1pZ9f8ON012zP03/APxNcn4k17TIrUvp2oCa63DaIkYD6kkVLdSS5bFxUYvmOI1NlbWLplHWZufxr6asgI40yOwrwXW9B0i28O22r6ZqF5Pvu/sxa6gEa3JC7nkiGd21SQp3f3h7gel+MfGK+GrWCOHa9w5U7c/wjrW81okTTa1Z38OoxQXuyZtqhMg+9LKnh6e/W9ltbeSb5t5aAN5hIAycjtiuC/4SOz1W3iubS6iZXGcFwGU+hHY01dSUNzdxj6yj/GsI15RXLYcqam7tnqtpeeH9oA062U+1so/pV43mmIpKWUYA/uxLXk8WowjG/Ubde/Nwo/rV3+2dPC7W1qxUepu0/wAar29R9DN0Yo9En1GymiMRtSmSCCEXsQf6VmXtnod5dSTz2UrO53HEhUD8jXGjU9JZiW1/TMe96n+NMk1TR84/4SDS/wDwNT/Gh1KjWq/AahCL0Nu70fw0ASulkOBw/mElfpzVDXdVhWxlAjYARlRlh6ViXGp6QSQNe00j2vFP9axb++0h4ju1qwI9p936Cl7Sotl+BXIm9ThvFOBZW4J5Mhx+Vc+t2q6PNZ85kuEl/BVcf+zV1Olx6P4m8YR6ZqN9cR2LsUguFkjiVOclm8zjGAcDqTgd65rV7A6drN9ZGKeP7PO8Wy4AEi4JGGAJGfXBIrelHlikyKkuaTaPdvgHqUcXgjWLQsA/2skg+jRgD+RrvtP12G1tUhdG3rnOCPWvmjwJ4s/4RXVJTNuNlcqEmC8lSOjAe3P516DJ440KUlzqkeD22tn+VYzlUhPmiVGMZRsz2CHxPDbmQxQjDuXfMnUnqf0FaMfiaCVcgxKfQvXhsfjfw6ODqWcddsTn+lWY/iL4Vt2+a9uWb/ZtmpKpWY3TppXPZZfEaLgB4Bx3JqqfEkTSb2eDdtKZwenU15M3xR8IEfNNqLHp8tqP6tTW+KnhBEwBqreuLdB/7NT/AHxNqZ6m/iWGNNoe3AAwAI+wrIvfEqsQfNiyM4ITpXnTfFTwo5IW21Y59Yox/wCzVTn+JPh5+FstTJ9xGP6071kNQi9UjV8Vaob8RxBgwDbjhcV5B4hfzNcuguMKwTI9VAB/lXU6743tLm1xptncwz7gVlldTt/ADms3xL4P1Dw94f0nU78zfadQaUzRNGR5GAjIGP8AeYOTjt9c4qnGV+aQ5NJcpzc4AUfWmJzMaKK0Wxk9ze8N6Xa6jct9pQsAxAGeBxmq2r20VpfSwxAiMcgHtRRSu/aW6W/U6YJciZi7zjBAOOmaduJwc0UVozkQwkluTU8XQ0UUpbGlH4h69Km0rVbnRNVjv7TZ58W4LvXcPmUqePoxooqYmlX4Ueh/B1QZNXz2EP8A7PXscUjKoUHg9aKK56nxs3pfAj5q8Wapd6z4lvri8k3OszRKB0RFYgAVeudHsotGaZItsgJwwPNFFdG0VbujGmk3K5y87EBGHB61DvOeAAfUUUVZhV+IQk460L1oooI6ljJwKbIcKD1570UVC3OuXws3dd8WyeIre2hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1qv4ovZ77WriSd9zK+1fQCiim90c6+ExVPz1saJp1vqE8gnDEKeADiiin/kVSSckmRXtvHb3UsUY+QAEZrNXBJUgYFFFNf5DrbL5jSeegpD1oooMWTRdDT1ooqGdVPZF/SNebRhPGdN06/ilZXMd9b+YFZc4IIII6nIzg9wagu9QudW1K51C9k825uJDLI5GMsevA6fSiim9jnW5RfgsKs2MSz3EMT52u2Dg0UU10BfEdFq+lWllp8c1vHsfAOc1zN1w4x60UVMG2te7OmsklJLyIt7Ejnn1xzTW6UUVZydBY+tWDziiioludNH4RJeE49a0L7xNq+qaPbaZe3009tbSvKgkkZiWbA5JPONvHpk+tFFOOxNX4z//Z", "info": {"video_id": "75345", "label": "showing that seeds is inside the capsicum", "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": "d79e2ce3c8111a3c7a50465066f4fe83be111243f6304c2e67763fd52f336aa0"} +{"episode": 61815, "episode_seed": 738203552, "split": "train", "timestamp": "2025-10-13T03:28:55.531156", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 738203552, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile 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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", 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", 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", "info": {"video_id": "163524", "label": "putting mobile on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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io5bYSXkUx6IrDH1xVe1c3770JcbLQlUiaLJXhhyK5LVIEhmd7mWOCINy8j4z9B1PWuwAwMV5z4vtmXVrmUhMFAQznjp6UqcOd2FJ2szE1PXURgdPijkRUIM9yMKSOPlU9fqfyrmbXW5jqcMs9pFMBMpzG23HI9KuXsbGzlmMakO5w0hwxBweBngVzklu0ZyYVJByCsmOfzrrjQhy2sTzO56H4SvYYL/W9kEscguUUhyCDkv0rvbjWY7a3RIwJLqTiOLP6n2rxy3kuR4kurK2hKLqCJcNcb8+SMdR75YgV6hoGliMiTG5sAFz1NfM4xctZpeX5I9WjCLoKUuho2Oko5knuv3s0py7H+Q9q53xz4N0E6Hc6qbe3tbq2AlFxtAwQR1+tdvPMlnZyzvwEUtXBXesz6/um2hLdOFjbnnnBPbtW2Gw3tN3a5z1K8t/wPFNM8FanrErGyjuHiJOJWjEMXX+83J/AV1lh8NvD+k4n8T+IvMdfmNranb+Z5c/gBWh4Zur3xh9vkvLueGC3ujAttbtsyoHVmHJ/DFehaX4Ysre2kitbSKIyoVZgvJyMct1Nek5wp+6rt+Zy2lLVs57QdZ8KQTRab4S02O3kbJ897cfPgZI3MS2cc5PpWP4/tXtnhuoiIvtIPmiL5QZAcZwPUYqDwZpL6dd6XeSlPLaaSIerbW2H6da6T4qwSJ4ZlubZjG8MyncnYEYOPyrWpTVSEoeX4mcnyyUjxq9jW1ieW6cQhgcB/vNzngdTXN32pQFVRIJ1U9WZhk/h/8AXqW6BFyu7dvZvvty5yMcfl1rHuR++zlxj15rzaeHS+J3OlyL0xtpNMttk4BWds71I7CvdtMH2mZIVHG0GvnwHdpjjf8AcmVuV7EYr6P8LwEuZcfw4FcWNjy2Xr+h6GAfxfL9Tu9GTbb7B0FbY6CsvSFxG2a1OlYw0RjiXeozzXx7Ldaj4y0fQrQHMiNLKw/hXIyfyH6iuyhjh0q3jjiAUIAM1mLZxHxlf6o3Mvkx2yE/wqMscfUn9KxvHmstY6C6QyqlxM2xSXC4Hc810OvOUY076I1jSUVd9tTh/iZqVvr/AImtwJt8FojR7Y+rMSc8ngDjFYkVlp/2JgYJdo7eb9R6VmF7aJommvIeeTsbe2cnsK0bXUbSS1eOKC5mwpy/CDPB96jEc7jdXOOTu7mNLHBBJm2tY42XkOfnbjHc1Tulbe8ksi4B+9K4GfpnrUl5qrxyOsFvFD8xBkl+du/QHjv6Vzl5JJMDPLukdwPnkbk/h6V0UqMpay/zMmW4Imub4Ngldj8rz/CayzvaCNWJJBPfFP09miv4SvmIScEqfXinWhE7Mlxvk2HC7m249a6UuR36f8OIl0wldStsg8SD+OnoWaWXbtA2t1ftWvo9vanULcG1iJyeWyex96s2aR7n2WdpjYesINZyrpSenQCrpPlw2QmLIWjvYmz7YNe3aLAp01JZHjSPAHzHA4z/AENeaWZZdFudqQoPNQHZEo7H2p8f2l0VGuJvLAxtUf1rqwuKpWlGpdWfr0RElK90d14ruNCuNOlsZrsSI+FITqQOvPauWS5gcD7DaNLsHEj/ADYx7ngVRntFitGuDCcqeZJAcAfjWppl5ZNcGGN5bkLkfukKhTg9yP6UV8zjBXo07vu9f+AHs2/iZn3bSTbluUEgxxGxOM++O3tVWcEf6ySOOJfuh2CL/wABHT8ql1TVGguHENqkbAjMlwd+M+g4Hf0NcpdySyqbic+ZK4wXlb5uDjgdhXI3WxUlOs/69ClFR0Rs20BvNQUqN6FHGUIP8J9KyB9qS0UF5RtYjB+lQaaPL1G2byyPnwSrjvx/Wq0kt1EksfmXK7D08w9jim6LUrJ9v1GfbdNcFo2A6kHFOppPz47YNdiGCDbGo9ABWNraZ1XR5MHKzkZ+uK2h90Vk64drWB7/AGpea1o/xPv/ACJl8Jr0UUVkUFcL47jKzwMqqGlAUu3OBnsPWu6rl/GNuZVtJAqDyy3zNjjjitqDtMzqbHmV/Cgt0jWGRwNhYk8k4I7D2rBuYBklrSX06n/Cun1fnfuunPP8IJ6Mf8a5i78o/MZpj2xj/wCvXoRMzsPCVrHcTwzGJlItY0Jb2dx/QV6tZQCKADAFebfDKJJtPlClmMcu07uwJz/U16a7CGBpGOFUZr5bER/2udz0Of8Acxiv61OV8WajJLeWOlwE7ZXYykegU4H54rN0zRY4LVI3mcseAAuFLelUbe5lvNRs7hmI8y7lyAeD6V0tqr+ZErAlGKKvPfmvVoQ5IWZzVHd6HBfDW28vWPElrj/V34OPru/wr2WCERxjjnFeYeAgrfETxXEowu+OTH4n/GvVe1RJe+2PoeSatCbHSSiZBtNamCA+jEN1+orrfHVkLzwdqYXqYA4I7YINYHiWCZta1GzZyLaSZJsY/i2df1NdndBbvwhITyHsjyf9yuuLs4s56qvFnyO5PnvKHKKuACeWbBGfp1rImxuY+awJJ7Guiu7d4RKoiXO5iWb/AOvx2rDnMm9+YRliei1x2s2jdaq5FBhobtPN6xbsYPYivp7w5EI4I0x/AM18w2W5rzy9yfOjL0HpX1DoZ+RPoK8rMPiij0sDtL+u511gdq4qzcTiNc+lVrb5QD7VHduWGK50/dJceaoU4AHaaU/eZia8P+K181x4oS2Klkt4RjLYG5sk/pivcLcbc+nWvnr4jMs/jrUQke8IUQknjIUZrpwavUuaYl2i0c2twigHES44GTu5yK29JdpLdl/esSpC4GP4TWNHEqopJiThuV5Pb0rZ0h0+0YaRmAYf1rrxK9xnnMydXT7PK/7sIWIILcn14rKukUJGojfPOSTyea2NRVZb4Mp2qE+83Xp2FZN3sMmTK+Sx5A+nvWlH4UQUE/dyq4R/lYHg10Ph/wAPXeu6/dWdpFIxDbixIAUHnmuekZRnEj/l/wDXr134PyRrf61cyPkGG3Iz9G/wpVtF/Xka0YKU0mUNQ8N/8IvdWjMqzyFiGLsQBwemK5i21q6Cy7Us0wh/5ZA/zzXVeNtXGoeJdiFWigikk5PfbgVwdsdsM3MYymOme9Y06UW25K+36hWUVK0TorfXL7+xbg/ao0PnoAY4gOx9qrnVr48nUbzn0J/xqKP5fDpfzXyboD5eOi1UAaU4ZbhvbdgV00qcFzaLcyLjXRmZPPeRyG3ZnfPQHt9cV0/h5t8mSJGBIPAwM59PxrnbO3SMZ2wod689W7/Wt3RnRbgAu7kKCf0rPExXI0gKmvx/ZgTsVGdAASdzE9OPesO7hKxxoIMHcxO5jk9D610evKs2pRgAoqlsk8n72K5+68onISRuRzkD+Ee3tRhneCAzzG8cgcQDKkEfN7/Wl1SDy9UuV8oAMSw+b1GaJVHO2CTHuf8A61O1Nd1zBP5LfvIY2PJ9MH+VaT+JfMEfaLsFQknGATTImV44zksWXr0zXNR+I7XVdcaC2kJhtpJLdj2aTbz/AFFbtjIJLa3ZQSBkZx0rqdNximwvrYuLwoGMcdKyPERCWdu5/huEP862KrXklmsW28aLZnOJMY4pUpWmnYU7curLNFZba5ZqNsAkmPZYoyaaNQ1Kb/U6aY1/vzuFA/DrR7KXXT1J9rHpqa1cx4pmjlWNMlhGwyB6mrjXKmUJd6rGWzjybf8AqetNvryCxtBLBZrK+wFTJye49z/+uhNQd92J80vJHnt3p9/dkm2092DKQD5ZIJwp6n3FYc3hvXZM/uUjXdj5mRcGus1bxFqtwUAnaNc/djAXHJX3PpXmUM99rPi+60m71y9tkbzSgUlyzqhYL7DgnJ9Petva1Er6L8R8qPVvh1pd7pZ1BbySJg5jKiN92CNwOf0rb8U6z9lhtrSIjfcTKrZP8Oea8p+Eutvaafr15eXJMaJC5aQ4CjDknmp5fER1u+e9Zx5Ud3GYhnomM5/GvK9nKeJlJ+V/uOpRUaakzorJVjmsGyzBb5hwehIHWur0FLWW/Eu12kVjgt0U47VxsEgEkqrktHeeYAPT/Ires9QTTrppZWEaBs8nr1/+tXowTeiOeVkrsx/BVxFa/FfxGkjqge33ksQBwy16YmqW07FbUtckd4Rlf++un615bPrPhmz1WfUntree7kJ/eOmSBk468VQ1P4uSgmO0HTgKi5x+Ard4OfxSsl5nN9ajtFX9D1W40S2vbyS7vOAyAGMHgY7k1z3i7xVp9jo0mnWM0bOyeViNs7V6dq8vufEXijXQQUmEXIBmfYv1x+NEFhAIWfUdRQtt3GOAZPBH+NcdbH4XC+85c8lslsU6VasuW3Knv3OG1HY5cuxZiSOOnfufrXPXGC/yQs2QD1z2rvr7UtIsJpFtdPErqSS9wfcdj/hXK6p4gvPJXyRFBtPHlpg8HpzXBTxFSo7qO/dnXypKxj2kNwt5FIlrIdrg5Cn1r6h0PmNSfQV4LrkMVv4ct9V0vXNRmV7o2ubmFYluSE3O8Qznapwp3f3h7ge96R8qIP8AZFc2OUrxcjvwO0reR1dufkz7VUnkJLEfSpI5CIse1VnfacnsK5ehrCHvNlPV9Wh0TSZ7yYgCNCea+ZtQvBfahPeTs7STyNIxwOpOa9H+LGvSOYdKg+YH95L9OwryxpZAQfkT8hXp4KnaPN3ObFT15UW0ZTENsRbAfuT2Fa+jq28ZkVMuCQBzyfasBXzH88xbO4YGT2rc0eUG4KwQtIwYHgFu/oK0xPwM42R3capMAqmR2HOc9AcdPzrDug/OURcY4wB2/wDrV2994f1Ocl3VYI8t/rGC45PYVg32j6bbMy3GqozYziNfQn/GsKGKp8qV7vy1FY5WUsf40/DFd/4FvvselX824cxRocf7Jf8AxrnvDWl6Dq3iaLTdQvLmC3nbYk6yxxKncsxk4xjPHUnA70k8v9i/21paLcwmK5MWy4x5gwWHzBTjPrg4rorr2kFY1oy5ZqQqXRu7/UJ/LJzC+OvtVeBisEw8uME4+99feoNMdP8ASQXbBgboPpS24QxTbY3Y7R39/YVUUk2vQyk7u5tpMToAUzKpF1/D/u+wqvuiIy8kjn6f41JEj/2CxFuBi6HLZ/u+5quHmUYLxIPbH9K0pO1/Uk0rQjB2Qn7ykFiT3/AVraQSZG3SbePup7CudgdTvZ5Xc/L/AOhD1rptAtL26uALWycgrjzCvH5nissVJKDbYyzq0Gy4d40wS7Dc+OBjP0rmr4kb90546bcnHJFehaposKIJtU1GKEna2xTubkDiucvZ/D1qf3dhNcEqcmZ9oPQ9D/hXFhcVFwSim/T/ADYWOImdGxmSQ49v/r069CzabZyqrts3wn8DkfzrQ1PW40tdtpp9rbuGyHVQzY/KtLxFZ+IvD3hTS7q7uZ4pb5pHltxDtFvgIUDHH3mV847dOoOOxyqSs1H8QsdN4P1W7tdXvFjkyGYSncM/Me9etaFrd7e3cNtJIojI/gXFFFfR8kXhk2uh52JlJYvlT00OyA2jGSfrWF4ovn06zjuIoYXk3EZkTdgYoorxup6NtDg5fGmt3Mrxi5WFQB/qkA/nmmx3d5qEyxXN7cOjglgZDg0UV3whFR0RnJl+KJbTU4Y4+VZv4gOOa39ddo7SGMHKuJM9uA3A4oorkxHxRKjszzS7vJp1BZgBuUBUG0D5h2H9a86vdSuNG8VXN9a7TNFNJt3rkfMpU8fRjRRWsthIW0uZbPwJ4kSE7VkFvG3H8O5hV/wtcMdMjdlViVUHI67en86KKzwyTnUv5fkjSs2oQ+f6naafqV1eXiRs4jVjz5YANej2/g3TJ7ZXle4YsmTlx6fSiiurFt00uTT0OaglPWWp47qMFvbGUrbROQT/AKwZ71ydx4o1CGR0gW3hVc/ciAoor5WjKVWo/aO/rqd9lHYr/wBq3+otvubuVs87Q2AOPQV1Gl/u7FiOSY36/QelFFbYyKjTtFWFHcxNSPyXc/Rl3ABeB0PpXJ30rPbhzjmRuAOO1FFbYbZCkX9b8WSeIobaGfSNMtTbqkcUlqkilI1zhAC5UDkk4GSefWvpHSui/wC7RRWWYfZ+f6HZgPtfI3QxC/hWfcyuFfB7UUV56O6J87eL55LnxLcySnLHFVNM02G9I81nHP8ACQP6UUV7cdKSseNU+NnWWvhvTLeJn8gykE481iR09KiGs3VrdPb2ywwJtP8Aq0x2oorxG3UqNT1XmSQeK7mcEM0zvvbJDMccgdvxrmLtNqKwY/OpyOg+6D2oor0MGkqSsQU9O159HM6Np2nX8Uzq5jvoPMCsucEEEEdTkZwe4NVL3U7rVL27v7yTzbm5l82VyMZY5PToPpRRXo9ALWmSMPtOMD9w3b6VJbySNDNl2+6O/vRRUL4n8hG1YQrcaHKrk/8AHyvT/dNdLpnhTTp0V5TO2VBxvAH6CiiuWtKUYys+oLc0LyysdCsbi5s7G3MsaZVpVL859zWVYeJNU1GdDNcEIGwEQbV6+1FFcFD34yc9X5lM2NZUDSElxlhGh/n+NcncYWBJdq5JAxjHY+nPaiit8J8HzEznb5mFkGDEZIOBwKbeeJdW1PTLbS7y9mmtraR5EEkrMSXAzkk8428emT60UV6a2Ef/2Q==", 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", "info": {"video_id": "163524", "label": "putting mobile on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e40ed56454c46a57a2bc3da9cb4e78461a57614aa3aac93039e5ddb40e9144af"} +{"episode": 61816, "episode_seed": 4024310512, "split": "train", "timestamp": "2025-10-13T03:28:56.857633", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 4024310512, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 throw deod0rant'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "19513", "label": "pretending to throw deod0rant", "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": "19513", "label": "pretending to throw deod0rant", "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": "19513", "label": "pretending to throw deod0rant", "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": "19513", "label": "pretending to throw deod0rant", "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": "4f77e6150f0f9fcb1d9fd0d4f8a7140df3429fd2e9d04afa5d815721330722c7"} +{"episode": 61817, "episode_seed": 4288027156, "split": "train", "timestamp": "2025-10-13T03:28:58.541977", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 4288027156, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a loaf of bread so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "21031", "label": "poking a loaf of bread so lightly that it doesn't or almost doesn't move", "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": "21031", "label": "poking a loaf of bread so lightly that it doesn't or almost doesn't move", "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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buPrVy+FiW6PJdIby7jIUOdg4zjv/APWp92IppbyXJC7cRj1IH/16zt/kt5c8OCvqNrCr+lRfb9Us4QoVHmjj2g5zlhk0mrXkLfQ96tLY2mm2doUGIreNSM9MKM5qVpR5ZiR85YEsenGcAD05pk0gjZgyPgN0xgH6061ussNkcK8gcpuz9Sa8eTuz0UrIwXt4rvVvGSylsLpYUkcHhR0968nWOJriO2KsVEQI3AZHzEnOPQGvVorhf+Ej8VM2VElvPyg5+U4wK8psGiMrXk07WxlYiDIBG3PfPavRpR92y8vyOGo9Uwv1jiuZEjJI2oytnHQkdKivl87VwF5LW4IA78VJf3FrDMUWYzSFtsjFAOM5yCPenW8gTWYnZVbdblFycckYB/WteVpq4k/dY26RBF5iYLcEkdavwW5vbq0tB1uJ0i/AsAf0rPnBOUV1ZR8u/oa6nwTaG88aaauMrBvnP/AV4/UirguhN+pufFm9SO0s7AZKySM2AcYCrwfzavOxpoj0wXm9wAmduBjnkVvfE6+N34wFsvIt4QoH+02T/hXP/aWez8gLKFIUPnlQoxz1qLt692Nq2hufD+zY+ObI7eAHlHGOArf1r2d1V2/ejgDHPCivKvhoWuPEM9xjJjsmC47AkD+RNelyStIQHkGB0XnArhxT9866C90j1hov+Ee1TyVSMJZTdOrnYev+e9eceOrJ/t3h0yRN5TaVEc44IGTjNeh66vleDtXKrH81q4EmcnnA/DrXHfEG5LaRoMxkYKNLSNU5AYn5cj6Z/WnhY63ZGIehwbW7OHnSFFiRN6pjd2zyT/nirEEjQ6fqVptwGBkGfTGP60+2l8vR1hZ2MkqYZGjPYYz06AVUiUpG4DAhoSh9jgcV1a8ruYwfvIgtFeeMuCFZlz93jritCxIijukAAIKZI79aNPWKPQbOUE+a28M2PujIwD/OiB1b7QQQd23JHQnmtVe5BreHLb7b4u0mAjK/aBK30QFv6CtT4q6hcxXtna29w8YZTJJsYjnOFz+tS/Dm2E3iue4I+W1tDz6FiB/IGud8a35vfGlzAzfuY3ijI9MDn/0I05dEPq2YkGt69aqTDqlwAvUCTOK9J+G99eay19dX0rTTRQx26yN1xuZua4XUY7Vvs6weWPMLFiBjBxjn869A+F1uiaHqMqknzLsIi45YBf8A69ctdR9nexrSk3Kx1clpI0kjwZeKPkueMjvVS+k/4mvhpe7X7A/TyX/xrUmn8tWiGGY8Mw6Aeg9s1n3ogfxH4UTYY0N9JknknEfJrz4RTlZHXJ6anC3nxO8U/wBpXkFqYFjildVUQA7VDEDJ/DrWPffEHxdevvfU2iSM5xAqoP8A69Q67ajTNd1GEzcS3zoWAI4yxwfzFUrmyitre2YHKy5B24yNynr+Vemowi0rHBzN63NHXNVuTDZzwTtFNOqyO6NtOduf5mqFv4j16FvPTVrkyN2MhbI+hqjfPv02zy2dspXNXmsvKQpIqiRScA/n/WqSjZ3RcpO616H0HZ6IbTwvp+nxIN1rAilfU45/HOazJ7OKZf3kSSAA8SLuAPpzW9DqETIEW/uQT0ZoFbP5LVC+WGZWe31FGnJ+YNHsz/TNdNSjGWrRhCq46JnI+INN0qx0S/uIdNtPtflOsTiAAgsMZ6ds1vW9ottYW0DgoscSLuD+igZ+vFZd0l3P8kqQvHnkrIDx9K13ls55CBIgY9VcVw16TjayZ00533IVALBo5S0nCnLcmuV8Wy7PFVlhz+7SABhyc7mNdxBb7FdlRA23hl7/AJ1w/ia1nuNdlmhiysZiAbPQjPGPwrGjG8r+RpUlsVNT8OaXrGqzXtwJEklbzHaNur9zjpWRdeAdPZC0V9Mrc53gEZqx/bDSTNgEE9ac2oCRlQF2c9sValV2TIah2Mq50Kz0+OzgDGdfmLluCWJ4P4CnNo1oyYWV4gD91D1+pOa07zSLs3aTNvXGBsaJwPzx9auC3u0j+eyDrtxvABH/AOuuhRmtWQ5QehjaVoFtLr+k2cEry/arpBIrKMhVOT068Zr3HWLJpgtyi5Cj5h3x6ivMNCtre316zv7m2k8iPeuQ+BvI46YI716Wl5A4wBeR4H/LK7P8ia6Yx542kYSlyy0MO5022uAfPghlVu7xhuMe4Nc9f6Ppdtq2ixWGnW0U8t4ryvHHtOEUtj8T/Kuo1ARld1lNLGQPuzpnn1yKyrfd/aMM90Y2VA3KZyDgjoa554eyfLc1jWu9S3NcyLkH94F4AI+Uf41PZ3Ek7BGwqZ+bHpmnPLaPaGOK8SRmkB+79zsfw6VOsQt13PCAoG4FezD19a85wktzs5lY81spy/iXU97gJMs6MPUO5B/SslvAMcoZo75oyBhFcbuPwHFXWWfT7uS7liAR4zyDnhm60sOrl16kAetdUnOEvdMEoyWpgXPw9uomzFfwsCerKRT5dDgi1FoTI5KIAkinGRgfXvXQpdtdTiONnd89FB4qkllcrfM7lJHbop+U/TBxVw9rLVkvkjojKl8Plx8txCiH+HygSPxHNdv8K9JWXWNVvmzst4FiX6sST+i1kywxBGR7OWM54ODwPx613nwuiFt4dnnaC4Jurln3rCWBCgKOR+NdNNu+pjOyWhwni34d3+r61dalZXEP77BMU2VIIGODyMcVy0/w+8VREL9jEwCniKZTx+Yr6Cu4bcSM0KTLGeSHgddn4kYxVF540JZGVmGTyaycasdFZl80Jannfw10240rXdUhuYmS4gt0DIpBKktnB/Ac12k+POLR4BJyV7Vh+FnjsvFHiA3jj98EdTnBYEn/ABrobWSwutRFvFIS54DnjJwef8+tclSMpSOmnJJFDxPK48IakZTkeSq4+rrXnXiwvd6J4YlKyzW8VswdFyRuU8Lx+f4V6N4/Ag8J3Fusiu8zpGgDZwA2f6GuY06eP+yLGOYLt8scDj86dNumr+ZM0p6HnU2u34jkV/ldyNp2kFAO3/1vzqtprSzzz5LPlS7/AMs/rXrUk9kwO+3hIxjhBzWTevY29ncmO0ijEo2kqmCe/WtvrHPpYzVLl1ucdaR3ttpv2eRHjQkHd5Zb8Bjr2NLAu7fs5UY/gK/zrqtPhd7dGURsQM/N2BqLU4pI3RZAoABI2nIraDb0aIcUtUzoPhra+Xpes35X78qxA+yrz+rV5Hc3hutXurp3KtNO0gOM85OP519FeC9NNr8OLYIn7y53TtxydzEj9AK5W9+GehXkjSCKaBmJYmJ+PXoaKkuV6roEYuSdjyGacuRukRnGE2qMADOSf0r1/wCH0Yi8HRn590k0rAKOpyB/Ssa5+Fmn2dvPeHUbgRQKZCrICSAPWuo8GwNH4M04KQvmKzkDry7Vy4icZQtE2oxcZamnBECweTLLn7qf1Pas7xRdG38ReEyuFVLl9pAxtBCjn866NooLSMpDbuJiBvkuMArn0HT8a4Txw8ia14aCAmQSMwHr86/4VhTjyuxrN3VzivECPqHjG8skMSrb3EkskrDCn5+Cfw4qvqW5YxPOYFUfMiAkb/8AOelbPiLwxqGoeINQms2QJeS+ay8ggeh7cVg3XgzXVQZhDogO1Q+cfhXep02k29TicJJ7GdcMklnE8fKeajc9vUGui1lzIIJ0lin82IHg9CODn8c1RTw3dW+nQi+UxebKcAckAYx+daH9i3QTEDQOoGA0keSB7c8U4uN2rlSjKyZ381zdwJGYJZIowoUAH7pHUfgap2OrapPrMcT3ZaIbmYNGp4APt64rozbRuZYXXKyjePr0P9DWdp2jNBqsu44jKYEmOgLDP44FcknUU7p6GNG0mrls3MmyaWRICsUZkb90B0+lOjhh1G2R57dUuwinfGMDkAnvmo7i2kfS7uKMlvOyg9cfdH8634LBreZmkCqqE8bh0HApOrVa3ud3s4J7GPDYTvK8H2iRUXB4bI9eM4pl/YLZRIzoZHln2Kd/OME5P5V0GnItzqV5JuCRq4U55wQo4/Wq3iq2VtLgO7H73eCnBGFapjVqR95A4RbszhZLSxlE8zWLRNGrMxAGeBnjpzVuw0ywnmja2URy7Q4LqB1GfXrVZWf+z9QRi294JSGbknCGrkNmGsdPk81BJLbRsQTxnHr2PFOGJnvZfcEqMb2ubV015pN09tLdRrIiq54yCDnByOvQ1GmtTNndc2zcdSf8ayZVKyyg5ciFWJznHzMD/T865mwWXVPFlxpr6pcWcZWXyhGm4swQsF9hweT/AFrpWMqOVkkYvDwSvc76a5uLxGikjt96gOu0Z5HIz/nvWFqNrLGBcoWEUg3Ag4wT2NZ/gW/uLya+e6uHlYrEV3dhg12RWJvNtpCuw5Zc9MHqPz/nU1oyrK7OR+7No5zw81yqXMpuZgCyouZDx1J/mK2JLu6jSyCzNvnuOpwfkAYnr64qS2sobCylC7WEjPtz2zgfnxTUk0/+27OzlulSSON2EYGT93Gf58dawvOLsmehTUXBXRlX679WtrW3VYri6XbKycZB7n04BPFatlYaldRDzL93j2cLgc8cZNYNpdmbxZdXkfzQ29vK6lh2C7Rx9M13+hwJBYxROjNKUQswb7owOP1olKd0mVJRSOT1a0ihuZLfyEbZCjkMwG7Oc9fpWM+mWSfZmaAqJ3KAKeD8pPPtxXR+MIEOoTOigsqICT2GKxpVc3OipMGXy71VcEfwmNv6Uvb1L6/kHsoct0WtI0i280PZXEEEpU481tpHtk9KuDVZYVz9ot2XJHzA84OD+oqhNFbrI/ly4APRh1Ge1YHiB7qz0Hz4iyf6TJErqe6ucj9RW8cVUStZGUqEG73OzXUWmQZt7SYZxwRUlncvoFq9qjs9tCwEQjbBAbnn9fxFef3oW00W31LTNZ1CQG7+zhriJY1nITLPEOu1Sdp3eo9wPRxCh8qRwCv3HB/un/A4/M1s8RN9NTkqxUGkuo2XxukUQybtRzkYVgf1psy2l26TMUDsB1hIPPbisjWNEZJVMIzEzAY/u5OK1buSHTilxcOgiGXI7jBwo+vesFiay+JL7jajTjK+pH/ZWmzC4hE0KXIPlmbDAocAjBIwcZHtXL28V3NqDrZzRTyQHl2byxIeQCPrzTX8TSxG6CW6/v5HdX3cruAHT2ArU8MWwkiimQEyTzMAMfwqAB+rGlUqyau0jphTUdmaDeGbuWyeS+kjuiwy0Yb5U46gnrXM3/hy9R0Nu22JVAwD7dfpXqtzZBdKulDK6iBwSrZGdp4rg0mIv4objY2xNuVUA5xxk1DrpJRcRRpuTbTOdXTNS2kRxdDhif6D0rZ07Sbc2u28nlWcnLFACAPxBqzaJcSz6tJEWUwX+3hvVFIx+tPnvr9VjR5Cq+agOUAOSccnHStaeIhF6pkTpSa0ZJH4f0TZtN4+4/xBQh/TFc94o0J7eW1/s93uY3DiUgZ8vpjP15qOw1KW/wDGUml32r3VtbyS7EkjeFFj7ksZBjGM8dScCtnwrd3o1TWrK+86TyJREEuQA6gFhhgvGfXHHpXT7am1e1jnkpQV2z0fSilppVpbR3cLCKFIx+744GPWq99DsDSRyQSMTyiHGPpmuZna9gtj9kYosXyso/n+WKzrPWNQuNVSKWRHjwzNmMdAD/8AWqZYqmnytMmCcnoXtTn+2WM9u0My71KkYqvpeo/2J4csbO8tWjZAYlZh9/BPf3BrRkuhHaXdy8ELLDEW+7j5sEgVW1i+VNEl8+3hDuqqvB4YjJOPbms5zozW/wCB1RhUi9jWt9Ss2Di4lVJ42y+453cA1wnjVWu9d02aBTJbwALvXpktk/pW9pGh2NzPHJdW0kk5RWk/ekBiQD0+mK1tYsLC2S2YxGNHcRgLgKvBIP6VlB076sual0Rwg1eMTMqsCOwp76mxXhwAa0Lnw9p5huLmDeqRBtz8EZA3HH4VAuiac4SUzOdyhwHBxyM9vrUqEH1QOUuxkX8NzcrDjaYxyQeCatJbRqU8+2n5PzbehHsR0rV8QatNYaKfst3GsqOmGj6hc49Ko61L4l0TRdMvLy/uRLeF/MiKACEAKUBOPvENnHb867FCmlZMwc5X1R1EszhYmDcqwIP6f1qZJ5Gt5mJ5LKCfzoop4iKUdEY0PjRPCNm1RyDGhOffBqzE5UnB6nFFFefLY9EsaOxJuh2+2TH9QP5AVZ12BJRbq4+XzW4/4A1FFETN7nIpbwzWEm6MAiO4kyOpO1xj6fKKx7eRmtrLJ/5dovw+UUUUpGi3NfT41fU0VhlX0qQsD/vGvObq+m0nxVcXttt86KVwu8ZHKlTx9GNFFaR3M3szd+H0KGTUAQeBGAc+xrs7m3RXjYFslwvXsaKK9Kj/AA0cVT4zFvtcubDxPpenxxwvC4VjvUk8s3v7CuNuL65l1Y3xlInbLbh2JGDj8DRRXJJas7KeyOi8Pn/iW65N/GtusYPsc5r0vRh+8A9eKKK5Z/GXLYyfEwA1W/hAG0GEfX5M1j6kd9nptw3Mz6igZz1I8uQYoopy3f8AXQFsjMgG66hB5BlQfhuqv4pwng+7iA+RdWmcD0IkK/yoop09hVNzm9W1861DbRyaZYW7QIiRvbI6lEAOEALEAd+Byea9UgkZ7cq2CGXBoorupJNu5w1+g+2uJJTbB8EFkzx6kZri/FV1NNq8kDt+7jxtUe/eiisaiVzfDdTDIG3Nd/4bAhs9LKgZ+wyHn1MiZP6miiueZ1M7CUbdFumXgiKT+RrkJrSH7Zekpny7QsufX1ooqbImPUz0PlyaqF/ivFz/AN+kolZniDMxbbLb4ycgZlXNFFTEb2OV8Uakmh+Nddt003T7u3e7L+VdwbwpUZBUggj7x4zg9wa1/At5PqOoate3cnmXFw6SSPjGSd35UUV0yOOt/DZ3f3Zhj+NDn8D/APXrNhsoE10FUxvjJI/4EooopTWhnQ+JDdTAk06+YgAyOwYAYGDisz4gRiLVltFZvJAyBnuWx/Siis47nonXaDj+1LuYqrMrAAEcfdUdKm8WQR/YIBtyN5bn12miisvsMS+NHC27M2majESdhikbHvtPNaNpZQyeHdNmO7ebCNic9T0/pRRUQ2ZcviOS8Ujy9O2r0KBvx8zFcxda9qWo6dBp93dzTQW8jyIJJGYktjOcnnG3j0yfWiiuin8JjPc//9k=", 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", "info": {"video_id": "21031", "label": "poking a loaf of bread so lightly that it doesn't or almost doesn't move", "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": "12f7b85d215cb13b11318fa41fddb93ab316f4fe456a34f76729365f8ddffbb5"} +{"episode": 61818, "episode_seed": 2365343292, "split": "train", "timestamp": "2025-10-13T03:29:00.007148", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2365343292, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "123318", "label": "lifting paper up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "123318", "label": "lifting paper up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1574f54d4e987df66935a55e8a5716bb4080e87d7e2e613758c3d4dbd4599656"} +{"episode": 61819, "episode_seed": 211446832, "split": "train", "timestamp": "2025-10-13T03:29:01.755177", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 211446832, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 candle and book on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "168757", "label": "putting candle and book on the table", "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": "168757", "label": "putting candle and book on the table", "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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9RiskY/eR7c8dwfaulglivrKOaBsowymex/umvLSZtPv2ZY2h+c4jYdR7j0xXX+E7s+TPJwImkw8K9s8g/wCFZwnf3Zbm1Snb3o7HWRuduOSoHU9QfQ1mah5rwTyox2qwV9vXFTXU5tblM/MJsbJAOHA/qKm0yWKaee3bB3jkeuOtU3fQqEHBc9rnIXMe9GUjoOa6yMqml26k7VMQ3H0UDk/l/OqGqaDcRkJap5kbn8R9as3uPsi2+eZFCDH9xev5mlBWkaYqpGcI8pxt9cyT3d7LIGCzAsMnhVAG0flmqOnAz6no7luEt5hn0KgKa1NTgLPgHAK4I+gx/U1ieFJjJqnlHrDFMwJ/2tg/mDVtanEjUvVLXKuP4Qc/QUeF9kt1qciryriMn1wDU94B54525HU/XP8ASn+G18nRppXHLSO2QOSPX35zQO9i/uWCIySNhAMkntzVPUbb7XqFkuSBEWkJHr2rSnsmurCJoiwEhRiCMELnPIP0qpJKI9QMROWAyV9qYrHJ6jpcmnSGWNy8Ssf3hPI9M/41veE7hEMsjOWlZsSJ6qec/n+tEVxHJB5jjgsSR+JqLULKTSrqLUrLiMkbh2B9PoayqRdO01s9zopyVVcj3Wx1dxceRcfM5O5flOeHGev17Uy3RLi9lR+VkjK4qvZGLXdOCKQrBi8Jzyj90P1qvbTSxanvyBtflGGDjpii/XoawgpQdt0Zd9YyW1xJC2QFOSx/iHrVnw8QkN3KRhQwFdNqmnR6na44D4yj/wCPtWNFZDSrZ0Lb1jbexH8TY4H9fyo5bSQSxCnSae5peIt1vbzPtYjeAQOeDTfD0Iae6kONwITP+fpU3iFglrNvIwXxz2NP8LRk6ZJIy4LyE8/Shv3kjlS91s1tOg3m5YnPz4X2GKi1izhk0uUTkhMckHGK1LK3WO0JVSNzE80l9EzxoqjILHd9MH+ta7bErVnDTaaDd2qrJ+7ETMjqOvTvVyOwuPsdwhlDiQYwWxUd1qFpaa19iVHyqlPlPyjGT0/HFUr3xA9rbo6RrsdVYkjhtzFTg+2KpyTjYLNS5jlL+wYQyQsCkwfHupzXSaM5W1jjz0GMmqt8kc1xFdoTskj3YJz8w4P9Kk0s5UD3rzKujselTlzK5qajD+6dwP4D+NcLLMdP1G1uhn90wz9K9HlUTWePbFed6rGGd4jwQcc1MHaSYSV4tHbXU6z6eJQRtPAPrnpWbaxLd6xZMBzE5kY564//AFCqeizvfeEpYi5WSBwuR1AByK1fD0ZbUckAFLdc49T/APrrvUtjz3Hc6C2V5NTYFsxrFym3uT1z+fFN1KyK2Fw1shMjEsAPWr9hEwnuJWAG7Cj6DNSXyZsmQNtaT5QcZx3/AKVpsQtTjpo5mks1Ct5o3lhjA6VfskuUmeRk+UgA8Z6VIyMt1brcNGZUjK7wcEkn0+gqKfW4LKHkNICAxAOCoJxk/jV3XLZA0+a5k6jZy2VydVscKgkIIA4U/T0NdHp1/wD2lbRzBQuSQ6f3SO1SRlL3TAxbzEfqSOv1rOsrRtLvt4ObV/vk/wAOOhP8s/4VyWdOd1szpclUhZ7otXlxtYxoMEfrUOmag1rfEuPl3BePepL2AiXf2I5rP8sjzCVO7g578Gqb1M0uh2tzbCbE0ZGCM5ry7w3sfWNRwvzxIiMf1r0rw/dG8s2t3IMi5WuB8NoVTUZWUAvcHkDrx/8AXq4inJ2sy+7/AGe1kmAGVzgE4BJPA/lTpVWS7gL9UyQPc1chs1vNOiMkflliGZCQ3Q5/pVK8jmj1VV2HydoJbHf61or9DL1K9zBBfLMswUpuI3dxjHQ1Qmsp9AuIr20bdbtjOeQPY+x7GrVlazyxMQcK8jcHr96tk2bNbJbuyupwGDMeR6YqatJSin1NKNRxk09i1pV3a6pZEEjyWbOCfmhk/wA/nUcUE+n3xDoNyNncP5g+lc9JaS6Dq3nQbntycFT3H90+/oa7a0aO/tIQWDEjMLnuP7p/zxWMZOWj0aOpS9ltrFl93EkICEbnO3g9PU/lXPzSx3FyzJ90fLH/ALoq/eObK1dyCrSHyYlIwQP4j/8AXrEiOxwmOBwPwP8A+qtHI5eTsY+sR7WlGCcMrL+P/wBeszw5ZrH4hv2JwotyQQOgLDFdNqkIlCHHLKV/Ecj+tUdJgRJruXHPkKmfo1UT0MrV0Zb88jyxDuB98Y/rW7bxCPQYwchjGMfU1h62ZDfmELjcoAOfxrsYYAYoYtoOMLg+1QtZlPSJaWEJGiL2AFYN/b2/9sPtbZc+XkZPDYrpgh31g64wtLCe4lUOxYqinvnI/kf0rS9hJXMaz0+JraEPuViMtn61ptZI+y3yhjONytwSvpWFbaw01rFsRImZJNqk/LlQcZPXtS6NrEp1w2tw7MG27Q5yRkA8GqlLm0Qopx1EVJdC1ghXf7Mx5x3X1+orqbm2S9iW9UDf0lA7ns341Be2cdy7K69857j6VPpgeyt0icBo1yCc/eB7Y7YrlUORuPQ6Pa3amt/zLkE7JbJGVIkxtQHuaw9VuV8/7MjbliPzn1c9a2r1o7O2e7RgzuuyA+3qf89q5ObdkMTyxBPuTxWjehlZN6HW+IYf9BlBG796Mnrj3qzoKeVokJbuhb86br7eRbn5QwMvlkE8citCwtg2m20adPLRQPwFO3vXJv7tjbgQ/ZYhjqAf61g+K9VutLjgWzSJppAxBkBIGMV1T27FNqNtIHBxmsXVNKN6F+2Wvn7BhZIX2sPwNWrdSTzQadd306XPmKjrndKc8sR0/HPWs/WjFDYvEWHl+SE2buVkDZr0yKzt4bc28DDeWziddp9xn6Vyms+Fmvmmee1cd1ljG49fUdamT10HcwrG3mm8LW92QQIpWRhjswHP0zVrTF/feX6Guh8N2Qi0e5s5AxCNtIYe1YcsD2d264IMZ/SuXER+0deHnpymr5haAqP4R1rjPEkDBzOnc811kcqtCJCRggjiuWt7Vtc8Uz6Tc6lNbRMJTEEj3bmVCwX2HB5Pp71jTi5OyNpyUVqR+GjI2nantYAh4jz77hXXeF0Dy3E+PmbYp/AVxngRvPsdUE8mATCQxPQ/MRXd+GYmi01pMctI2fwrsSd0cUmrM6a0jAtt394k0zUrqzsbdZb2VYowcgt6gVcgj8qzjDdlBNY3iCwbWI7cWskL+WWJRnwTnHrW1rmS0OHv7iS/1qO+gjeTcSwjAOQuMfoKr6mCuneVKQQbdmEmOQd+cfnXbWeiG0s3aeJw5bgLzx7EVy2u6Mb2WZI5nix82GPynn07Uno7FXNnwZKbvw27uSdr45rYjBWRcEDkVmeD4Wt9Gmt3KkxsBwPatluVU9fm/wAKNxFW7X5RnsTWayBS2Mcg+9bF5GQpbGRnNct4juZbXTGlt5GjkEijcvvWVtbF3NbTLp7S4MgXJYA4/CszRkC6GXI+9uP64rP1I/ZdDh1DT9a1CVTcm3zcRLGs5CbmeIDnapO07vUe4G/o0RGk2iEfMQufxOaqKsxSaaNa2hEdvDEB91AP0qjerKL7zUkQRRjbIrL7dc/jWuqfP+Fc54i1O0himsY5N11OfnVedo4zn8gK016ERK1rcwLDEkbIzFypEbcA9ePWqdp4ikk1iGKcLsdVZVK4K57Vm6faTQoskw2WwlLqxOGB7Ej0zWV5xn1qyiV1Z48BnznPOevehyb3HZJaHqNxCryMHXIPXPf/ABqSzgWC3CRltoPCk8L9KfMgaVTnggYp8WfLYdSDUyXUal0Kl7NLeOhlP3F2gep9apSKfNBC8Drx6ircwAZs9QaEUMFIx0wazuUtCpdkR2byHnZhqh09VZLtgOPl/rWZDIuoeL7nR77U7q1tJpDEjxSxosYxyWL8YxnjqTgVN4ZS6jl1+1uBdZtZljVLkASLhmHIXjOBzjI9K2Wxncq6lbGXW7fHKvIq49MCutsxvuY1HZSxrnTAx8UbznZu3DPfCGut06FfNduh2gVEVq2VJ6JEwjAJJ6V5rdz3+q3mJJ2ePcVSMAAKSevvXp8toznckrow7jkfiKzZtMYTCU2tvK4Od6Dy2rRW6knAzaQNLtnYiRyyMrcA9f4lH17VhaRMbnxRa7D8sZVSWGCQMV6XqWn/AGqNg7zwljn5k3AcY6isE+HcX8VzALeRwy7irYYj6Go1Hc6O4j3TmkRQYD67uanlRjMGAyM9c1HEp2urKRz3GKcldAjFucglGJKqTgHoKqTKzKAvoce5Bo8Uyz2lg8sLshMi4ZevXms7WtL1zQdD0q+uru5Wa8MhkhKYEAAUqGOPvENnHb6g1kotlp2Z6Rr8CP5qtkgSb/xxUts7R6PDIjFXEakMOucUUVp1I6Gza6jO115LbWXCnJHPNazAHtRRTEVJ40fcrKGGOhGazZLCAZMYaM4/gYiiimBi3txNbkhZS3J+8AawtXYTwpcsqiTO0kdxRRWdX4WaUviRkQsVjkA6A5ArlbvUZ9J8Rz39ts8+GRwm9cjlSp4+jGiiuKj8R2VvhJvBqKunapgfdltsfm1ekaAgTRowO+8n/vo0UV2R3OSex2aqMdKZJbQTA+ZCje5FFFamSK39nQR5MRkjI/uuazLwvFuHmFwAeHAbv9KKKGMoQ3rRhtkUK7nAO1MZ6+laaBZIgWVfyoooQiOXlWz2Ga5TxlDGmiOwUZ81P50UVEtykcvrHiJtagt4pNM0+3MKKkb26OpVFBwgBYgDnPA5PNd5pQH2a0Hsv/oNFFPqJ7G2g/eV57NGsusXW8ZJmbn/AIFRRWtPck6TVLaKK0kCoOFXt1BOMVyjafar5FyIEErYyQMdc9qKKwBnfSHmH3Ap1v8Afk+tFFaAglgjckkcg4qEKI0YqMcUUVl1NOh51qWtvpfiDU4vsFheQyTBjHdw7wGUcEHII6nIzg9wa6XwNdTahJrl9dOZLi5eOWVyOrHd+X0oorToQaN9Go1C0kAw29h/46afPI0bvIpwyxMQaKKQF21v7lIYiZC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", "info": {"video_id": "168757", "label": "putting candle and book on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "168757", "label": "putting candle and book on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8ddad82552496eb18900cf2060c3138120e37f7305085f76f30d9a98911c084b"} +{"episode": 61820, "episode_seed": 1162768702, "split": "train", "timestamp": "2025-10-13T03:29:03.875484", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1162768702, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "196949", "label": "lifting remote up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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v2l2NpaW0YkFlNIm795s3H7zNxnoPlGK07iW7wEinAt9jCWTb/qwFA4raUbLUwwmYewTSje/mfNUnhe+lZfN09VQthdkDBifQYxmmv4KvZQfJs7tWzjasROD6Zr2fXtR1IapYwRQStsuAbYmPHmMNo/HtVqxknliDGK6EhceZ5ZGN+U3de+fTjpVezRo815l/DX4nzhd6Dqlrf/Z54JjIu07SnOCMjj6VsR6YttEWmGZDzj+77V6J4qdbQmR2aOZp7d03uC5Qw7SfpXO+NdGm8NXXlvKs0EmTFKvcehHY1nUXK0jsyvE05ylKpo+hxd9KII/lJAzjB7V6LpF54Uj8NW9xceVdzJGBKftjKd3ZRGBkGvK74z3TqgjJUcn3pttb3kUgfYuB2DCqjDQ8/G4lSrNweh1Wv31nqNz/AMS+xNkmOvnM36E10Xh/xBNpd+s+nv8AJnJUnrXLWdxb2tn599DGSScEnv6YNVDcQtJDLaS+Vk/OhPA9QKUoX0Jwtptrqeyaz4m0XV7JXuoPLvcYWReDmjSvHS6JJFZSjzImO7juOp/lXiWq65LEyR/My4zkdahtNWldd80jF8nbk8gVmqUovmR0JUpTdCZ7Jd/FyeVWWDTyCQQGZ++GGfzYn8qwpfiDqVwpU267WLFsHgkgD+Qrg/7Rhx80gUepp/8AaMK/dlVh6jNac0m7m6y/CxWsvxNm48U39u97OB81xOJTg/dxnj9asR+MNX1W3nAVgh4LZyAcg/0rFsYJfEV/Bpdl81xcOEQAA49SfYDmvWta+GcGk6BENLui0sKfPHLgeZ6kHsT703Va3Mvq2D9oot6Hkky7Y8uCJAWO4e5z/WpvCl3pv/CQsurzKtvsI2GXyt7dhuwcc/zqhf3b+Y6hTlTgg+tYS2t0zbwg3MckkgU4Jt3ZGPqQgo06b2PVdc1Xw3BHLa2ekpJLjBdLx3CH03cDP0zXELc3MQlMHy+Zghck4xnufrVfTknDxRSRKVzyM9fxFb0d9pLLPbsqRyKuQVbv6VdnE5cFWSxEXJ/P5FHULll0YzFcgANiuRv/AN64ulBHmk5X0IxXTXLxf2PND9oSQkMBtYfhkVztxPGbGKHOXVsk/hRI7s0lGdVO/wBkqxhnx1qysewZMYc5/vVHCAw5PFXYVVD8qAH171m2YUKSauAFxImxI9i91XqaiWBhOqlNmCB71sbVjVcEDjpXqfw7+FKatbHW9dWRIJBm1g+6WH98+3p+dRzHTiIQpRTkzyae386YSyLjAwB7e9EUYVyy/KcGu/8AiP4RtvDl6LjT5S1nKcbGOWjb0PqK89aSRvkRM7up9KI3lsU5UKVJNP8AzPWNB1jwnB4TgneOxuriJAs3n+Z5hfsNvTp6cVxfiLWbXWbvNrp9vZIRjMQIP88VzckF04VIggRRwA1WtOuRYK73tqmAeHb+ldHLbY8KVRvdnrmu+D9G8Z3U02i39tY6qv3otmEl/wB5ex9x+VeRa3Z6h4f1OfT9UtSk0JwWRtykdiD3BrRih8R+GvHselwXBa7kuFjiYj5XDnAbH4/pXvOufDRfE+louqahAdRQAR3kNsVKc8jG75lPofqKwo+0jZXujav7N3a0fY+YzPazdSmf9pcH86b5cLH5XdfdZM/zr1vU/wBnzVNxay1iwmP8IdGjJ/LIrlbv4P8Ai7T1kkS2trqOPO5obgHGDg8HHeunmTdjm2Oc0/RhqE6RI81zI7BVjQZJPYY9a+j/AIfeAbHwPprahdxxjU5kw7dfJXrsB/ma5z4UeHtN8LRPqmvj7PrMoxEksZxDF2YEDGW9fTA7mp/iX8QbW1szaWEwmeQYzGcgfjWFaTtaJtSjzPV6Gd8Q/iMu+SysWBxwX/wrxW6vWmnZmJaVjuIHY+pqG8v3uZmYucnlnP8ASqqb3GI12p3J6mnSpqC8wqVHLRbF1LgqeWBq1HdbSCTj0rHaQROETlu5PahJS77ie+BW1zBnpvgbT57y01m7051SeJovMiLYEud35dK7Z9WsrVDa6xH5V3s2JKoBYZ9DXjegeIZNHjuSjkeYVJAPXGf8aZ4g8WXGtbFfcgBzuB5riqUpyqtrY9KjiIU6Ki9X/wAE9G1L4wX3h+7k0iKwtnS2URJIGOGULgH64z+JNZdz8Y9ZuzKVjgUSZLDPGSc15cbt5GYzfvc9S3WmnZncjfga6ktFzHDfV2PSJ/iJr+p3VvcTXcaTQOXiKj7pJyTXV+DtM8VeL53KatPaWEZzJcBeN3Hyr6ngfTFeaeBtEk8U+J7TSgSkTktPIB9yMcsfr2HuRX1Pc3GmeFPDax2ypb2dtHtRF7AfzPv3qKlRRRcIyei6nlnirwTpWiRi61bX72+ZcDymCrvA6DPUCvOPFHi241y5ZpHCRK2QB0Hp+NJ438aN4h1OR0ZvIU4UZ6//AFq40yl3BYbm7KOgqaUG/emaVJqPuwLyzljkZVfU9TVqO5J4zWWQVG+ZvwFM+0MUwPlDHAx6V0HKzdaaGeHy5hvTPr0PtWBBctE5AbaD69KsLLtVRnHNZ2aVxGqb1lAMkfy/3lORTTNbzf3Cf9oYP51nJIY+UYj1B6U4uj8kbW9R0p3AvbIj0d0/3XyP1q5Z6Z9tkRBLJOzEKqIOST0GPWsVCVOM5r6L+B/gy2t9NTxRfxg3c4ItFYcRx9N/1POD2H1qZSSRaTZt/DvwBaeCtNbVb+NV1OaPkNyYU67c+p7/AJVy3xB+ISsz2dk4bnBb/Ctn4peOYNLhexik3TuMBVr57vL97mVnLncTlnP9K5ox9pLmex0OXs42W5Nc3rSzMzndIx3EDt7moI7thKAW61UZzsIRdqnuepqJG2yDAy3v2rrRyvU347nYQS2D2rO1UxiRJIl2OxO8g9elQxzF33H6Cort94TnnJpvYlLUh3H60bgevFMpc/jUFEqnA4NXLQSzzxwo7bnYKAoyST0ArPGD3r2X4CeF0vdauPEV0gaKx/d24YcGUjlv+Aj9T7VMmkrs0hOe0Wdf4B+D8WniHVvEy+bMAHjsm5VD6v6n/Z6etdP4x8f2WgwtCjbpcYCrSePvHtp4e0x2SRGl+6EDck18z6z4kudavHuJ/wCI8IDwPrWOtR6bG1+Vc09Wa3iXxZc65ctJI+yLOevH4etc6JyeVyq+rdTVRnZmBYF27DsKfsbG+Z+PQV0xSirI5pycndmjFcnOAcmrQuI5ImjkAdD95TWCLshDsAAzgetSpLtixnvzVXIse8aOLHUdT0/Vbtf+Jjp5YxgnBJI6N9CcivVtK1yyvoRsvoWlGQ8YdSVI7Y618saz4za8njltFIkJzIegce/vWFqV/Pf6tLesBBJJjKqemBj8+K5cOpxVpbHbinTk7x3PsXUbi2dvKuGhIRTJ8/y84+v1rltcWe1jjkgg228vG2O5IJcrnBB68kd6+aINf1m0wINTukUdvObH86u/8Jt4iAUNqMkgRgy+YA20+oz0NbxXK2zikrn0Bby3cMj/AGw3cd1D8juiiQhQQQpxlcAJnj8elY2vxx3rBZn89YIJHXMHllXzEgz68A8V5ZafEfxGpkL38Pz5LeZkbuCOev8AeP503U/iXreohY7lon2hgDGcBtzbjn155qkwszmteEC69fpaJstxMwjUdhVJ38qLOeT0onaR5mkkHzMck+tVnBboTgetIoaG+8x69Kej9uwFR44AHatzwjolr4g1v+z7q8ktg8MjRlI95d1QsF9hwefagDHDcdaQ81GM4pwUkUhgaTNO2GnrGT3oA9p+C9kNK0261q4j+a7PlxHH8Cnn8z/Km/FnxBevZtHHORby7V2KcAg/z6V5fpGrXun3EO26l8lDjyi5247jHSu71CSz1zTVLKrqOQG7Vyzg1PmZ205p0+Vbnle7JNSR8txV7UtO+zTsEX5RWdkgYwQe3NdMXc45KzCeQu20HgU3dhuO3ApNu05zmmkEGqJJi5+UVCSM8V1WuaBpFr4bttW0vULyYNdG1zcwCNbghNzvEM52qcKdw/iHuBy4HYd6AGUlShPWjy+eDQBb0TTZtZ1m006AEvcShOOw7n8Bk19R3esR6ToQs7JVi8mEIgx91VGAP0r5XgaS2lWWKV43XoyMVI/EV3XhnxCxgNteSvK2fleRiTj05rCrBy1OijNR0ZzfijUrrUtfupbuVpJFbblj6VkZ6Cuw1/SrSVnniiVXY7iR3rkpY/KfGKuDVrGdS97kMj84z0qNTwW/AUrrk8Z/Gkxxgdq0Mx8bEYHpTWOQK3vB2m6VrHiCHTtXuZraG4OxZkljjWM9SWMnGMZ46k4HemLa6bpPii7tNXt737NbTvH5LhRKMNgBsHGcdcHH4UXBLUxFRnICqWJ6ADOalFldMMrbTEYzkRn6+levaX8WPDmi2UdvBoN1dG2VktpZvKRkVuq8KSB+JNVL7423s8bx2+npCpYYyQcjHQ8UtQPM00TVXZQumXhLHC/uG5PXHSvo3QUTwl4csdHtV3zrCJJghGcnlmI64ya8oHxY1QLINihXBG0ICOTknnuen0rI/wCE71Fb26uogiyXOA58teADkBePl6dqylCU1qa058j0Oj+IGlazq2oJPa6beTRncxKREgAZ6/8AfLfka4G50+9sHdLq0ngZGKMJIyMEdRXSn4n+I1iEcd8yrtK4KqeDuHp/tt+dZOp+L9V1jzBfT+csjM7AgAFmAyeB7D8quMeVWFOfM2zJT5z7VHcS7jsB4FBIx3HpURXBBJzV3Mwzt2j05qQsdg9zURBz7muo8R+DL7w34e0bUbwSrPfGTzYGjIFvgIUVj/eZWzjt065wXEZwjXCnFadvYw3EwaQNk9cGiipW5pPYlk0u2ViAGxj1qhcQIiBVBC5zjPeiirMyt5Ce9RTRKo4oopDHTKPsiN3xWf3oopIbGHrVvStVudE1OLULTZ58QYLvXcPmUqePoxoopiKsfINSqo4oooH0JCoxQrFCGU4YHIPpRRSKiLHy1bOmXc0T7Vf5T2NFFRLY0huXNRUPGxYc4rlpxhziiiimKqRHlaaTgZxmiirMTe1/xbJ4it7eGfSNMtTboscUlqkilI1BwgBcqByScDJPPrWEvJoooAkoWiimUh+4lQuflByBViB2Ugg4ooqWUzobe4kmt8SHdjjmsbUUUMcCiis4/EOWxkmmjrRRWpkaeka82jLNGdN02/imZXMd7b+YFZc4IIII6nIzg9waqahqN1q2o3GoXspkubmQyyPjGWPPQdB7UUUARZJ5LMfxprAUUUwE2jFKqg0UUDF2ChQN4+tFFIRJKArkCoyc0UUwGnpWpf8AifV9U0i20u9vpp7a2leVBJIzEswUcknnG3j0yfWiikB//9k=", "info": {"video_id": "196949", "label": "lifting remote up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "60de27f71b290401389aa3b88b20c373fa2b76a359bc4a2d578700769aa4234e"} +{"episode": 61821, "episode_seed": 2275646594, "split": "train", "timestamp": "2025-10-13T03:29:05.288800", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2275646594, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 domino from a metal 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": "11884", "label": "taking a domino from a metal box", "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": "11884", "label": "taking a domino from a metal box", "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": "11884", "label": "taking a domino from a metal box", "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": "ef93d1e17f1fabb31f2becee3271858284ecd75232a374739833978d9443771e"} +{"episode": 61822, "episode_seed": 4275367997, "split": "train", "timestamp": "2025-10-13T03:29:06.377725", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 4275367997, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a surface with specks on it but not enough for it to slide 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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", "info": {"video_id": "81870", "label": "lifting a surface with specks on it but not enough for it to slide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "81870", "label": "lifting a surface with specks on it but not enough for it to slide 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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"info": {"video_id": "81870", "label": "lifting a surface with specks on it but not enough for it to slide 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": "2e084c777246e324826b51885776299b4ee4117ad9ba1f70c6439a40ce4bd0c4"} +{"episode": 61823, "episode_seed": 1968858487, "split": "train", "timestamp": "2025-10-13T03:29:07.679048", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1968858487, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing rubix cube 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "115994", "label": "pushing rubix cube from left to right", "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": "97d9bb42855a5b9f7f2d5952854bbab8fcdbca1f886d8e615aef9144d3e087cc"} +{"episode": 61824, "episode_seed": 4001086750, "split": "train", "timestamp": "2025-10-13T03:29:09.740215", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 4001086750, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'holding diet coke in front of sprite'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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"info": {"video_id": "89900", "label": "holding diet coke in front of sprite", "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": "34c9452bc74aab2206ec64ffe3be519324ea2565e721bae24f83abdf01f2c970"} +{"episode": 61825, "episode_seed": 3810889223, "split": "train", "timestamp": "2025-10-13T03:29:11.812995", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3810889223, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'pouring dry clay powder onto plastick bowl top'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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uGLDJ+9TewJam/GBGvqT+lRSMPN+gpytuP0pjj9459cVLIRHId7KM98/0/rRPMoQqvYEUEF2fnAyB/jVS4J2nHRuBSY0jJuJuSQcYBNY8tyYbaa4z8+AoJ9K1LpRhxnkjaMVxurXjxl0JyppwHJXaKb6rLJdSMzsQTn2rSttUdSFVTIzbQRuxgd64iS9maYoODnritzT5vLlSR3wF545I/Ki5pUpeztdnoMD/ACEYHQUsjHYfTNVoHMabSOO5PeppJAXcE5yARUkmv4b2ma6YngBD9TzW/K4K+mTWB4d2q90E4zs/rW7IMlM9jVrYY13/AHbc9jULssMGCeTT2OSi+5Y/5/Kq84O3rkgZNAmYF/KftEgHXFTW8/zbCeAQPwAqK5QbwzHq25vpVC5uDErDuVJJ+tSnqapJnOXdwpla6Z8yGQn6811Phu5eXT3DZ4YYHpmvOLi6e1umSQchj94cH3Fd34WaX+z/ADJMjzG3DPH0oTOvEUVBOV9GdI7k4x3GKryErnHPGcU93ONw6jmopZANhPGcg02zhKU5zt9ScV3CEJGEHPcmuIlSMruGc5rtUJbBFCBkW/5yR61G2DMGJ4UU9RtwPcmoTygYnA5b/CmSyC+uQYWIrOW42q57YAqe6BJ2np1NZ0jBYWJPqx/pU31KWxneJNWaG0Aj5LZ59DXNWWq3PnQlpTv3jg0a1csVMfORyK5+1u5Gul9jzxVtjjR5lzXPXVn3klXDD68Uu7KHJ6d6xNInE0ZG4YwD+B9/wrWilJYZ6E96CRsrHI3dMVseEuWvAPVR/OsQsrAK3OCRW74U2q94VHXYB+tCeopbHU52rsHbmq2/5iR3NTKc855qEfLjsOTQzNDVK+cXPbj/AD+dVr6fdCSAeT0qYD92Hz2zgepqncjjB7c/jUsqJiXbkgnJ+9jrWNrGptaW0YiID85PvWpqJ225x94c8159rl5MQ45ORxTi9A5U52Y611STd856dS3etTTL64e6WILG0WSWbJ/A1wlvPdTTYYkKp5zwK6rR223A5kkckKu38uf8aEaVKag0r3O9jfcgGcjOKZM2IwSePeoFeVYlETqG4+ZlyODzmnNIPnVuSDRcR0TyY2kcE9qR5QOT65NUlm80jnAHFLPOGTap6kL+dRci1iZGO3cTjd8351G6eZyWwMYFJJJtXjvTHYbselAGbIgZiCQeTwfeuU1LTBc7xtG4k4JNdVIQZSAQe3WqjWwedwy8f40RG9ThP+EdmaTJTAB6scc1rWOjCKUxMqj5cuVyCPTB7Guna22qpHQDByc1FNEqbXA5z/OqYJDY0w4IORxg+tJI3zqBjkYqQfKR06jFc7ZGbU/F1xpkmqT2kf7zyRGm7LKhYL7Dg8n096lajbsdp4dO37Wcj+H+tbqzZUZrzvwBqN1dfbxczvLkRldx6feruhKqx7d3OKrZAtdSUuWkO08KAP602QmTI9eTUMT5i39ycn/P5UBwygnuaLjKd3bZlK7uq4/Osy+tMz5HQpitm4Zd3JHr1qvcKG2Z+lKxVznm0SOZt0ig/UVsRW4htwqjAyKtrEBu5pjYMRXuKdg5mxJOBj25qtO21OxwR/KpN25AxPasTxPdzWultJbyGN9yYZTzikK9kXbgsqMwHIrsPMxIAD2zXl2sOYdCh1Gw1vUJle5+zZuI1RZyF3M8WOdqn5Tu9R7geixS7sSE9qexPNzFqWXCe5GB9TUZbauM8CoXlDzIAcjr/n86Vm/eBe2aVxkVxHlHctzjOKzJEHkyDO47cc+1abkFGJ+pqggV3O0g564osPocrf6P9rwRw2OtUbbw6yTZZVxnhW6muyW2Vg2R0PFKYQj5OMH1q+hNtTP0+BI1cqqoAf4RjP8A9arqDapz2H9aRlVJ8LxuFBOFIwM4/rSZRGzEs444NbnhJis15k9AmP1rg9PuBf8Ai+TTL3U7q0t5ZNqPFLGix9yWLjGMZ46k4Fb/AIInuoNV1+0upLgm3mWNVucb1ALj5scZ6ZxxSeiuQ5X0PQXk/egA1HNKRHjoT8o/Gq6yqTvY80xpxJOgB45P9P60rk2LJbavB4qtcKPJfLHdj9TTjJiQL2zUMrDYxPHcmjdDW5l3aB4JB1OMc+1cdqOii6PGM+nrXZKVlLBWB9cVWS1V1bcoPNOJTszhYPC8ocGTameACOcfyrb07S0jclwPLjIK445HUjvj9K6JrcI+c8MefeoJY0SZcAAt1xTYkhqIFYsTzgnJqKViZCAeozVDxLdT2ejNLbytFL5ijcvXB6isbXLTX9D0TTL27vbtZrwyeZEUwIAApQMcfeIbOO34GptcbklodZbyMYxz3qUHM6L2yf5UUVmtwkTO581R2zTTIx3j06UUVaEZUDH7aT9as5xO2PT+lFFUDHSHhR2NU5jmNeOhH86KKbEiOViznP8AeHSuFutTuNK8VT31tt86KRtu8ZHKFTx9GNFFRHcJbGz4AJRr8DoFQfzrtnc+WT3wf5UUUPc0h8JZJKRADpigOQYxxgjmiimgKN6xMy/Sp5eVQ+/9KKK0AVmOGNMbmM/SiijoIqhj9nQf7Nc94rc/2OPTclFFZ9Qexz2teJH1qK3ik0zT7cwKscb26OpVF6IAXIA5zwOTzXp0MjFVGf4RRRRPoTS2ZJAczN7AY/WnhzvP+7RRSLIZpWNsT35FVbDjd74ooq1sDJYjy4/2v60kpy7D0GaKKpEkEhIuEI67TUDMRyOoH9aKKljOIuNabS9Vv4zYWF7FLKGKXkO8BlHBBBBHU5GcHuDXQ+CNQub+71q+uZPMuLh45JHxjJO7P0oopT+EiPxndxyMSFPTbT4SfOY+gGP1oorNFMXzG3t/u1FPIxtCSeelFFWiSlYfx/hUsR5Ye/8AWiir6jYSnLkdgKpysRNEe4OP0oookCOd8XMf7FY9xMv865C617U9QsINOuruaa3gkeVfMkZiS2M5yecbePTJ9aKKSJnuf//Z", 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", "info": {"video_id": "197904", "label": "pouring dry clay powder onto plastick bowl top", "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": "197904", "label": "pouring dry clay powder onto plastick bowl top", "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": "197904", "label": "pouring dry clay powder onto plastick bowl top", "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": "100bdba1938bf591a1702a20923a42d5cd9078f7c782a9329c48f05e67cd6bb9"} +{"episode": 61826, "episode_seed": 4061622080, "split": "train", "timestamp": "2025-10-13T03:29:13.208850", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 4061622080, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'picking a magazine 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56155", "label": "picking a magazine up", "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": "56155", "label": "picking a magazine up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "56155", "label": "picking a magazine up", "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": "1a51adba65ba44dff981953183b4a37082ba1a40ece109d50cde6eddbbe01056"} +{"episode": 61827, "episode_seed": 1152774121, "split": "train", "timestamp": "2025-10-13T03:29:15.643179", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1152774121, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking box so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93235", "label": "poking box so lightly that it doesn't or almost doesn't move", "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": "93235", "label": "poking box so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "93235", "label": "poking box so lightly that it doesn't or almost doesn't move", "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": "86202fe0459540a73e9254e276aca94ccc2b547aab63137b66cfcf4634c87264"} +{"episode": 61828, "episode_seed": 2451803078, "split": "train", "timestamp": "2025-10-13T03:29:17.309163", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2451803078, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 remote with remote 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "57721", "label": "lifting remote with remote on it", "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": "57721", "label": "lifting remote with remote on it", "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": "57721", "label": "lifting remote with remote on it", "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": "da7b983606ea1bc3a562e8f199e4d7a3c7f31fd2290ef80fe9c608bb8e5357e5"} +{"episode": 61829, "episode_seed": 3514587442, "split": "train", "timestamp": "2025-10-13T03:29:17.716210", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3514587442, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting a potato 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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"info": {"video_id": "112621", "label": "letting a potato roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "112621", "label": "letting a potato roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d997e2c1326398b05ec854e635c7251e9f10c37265f72cbff86134fc6a48d210"} +{"episode": 61830, "episode_seed": 2696609853, "split": "train", "timestamp": "2025-10-13T03:29:20.990877", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2696609853, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that cup is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "92300", "label": "showing that cup is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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o3ERXMgSLkY9QDnuTXIb76KQ280IVlBJWVCGUAc8H/CvtSMuV/eKFcdQDmsvXfCmi+JIDHqunQXBKlRJjbIuRjhxyK2UrbnKz5b8KSwNdxpLeRQeUubbzo92H9N38Pb+mKp+I4L2xNx9qIIvbjeBG5ZWZc7mHpnI6816P4z+EVx4cY67o9ybmwtVMk0UpAljUd8jhgPwNcLc6wq79TltDNeCJY7ZlkKLE4GN5A+8cAcdCeuapVLNI1jR5qcp31RjeErq3stWN3NdLE8W3ZGyt+9BOGXI4Bx6113jjQUh/4m0WBG2BNjoc8K38ga4iG01LWdVkuIbdppy+9yqgAflwPwr2TwzLB4i8KrFcRq5CmGVG/lXJjG4yVVG2FtKLps9CtlDOY94UsOM+3Ncz4l+INr4TbTbS4t/tkl5KDPCeqwZxn6k5x9DU/wDa6xSmKWZYlZT5dweQjYyNw+vFee6RpdxrvjXU/EmryRvbWRxESPlZgoA2r3Azn6n612zaSuzlhFykkeja0skMplsY3ubBkFwjxjOUb39ev5VN4X1eByywkgmTID5+UjqCKyIr20h8KXVuGmeTSGWQLu2lRJhtvuAD+lcZZa3I2tl7YeVHNtZto+9g9q4pJp3O6pOU6Moy6H0JZ3JvMqw3oyn51G0Y/Hk035kGHOcHBb0+tU01+ySZYLO2PI5Y/Kq4/vegq5DJJKGaRFXPTaOMV0Taex50bokU9jQT6Gmhdh4Py+npUc0nlxkjlzwo9SelZlHl/wAY9Knt/D39oWMETWpbZdJjBjJ6OPbPBHuK+dFlaOWNxwUxX1f8S5ILT4Z62k5DK1t5ak93LDH6818mMfmNXzNqzKiktUfSPgi/F/pC3CHJ2op/DNdjOkF1CkUjsrjlSD3I/WvJPgzf+bpt/bO3MTptH13f4V6Hr/iGz0HRZNTuAm+1QuIs8yscBAB7nGfoadGmlT5X5/mXOq/acyLV3aTWUEcLxqqmXPnjkScdyen0pkGpp/aUTsMlnwWVfXp/hXD/AA31rWdUtbq31uZng1qaSWykk58uZecgdlbBGP8AZq9fXE2kSrJDLLJbJIFlSSLaysOCfz5rCpFJ2R6FOr7SPLNatP8AE9bsoITB5kahT34/On7QjtHnO3ke47Vznh+7k1iDzLba4jIDyjDENgHAycdO+K6eaP5IdxZmC7Sx4J9/rWyfNBM8hDRg5B6VyPxJWJfBd1M0aNNGR5TsuShJwcHtkV1eSrBW69j6/wD16434oybfCBTP35lH6E1KLR4PaeL9S0d9lvNHLad7W5XemfYdR+GK3YfiLpE+DcaPcwnu1rOGXP8Auvz+tcG4DSMHHOSenNU5YWHKjOTjI7U3GLLVz1/TvHWkrcRf2fZ6hNcMwCLMURc++CTivYLZijscZIGce9fK9q0umwpONokyAgJ6H1r6etr9VYMnMkY3NF/ERjOMfyq6aSvYU1ZJlmVbVit0J47SbzFjjeTAVnY8L9T7Vl3Fw1jcTRyFlmaU5Unqfr+NeW+M9Wn8b+M7Dw3pc7pp9q3nyyjI+Y8s+PYYUe5r0Vg+qeHob6+t5Hu4gba4kEmzABwsw9cgCs6yS1R14etJK89VsdN4fvDIjLMoXY+CSegPSt8lHQvG28Lz8pz9RXkOia+dM1RrOSfzcsBCwO4kE45+n616xbwi0/eXMqmQrgszfn16fhSpbNHNilasyDWZANA1BwcgW0n/AKCa+RtRmkW53qHWSP5Q6MRj8q+sdekQ+GNTlRhhbWTkdCNp4r5UvbWRLyRwFKsx/CmQiWHx94otE8sazdhF6I5EoA/4EDV6Pxfreoxgajqk8lqBvliBCKy+hC4yK5eSCOTI3bSG4HrV3UVSy09Igo3PyT3I68+2f5UmXGJ7x4ek0nxij6lZpHDqKKEmkQY8wY4DDv04PWtzTrCayuJxOmxjt5ByD1rzT4IGeOHVbnaREzIgPYkZJ/mK9bu7gCSPOCzqWwe/Sop017VS6nRVn+7a6Fi3cxIxAzjt7VFIbT7VbpHdR217dhxFAxx54UfMAKqrqsccc8g3N5SHzolXLBehOPbrxXjsdzqPjf4hXesW80lvaaKMWh/usvCD8TlmrrmlbU5qLnzKMOp6n9q8gJbJkSKpyrHHfn+X6V1Oi3qyWUbTFVO3BOe44rj9dhhudPhvri2SA3Sh5nMhDRTAcrjuOv5mqvgvW5Li+TSjMTOWKGRc4woJ6+pA/CuNXUkdeJmqlHmS6npxYYVxkjofpTgQeRyKrqbe2jZN6Bj1wcn/ABqXHyh06nqPWt5HnowfGurWOm+HLqK9UyfbIngWJTgvuGD9AM9a8NWPT47ZbVtKsmgH8Lxksf8Aged2ffNdF471Z9S8T3OWPk237mJfTHU/ic1xk9yd2Aahs0i2lZHb6ZpXhKOxjmgsZrZJTsd45zujcD7p9QRyDjn8Kfo/hFfDRNxpd7LeadMxEwlA3RHqDx1GePauV0Sf7ULrTXZsTwsybTyJEG5SPyI/Gul8BeKMXH9nXDblb5cN3qKl5xcXsdVFRtdLVHHtrM97AkYYoDgyL7+lWp9RtoViVUceYmxmU4UfX86xL65tbCaR7i4VVJJBPVvwrIbxanm7bG1L+pl6EfStpNyMabVN3Oua9W81zV1tZi8VzbvhQMbwAcZ9cdqqeDdTtL7xNawCE/P8keeBvI4P0zUGk6fA+pWF/pzSMkh2SRsctGzAgqR6c8Gu+8FfDD+y7y31C6nYXMJ3rtHAP9ahruEp7pHp2m2cVtbFfJUOxy5Izu/+tVsAxkKvMZ6D+6f8P5VFBIZAQRtkU4ZfQ/4VOBxigxYjNVG3Y3V9JPn9zDmNPQt/Efw6fnTtSneKJYof+PidvLj9iep/Ac0SyW+kaW0jtstraIs7H0AyT9aAPHfjx4i4s9Ahfgfv5wPU8KD+GT+IrwhutdD4t1qXXvEd5fzH5pZGbHoOw/AYH4VzpNWV0PR/hZeJbpq0b4w/lHrjGN3NdJ4h2+JrSPTXKyJbPl7hP9YUzuK+metec+Et6G6mifa42rj1Bz/hXZWdy9uCYgRuGDir57RsEY3ld7HT3esR6bp3naZAtvDZxwpFG45Hzc8nvtU4781l+MdTl1PW7iS3mc2s0KSLnsCMfzFYV9e3tvpj25JuYpjl2+8y46A+nBNUtZubm4i0iS1Mima3xIgHJZGIrBLSx1uajLmR6/4EGqW2i/Z7YlTckNxxtG3G7PpXd21rJE6faX3SDpN/eP8ASub+HMch8KWU1yGW52lXByDgfdB/CuyIDAqwyD1FNXSscb3FYBgQRxXnPxeuhDoVihbAe4PGepx/9evRMEKAWJx3PevKPjBMJ4LWCPloCzE+jEDH+femJHj97sXJxnHeqEKxmQAyELnOKvXEFxdSqIwqsw+6T3qAaRf28o82xm28/OnzD9KGzeMHuVdXnEksaR/cXH517PN4mTyLe6hkbzxgwsnb6+3tXlOj+Gb7xHr0NlDBKIwwaWQoQEXv1711fk/Z7qWJQyqrMFVv4RmrjNRQpwbOn09jpMt9fosT3eoxlpbg8OCB0X278U6fVpoZNf0hy7RyWkZjzn920ajOPqR1FcreXtpGYvt14kQj+4d2SPw7inWLainiBBfqJEu4XXfuzvVlOGH6fnWet7mzlFQS7Gh4csWvNcjBmyypvds9hzXuFjplxIftc9wRIeEXqMerDuf5V4d8MfD2rp4hs9Slt5vsiktK7dxj0PWvoeLaqAIBt6jHelFWOerLmlcxvE7CPwdrIC4dbR8rnvj+Rr5kvZT5EbMQGK/rX0/4rQP4V1PPX7O65HvXy3qkAS7FsxJXcWxn1qmKEW3YzobiTzuFJweuKj1SSSdgWyXA2qPxrs9J8F6fqZjMV1NFKMHCvwfzru9A+GOj2WpW+o3t1NcvEd0cLqAgbsTjrio5tTp9m0aXgfQ38P8AhOztJUxcMPNm46O3JH4cD8KveKr1bLT0u2yZYVLIB3GRuH5Z/KuuEUcqDCqAOmK4/wAeCGCXTo3ZQ0olVUbhX+7xnseeKqm/fuTU1jY5W68RNI8RtpHWZxjzlbGEIqfTNunxLo9uYViuLlJnC8SOzNlie57/AJCuQijNuWT7oXg5PTFQS6vp7XSxi/UXh+SOSNshW6Dcew7e1aVHz6EUUoXudDc6rPeeHr2wlLgQal5scjdQHPI/DP61o+ArFZtSmuIZQTGwACt1YgjP061yC2eoraa5plxEGmeBWRUyTuDjp+BNd/8ACbwxqOh3M93fwmO2liCKCehJzyP89aycX1HOouVxR6fZ6Y1snmedvmfmQfwt7D0+tXw6iAlONoPB7GlHAxjGKR0BVyByy4PvVHMz5z8Su0PiC+gPJTDMf9psn/CuUlmZ5tq9e9ej/E3Qzp+rtqSszLehcjHC7VAA/nXmsQzM5PbiokWjb8PHZr9k2cASc/TBrHsL42Pi8RLKWVZ8K/qK1NMby5pbgHAghd8+5G1f1YVk31iqLp0sPMq3B3N3bIyT+lCZvS0bOGJlupTJK7Ox5LMcmvZdD+D7tolvdXEzJcyoshXHC5GcVs+F/hVY2axy3iCRhjO6vWAoOFAG0dBWjlfY51ocZ4e+H+mWXlyTLIbmEjcN5AyORwO3Su7VcZwKhnUri4QElBhwP4l/xHX86sx4ZQwIKnkEd6QEfljz1kBwQMH/AGh6fnUpbHNBGGrL1aV38rT7dsTXOQzD+CMfeb+lAgsW+23cuoN/qxmK3/3Qfmb8T+grjPixrjWuj2+jQviXUHG//rmCOPxOB+degRRpDEkMa7UQBVHoK8K8dakur/E9YEOYbFNnHqoP/szH8qEM8y1fSWtmLx7mzktk1hMOa9K1q3Vl5HUEVynhnQrXXvETabd3klsDFK0ZSPeXdVLBfYcdfaiLuOWiItD1iHSrW8WVDI0pTYo9Rnv260PreqanKIbdjEG4CRDn8+tZtlYXGoTiK3jaRvRRXuHwm8AvZzXepapAobYscCkZxnlj+gFVotRJs4TwtY6nBdyrDbyzGVdk0LKTvH9D717L4L8Iwx2CT3tm8csbsIhMoyqnB/n/ACrq4tHt4pWuYIVEwORgY3juDWpC6SRq6fdPSpu2O4xofKCPAg3IMbB/Gvp9fT/69WUZXjV1OVIyDRil6UEle/uhZ2jS7dz8Kif3mPAH515X8SITaSWcDNufyS8jf3nLHJr0dG/tDV2k629mSqejSkcn8B+prjfirYB9NtdRDhTG/klSfvBuRj6YNA0eGGWS1v2bGV3ZFdz4d8R2TsiXMqjPQHqK4S7J3EHrmsq5do1ZkJDZ4INJwudUK1lqfSlrr9ikGYJo34wQvWvnPU/FWo6jcMIW8hCcfJ94/U10N/HBpXh2DVtG1rUJg90bXNxEI1uCE3O8Q67VJCnd/eHuBb8M/CnUtU2PcEwo/J45wacUo7mVSanaxjaN4J1m9s11P7HLJFJghz1I9a9Z8K+CNYdLBrhITaRMrp5jnci55Ax268V6paadbWdlBZwRhY4UWNQB0AGKshBayjaMQyn/AL5b/A/z+tF2Z3HWtpFartiQKB6CpIkMMuwAmJslf9g9x9KmUe1LjmiwjI8UKW8L6kFGT5BP5c18za1Aktx5nRhnBr6g1acx2hgRQ81wfJjQ9CT1z7AZNeFePPBd74fuGnjjefT2+5Oq5C+zehoZUW07o4my1y+0uYfZ2yAc5711Nj8Rr2ZvKvWxGK4OY/M3+c1P9imtrDfdAqT82D1ValxRvGs+p7noXxFs7hRG7AH61zvxY8WQxQaVLChnbEpUA4A+5ya828LQWd94pj07UNQuLSGZtqTxTRRrH3LMZOMYzwOScDvTNQsdU1XXJtJZrlntJpbeOK52iQEnGCBxnC5OOKcY2dxTqKV0lqYN3qupazMfPmYqT9xOF/Ida7zTvhfrdtbQzTWoxJywzyv1FdV4L+EPlX1nd6ixKxSrIUxwcHOP0r3IRqXX5Rwc1o30RhscF4S8EX1he291fz280ccZVRgs2COBn0FehxwosZQKNpGCMdaijHkSiH/lm2TH7eq/4e30q0BxUktkcAZN0bZKr91j3HofcVIzhFLMQFAySe1FZmpObqePTUP+sG+cj+GMdvx6fnQI5vxrpbeJfB0zQxEXEGZoVPV0BOPzFfO4JSZxjqa+tbmJWg3CTyfLBKyL/Bgfy9q+ctU8XCae5v8AT9E0q1uRM0ZvkjJfd13KpJCnGOQOtS1cqJmamX0fS1tTxdyETXK941AOxD787iPcVX0Wd7+APIuAj8flz/n3rmJrq5u3eMSu7SvuklYnLEmu8v8AwzqPhbw3ptxLczpNdlzJEY8CHG0qCcfeIbOO34GhxRtGXLoz3OFyYYzwN2M4+lXk5oooRgTRkk0lsojMsa/dV8KPQEA4/WiiqGWDWFpTGe91K6k5lE/kKf7qAZwPxNFFJgaFxI0NpNKv3kRmGfUCvl3SriW58Q31zKxaV+Wb6nJooo6MFua+rc26nvmuCt9VudE1839ns86JnC713D5lKnj6MaKKmmVPY9G+Btjb3l3q7Txhygh257Z3/wCFe+QRpGpRFAX0oopvchbFqPgD60kQ2X00a/cKrJj0JJB/lRRTQFs9Me1UtTne20q5mjOHSIlSfXFFFDAZYQJb6fbxxg48sMSepJGST+Jryz47Xc0elaXbI2I3kd2x1yMAfzNFFEdwPMtdtY7d4zHn5l5ya5e+YrH6896KKqOxbNLWPF0viFbSCbSNMtTAEiiktUkUpGucIAXKgc5OBknn1r65tYY4bdAigcDtRRSkRHYvp2qQxrLG0bjKsMGiikhhZyNLaROxyxXk1MaKKYGREfP1+6aTn7NGixD03ZyfrxVy4O22lbAOEJwRkHjvRRUjPl/w232rUdUuJlVpPNGPlGFzknHpT/EIGyUeqGiipn8Ra2OM0jxA+krPE2nadfwyMrGO+g8wKy52kEEEdTkZwe4NemfCHOu+K9W1vUWM98DG+8gY3SsQxx24GBjpRRWhB9AooVVAGBVleooopIQl0P8ARJG/iQF1PoQMirEbFowfUZoopiYp71k6P+9jubt+ZpZ2Vj7KcAD2oooAp+NbmWz8FavPC22QW7AH0zwf0NfNlkoOiWpIz5s8pf3/AM4oopS2Lp/EYSRrG0jLwQwx+ddRLrmo6lpUNhd3Us0EDNIu+RmJLY6knnGOPTJ9aKKDWfxH/9k=", "info": {"video_id": "92300", "label": "showing that cup is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e284cbdc7244ec9f00673800c3f06db24d192bd38ca3b2b50dafdfc74cc8d5ee"} +{"episode": 61831, "episode_seed": 3754898059, "split": "train", "timestamp": "2025-10-13T03:29:22.160292", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3754898059, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deodorant, usb flashdisk and eyeglasses on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "103716", "label": "putting deodorant, usb flashdisk and eyeglasses on the table", "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": "103716", "label": "putting deodorant, usb flashdisk and eyeglasses on the table", "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": "c97c33ec81a544511c600f408d74416080861378e36a71246d9de33ebe839114"} +{"episode": 61832, "episode_seed": 2970391977, "split": "train", "timestamp": "2025-10-13T03:29:22.693605", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2970391977, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'card 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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DN56AcxMQQODUniLUV0/RZ5icfLivLdN8ULZzb5FDFgQWH8Q6it6VNyi2lcmTsetWuvWF8oMVwhPoTV1ZFkVsEH6V4pqeoWLlr7TnMNwW3OgON2evH610ngDV7y9vJklkLxouCD71q8O+T2i0t0YlPWzPQJ5PmVfWjb5cLD2zUJO+6A9BUlw+IT9K5kupbPmNZOgrX0ld8mfesINyK6bw8m5N2O5rCcTo5zbS2LgKB0GadbJ5V8g9DmtWG2KgtjqKr3MHl3aPipktCFI7aBA9qrAdQK0rdABk96ztLbztPX1AxWipwo/KtYrqQ30JGbBGegp87Z2+mcVXZt7DnpSl90hHYDAqkIfcOAnJ+7VOJs+ZKT1pL2UkxoDyTk1zdrJdah4qudLfVri0iIk8oRoGyyoWC+w4PJ/rVdRdDnvi6dx0hh3Ev/steZ10nirUrvUYrE3Vw8u0MV3HpnGa5qkwHZrcspgsSkmsHvVhLhlUKDUTVzSLO50TUCJutdxZ3TM5Oeory3RpsSLz3r0nSUMuwjocVEexclbU6u2JaEN3NTRMMt61ArbVAHQcCgPsRiOp6VsjBscqgFz6dKzbtAxMY/iPNXwwCA9gK5vXbq4g0uW6t5Wjk81QGXrjNUI2diqgjx/yzxXhkE5EmCe9emavM9vo0OpWGt6hKGuDbZuI1RZyE3M8WOdqnCnd6j3A8gW5KvnFTU1HHQ7C0vBHbEZ5JzTftu+U81zA1FgCKtafcma5C5rFxdi47neaESLuNj9a9ND77dCD1Feb6fH5MKSfhXe6dL52ng55AqKfxDqO+pa84g+1NacA1CT2qInvWhBynia8EeoREHjOKoT6mfJj5zxVjxBGJdUQE8KC2fSsO8jaREVHXzAO3XrXXGziiGW473Kn5ucZ/WtfT5vMbOc5xXK+Gre21DxQul6rfXFpFMwjWWOWKNY+5LGTjGM8DknA71r6Ks9pquqWk32gG2uDEqXAAkUAkYYDjPTOOPSnUkuRpCW508yiRD9Kh0Sbyr/aTgE4qxGP3Bz1rJVzDfBhxzmuKStqaR7Hese9ORsDNVo5fMtkb1FPR8CtX3JQzULC31aze1uV3I3pXB6l8NV+Z7C4Iz/C3SvQkbBJ9aEbLH0q4VJQegNXPIbTwVcefNDeIyFVyjDoT3rr/BGj/wBkyXeTndjBrrjGkmdwB9KroqxXEgUY4roniZTjyszVOzuPjbNyTmi8f9yRmsLxFdz2elST20rRSeagDL1xmsjxDB4h0XRdMvLu/uxLeF/MiK4EOApQE4+8Q2cdvzrm6GvU8XHWu18Oov2aE460UVlMvodvCoMsakcbar6nGoAOOaKKmWwom94bYm0YHtWoD89FFaQ+El/EIhO3PvTYyd34UUVSEUwS9+245x0ri9R1CfSfFV1e223zopW27xkfMu08fRjRRTWwPc4TXhiO1UdAGH8qxaKKQwpw60UUDRs6WSGGPWvY9CRRp0TY52iiisofEa1vhRrZPyiiQ8CiituhzkV0SLPg9qwfEPHhs/8AXRP50UU+odDnNa8RtrUdvFLpmn25gRY43t0dSqAHCAFyAOc8Dk815ietFFSUFX9IP+nJRRUy2HHc9Ug/5Bcf0rp/Drs1swJ4xRRXPH4ipbF9+C1Qv92iitnuQjldVAOoTE+gFc46A3b9selFFdNHYmRnf20dJvLyNtO0+/imkDGO+g8wBkHykEEEdTkZwe4NbGgX1zqV1d393IZLm5k82V8Yyxz2HT6UUVNTZiR18RPl/hWRdcTgiiiueexcdzrNJYvp6ZPSrOTn8aKKuPwi6kuSBSA4V8elFFAySInaPpVYk/an+lFFWBg+LP8AkAOe/mp/OuKvte1K/soNOuruaa3t5GlQSSMxLNjOcnnG3j0yfWiih7CP/9k=", "info": {"video_id": "88510", "label": "card falling like a rock", "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": "88510", "label": "card falling like a rock", "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": "276399b4457b1e3132bf9a39e1f2110a57b14303b1ec0be7a1a9824686a6d0ed"} +{"episode": 61833, "episode_seed": 3151488950, "split": "train", "timestamp": "2025-10-13T03:29:25.575780", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3151488950, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'rolling fabric 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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", 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", "info": {"video_id": "43868", "label": "rolling fabric on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "43868", "label": "rolling fabric on a flat 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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", 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", "info": {"video_id": "43868", "label": "rolling fabric on a flat 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": "97f809d958b05481d7b331fb8f369d4cd406a35149b4956a07bcfe7234f2fdcf"} +{"episode": 61834, "episode_seed": 3402062840, "split": "train", "timestamp": "2025-10-13T03:29:29.469824", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3402062840, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 or trying and failing to twist non sparkling plier'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "1478", "label": "pretending or trying and failing to twist non sparkling plier", "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": "1478", "label": "pretending or trying and failing to twist non sparkling plier", "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": "1478", "label": "pretending or trying and failing to twist non sparkling plier", "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": "6b2ed138a61084d7e1800d34f042c016e8acce692be6c488c72e297e657a807d"} +{"episode": 61835, "episode_seed": 2784983482, "split": "train", "timestamp": "2025-10-13T03:29:30.139555", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2784983482, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote onto 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "169886", "label": "dropping remote onto floor", "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": "169886", "label": "dropping remote onto floor", "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": "1c968ae0012b9399a75acf26a34e8a70769c5ae54bfed75332ea4119ee70bd62"} +{"episode": 61836, "episode_seed": 4185898747, "split": "train", "timestamp": "2025-10-13T03:29:30.878256", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 4185898747, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking poking once so that it slightly moves so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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Tcm1qYyioyaWpSm4JqrISUznpU0z5Oc5qsx6ipIkcz4u0ptT04GLPmwt5igdx3H5fyruItRuFVdxDjA+91rEYZJBqdpJ3Tj5F9e5/wrqoyjFPmOSrCUmuU6FL4XCgbNvPNVtR0xLu5hndmYxuHEZPyEjpkdxWfZyrtHzZxySTWsLgMuQc1jOd5XR00ocqsUdblt7wxpqen2czdEMqbiPYHtXI3um6QbyIQ6TAxJwUiU9fzrT8YTRLFDJPkgNkIDgmq+kRvqflypC0Uak7EHAx6mlztbHQqceqJ9O8H6HrUTm5s3tbiM7T9ml2qe/TGM4xXZeH9At9Pgg0m2lk8nexDSEFhnk0lhaLbxL0zjoBwKsfajDLmNGeccxBTj5gRRKo7akqnzS9xGFrWiXVkzxvGRzwcfKw9jVWwjkhsVikyDkkA9R6V11748gt7Tynt/MumXBiOUKnvkEfyrlTM87NK+AzkscdiayjCK1TOjEV6kock42KV9At1aywPkLIpQ4PYiuZ+HtrcaJf6xaF2EqGPdxwR82D+XNddJjPsarqnlTl0UCRwAzY6gHgfqa6aMkpa7Hl1Ytxsjcj1R0P71A2e4OKsRyLceYG5B6iubcGOZZJCX56nt+FalrcL/DljRVqKT90dCm46stRW32FJvsbLAjnc6hRhj71x88ekXM8itZ2pnViNqwgHP4DpXXSS7o2GeMciuCTUJ5NVktrWJSHkwzd8d6yUmdkYLqjRsrG3a2KXdnC0DkxtEigFs8ZyOQRXpHhPw3olpo01lZxGMyOXJZtzdOxP8q5jSNJ2AGT5c84HWuojglis2Ns5jmUZGRlWHuO31pSqWWppGHNL3XZop6r4XfTyLsTIUU5woIrKmO4k0l7e391crHdXLuij7m/IFMJ5/CpXLb3UTXlUcrVHdkUg4DVwnj3SDc28d+pb/RgRIFGSUPOfz/nXdscqRVOWMSqUYAg8EHuKuL1OSSGyeXFDhMDFVoNTwu3IqjcXexSZdwB6YHNVtGdLm+klkTNrGOFb+Nu34VSpykL2kYm7JqW1CztwPyrOvGudZaCKNSkCHc7EdfStGRY5iP3aAZyAB0qzGvBArKcXGVjopzUo3NTTwtpDGq9kx9atrcbsknvWd5mwD6UiSkd6ZTasaTzDnJ61QlfLHBFMkm4qtLLgZFBm2OZ+TTCdwIquZjxT0cE00ZyZDdW6T+X5mcLn5c9apvcraMF4Aqzqk/kLFjq2f6VzOo3aY3O4yO1U+Z6Eqy1N/8AtTg7O/c1Tn1TaSoUyORwMd/pRo6RjThNcwqZ5TlUJOEXt+NXEjjEjSBFBPUgVNSm4q7NKdVSdkL4csZYIxLcYEjZJAHrXTfanS3CbsKeo9ayoXIx9KGmyMZqdzZM0/NG3rVeWQFTzVbzuOtRNLzzVEsc7cZqEtUUkpzio/NBOKLGcmTnlgaUznbhOtJG24VgXWp3dqxEcQH+01WoOWxk5qO5pQ3q/aTEvLhsEH1raMxihDSME9AeK5Lw4zXGptqVyAywZ8oY+857/QCupWVp5CzYJz+VOdFxje5VOteVjG1u0l1u4toUOI4yWkkH8q6iwijtIEiRcBVAqt1BxU2/Y3WsVc6eY1o5cL1pSYpAylwknBV/Ss1Zsd6ZJcHGaUldWKhPlfMhmuE3F/FtKOqphnByT7VVBwCKJpu+areaeM0QjyqxFWo57lljuWoZXCBCe+RTo3B4zVHWmmjhiaFdx5zmtoxb0RyuSWrC/meG388jI7CrGkSveRNIrExodrY/hPpXF3V9fzMIi5LMcKgOAD/hXZ2BWx0yCwhPCDLv3dzyx/OtFQutWT7e2yLkt0o3iIsxUYACkgmqHh/RBYyy3U/zXMpLN7Z7CtNScD3NTRnG76VypM7ebQ0YZMEEnFaa6lttmjdVZe3OCPxrnhN6Glef5MA0SV0NSI3iijeR4yfmOfmOTUTtgZpDIKqvMS2KaVlZETm5O7Jy/NMx8/sagEucVYQhquKOeTMa6vtCkiP/ABMbMg9jcKS31Oelc7p2s2y396WvrYW7SDycyKOAOvWvJKK6VOxj7Fdz6DttW0vyVzqVhuzk5ulGB/jWhHqmgFedZtVOf+fiP/Gvmyis5xUnc1heKsfSrax4fztOt2p9D56dPzpg1nQZDti1q0LH1nQf1r5toqPZl8zPo2fV9JjUltXssDqftCf0NVk1vRJlONas8/8AXVf8a+e6KfIhOTZ7+2qaV21ayP8A23X/ABqWPVNKA3f2vY59PPX/ABr57rd8I6JaeIdcGn3d49sGhleMpHvLuqFgvsOOvtT5UI9ovNS0mSNM6xZAjss6HP68Vzet3OlRWk08N9aSyqhMaLMpJPvz1rx/pSVopWVjJ0k3e57Lp+tWUltD5t7ao+wbgZlABx9a249T0gsQ2pWaLxhvtKHPrxnivn+ilNqasyoR5HdM+ixqWijka5Z8DvKnP60xtV0IcnW7XHT/AFqf41870Vl7NGvOz6GOqaSy7k1ezKj/AKbIP61Wl1fSgedVsxz/AM91P9a8Cop8gczPeX1LSCARrFmfbzV/xqNdS00uP+JpZD/tuv8AjXhVFPlRJ9ARanpi8f2rYn/tuv8AjVa8utDliydSs2HcfaFJb9eleZ654e0e08M2+raXf3kwa5Nrm5gEa3JCbneIZztU4U7h/EPcDlKuL5SJQ5j1vR9btg1ys15aqnnt5X71R8vbvXU2usaWqJnUrHk/N/pSDA+mea+e6KqUuZWYo0+V3TPpNNU0NkGdcs1Pf98nH/j1K2r6CTzrtnkekyf41810Vh7NdzbnZ9JDWdEbiLW7JieeZkH9ahm1nSQOdWsfr9oT/GvnOij2aDnZ9CHVdIdD/wATmxB95l/xqu2p6X21ayPv56/414HRVciFds+g49T0tcN/a9h9PPX/ABqSfU9GlVFfVLIkZ4+0rj8ea8Y8G6ZpOs+IIdO1e4mtoZztWdJY41jPUljJxjGeOpOB3rM1iyOm61fWJini+zzvFsuABIoDEYbBIz64JHpVR0dyJR5lY9Q1zULCB7c2N9avK06l3EikbQee/A//AF1sWOs6a8i79Qs1A65nUf1rwqitFUM/Y+Z9HQaxpDYEurWMZycbblG47d6sf2toSgk67aYJ6ecnT86+aaKwcEbqTPpI6z4fA/5DloCen75P8aRtW0ggMusWRQ9P36Z/nXzdRS9mPnZ9CvrWj7sHWLIf9t1P9ajk1PSd2V1myb/tsv8AjXz9RT5EJts9+j1PSy2P7WsQPedf8atxatpS9dWsCB3+0L/jXzsOTiup8R+Cr3w14d0fUbwSrPfGTzYTEQLcAIUDH+8ytnHbp1zh8ojlqKKKoAooooAKKKKACiiigAq9pGq3OianFqFps8+IMF3ruHzKVPH0JoooAo0UUUAFFFFABRRRQAUUUUAFKDgg4zRRQB0HiDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrXPUUUAFFFFABRRRQAUUUUAFFFFAGto2vNoyTRnTdNv4pWVzHe2/mBWXOCCCCOpyM4PcGqepahdatqVzqF7KZbm4kMkj4xlicngdB7UUUAVaKKKACiiigAooooAKKKKAAHByK19Q8T6xqmj22l3t9NPbW8ryoJJGYlmCjkk8428emT60UUAf/2Q==", 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", "info": {"video_id": "82652", "label": "poking poking once so that it slightly moves so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "82652", "label": "poking poking once so that it slightly moves so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "82652", "label": "poking poking once so that it slightly moves so it slightly moves", "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": "1db1e1a067ba52d0eb5c7ec89dccafde7458c5abb4abcd459904c7420c9e9629"} +{"episode": 61837, "episode_seed": 3383393161, "split": "train", "timestamp": "2025-10-13T03:29:33.506674", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3383393161, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shoe onto 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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", 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", 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", "info": {"video_id": "104833", "label": "pulling shoe onto floor", "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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7orqw6vI4cU9jwHx1GLbVvMU8TEn8c16xoduLTQ7KPsIV/lXm/i/R7jV5We35MOTjFLo/j+X7HDaXQwyKELfSorwtUbNqMr00jsvHWqnTvDEksT4mEkezB5+9XGeMvEZg8MZRyLi7UIvPIBHP6VQ8Uas+qJbW2/Ku4PXsK4bxDqJv9QEYbMMA8tB29zXN1OhFK0QtJntXpfgZyYbge6Z/WuDsIMxg45rvvA8f/H8vf5MfrVw+IVR6HZAfMBnrRcZdy4ABZeg6YHp+VRzABwsbEhf4sYzTCWkPHQLXQc7IHfdu4AFQycLUshRVXY2ScE8YwfSopDlKFoSym67myaqTJycVcl/1ZABz1/Cqh6daBGdeebJbtHGwUt3PpXO22g+TM8krhmY9AMAV1UoBJHtVUrzUNamilpYzDaRr0FRtCoBq9IvJqrICAamSKTO11LV1061Dld0nOFzXnXiLxfqmrSeVNckQA/6lBhfx9a1PEd/vdst06VxlrdRRais0ybkB+tZctjc9e8EaIRp1pcRxbTMC3zDn6mu6jhaOXpiuH8B+LDrCx6ZBCLdYyRuJyz9/w+leotZvEBuGeOtCIluSS6giaDJE5G9QdoHWvNPDWgOlzdavfRFZpnby0bsueD+NejGBWHK1WuLdVibA7VpKTkkn0M4xUW2upzNzLt/OrdjepBBNK5wiDcao3sbBjXFXWr3C6zfWBlPkIqtjPHTmsGtTZFPxt4gk+wypv/f3jEHB6J3/AMK4nS5DC+eRnpT9Uum1XVHmGfKU7I/oKURbFU46VfQEejeB7hlmvJeylM/rXp1tMFZJFPXkEV5P4IdZIbwr1+TP616Jp822EIT05FOWuok7Ox2eo2rvOspXIZVIP4VzHiJo7TRLyaXACxnr610C67GkVuJFYgqBkDOK8k+KHixL2f8As+0OIEOWx/EfWqWwutjzfV757id2Zu/A9BSeELP7f4y0qADIa4Un6Dk/yrJupi7nmu0+EFt9p8dRttz5UEj59OMf1p3uD0PSNa0f5mIGc9K4nVLExvjHSvaLu0SWM7scetcL4isoEZgCCcUThdEwlZnnkt9NZW52MQdwon1SUxmeVmd8cZp2pWu+VIxgAtkk1n3H7+bCD92vA9/esYxNJSuUdryM0khy7tkk+te2LGrKh715A0JUCvYoVO0fStUiG7kiPtkB/CotdvfsMFvdMxUeWyZ/EEVIEJxj1rL+IcRn8IWjW4zIjAMB65//AFUmrajT6FPwt4pvdS8YaZp6MDHNcqrE9QByf0Fej+O7vybFzGcEDdj3rzb4V6LLD4v024nX5wzt9Pkau08X3aTSyQPg9V612YZats5MRq0cPoGvk6hcCYbl8vJB/Kudn0qJA8hGMAk4FSWJFl4iu7Njk8J+XNX9YOzTZmA5K4yKirNta9C4Rs9Dhbu6lxkMcou1T6VhMPnxV2Sd5mb5SFzVVlw9ca0OtHRaahNuDXd+Bo/3WqSbsPEqMv15rhdOfFv+Fdl4OliWPUgx+dhGF5+uaun8RnPZnUb8rzTJD0A7015ABwOTUUsuQAOtdCMiJ+oH40DkUxnMcmO+KRyMBh1AqRMkvA6XRIQc26o2enTAP61wf2+TR9bl0+ebzI8b0Y9eexr1HxAsSWNvfqy7GtgHHuAMV4JrV8dQ1ee5B4Zvl+gpSvFlQ95HoUd0k/KnrRkc1x/h3UJDciB2Jz0rql4U0J3E1ZjZMZNVJh8tWWPBqvJyppMpHIanqDXUpweKzqKlt4HubiOFBlnbAqDRs9H+G8VvYRxaheFUjaQkOzbQCoyOfevcLTWLa/i32t1FOnqjBsV494j0ldI+Fti8Y/etICyjsdxXH5YrN8K2V3ZbLrzJbeR+QFJFJXYpdz3ea+WIjcn41m3erx+Q5ERHOBXIDW7t41Es4fHcjBqvc6nPKAu8AD0FWomfMSatqU5JwAPRQea80vrks926nMty23PoorqtavfsWlXN05JcrsT1yfSuV0+zeaJZZRyRnHpUNa2LT0uUYLMIBx0pZ4yq47VsvAEU8VDoelxa74kbTbm/ltVaOVoyke8s6oWC+gHBOT6e9Jp7Dizd+H2GOoj/AK5/+zV3ILRuCO1ee/DPdK2oszHIER6/71d1eTx2sLyO5GBx9adtAe5W8TeIpLDSQkMpSUtzg9R6V47qN480zu7lmY5JJrW17U3ubhyzlhk1y88hZiKV+haXUhY5Nd/8J3eHW72VG2n7Pszj1P8A9avP67XwCrKbyRSR90H9atbkSeh6/e6iY4lRrjoOeetYFzOt2WSMAjBLO/YVntIc5I5qG8uHOmzQQMEllBG70FXLYzi9Tm7+db2/lS2z5Kkrn1p0dqEHTFT2dgtnAqJ8xA6moNVllhsy0Z2tuHINRbQbd2MnQba9XhkHlfVRivMda0+yt/D8Gp6dqt9OrXX2XNzCsa3BCbneIDnapwp3eo9wPToYC0TsOirmkrl20JV4BqpcYlTynGU3A4PrU27AGf7oNVmbLDB70+boTbqa3hd4rHULrUJMBbS1kkz6dv61xtp4hPiHxkLYL+6dzhvWt24l8nwr4kYZDfYR09PMXNeaeDrox+LLJ1PLzhfw71tCdrJGThu2dPrOiG08Y37/AN2ZWB+qCobpd8ZRunXBrd1u4F1rt9MpypkCD/gKgfzzWRMA35VNTdlQbsjiNQtEWVlRQB7VhzwbTxXY3dvmVj61iXNtgmueSsbxYyxJWLFdX4S2PLco3U7cH86w/Ctlp+p+JItM1S8ntYZjsSaOWKNYz1JYycYxngck4Hetnw/DJp2t6xayLOrWs/lKlwAJFwWHzAcZxjODj0qoLUUjqXDglU+YjrzUO47/AJu1Cu2yT1Y5oIygY9hzWrdtjIjkk3S5zmh5eAMVXf72RxTDKV681PNbcLDfFF5Nd+H4LS03CRE2SDsR2rgbfw+6WxecDee3oK7eR9xyaqTJkZxxTk76hHTQ5jSdONvdiT0roVfOaYqqi5A61HnBqL9C2rkrNwagkOFJqDUZXisyyMVbcORVzxD4d1Xw9oGk397LcLPfGTzYWjIEAAQoGOPvMrZx26dQaaYWPPK7X4cWFvd6vLLMm5olyoPSiihDex6hdRpPF5EqB4twbawyMjkGqojX5zgZVcj25FFFNbszexVwMngdKpzcMcUUU0SUbxFmTy5AGX0NU3RQvAxj0ooqepaKko46msOLVLnRtb/tC12efCzbd65HzKVPH0Y0UVL3LR0/wvws+oDAIBi4P/Aq1vFd1KtkwVsA0UU+gdTzG8Y7jzWa3WiiojuaS2EruvAYBs7r/roP5UUVotzKWx1MlVJP4vrRRWhkiGsrWeLE8fxiiipZS3K+u+KH16G2hl0nTbY26JHFJapIpSNeiAFyoXnJwOTzXsducQP9FooqUaFe44QY9aqp2+hooqOonscb471O7s1S3glKRTqEkUfxAnofyFc74bYx+II5F+9EjSL/AL2KKKuPxA/hZ29uxa2jZiSzDcSe5PJqN+tFFXLdmcdjLuFG88VjXigE8UUVlI0Rm2uuto81zGdO06/hmcOY72DzArJnaQQQR1ORnB7g1u+Hb+51S+1XULyUyXNw6yyPjGWO49B0+lFFOJUtjqbIb0LNyef6UruwRwOhooqmZrcrnr+FVCSWOaKKmQET9qgY/OB2NFFAEDgYqs3U0UVJZS1Jj9kPP8Qqtf8AiLVdS0u30y8vZ57a2keVBJIzEs+M5JPONvHpk+tFFUgP/9k=", 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", 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", "info": {"video_id": "104833", "label": "pulling shoe onto floor", "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": "857d5fc401992468b3e09077f20f6293f7820f3b6b7037be9f46185fd9270370"} +{"episode": 61838, "episode_seed": 3087587991, "split": "train", "timestamp": "2025-10-13T03:29:34.360026", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3087587991, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 kitchen paper from counter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "190218", "label": "taking kitchen paper from counter", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "190218", "label": "taking kitchen paper from counter", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "190218", "label": "taking kitchen paper from counter", "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": "d78f1ad7f98653da9598ee23bc4c3cac48fe5bd8a56967a274252d09dad8329e"} +{"episode": 61839, "episode_seed": 2884116208, "split": "train", "timestamp": "2025-10-13T03:29:35.599037", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2884116208, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking plastic bottle so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "189007", "label": "poking plastic bottle so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "189007", "label": "poking plastic bottle so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c853e9cd5a166afe0e117f82eaf2dbd0aa0f9cafa8f9160ebc6b02b2dc1afe07"} +{"episode": 61840, "episode_seed": 2509149522, "split": "train", "timestamp": "2025-10-13T03:29:36.747498", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2509149522, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box in front of sambrani 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', (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": "100438", "label": "putting box in front of sambrani holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "100438", "label": "putting box in front of sambrani holder", "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": "c4d82858293979e35e2c1e1557160002b7de3c69829babf4d61464a67789eb29"} +{"episode": 61841, "episode_seed": 2136786859, "split": "train", "timestamp": "2025-10-13T03:29:40.218710", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2136786859, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pick bottle 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "208475", "label": "pretending to pick bottle up", "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": "208475", "label": "pretending to pick bottle up", "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": "208475", "label": "pretending to pick bottle up", "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": "eccd65d7b6edaa21e15ded35c2781ecf1b93da3b331a5e6a77594cc3fd61286d"} +{"episode": 61842, "episode_seed": 2803828415, "split": "train", "timestamp": "2025-10-13T03:29:42.238031", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2803828415, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 dal up 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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15NhSikYx2rS8Fam1rqc9iXkVbtBtEfUyLkgc+oJH5ViXJLNl8gY4AHWqoMiOskZKMjBlIPII6GplqiouzujpvEkbXkqT8SIYwq4ydoHbnviuNmtowoJTGWIz+Neh6f4t0i8VW1S0kgvg255IF+WU4xk+me9M1h9H1f8AeLaJAgH+sxh3PqawUXHQ6ZVYyRyqHEKnOeMV0fha/wDsl/E4b+KsGe3a2Ubh8rZK0WEpScEGk0awkj6g06VLyyTdgrIm1voRXJmJop5IpODGxBH0qz4D1QXumpGzfMoxVrX4fI1Z328TKHH8j/Kim7mWIVjj/Esoc2qgdd307VzEr5JQZ3V0PiwiP7Kc4B3/ANK5Z3YMSpxn9a6Y7HNYJiYlBYDgdM1k3VzIs6yxvteMh0IPQjkfrVi5kOW4LN6mqMigDn5mPoOBTYHumr3p8W+Co7q0ZWmurdbhYxwQVb5lz3wwYfjXjmrXReNSGKTA4Rh1GeK2/BXjO38PFtN1qOSTTJJfOjkjzut5OMkf7JwMirvjCz8MaogvtCvjLeM5ZoUTCuD1+jD9awcGndbHZRrJR5JHjrwSWV6fMO5RnDVYsoVmNxIhAOQFq5Oha7eOReACRRDapbaYjrwzZJI+tJvQFC0vI2dJbZp8Z6EZz+ddZ4Wm/wCJiqnqTx7Vx+kSbrEf77V0ekT+ReRvnGOnFYyR030R9E6RcC70gbuSF2tn6V8oSSDBC8HJ5/GvpjwjeefayLkHKBuK+XC5dnJPc/zraD91Hm1Y2myV3jCkjLE1nXUmVZeMkY61ZkbKkcA/WqEhKOcYJx1qyD2mLVP7R0myuVOGubSMnAGSQu1gT/vAj2rESQ7y4Vom5I+c7jn26f0rn/BusJPatoF1IFZnL2bOQAWP3o8npk8jtnI7iuhaB2lASGVZV4CmNlYEcY/xJ9656kHzX7nZSmnGx0uk6kbPS9UvnkVgtsyIy4ADMFXaR65zXi2twxQ6gWjOUfn6V22va0IrYaXHiSQENOQ3G7naue+Mkn3rg9V3GZdzFjjvVwi4xszGcuaehQntfLdZYz97rXSeEYy2qRAjuKwVbK7TXXeC0B1FOBkGiT0KgtT3/SQItOUgfw9q8g8fzZ1KI4GNz4/SvY9IIe02n0rxb4lfu9UgRT/FJn/x2nB6mdY5HzFydxPXoKr3Mw5IAA7ZpGYr9KqzHcrHdn2rYxOi8G6gY59QtdzATxCRdvUlDkgfgT+VaV1cHzFkUxEBSzFju2n0x6dK4W3vJ7K9iuoXxLE25fQ+30PSu2Rk1Wxmu9NHmLJGTLFvG+FsE4IPUZ6EdcVjUg3qjqo1ElZnBp81wzerE10elyETwD/bX+dc4nykVt2Eg863cH+IZpsqm7H0RpsqyXCL2aMDH4VX8XxkaUjg8gjn8ayPD+oeZdwnPTHNdD4ni8/w9cgAl0G8Ukyqq0ODtzuYemeDV6QsUGOBis23bIGF6dea0AwVOnX1rRvSx5rPM7YFgRjJxnAps2QeDzU8CNDM0UilXQ7WU+tNvvLAwDg9yBWhoZtwwLZPp3qAFRkDP409+X6Z9KRU6nb3/OpbAWEBmxGAWz39a2raLK5ZckDqT1rLtolLADt1PStiFgq8flUMaI9RRWsGY9QQR/KsKKTY/XmujvxmzIxjBGRXLvxMwqDpp/Cep/DnV/KvkjZuGOMV6n4oiDw2d0O2Yyf1FfPXhu9NndxPnoRXo66vqGua1daYdaure2IdoUjUMNypuAHp0PNTDSVi69nBMz/F5O+y9PnP/oNc7Kpx7epFQJqN7qCiS8mlnWPAUvyFJ5/p+laXlrJD8x+6OtdUVocZkhyA4IHIx0qIBMg7tvTinzcFsMMdgO1RKqkKMEg+nc03sLqOcQ7vm/AetXbJWUnahWPoCvX8Kp+UhILcBfT1rVtYzGoySOCQPasnqNMo6xpimJriND5gX5x3I9awrmLFnFD0JAUV3KsrMcruxXMahalb5lxgIOB6ZrOXc7KE7pxZU04bAyL90H5R7Dity1ZsqcDGawrU7J9v4VYvrmW3sWaCRo3DAcHrU7nQ3aNz2z4d3+64mic4zHgA14HCuWdenPArs1un0vTLbVdI17Um3Xf2bfNEsazkJlniHXapO07vUe4HIPBJZXs1vL9+NyM+vv8AjVwjZWOGtJSldFa4Tb1GBVCU/MRzmr13OHIAAI7VnueTk8VTMSBwW7Y78cVr2/iTXnthayarc+TjbgtyB6Z61nqmR16fpU1uob5uw6YouwNO3/1f3j0yBVHVVxsYjk1bjbPyjGar6oN0IbOcGkyovUzEzuGK6zwhOINZhz0Y4rl4AGbFbukgx3cTA8hqiR0QPo/QQHib6cGvHviku3WoMYB3Pzn/AHa3dB1e7m8RPYTaxeWlvI+1GiljRY+ASSXGMYz7k1xHi06hPq94bue4k+yXBjIuMb1BJ+9jjPA6VUI7MxqSvoYUsZ25UZyO9Z8hGCBV959kWO5FZkj7u/5VqzIYwJGB360kaSxyh4ZHjbuUYg1IgDN396mGA4UHk9aljRUddrkVd0x/36KfWotQQJKrDow4PrTLKTy7lCfWpaN4S2PXPD0pW4jwTzyK9R+W70ttwB3xlT+Irx/w/cZmTnBHSvWNGYyaaobqOKzidMzzewOGlVztCnb+uKvhwUAzx9O1c5r88+npe+TKyMtyfmXqBuPFR63Y69oeiaXfXl5drNe+Z5sJTAgAClAxx94hs47fga23R5klqyv4gwNaMiqqmRAzYHBOBXOzsS2Sc8miitpbstlCUnA96kVisRYHkUUViBYsSSQCevWtOI4JYdc0UUmJbjp2JtJMnOSK5ub/AFxooqOp00/hNHTP9aPrXTaXqM9hrMl1CVMkbnG4ZHK7T+hNFFJfEaVP4Zd8PWsMujeI0dciIRsnPQgtiqbu3lKM8HJNFFda2RxmbITs3d8mokYiTGeMiiioYMnMjeeqcYH61qbjsDDAOccUUUkSycuyKEB4z+dUNRO+bc2M8j8qKKynsdOH+NGIABfEDoQaZqx22QI5yVJzRRWa3OyfwMtX/id9djto5dL062MCpHE9skilEXogBcgDnJwOTzR4mRUubOZRh7i2WSTHqSelFFb9Gee9jmnJ9aiIBGSM0UVLIHPwjjsBViFQoGPQUUUATglWIHpmlu1BsmJ7DNFFA0ZcDESDFb1gSsqEetFFZyOmmdnHqh0++vENnZ3UckgYpcxbwCo4I5BHXpnB71kPcS6rqmrtet5r3ELTuxGDvHcenXFFFb0+hzz3ZxUjsyqxPJFRDndRRQzMkXjOOMVYhUMzMeT0oopMY3Uv+PdG77qzwSHBFFFI0hsd7ocrgQsDzxXtuhH/AEZB22A0UVmtzrfwo8p8dKEuL8KMf6Tn9a5m71rUdQ0y20+7u5p4LeR5UEkrMSzYznJ5xt49Mn1oorRbHny3Z//Z", 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", 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", "info": {"video_id": "16573", "label": "scooping dal up with hand", "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": "16573", "label": "scooping dal up with hand", "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": "16573", "label": "scooping dal up with hand", "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": "b0aeacd64501359a97b8b3a41379bd15ee64f630c49201408c7177d7e90ad3ae"} +{"episode": 61843, "episode_seed": 3853372680, "split": "train", "timestamp": "2025-10-13T03:29:43.466340", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3853372680, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a pen 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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"info": {"video_id": "92772", "label": "pushing a pen so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "92772", "label": "pushing a pen so that it falls off the table", "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": "92772", "label": "pushing a pen so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a43afa2517ba6175a1c37f5943ca16dca67534d674e379e494d52a33d22169c2"} +{"episode": 61844, "episode_seed": 2722923532, "split": "train", "timestamp": "2025-10-13T03:29:45.117540", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2722923532, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing brush against 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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dei1O3CPhbhRyAfve4rwK2mKOK6jR9TltZleNypBzwayleLJlBVFY+g4MiFuRyPxrkppfIg4wPrVrw34mh1C2MEzATleD61WLhMlsEehrfDtSuzgqRcXZmLcajJkqrsD7DFQzXJW3SOU72PI5zUNzlLx9zbiST9KqiRhLl2BIOK3YkaC3AljOF6d/Sq07oX2uCcnGc9MU1dqgw5JOCT+fFNmBMIXcpYH7wGaBFllXzV2N0HQilc7TzwAM1FHKPk+X5icVYljDOcdRzSAckrumeR6g1p2yEhcHlTWZEQHVcZzWzbL0yOaTA2LbaV3jrjGKcoLhQwzzmktASjcduKmVeE7VPUcdx8g3pszjI61gXMzCdog27BxnFbksnJ2kf4Vz124a5LRkY5/GtGA8zpDAIh827qMdKQ3CSRkgYYd6zw4WbGTwcc1IDsjaNWO7GSce/AqQHygsSRyR2/nSxqYiATyearTuVVJCSHByRjmuZv8Axm0zGO0i8uQHBlfkn6ChySLjTlPY7dGMbhlOQxzV9XVj82cADmuR0HXDeRiK6kBlHIYgAGuojmLJ07dPSpUkyZQcHZmpbsrKNpOQeavBe3Jz61nWo27Tj2rXTO9R2PNSwOcub5Y7yO1ABZwcn0rMubUu53EjkYPvV26s92qJd7hhUxt96hmYkMAMgOOTWuvURi3MMkeoBuGixtINXI9wQKwDAc/SpZFJLMcEdOaiEmIvnA9AfWpAp30RjeLqc46f0p8UuYC+zcFJ4x0p90yyxKGB4yDt61BZGO3BV5Su7gbh8v40XAfaoItUuWSMqpUMTnv/AIVvKAUDAjr0rNhDxfJIigFtqle4rQ6SouKkDI8baL/anhp5kXM9ofNT1K/xD8ufwrx48Gvo2EeZGsaqCG4ORxjvmvD28OQz/ETUNAmv5bWJDMbcxx7i5CF1X0AwOp9KzcHN6G9OqorU1vA0UtxY6osILMGh4Hp81ejMQiIr9Av58V558IZXlTWN7E8QkZ/4HXocoAG89RkD2rWEeVamdSXNK5Sl+eJQQTxisTVbht0Wk2isbi7bbw2Nkf8AGxPbjI/GptS1o2syWVpE1zfTD93BGMn6n0FL/Zcuk6RcXd40U2pXZaNiyFgF5AjTuCSB9Tj0rWNO+pi30Kd7eCW5dJfMjgERV4pMSKVDAEBhwCcY57EYrzfxwoh16cBo3ebY7mMYCttAKj2yK72zjktbWW4naK0iOwuFb92SQu5gD1OTtGeOK43VPM8R64kkEP8Ao6fLCAuCVB9KqpJRRrSg5PQZoXh6bVwhQCJR9526V6ZpPhq00/TJoZVWf7QmyUleGX0/+vU+k6XDpGhpboFJIPQ5wT3NbAjH2ZFPHyjg1w8t9WbVK7fux2PDdb0l9F1i4smyVQ5jY/xIeQaWzkwRXoXxE0E3OmR6rEmZLXCSY7xnv+B/nXl00jxQlkYhsjpSkruxrTqe7c66w1J7eRSrEEHsa9He4jycnoCSa8p1axsrTw/barpmq30wa6+y5uYVjW4ITc7xDrtU4U7vUe4Ho9+QqgLjBX5v8/nW9Cm6d7mFaoqlrGXJcmWbfkEEkE+9QiQeYrfLnfjHv1qvNt+2LEr7RvO4kZ7VUtpH89lbIIbJzWrMUad+jbnmQ4kY/h60wOzKy9Pr1p8m9zgZYYJOBUEAZ5ckccc9jzTQi3AC0gQtlPatKMjzWIIO3gk9c9xWVcXS2ytIoK4wAoGea0rJy1tHn73BY471L3AsqmZFwPlH6VrW0ZIDE8dKzrfJkweueRWjAJGdgPuICx+lSwNezHyNk/KFqVCNoPXFcJbalNceMbnTJ9Yu7W1kl8uN4Zo0WPoSSXGMYzx1JxWn4Yvb43usW19Pcv8AZZhGi3ON6csOccZ4GccVSj1EnrY1rxzAzKjHcRwfTNc95+11D/e5/Kta+nPmDjPzYzWEkEszySFVYYZAT1X3/pQy0T21wGnidGy24449DTLpntpvNjJO9sMPb/Oao2AdHGeBkhT61clc85GduCKQMlacNF94tg4471wHihdPtr//AESQ/aHy8yD7q+mPfrxXV6hem10m5mVlVgvyH37fjXlEsrSXoYuXd+S2fepnrob0I/aN2DUDFp0fPzyynI/2VH+J/SvR/B+tDUrb7PM376MAA/3l7V5FKSkNvzgAv/MVt6Ffy2d0ksblTkdDWCdtTecedcrPfrZQF6cda04T+79wK4TVtdlbwh9usZ2hm8yNWZDyMnkVnapN4n0XRtPu7jVb1Zbvf5kRXAixtKgnH3iGzj/69bpcyujgl7rszqJzVK64jwKKKt7iKqkkEdqikUeWfYUUVIFIHAT6k1PFBHOhDoOoP6//AF6KKhjNKb5byKMcKjcD8KuBAZUzRRSA07MYX8K8S8d6jPonj+fU7QJ9ojlkUb1yMFdvI+jGiiqhuBc+EPynVgOmIf8A2avSpxlPqaKKtg9zE8P7baLW9UWNGu5b5rcu4ztjQLhR6DnJ9akima619knw6qmcEkZOSd3HfjH0zRRXU/hM1uZk6C91TUmnJZY5nto4xwqIAOg9fesbSrWO1vYPKzkWpcE+u5hRRXn1Nzsov3Zf10Z1AJASMEhfY/jW1FI0hUudxx3+lFFM5yzBDHeA206h4pEKup7gjB/nXzvqsawSTxLyscpUZ9ASKKKjqjal8LLWt+KpPEENtDNpOmWpt1SOKS1SRSka5wgBcqBzk4HJ5r0zUnYDg9hRRXWjAzoiDPKWVWyO49qhKhpbrPqp/QUUVLGiezJa3Ykk5B71BasQx9j0oopoRZuWzbTKVUjyy3TvVvSnY28OSSTGDk0UUmBsWjFpyT13VqK7LK6A4UqMj1ooqAPPtT1U6X4g1SP7FZXkUtwGMd3DvAZRwQQQR16Zwe4NdB4Ku59QuNXvLp/MnnkjkkbGMk7qKK1WxK3NfU2Kykg9OaosfJEewDnJNFFSzQoRxg6O0nO9HYA1alGNOOCe2feiipEUL+wh1DTRDNuVS6sShwc/5NeY39pFa6xPBEpCJKUHOeBRRUz2OmhsF6gEEY9DUtoSGGKKKw6HTL4jtYriU+Gp4i3yebGcfjUc+s397p0Vjc3UssMDtIu92Yktjrk84xx6ZPrRRW9H4ThxP8Q//9k=", 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", "info": {"video_id": "20948", "label": "throwing brush against floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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mLjoG/iH58/jWLavivWvGWjnV9BkESbp7bMqYHJx1A+o/lXkCfKaxqKx1UJXRsw3G3HPevebYBVzjkjNfOyScjnvX0Uh2Q8kDOKvDrVk4l6Ip6kTHH52/GTgDFZcbh5FkdtuMmtDUZB5G1iMt90f1rClJ8tSx6eldDOQu/bUaQsV+9x0pkrglgvA7Z9aqIVZVZjwhJNPLs0nJOwgEnHQ+lIAETF/Zec+1TpiRQA3uKwdQ1+PRIwrxvKHJCgcZx9ax7TxVdyXocsiwE/6oL0Hpmk5pGkaMpK56DbTNsOc5xxirsLxq4zn3FZNlexzRrJEchhn3Hsa0oTvlHFF7ozs07M1oRkHBPtVPVR80LY5+b+lXrQ/IQO1U9bz5duTxnd/SlFe8D2ObvL4xsRngc4ArPS8mkmDGU7FGTk9quaud9soVgNpyfesJ3IjXacDvmtWJFsXieazBfvH86dK+QcjGcDFUkKlQzHiMkkCpAcsJAQMgZB7mkMdAYnDuMq2PqKkjUrFkHdgZBqrG2yds8qx4A7fj3q5Ewkhc4wAcUMQkcpV9oz6k+lXYCTLljVNYwjZ7EZq/Z/Mudv1pMDXsl2ZVjwT1rTOQYwvQCs63GCMD8K1SPnXjjFZsDnra3mi1G8kdTtJwme/vT2dSyle4Ocd6uTfM2QetZl7PFaxl3dUjjUks3QAdau3QdytOEj3TMNuzkntisa2v5p4LvUvLnWG4Jjt2SRQwjQE7gp65O4j6CpLaO88WzR7Ulg0cPh5D8rTgAkhfy6+9Q61E9zqghtra2McCiONokKNGQwAA7ZVW3H6LWsadtWRzX2MvXAlz4cuy8sW9YonLbCHO0gqmDz/fJPvXm+nxm7vnURg7jgAdvTFekeI9T+yWctlHIk99L8gB+bahUZLH1Of84qn4C8Nq12t5OgURnchbp0/Ws601sdNFcvvvZFrQPBHzxyXcq7OpiAySPf0q34+0CO404albxgTWiqkgUfej6c/T+VdpAoa8YqmAExn3qVrWO4WaJ1DxyLsYHuDwa5VFLUJV5Seux4FAdr1tWtwUAINVdb0mTRNZubGTP7tvkb+8p+6fyp3huxTW/EB06fUJbVWjkaMxx7izqhYL6AcHk+nvU+zc3ZHT7VRjzM9P8E6iZLS+MjEpEEP55/wrakma/tFmUYzngVwfwqklv7LW45JCdyQ4z2zurvIofslnHFncUIHTqc9a6acXGKTOOpJSk2jOuLQi3m2MdzcY6YOKrWQkVFyFDr94461qSbmLjoS1V2ykq4AJxyKpkA8ZkQ8bSAScd6zbdykg4Iy/XHFaQmUSHgY6HFZk0SNMHBcEZzj+lICW/VZLOZWiO5MMMeta1ifkVGGDtHBPSqinztjQlZdhCsH+8Kv2xDKzY6cGk3qBdt1/ebRg4P51494x0b+xfENxEi4glPmxf7p7fgcivYrEjgkdTxXKfFbT2m8KpqafLLbzhRxzsbgj8wDWclzaGlKfKzylWwR9a+jJ1Bt92SNq5/SvA9Z0rTrXw/barpmp3swa7+y5uYRGtwQu53iGc7VOFO71HuB7rdzYjAHsP0rSlBwvcdWop2sYuoTyNIhyfLHy49KzxdIRGu7Abj8KkvnklVUT5Szke3Ss68t5ImtwIwCBs2jv7/j1qmQjUAFxYKmfk3E8cH3/AJVXt7qTLLIxyrYH+170kbstuCpyRmonfEgUDvkUITK+tpYT2Mv9oOUhjO7eOox6f4V53azBr+GLd+7dwM+3/wCqtTxxfNLe/ZvN/cxpkqP73fPv0rm9PJLxP0wxx+VZVerOyjGyOs0XxG9vqZnyTHI3zr6rmvX9PZJ41ljbcrAEGvnaykIIXPIr1bwJru0/ZJ3yrYCEnoalS5XYmpDnXMtz02HCsOgrO8SyrGttu6fNj9K5RNVuZ/HFzptxrF5aWxm2RtFLGix9DklxjGM8dSajgvL64vtSttRuLmb7LIURbnG9OSMHHGeBnFdEY63ONvoN1O7VUijDcvyVx+VZJlyihtvXB+tSX7KV3yHkEdKxpmcW0Um/OWJYAdOeKpjRsR4ltJIuCC/JHUnpVQGSOWQZyg+77Uto7GE84zzimzeYFXKnLL09fpSQMmy28tvAPGKvwYWAsx+ZjjBPBPaqcWEgJZcseh9KdaXfmXxiBJSIHt/F6fzokI1kA2ADHyjA9qtWcZAC4wx7VWBOMn7pPpV+PKxbwOQahgaUC7COeelabYV4xnnHNcj4kubrT9CMsU5huDJHhlODgk9KytabxNoul6Ze3Wp3glut++IrgQ42lQTj7xDZx2/OhRuJux14O4c1zviO3jvPsFlLnybu/ihlAOCUJ5H44ooqofEgexo61qEsdvcRxpHHHEu1EVcAAAgflis/UmMPhu38kmOS5njhklBy5U5BOTnk7Rk0UVtV2FA57VdOty8T7SDHby4564XIJ9TWrpI8uxg28bYgw+p60UVw/aOtv9yv67mzp8jqXwxw3UZ9OBWkjEBSOpBP60UU2c5xPxSsoBZaVfBf37M8TN6rjI/Un868ts9UudG1gahabPPiLbd65HzKVPH0Y0UUU/iNn/DR6F8HvlTWQOwhH/odejN1J9OlFFbdDF7mdISJW56UMMkGiikxFOYATIPxqKPDYUgYJNFFSxmnawxwpPPGuHJU5+o/+vVmxGYDnuxooqQL1qgG3HvWd4/RX8GzIwypkjBH50UU1uB4frvip9fitoZtJ0y1NuqRxSWqSKUjXOEALlQOcnA5PNe/XXFu5HoP5UUVugMEDzJyG5C8j61TkcyXVmG6bz+tFFQMfHEseoyRrnauMD6mmv8ANqDhue/NFFIRxvi/R7WKGa9AcyyTgctwMjJwK5mxQbd3cE0UVlUO+iQRDEz49a6XQ5njuEKnByKKKykVE6G71l7PWb7zLOzvFmlDMt1FvAZRwQQQR15GcHuDVrTLye9m1G7uH3zzMJHbGMk5oorthsjzH8TKt07MJATkcU28x9kOFVclScDr81FFDKRGw23agZw3J/KpL44eIjriiikgJ43Pl84OBnmolY/2vxxmDJxxk8UUUMRuI7GFB/eIJrXh4tWPcDNFFSwMrxkWfw6zsx3CWPB/GuMuNb1G9sYdPubuaaCCR5F8yRmJLY6knnGOPTJ9aKKqOxMtz//Z", "info": {"video_id": "20948", "label": "throwing brush against floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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mLjoG/iH58/jWLavivWvGWjnV9BkESbp7bMqYHJx1A+o/lXkCfKaxqKx1UJXRsw3G3HPevebYBVzjkjNfOyScjnvX0Uh2Q8kDOKvDrVk4l6Ip6kTHH52/GTgDFZcbh5FkdtuMmtDUZB5G1iMt90f1rClJ8tSx6eldDOQu/bUaQsV+9x0pkrglgvA7Z9aqIVZVZjwhJNPLs0nJOwgEnHQ+lIAETF/Zec+1TpiRQA3uKwdQ1+PRIwrxvKHJCgcZx9ax7TxVdyXocsiwE/6oL0Hpmk5pGkaMpK56DbTNsOc5xxirsLxq4zn3FZNlexzRrJEchhn3Hsa0oTvlHFF7ozs07M1oRkHBPtVPVR80LY5+b+lXrQ/IQO1U9bz5duTxnd/SlFe8D2ObvL4xsRngc4ArPS8mkmDGU7FGTk9quaud9soVgNpyfesJ3IjXacDvmtWJFsXieazBfvH86dK+QcjGcDFUkKlQzHiMkkCpAcsJAQMgZB7mkMdAYnDuMq2PqKkjUrFkHdgZBqrG2yds8qx4A7fj3q5Ewkhc4wAcUMQkcpV9oz6k+lXYCTLljVNYwjZ7EZq/Z/Mudv1pMDXsl2ZVjwT1rTOQYwvQCs63GCMD8K1SPnXjjFZsDnra3mi1G8kdTtJwme/vT2dSyle4Ocd6uTfM2QetZl7PFaxl3dUjjUks3QAdau3QdytOEj3TMNuzkntisa2v5p4LvUvLnWG4Jjt2SRQwjQE7gp65O4j6CpLaO88WzR7Ulg0cPh5D8rTgAkhfy6+9Q61E9zqghtra2McCiONokKNGQwAA7ZVW3H6LWsadtWRzX2MvXAlz4cuy8sW9YonLbCHO0gqmDz/fJPvXm+nxm7vnURg7jgAdvTFekeI9T+yWctlHIk99L8gB+bahUZLH1Of84qn4C8Nq12t5OgURnchbp0/Ws601sdNFcvvvZFrQPBHzxyXcq7OpiAySPf0q34+0CO404albxgTWiqkgUfej6c/T+VdpAoa8YqmAExn3qVrWO4WaJ1DxyLsYHuDwa5VFLUJV5Seux4FAdr1tWtwUAINVdb0mTRNZubGTP7tvkb+8p+6fyp3huxTW/EB06fUJbVWjkaMxx7izqhYL6AcHk+nvU+zc3ZHT7VRjzM9P8E6iZLS+MjEpEEP55/wrakma/tFmUYzngVwfwqklv7LW45JCdyQ4z2zurvIofslnHFncUIHTqc9a6acXGKTOOpJSk2jOuLQi3m2MdzcY6YOKrWQkVFyFDr94461qSbmLjoS1V2ykq4AJxyKpkA8ZkQ8bSAScd6zbdykg4Iy/XHFaQmUSHgY6HFZk0SNMHBcEZzj+lICW/VZLOZWiO5MMMeta1ifkVGGDtHBPSqinztjQlZdhCsH+8Kv2xDKzY6cGk3qBdt1/ebRg4P51494x0b+xfENxEi4glPmxf7p7fgcivYrEjgkdTxXKfFbT2m8KpqafLLbzhRxzsbgj8wDWclzaGlKfKzylWwR9a+jJ1Bt92SNq5/SvA9Z0rTrXw/barpmp3swa7+y5uYRGtwQu53iGc7VOFO71HuB7rdzYjAHsP0rSlBwvcdWop2sYuoTyNIhyfLHy49KzxdIRGu7Abj8KkvnklVUT5Szke3Ss68t5ImtwIwCBs2jv7/j1qmQjUAFxYKmfk3E8cH3/AJVXt7qTLLIxyrYH+170kbstuCpyRmonfEgUDvkUITK+tpYT2Mv9oOUhjO7eOox6f4V53azBr+GLd+7dwM+3/wCqtTxxfNLe/ZvN/cxpkqP73fPv0rm9PJLxP0wxx+VZVerOyjGyOs0XxG9vqZnyTHI3zr6rmvX9PZJ41ljbcrAEGvnaykIIXPIr1bwJru0/ZJ3yrYCEnoalS5XYmpDnXMtz02HCsOgrO8SyrGttu6fNj9K5RNVuZ/HFzptxrF5aWxm2RtFLGix9DklxjGM8dSajgvL64vtSttRuLmb7LIURbnG9OSMHHGeBnFdEY63ONvoN1O7VUijDcvyVx+VZJlyihtvXB+tSX7KV3yHkEdKxpmcW0Um/OWJYAdOeKpjRsR4ltJIuCC/JHUnpVQGSOWQZyg+77Uto7GE84zzimzeYFXKnLL09fpSQMmy28tvAPGKvwYWAsx+ZjjBPBPaqcWEgJZcseh9KdaXfmXxiBJSIHt/F6fzokI1kA2ADHyjA9qtWcZAC4wx7VWBOMn7pPpV+PKxbwOQahgaUC7COeelabYV4xnnHNcj4kubrT9CMsU5huDJHhlODgk9KytabxNoul6Ze3Wp3glut++IrgQ42lQTj7xDZx2/OhRuJux14O4c1zviO3jvPsFlLnybu/ihlAOCUJ5H44ooqofEgexo61qEsdvcRxpHHHEu1EVcAAAgflis/UmMPhu38kmOS5njhklBy5U5BOTnk7Rk0UVtV2FA57VdOty8T7SDHby4564XIJ9TWrpI8uxg28bYgw+p60UVw/aOtv9yv67mzp8jqXwxw3UZ9OBWkjEBSOpBP60UU2c5xPxSsoBZaVfBf37M8TN6rjI/Un868ts9UudG1gahabPPiLbd65HzKVPH0Y0UUU/iNn/DR6F8HvlTWQOwhH/odejN1J9OlFFbdDF7mdISJW56UMMkGiikxFOYATIPxqKPDYUgYJNFFSxmnawxwpPPGuHJU5+o/+vVmxGYDnuxooqQL1qgG3HvWd4/RX8GzIwypkjBH50UU1uB4frvip9fitoZtJ0y1NuqRxSWqSKUjXOEALlQOcnA5PNe/XXFu5HoP5UUVugMEDzJyG5C8j61TkcyXVmG6bz+tFFQMfHEseoyRrnauMD6mmv8ANqDhue/NFFIRxvi/R7WKGa9AcyyTgctwMjJwK5mxQbd3cE0UVlUO+iQRDEz49a6XQ5njuEKnByKKKykVE6G71l7PWb7zLOzvFmlDMt1FvAZRwQQQR15GcHuDVrTLye9m1G7uH3zzMJHbGMk5oorthsjzH8TKt07MJATkcU28x9kOFVclScDr81FFDKRGw23agZw3J/KpL44eIjriiikgJ43Pl84OBnmolY/2vxxmDJxxk8UUUMRuI7GFB/eIJrXh4tWPcDNFFSwMrxkWfw6zsx3CWPB/GuMuNb1G9sYdPubuaaCCR5F8yRmJLY6knnGOPTJ9aKKqOxMtz//Z", 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", "info": {"video_id": "20948", "label": "throwing brush against floor", "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": "3c1cbfd3c5bbb1c2b3db665d7dbf4eed2533e7e44de60599a01f4dd75789a41c"} +{"episode": 61845, "episode_seed": 3686605439, "split": "train", "timestamp": "2025-10-13T03:29:46.355139", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3686605439, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 bottle from floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "13324", "label": "taking bottle from floor", "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": "13324", "label": "taking bottle from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "13324", "label": "taking bottle from floor", "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": "13324", "label": "taking bottle from floor", "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": "2358779ca516ca4c8b37dd07d28d5a19e3fa296b3d928b65feac7f0c8ea84af4"} +{"episode": 61846, "episode_seed": 4194447818, "split": "train", "timestamp": "2025-10-13T03:29:46.928131", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 4194447818, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a white chair so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "134222", "label": "poking a white chair so lightly that it doesn't or almost doesn't move", "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": "134222", "label": "poking a white chair so lightly that it doesn't or almost doesn't move", "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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GQynINTuFrFadBJE8bdGGK8h+IFru0eSCR9hSdecfWvYGrzD4tQGHQjcqOGljB+uaqC95Cex4ncfKfLznaOT713Xww5TVR6tD/Nq5e4srcTiVi6WzNyBy24rnv7jP0rqvhyotX1IEFtzw42jrgt+X412VX+7ZFP40d9M+yTJqTUpEu9LEBP7wcqByc1UmZ3bnCgnoOT+dWbfbjYAAPbvXGjpZoeE737QuXIEkalXz2I71v2/ijRD+6Goxbs474/PFeWanJe2l5LHaM6reAoyoOWIPIH5VjQ3IWNhG6sVODsbO0+nFNrQxjG8mj3qw1e11G+vLa2dZPsuzc6NkHcM1fcccV8+6Trp0y/klS4lhnkkyJE6YA6H9a9O0Tx3DcBYdTKox+7cJ91vqO31qLW3LlFX0OqesjXYPOsS4HzR8/hWu0iSxiSJ1dD0ZTkGq0yh1ZTyCMGixJ88eOYI210zmUqwiXI9uea4uRiSSeM849K7/AMdW6ReMpbSZNyG1GOcY5OD+HWuQms4lWSN2P2jIcdNu0jIH15zXdRfuq5lPc9pMfyAtljkn5u3PpSwt82KnjCNaJg/MRmqrMIwSSAOpNcCOsXVJIPs6+a4UMjDHeuHmlCFnIyMYqr4h8WLMQbUBmB2rk/wjvUUV+l7pwnxgnIYehFbckkrsIuEn5ovxzva2ymNyhCDpV3TPEcsMkUjSmKZfuzIcfnWRcy5tC6nKlBistJtikk8ZoULmbZ7tpPjuGaNYtTXY/wDz2jGVPuR2rore8tr1N1rPHMP9hgf0r5ui1yezICgSR90bj8vSria9E83m280lvIexbB/MUnTkibo9J+LYjj8GzSlgsnmIijuSWFeOXPkjy7yVFfYUQx9AxwfT2FT+INWuNQEcNxdyzkOCA7lsUmh6VD4h11dKu76W2jZJZYtke4s6oSF9hweT6V00Y2RlUZ0Xw8t486kyjchaHAJ926+tdxMhU9MV598LpWB1Hc2RvhP6PXoWoXcEEfmysEX65zXNW+NnRS+FAlwsCl3OFUFm+g5NeR6rq+r6i9xII5lguH3naMfLnIA74rsL/XHuMpFmOI8e5rBupxtIJ47U6cuXoXKnzLVlWxvPtOnospO4NtyepHarN1cPBcxFGK46EHt0rnrZ2+1TQx5wZAExWvqRCygE9BWkormMua61Ol0bxHLbXCOs5t5xwsgOAfY16Da+PHijA1O13D/nrCev4V4a0xJwKfBqt9ZrsSUmI/8ALN+R/wDW/CpdLsTzH0CnjPw/PFvGopH6rKCpFeJeLdUt9U8bX13ZcwiNY0YjG446/maz5NWV4WLwkMBng8VkJNJI00+cMXHSrp02ndkzkiS8vAmpzqBiMNs9jjAP8q9wSPdaIx4+UfyryPXND0qDw1b6tpuo3k4kuzbZuYBGtywXc8kQznapIU7v7w9wPWoLj/REQkcKB+lGJsrDodSJTsyfyqn4g1CGx0hp7jlShQL/AHmOMCodZ1q10a3Es+5nc4jiTlnPoK5rUb2bxBZxLf2wtYo3LrEkhJbjHzccfhWMVpd7G7TeiMqTxBbm9jigRjAFUSSP1LHrgdhVi84D/N91eB+NZGqafa28JlgiClDuOO4qWG6M9sxPeJTWsop2lEhNxTjIsWeoTWpBjbgcFT0NdZoniyW3fFpem3l7xO3Dfnwa4IyEkqP0pjxlhycUOmmRzHs0fxKnt32X1gkox96Jtp/KuP8AiF43XxDp8Gn29s0MRnVnLkEtjoOO1cXHe3MK7RMxUfwtyKqzTtcX8e89CcADpThTs7sUpXQ/UmZoIIlOCWeQ+/QD+Rrr/hjKz/2kjjkPCB/4/wD4Vh6BZabrHi2LS9Wu57aGQCNJo5oo1j/iJYycYwTx1JwK6HwXbPpmt69ZmOeMwXKx7LgASKFLgbgMjPTOCRWlVWpkU3753V1FsOOc1HG+x1A7Gia4BXLNwBkljXOX2uklo7Y4XvJ3P0riR1qLZh+LZtUvNcnjsy0cNuDGGLbQS3LY9euPwrn9JeXT75reXaAyYO08HuDj8635585O761zeoy/6fbuvVSSfpXRBuS5SZwUHzLc0LqUExOv1P51Na6pLZMedyZ5Qnj/AOtWfK+yGEH72zJB+tRhXl+Yg49aFFW1Mm9TudM8WGJc6fqElvL3ic4z/Q1rD4lavBCVnt7aZh0YqVP6V5VJGBQbmWOF1ErhcdM9KXsl0Fzdy/q2q3Ou+I7u9uGBlcLHheij0FYl9K73s9wh4MhwPQDgfyp9tI0UckyMVIfOfpWz4g8Iah4c8OaPqF6ZlnvzJ5sDRkC3wEKBj/eYNnHbp1zjpirGTep6srFYEUHjFcp43vbi3s7a3hkMa3LlJCvUqB0zRRXBS+NHZPY5C40u1WBmCncF6k1S012W1lQHjINFFdd7x1M2kpKxtbj/AGNF7rj9ayHJDnmiiohuyZDtgK81AQKKKsghbm8TP9+pY9VudE11L+02edCp2713D5lKnj6MaKK1iRI6DwFK1vbarIgBZBGRn6NV26u57uTzJpCzfoPpRRXHU/iM7aHwFNycHms67dgnWiiqhuVPYuWdhBb28F2gJlkQEljnBPpVK/kZrkqTwOPrRRTXxHN0CCJDCWxyAKrSf1ooq1uT0K8xwj/QfzqBG2afMw67qKK0iQzT1zxZJ4ht7WKbSNMtTAqRxSWqSKUjXOEALlQOSTgZJ5r1VHO1fpRRWGK3RpQ6nJah+/1meeX5njYxJn+BR6elVpHbkZoorI7I7GJqrsbeQZ4IxVW3J8oqCQp4I+lFFdEfhOap8Rct0USDA9KffKFdcDHGaKKXUjoZpOSPc1BBzeg99rGiitF1IZci1xtD1LUIP7O06/hkmB8u+g8wKyZ2kEEEdTkZwe4NdL4N1K71PUdX1C8lMlzcyLLK+MZY7j0HT6UUUYj+GxUfiRf1S+nluJIWfEatgKOh+tZbOfWiiuKJ6K2Kc0jbTzWZEizSSM4yVYY5ooropmFUti3QhWJJLHnJqzAgWPgdRRRQzJGXP/qy3fcaqucofqKKK0iQyIDGkyN33E/qKnvfEur6ppFtpl7ezT21tI8qCSRmJZsDkk8428emT60UVqjN7n//2Q==", 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", 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", "info": {"video_id": "134222", "label": "poking a white chair so lightly that it doesn't or almost doesn't move", "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": "fda03a60bb3535e64b505f2183f0781feb1dc92b1efd62b00b078a0906c36c98"} +{"episode": 61847, "episode_seed": 1159324554, "split": "train", "timestamp": "2025-10-13T03:29:47.328518", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1159324554, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 freezer 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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", "info": {"video_id": "58927", "label": "pretending to open freezer 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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", 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", "info": {"video_id": "58927", "label": "pretending to open freezer 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": "58927", "label": "pretending to open freezer 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": "7720fb1654b2c5aa21970c7577d3f2fd6e5dff639b4d6508e032004306384c8a"} +{"episode": 61848, "episode_seed": 603111568, "split": "train", "timestamp": "2025-10-13T03:29:48.005548", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 603111568, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'spinning a crayon that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "71713", "label": "spinning a crayon that quickly stops spinning", "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": "71713", "label": "spinning a crayon that quickly stops spinning", "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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"info": {"video_id": "71713", "label": "spinning a crayon that quickly stops spinning", "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": "71713", "label": "spinning a crayon that quickly stops spinning", "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": "d7fd1933abac504c8f4a516ee40f39bbe437a89aabec54c840bfa768192bc7ae"} +{"episode": 61849, "episode_seed": 1340255069, "split": "train", "timestamp": "2025-10-13T03:29:49.608091", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1340255069, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'attaching plastic lid to plastic tin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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bi8Ny8oeS5hcEOZGX5HJ78EcdOuKzLW0WdTNOA8j8kmrniG4t3tUl81muC3lndghok+RCpHYYx+tJZEGAY9K8/ARTbbOTN5yUYpFS8idIURW+UNyDUSWbMM44xxVnUHAdEzgmnrzgE8Y6CuPHWjWdjty1ynhouRteHfsdpbXd3qTRMISghM6hirnOMNWtptu8Uha1uJBqM7GKe8KkxIeoOPw2qfrXGrFPLfW8UCqxkbYqNyC54GB0J69a7LxFq11ZaFb6ZpttJFd3ihwsPLRunEobPUccVnTd4m8tJMktDca1qUVhJbSw2ksgZreEg7m6MWP8MeNxHqTWXdpHZKmkyZ+02szxLIBlQMkqhPqRyPxrr7O51ae00yMR2+lJIoWadACxcjIwP4cgjrWVq1n9t169a3MbfaYo53hz829cHP1yCPxqpbWKi9bnLQ3kkdwl1bBTcREld4zhsEf1rA1GwvJbiO1WTzBFbRyyiMgIGIJyfUgHBPc5q9rMk2lat5yRFoZOWUdj3qGaOPU1kvbBmju4o9/mp6ejU8LVjTqJyNasHNe7uGiW8tpc3iSKQWt0dc9+TXRWskbObkzyzRtAvmmUkZm7KB2xhsn3rj9Av5dQ1FleRmkkhEe5jnv/APXrS1e7ezc25LsV5ZmGNxPUgfhXXmEtYnBg4N1Kje2n5FbVJy1xsD7gOp96IbYmMcGqVtm5mDFSMnvXRxr5aYXk+przG7HfJN7EdoZ1cIVVkz0PBH+NarNpes6hG8KvcWibreytbNdhjlU/eyOjHjZ9SaoMzhchucda0PDOoSaNok2ryW8RESi7t5AuPMhR/KlQehwRgnk/SrpO9zKSsya7vtZVYZFlV7mVftCXAXDW+8FWhCdWKkZXPfmrUmmp4ZuNL1D7JOReQtH9mdt00zLICme27Zj8RUXgu68RrBqbfZI2kuMPaveEF4wwLBQerAquMeorU1wG48OW5m1R5bqOWO6S4ZdpRjuQoqj7u1lX9c1o9BbmK2oafdaXBfRTCX7ZLKZxknygCAqt/dIXHFcvrvh5XkWexaR43zvUN0NdddQT6XcwRwsFF3cPMscUimGV2IJZlxyMEj6gU65Wwubq6/01be8hkaHy7dd6zMqbi5PQemfWstYyujeMrqzOXWVp0WVgQ7AbgezDg1k6rP5jLEhBKnnnua3dYuG0PU7ZLgLeWzoBKEj2lHIBP1IzWDIbbzmkMKhCSQvTv1Irqq4tzp8rWpwUMtjSre0T06EWocW4TIJTb0HvTbe3ZsEjg9hWqlhJPpt3GyqJEjS5yOTsY4Ct6HIBA9DTraERqpYjI7CuN6HbK72IbeOaI5iIUnqCMg10FrrMWmWEtvL5sct4yxhoRuMa87nx3xkVmh2yctgegqOG0utT1iys4Z2SSZvJDEfKoYjlj2GQB75xRCXvIzlGy1OltdNLadCIrd7Czj3wvdxuDI8kYZ49x/iXcNze5A7Gr2g6DqGs64k+p2kbwOXdiQUii3bvM2A/eZs8ntjjpWL4qn1bWJoNHt0CypCmoXCltjW0iIVdBjgBsb/x967E2+oXSWF1q2oyTWIjEX7gbIzKApRnPG5Wzz2yK6BeRxM0X2PTnsyWcwSPASVxkqSOnaufnQ6eJJNo2uNoDds122tiK61K4+cx/biJk8xdoLsoJ2+uDnP1rk/Fl/BcXFntVc2sYFxGRjJ6Cud7s6YP3Tb0s6b/AGaUltwyzQ+VNOZCXbsA3AO30weBWdJBcadqANxqEl1bxXAjQ4xGfMXcrJ7EYHPOaj0y1lfTIvsyyySO4Ta/qx6KPyrbksRNo1rp1xcSSO1qZXVcL5UsZZU3A84GSP8A9VbUZ8s1J9DHEUVKDh3ID1rkvFl0ftVtbpk7eXx7mrV1qWp6PBbi7iSQSKCXjOSv4dzVa6ltZrhJLRxOXAYuR82fQiu3FYqEocsTycDl9SlV56nQckRuSQqHG0cEVesYJYjy7rk/d7H8O34Uy0SREdnO1mP6VOw4GCfrXlOR7DjdnaW+oRpBqenTwQiztNJeO9g2YWOVWZUC+u4Hd+ArP8GTxzaLZTqFudYRiscTNsMKIo5Oehxg8DJyK09E+x67ot5Fqx3areyefKijy2kSJtqqSOCRjJHvXO2UltMq3kZjTUbe+SZbNEbbagtsYO2OpHJPqFwK6jFI6ibU7rUbW6ubmzgujdRNEkjfIYUDEqEGOeAGPSuTch42iuNrQsCFk69uOK7S/t011rWy0mRIrdIEaWCYFGPTEbf3dw59SaqyadbXxu7u5tZbKDzFii8oZbzc7SF7FeB265rOUW2bU5qKPFri3uEuxG0TgBsISOo7V6PaaNajwTaWkMVyk9zNGWkbhTvyWII68L39BUjafJDOYbi0ieVytsfM+9Exfg57kjGCOOa0Wvba3vtHtkvJ9l/ZtFFCWDJAwXaG/wDHea6KmIqVYqEtiOWEXzROOubjTpZxLBbTokpVJYmPCtkk7R/d6mqkF59mmaLkpn5SQenY1evtK/0SWOKHY0DAzruO4sQFJT+f/Aqu6b5139huoFM1/bkB1dMDb/qynvtG0ms6VSdN3iZV6NOtHlmjGvYJDeo0xy+OFHaroHSpp1gXyitwJ2IYNLjBfDfe+hOce1V3bnINc1aTlJt7nRSjGEFGKskdB4bms7NL++uIY5ZraNJIRIeuGGVX/aPGK3r8if4nNaxOY5JLNZJJGYboODuC+mc4/WsDwbFBf63FZ3kaeQJEuWkZsbSh4HvksBWvrGixDxeULGa7md557iYhEhiPygDuzc4A6etbUvgMp/Gb41SKLSo9Jht5TblSWmbIcopBBTPLE9Aaz9bn067fatn9ltbb54izGOc4GWK/iAMHrmrmiPEdEnlnme5vrGNoV3ON8qIzAMp9DkKD/smoYomstsuo2xbUJpQqQ7cq0X92M+2ck+3NU7hEw9X8N3SwC9jBuLZ13uMfPFxk7x0/EVx0uhgXk8MBntrgId4UlTz2I716d4lup7aEWFq/nxSO8lwgXYNowCuR1Pt1qlBM91e6vq9l5UVwY96/aY8qERl3EfiBUctndGqqO2pxGn6LptjGJJLpoZ8kwKw5lQHaQPRgw/Ks6XE1zPNl5hHJ5bSN2OcDrXXarBb30+mXccii3+zo8G0cSMT86+x3kH86xNIixLfaXdgIrxjzBNgPGFPIHrkvVTcpv3mTFqKukRPYSWl8IrholkRQwiRtxwc9cemKsY9qv29m0enCP7PHE6JJFM5PzzSKclsnthQf+BVRJG3INYVFZlxlcP4R6d81seJ9Utz4Iun8uLZY60EtzEcRXI3b2yvQjBA9MjNYLysqkAZOOK6vWtG0mw8G6fceZLPbacjh7a3cMDcORuyx6bSep6CrodSKnQ2NOuk0CMX0aPeXbWiGQhsxR8Eomeg54GOTSyalHDZzFtPVbq5mMl1eSKGhEZGW2jOcDOOmM5rC0O1t9K1Sytby7hNrc26peRW0hMUDxSJt4zyTwmepPPrXQXsEs2rSzzWxl0axciXyGDFyq5DMB/AOw9RWrIRmaZoVlfw3kdpGIriKJlgwxMTSOA/yZ5XBC+orM8YGSPS4mjsWsyL2MToMKyuqRnkqfu43cV10V40Oii/V5EuVWU24iiUtcjH+sCkZGQckfjXMNObq0isNQh3MLg3c08R3iRdqjOT16jntUtaFJ6mb4yso5LZPJZZ0CPO7qpXywpCsDn0JHPfmuKs9LglvbWGV3jS4lEZkHO0E4z+tep63LLPNr2l3V1HdXkCpJtii2MLfeS6j35H6VwmpQNpv2S8gLy20JAWY4ImKOXIYdeSAc+gqXHUtVNC8tzBDZTOLhEtY7lY5mc4ku5DhZGx6AMmB7VTUfKOOfcYNaZslN/c3NuLadru3dHu2XKQSJgu49BsLY9doqrd/8fLMWBMirJnOfvAH+tTVWiYoPUqgcnHH61q6Lq8mmpNDan/iYzz2/wBlXbkSsHwUPths/hWOzFWJ7Vt+Dbuzg8QrcamyJaWy+cCy5KybgitnsBuOT71nT+NFT2Lkl3pb/E3Xbe4kji00ASOuMCaZEwRnvnJJHfFdRJqGoP5OmtZQi2gjWU2TMCH5BRWYcAbdx46YrmtRstJ07xVHptxttLMozmR8ySXplYq0annAz179O1bOhXkVv4SazUBNSjK28DSodrqGYIvqXCqWK+vXmutmCG6vfz6ncz/abVZZARJBZom9FBwEG/AKktk5447Vz2qeGQDLd3UDiMybftSrlGx79vxrsrXT77TJ7XTo4VnupZWuHu1bck0ZO1jJ6HGMe/TvVDXXmku7OTTjL9kR2dDKxcTyh/mUA9DgEg9Dj2rNxvuaRny7GR4ds7d9feKf7XNFFGq+Wi8IWJUlu46H6VizRWVuqRTx3S3ly4uoZFc42s+Nsh74C5H1ro/tSy6NrWpyXUtjcugu2aCQfOu902884yTmqOrrb6nc2eqojbb23Q2jngRZQqysPx3CjlshuV3dnIP5upaXLczySrsuVVUdRsCPjDluw5p8dhaQ3sn2WZ7qOIL+/WPahJGDz9eKu6bAtrc3ulX4eOCTOYlUsjsCYztPZVUk/iK0LiOeC0igv50jmhtPLWHGBtRsCQ47uQMewNDj7rEpO5lsOKawO3OSOPrTnYFeDzVeSRgMAVymptaL4606LSBZSRypdwXH2i2mdcmUt9+NiOmckA9OfatvUFtYpW1DTLnypdQnguLUmMsqzYIO8dDuwvB6MM146CBGfn4x0/wr2S41RrTw1pv20Wou/Lt0t1b5Y0Dx4YvjuoVj6/PXe0krHLFu5PFNeaNrCpc2ovrSEG4uJLRS0guGCne6E5ZVI4xnGfan316umNZXVu8l5bafMttPYjl1m8vc0ij+LhiSD0xWXpLT6JdW8tndF9GncSBbtSzRxAZd1YcooyAAeuarapqsUniManpoNnrPz+Zb3MZXzEK4OSOGBH8Q5HFSy0jVv9Yg09bW4ks5JFlX/Q7xf9UysMp5gPKsvQZ9eK4NJIJ4re+FukZim8plDZDgY3fQnBI9a7W7jS9uJINLlRdSQwWLafIC8dxEI05cHoF3Ebh6VhHTtOgtUa4RIft0Ylis9xBVomK5V+hzzjvSfYEralqFYNQ0uINctHe+X5keT94cqmT/AHxx+Rqto939mtoEkQiNGxJHIcuIJOWY/i3Wq9rqlrZalcwNIsouGRVh8siRMDKkZ/2qkngnl1aa2baLPyTCZIcNuAyyqx6jkgfhRsJ6lQxPDrEFndTvLsLWbZwNgB/d49toX8zUl7YzWjfMN0ZPyvjr9fQ1p3Vna393HI7tFL5COJFXLGQOFBIyM9KIrVtY8TXOmS6pdW9uRJ5arCGywQtsI6LjByT6Y60pQjJAptMZ4WvdIs9aUa1Iq2k6GIhumT0J9gR+tdle2Nj4hhtX82G4l0+6VZCGyrR/3ie/GG/CvEbjzmkUSSGVeq7utej/AAqZJY9Stmtd7FokWRj8kYbdgEd8tj8DVQhyxsxSleV0bhmmgtZ7t9NNxbWUjSK0JU/a3O4oWHZVyPl966O3umu7eK7067hu7mO3CQpKfvSuSzr6ghRgD0rlPOuI1t10g+dYxXBiFpIdrXDhiGmRhyozu5PHFa17e2msaRZy2c39n6k7G7hPyiQEApu9G4z+BFUgsLBeadcaPHumYpGzC6kK/NDcbidzAcgE5B7YrldZvrKWeKysbyZUuLZ4xLCPlmLMWkJHoCAa29FkN1ZGKGP+z9SkFvYh9oZJWBdyxJ+8GAOe4rn59LFzqfm2lq1rf2zs/khv3DqjgSGM+h9KnpYrrcb4dkEtrBp08iiK3Vmw5ysO1uGB/usCfypZbaS38SR296Y5XaNlA25JZ1I359AVAHsRUM+mDTpJIraQzCSdVdWOCIic49xjNWtYnt30ua7tkkeORQqlckxMSHGT1GDu/OjpqD12G61cTXVtHNCE2y28kOJDzFJGckL7sMH8Koi1aXTob2Ebo3XLKByh7/hmtKSEXmmXckzKvmBLyJY2+4Qu3r/u4z9abNH/AGf4WlezupklSaPgKOC6gkA59ST+dJxUtyeZx2MVuVIzjI69a7PTNc8N6q1vFbyRJb6pB9nvbcn5knC7QxHowyM+oXNcf4h02O10KPVdN1S/l3XJt2FxCsYnIXLPEBztB4O71H0HJ+GX8rxRpW63Ewe7jRogf9YCw+WlTg43KnJSseo6bpl5pElhpdilpNcKjwSqXVWt8ycXC8HLFFUnPQ/WtTRb+3mNxosqTabL+7tbaFmyJoyVMsiuBtdjhiPqarapJHLfRtBMdO1O6tyXuY2AFiqOVYE/xbpQRjqQB6VL4d1x7C3lttctIY47e3M/2iMEg7iUUmLGUYjJwvYVQjQl1nytd2X1zErXlvjR7hDthZN2QM/wscBTng9qw9d1TRorS/hWOeO7EX720dNjWqM4MuCeoOOMcY6VX0lI7XV4LCBk1LSbqS3EMolExtFSTeFU/wDPPsejDPcVHrqLeWsN1do+pafdxSXqSRt/pVnFu+YMRw8fzdD2+lHqO3YwUu2tdVfVop7gPeQBw8pJfdxsVvVW4H1PNbWu2YXS5JoLoRQriOaNF3NDuI3cdztYYNV5fD8NmsKXlyvm2krxjZJuXY53oHzyp5/Dik0qaG4tfscpj/tCZndHifd5itnAP0CIaLBclWV7rR5LKOBY5LmzWWNAPlMkIX92R6NsbisS1V9R1W6jaWMyTxrcxui4ViQCwx26ir1jcyy6lczFBZpBei6aNlO9iwKn2K7Q54/vVLa2FnZ+J5PmaKGF9iY+bbvZV9Rx81Kye5N2tjGnieCUxyoUcdRVvQ/Etl4Z1lZ7+3NxbXEbQSqFzhCOSB3OccfWtJrC21PxlLpWoajeQW4m8uOWN4oxF3JYvwABnjucCuA1+C4stburGdp1+zTPGouAA+AcDcBxnHXHFRGlyz8inUvE9bsLzS/EFlZXSTtI+kXB/e7SHmtmBGB3DEYHsy1DD/bEegQahY3NpeMA1tpm4NGwjYHcwOcGTPc4zg+tY3wuuJU0bUo53jj0+S6WOWTHzjdGwJU9QFO0n/eq3BMdTZdc0y6WynhXdNEg8y3jthnYJE/ifAAwvTI6Vq9xLY6/7RFeQGGxefR724X7Nbx3KFNvlIZJEb2bcTvHes+01iLUdFDppdxstoUiuraMYlj4JjmjJ4fv05wc1S8Q6vYan4ftrHX4fs0yR5eZEYxQzkf6veMtGwBXOeOSKLW8W7022g168S2ee4RI9RicoUEMDNG+BwG5wR0OcjrS6j6HOatqdjr2ppbx2QFvPaAREPh40UNlSO7bjnHepvDl5AIWiuZCsEUS+Y8fOXLbUZB67SAR9KszadK0z6jqsMFpPbJHfm+WPHnxiQxjeg+6x559KzLxtM0xrZ7O4igt0ufNUvl45BgsAp6Yzjj2peY9tCy0S6drjjzi9o0AhM7PmIIecD3LIfzqHXXuLi2WdpWgkuoGguIwBg3EJwM/8BYn8BU2p3jX+kLeafbRstw4zEcbvlbeSoPUbtwp8sMZ0i9WZ2mldkud8i4/eNgMQOx5I/Cn5EvTUz0s3vNLgvrdSxdP3kWOQw4OPxBrOboRyK32hXT/AAvM1ndTJKk0ZwE+6XUEgHPqSenrWb4p8M6tomjafqU9xc/abwuZYWjx5QG0qCf7xDZx/XNZzpJ6xHGo1ozlNIt0vNXs7SXPlyTKjY4OCfWvorQtPstQ8Pn7XZwzGVQ0hdc7syyf4Ciiuj7Rk/hOV8a6NZ+EPDs02kq6LPf2+6GRy8YAJOAD0BIGfpWFJZQ3enaPqk4Z7u+1JRI5Y/KFkcgL/dFFFS9zRbIrWWq3aWn9uRuEvrfdtdRgMpk2lCO6kc49eRiuh8RWNsmi65aNCskFjaWyWyyfN5eUJLD/AGsnr7CiipQ30PP9fgTR5VtrYsVS/mhV3bLqoRMAN1HU1paFK9vDJHGx2NaCYKTna25RgHrj2ooqeo3sMnleR3dzkk/1rLtdQn0jWHvLXb5sEjhN4yOVKnj6MaKKqO5kzLmRcxr2AwK9R+FNtHPYyxNuVZZ3LlTgttMYXP03tRRWj2EjU1rSbfw94jtoNPaRLe8lS2lidtymNmwQM8jqehrH1lY7mOG1kiTZd6jNE5C8osbqiBD/AAgKMcUUVHc0WyGWMf2jQjDJJJ+7u7hUkVsOuwlVIPrjit6J1uNIs5ZIYyG0uGEx4+XbJOFc/UgDmiigGcNrFkkHjNtC8yWSx8zaokbLINhbhuvWqOmX1xBf2lij4txIoKf3iepPqeKKKgo6jVn8qJkjVUG4x/KMfLhTXN6mxS2OOjEAj1xzRRVdTMNZ8RtrcMEUumafbmBFjje3R1KooOEALEAc54HJ5rD8JqI/EcEqgbo4ZpFz2YI2D+B5ooq+glue6+IvA2jTae92FnjvId7JcRykPw2QD2OPpXGR39wdN0+7kYS3A068vGldRl5oz5aM2OpC8D60UVD0Za1RS0y2Sw1a1uYGYSXdrczz9AGdXUKcDgYDHGMVd0orDe6hpUUaR2uoWqzSqq4KlbgIQp/hUjqOmTxiiin0GtxPGVhDPYS66he31FtVntXmgbZvjVnCgjocBAMmuJSMRfZ5bf8A0eW5toDNJEApYuTuPtnHbFFFJ7sOh02jXL3PhqKWVUL75VPy9dqnH+RWXO7TK7Ocs+Sx9SaKKXREy3IP7ck0+7ufMsbC9SdkdkvId4DKuQQQQR1ORnB7g1z+v39xqF8b26fzbi4dpJGI6k47dqKK0W5B7B8KdOthp9oHj81WiSbD8gO83JH/AH7Wuvl8G6INUg1iC1NtdxyFj5DFFkwDwyjgjiiil0HfU8x8JSN4k/c6kfMitIpLgRgkLLJ5+cuP4qq6W4nsdM0iVFezmsFmdG55aVgQD2A4x6YGKKKS2Le512jXM99YW9xdTPNPJqsemSyN1lgiEhUN2Oc8+tcXrWlWVlf6jcW0KxK01/H5A/1WI4VK/J0zkk0UUuiH1ZgaPcy+Qt+GImjEYAySpUkjaQe3Hauo1uaQ38kG75Fdsep5ooqRSMC+YiMkHG5gD796bd69qV/p8GnXV3NNb28jyoJJGYktjOcnnG3j0yfWiitI7GbP/9k=", "info": {"video_id": "37889", "label": "attaching plastic lid to plastic tin", "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": "37889", "label": "attaching plastic lid to plastic tin", "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": "09fe23a9b109dd08a6bfb98223edba135192abaa0a28d2f75f64e05aadf089cc"} +{"episode": 61850, "episode_seed": 3668829717, "split": "train", "timestamp": "2025-10-13T03:29:53.349651", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3668829717, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'letting brandy bottle roll down a slanted surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "214307", "label": "letting brandy bottle roll down a slanted surface", "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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paIq19Oh5T4ghuNOu/JCD7Pv8xGQfdPqPTPHFdh4a8U33i61Xw+8QkutgdZ9/ynZzlvStn7EkyYdEbA4RlxmmQQRaLFONOtLeKS6yssiRjei7cYU++fwx70LXcXw7GH4ss7ua50zT7iWOG0tvLuZLpZC5cBQN/Hy8g4A5rg/H11cza8nn825hD2y78/u2zg+30ro/El/qNopAiZrdgFeSTBwM5xjsOKwn8T3i6nBezKk5jP3JEDAr3Ao0uKUtLEXgtrS3t9SvbxI3ihMI2MDlyzEbQe3GSfUCvT/EPxI0jU9I+z2Ni7XGzdIqxKi4Gc9QPXOMcnisHWtAjurOTUtNjSMztG9w0fynBDYKr68849vrWRp+lNqNiILTTZLmfJEkrgCOFgflw3TpnI5zTvoZOBFc66sssVkNMCttTcpPAk3BtyD+HI6/Wn3FjfWmrC0sbSSVwMqcb93U9AOODgjpXSaP4HtrK5iudRujPOmCscJIA+rHk/pXYW7RwxssCJEh5KoMZPv61KjY0jHl2Oej8OalrDLJqtwIIVwIoQcsgHcAHCk985zx6V0NtoenaTETbwkSYy0rncxPrmrSv8sbFMlkztHbnHP5UxbaW7mXznkWBQC4iHOKot6nF+J9GGrwubYFHQ4D9AT/AFNcZFF4j8M3QuYkmiHG6WLlT9RXv3iHW9Fi02PSNPihaRmAc+XjAXqfrmubkgUoQAWDfwt/KktRNHK6N8T/ADGEOsWyFG6ypyPxU/0rsx4g0prSO6gnV4ZM4CH8+O1cVrPge0vGkuYz9ml65j6fiK5nRpI9Pt7uGadW8uQoST24HT8c0SbSHCN3qb+sQi7uZp5fEAM7glYDajaF7DO7OK3b74m6be6IllbWcxvPK2BVVY14wcbjjjjn2FcHHJ/aGvXOY2NvCquZegxgn9Tik06wW9tTb2+nzXt0SyyfKNkWDlSG6A8c565pqpJqzIq04p3Ql14hjFvFCdMAaVXMoOAkispCtt6bhxyPSkv7aa1+zSR277rlQ/XIBIHGAODkHkdfzre03wEokjl1W7GFORDbnJ+m7/AV29pHb2rE20KR8cuBluPU1KjYUYqOxyun6XruqWEME0a2dqq5kEmUMjZ64HzHHUHIHNdJpvhizsQrvPc3MxG3czkLjrgKD0z65rUt0N0Y1UY3MVyW6Y7n2561vPquieH9Jn+0zQyzgEIEO7cfWtEim2efeI9LjuVkgWMx3JH8KYbp0Pt9a81ZNZ0G8S72TK8bErMoLce/tXq/2l9Vb7dPkPKcsDwcdhU32eMocEMhGCpXNRq2Oysczo/xQR1SDWbfIxgzRDIP1H+Fd3p0+n3Vr5umzIY88qrZAPXkdq8/1vwTb6gfMslNtLzkr91j7iuSt73VfBOuKHZWU8sqHiRe49jVXtuSz22S48q48tmKgncrDufSud8X3thCLK9vfKlSCRR5ROHbcR+ny5I74qnqfiK5uI4/7O066vJJE3II1+UcD7xPAHPrXG3UWqan9qNzFNDLBIvn+afnG4HGMdQcHkfpVW0ZDu9DtvFHj/Q9U00xabZGSUKHkVbdQqjoTyBwCQcYGc9a4i51q3u7uGwGnOApjGx23eU+Tu2Z/hIPQ+1S2Ghvqunxx2mnvI+P3lzMAiROCQQp7jB6cnjNdHo3guzsLpLu+uWu7lRnbGSqZ988n9KyfvO4RgrnLi0v7bWfsdnZzTSR4B6tuA4JGOx9D0rto/Dmo6rL52p3K20ecRxwt8yr6fLgDPU5zzW9C6wwlYURE/uoMA/WrRbGDsySgYAdBnsadjZOxVj0mx0yFlhV8nlnkYsST1PNcL4o0P7ehmsiIShwT91fr/jXb3azSMTJLtXH3VrNuYo1gkBOcjj1/wA9aJNjjFPRmZpWsS6E9po9oreSY8+YV+R26kZ9a5/4jXEUL21xDEsVzMCsqxrgPjo2B37Vpx3N+q2dp9hKxyu5kkmbhSDk7fw/InFcx4yEep3K3Ek58xRtQKeMfSopyad0zaulytNHEvcyNJv53dK2Y/BPiS4iSZNLlIkUOoLKGIPsTmqMNrFKyqBznB9TXsujXcq6LbNI7SSIu1m38kDgfpWrdzjUTXuoYta0uKHWFP2gR8GAKuxiBnAA4GegOap2Ol6fpLqLK0RZMAee3zSHt949PwxT7TGWLccdxnNa4sJrpWkhh226lcyy/LnPXHr35pLUuxULMz/ePPcnmrSICV3khQfyplxZWvkbF8zcQU8xWwfr7H39qqwRLDBFbKzBY1AUysWJwOpJ6mmO5uNbK0T3BeMYbJDNlmJPYVkTOxZwQQFJGc9/SkWVpo9kbg+pQ9Pp70iqrkKwPDeowM/1ouCRArEy+nByaqahdi3ikZpEVgOM9jT76ZbFCZZCAPlXP8X4VwmtanLczSBiChwVUUrpBZlDxNrUl7uQ8IBgViRpulQMhQH5gh5wKutatI6uzA47Gp7C0fU9WSFF+SNN0snTA/x9Kkh7npHha8mhsYhH5gzEgUE5xx2HvWtJ5joNoIUdl4A/D61j6FESCscbOAdqxgZx6V18GmmSJGvpPs8SxsPLQYdjnufx+tWk2Mx9xdcgMwBx8q8Amn2l7a3PmiGUOYHKOFHRsZx9ea0ZJ0hh2RIyoR8jFc78e/8AnvWe8ndW4yeCMUxo1bW6t8Dz0k2gZKJwTise71a8kU2WnSrbpkmSTgk4PC/hRu/fbUhdI34Uk/pTwAsqlCSMYJKg8UrjSM+x0wQSyXEzEzvwS3HX0rXIjADdEBxyeKJzEiI8hCnHJPVh7muM8R+IP3YiU+WFOQAf50lZA02J4s8RR28M0Vs21m4Pv9K85T7QY5LmQ5DNwh9D3q/M6zkyTndu6e1ENjPqM8dpaKdrsN74OEXvmluS3bY3PDaCbRLiGYkB7mJldmwNq9V+nNd67sF2x/u0BPyoAB19P61zsdnaQ2xt9sckBTCo+DkA8nB712UGn3F7E0kYW2tVQYeTnecY49ic9elNIbd9yizrgZKqR6VZhaJ8oHXcPvAHkfX0q3i1toHSNEYghiWP8Q46f561mLbwWsk0kNvHH5z7pWReXbHUmqEjQjIuVEUcwjV8hm5PBx/gKoXem263e6GXzx5mEdxg4x1A7U7z0jmCCcsSAQO/T/8AX+VLsMTh2wXYgsN2M9cClca3uC9doPI4Kj171ZjXEQBb5j1A+vQUnkAw5QYKnG0N2I71SvtShsIJFRh5m3HzdFNCsDT6Fm+u47GJZGl5Cn5M8mvINa1E694kiXy1KKwUnHQZ/wDrVp6zrc+oSlDIwX+I56e1YAUWitIr/UjrUt3Dbc63UvE97DMmnRTsAibiM+vatPwfqN0dQ1NJH3yCOMEkZIHzcVyMEOJbm5VDNPNOIUBB4GAR+fX6Cu98LaRNAjRQqbuWQB2YL0Y9s+1RFO5pUd0bM3mPhhnaOmOmM0fM4DBXZc43KOOK2l06CNPO1Gb7sYAgiO3kcfMfWobi6KwiMRuinlRs4I7mtbW3MkZ1pfW13b+dbv5iKxUFRxkHBA9a1oLm1MbeekhGOEQhfashpBuGfmU9VPHGelNU5dkKNGjfMDnt+HQ0XsNq4+4mV2MiPlQowAByfQVHbxzQo2obhHsJ8lWUsXcY5C9wM/ngU4k72CZCkY6D/IrB8QR3d1+6MixwIh2gHByfcUr2KtcxPEXiS4vbqaGQm4zGI4yfl8pc54A6E9xXH3SbU3uTuzwta16lvan5c7hnOTnP/wBeqDCJgDLlieam9wd7WM6GKWIwSSHOXwF/ujOa9H0KUtawPtU/OVUfdJGfU1x1lp8mpahBAu5bZTvlk7ADtn1rtDY2c8P2e4RHgJUqFxlF6ZHPX+tUiEd1p9nZW1uzzIk86qCS4OMnjGPWornUnmTYsgVVA+ToOOw9Kw4rpmTLOCS2QpJyAPpTJLpnVWUABjjce+f500wsaFzcxySvtWNcDoBgL+vWq/2hGRXxhGOBnvxVdXLSEAkEMeV6Ef57VchtmmARwrAckkdPpQUELPKQkYG8/e+TGfwHAq1cKLM4UqTjcrKRz7H0qCe4is43CgKFQEheSf8AGuY1jVxFHK+9htPyZHt/9ek3YCn4g1YAM2/HPJPQdf8A61cJJqZmv1GflY963RBNrlu0lrcq7JG7XKSHmNc4GOOQRXK3NvLaupyGAwysvIYdiD6GpsKUjdtYJL/UIbaE/vJW2g+nvXa21vp2jXdxbKgZox+8UuVaTA67hyOece31rmPArpJ4ogMikgI3A7HGPwrUtI31P4lX9o+pT2BE0zwtEm5vMRCVHoOBnPt700S2dz4YvTp89+0zkB1XAIIIIB/Qnn6VcuL4u5D5ZSc7gc/rXBeDb64uRc+ZJLLJJs24Izzknt9K6A3EkivhjkchR94/SquNGlLdt8ilmwncnoKiDyssnHCj5QDkt9KqRhpDtQEjb8wbnn2rRgsywJ2lQT8zdMH1FIoig8yZyFj5fG7gg9O9aTvb29rgOwlU9eoYEd/896ilkEMSKnKlwBjj/wDX0NcxqmrNE/7xo12EkDv7fpQ3YaHa7rSxRkRSLtIBGTzz7V5Zq19NPMyDgIcdf1ree8866b7fbyLaXLBFmXgpggkr68dqy9VtbEzy/YzJsVtqmQcyDH3vb0/KpRMn0Ikn326MOpA4r0KSCLw/p+nW4hDmRGkmJ/iPGfx9K8xtG8maKNyNu4ckZA5r0H4g3MqPp0qyBX+zEA5wV56fQj+VNCubF3MZ38yecS3DrneWLY3DjJz1wAPbFdJLfvONol2nbgjgce1cBqcNvD4cgv8AT9X1CZDcfZR9piWNbjam5niHXapIU7vUc9QN43g4ZEG7oTnvVXEjamvVdol2x5C9AuOMcknvVZZw+9FAJQHJA4H0qmJTvZD8ki44HPTsKtRK5V1Kq6sc7QOH+tBRKJwTjJIOCoKjG71zWhb2zvbmZtrEYO3plT1I/Sq0VrDaxbinzLj5ScKPaquoamqFlWUFw+wjHTvzQBY1DUBbW+MkKRlc9v8APFea+I/ELeZJGGJYkkL6Cr2s67Gbv7O100cRJJkCbto6/XrXN6vo89s0ZluIpJmi83ahz8nr+H9ajcbdinaXJltyztliTmuk0HTYmsZdUul3wxsFjQ9znk/0rj4GaJ3RsgE9TXoaN5Hw6tdqlN06b3Iz3JHB4I6U0Tc1TFDPbRSRRLHCr7hKq7TI+cknnlh93joK3/DOqLbW13ExdXyACfXcefyrhPDckOqeIl0rUtQurOCSQhGSaONYifvFjJxjGenJ4FauiPdwarq+nzSXR+yylAk5CyIFLcMBxnAGccelUK92ddJdl2CyLkdiKryXTO43HHGCWbGSR0rLMskiEFiWB5QHBH1qzCrSMfLHyZGAeooZRPvl8lmI3MCNqLgnFS28bykjaFQksxwRUsVoqKDJ8ife64P4Clu5/L2ADK4YjnAx7Dp3FIZJdXNrbwLtLAqCH6YYZ649f8K4vXtVBLwxyKc5UAHn/wCtTtV1hotxkaMyKuzavr3/ADrlYJop5vs2qxywwXDiRbhRyFGeAMfMCcVLdx3sc9qF9NPOXIwFbpnpitGEtcywwx/elYIv4nFVtRtLZnc2xYKXYBX6kDo30P6VJ4flMWt2CuQdsyEFhkHnpx+FOxnc9HuTDoN3Z2UMR2Rwq24cEMScN7nIp90ztO7NIkt2eGYNnLZ3HB6Hvz71h+PrmWLXpHWQhzBFhwcHHcH+dP1zR9Z0Tw/pV9fXN0s94XMkBUr5GAhQFsfeIbOO31Bqrjua63cqzLgjBVlIxwRnH8qvsoDyAdMjj0oopFF+yjXzFTHynr+VWwzShvmKhSAFXgdKKKEEjntdvp4JbcxkL5s/lMMdgCR+tefareSi42nDKCwAbPYCiioGyjPcEv5qRxx+acMqDC9OwpEjEyuWLcREjB6cmiiqRmyz4NlaHxdYBMASEhh65BpZNcvNP8Z3OqQmP7Qs8hG5cryCh4+jGiigXQ1vCaYS6wWBjKbSD06iu0jO5/m5KgDPc0UU2VE0rGFHlCEcdatXjbFZsBtu7AbkDj0oooQ2YF3eSzWMxfaQIhhQMAZXJNee6vdSyblLfKiqABRRUPcp7Gcru8ywtI5Q56sf8/8A6qtafbxyGUsM+W2Bn2oorSG5lLYztSTOoFMkK2SceoH/ANar2r3U19K7XDlzEiInsAo/xoopAamreJ31+2tI5dK061aCNY4pLVJFKRrnCAFyoXnJwOTzXUxEyo6t0iwVxx+frRRSGtjRsI1kUlxk8YPpW6I0gt1kVctk4J7UUVS3K6FeZjLaxO/JaQA/gSK47xBdSQozx4U49O/PNFFRLccdjhxevPEySRxMZMMXK/MCOeD2qBJWlHOBlW6D0oooRLEv4UiZAoyCuefX1/Wt9r+4HgbT4AwCNO5OBydvI/nRRTEVdP119K85XsNPv453EjJeweYAy5IIIII6nIzg9wa6HQbmfVr++1G8lZ7q4cSSSDjJOc49PpRRVAtzpo/myW5JODWxp8SFslQdoyPaiipL6EOpXD20LSIFLlM5YZxzWBrd1I1hKXCvubow4GHwMUUUSCJwOoXU00zM7nJkC8cetVUZ5pBFJLIVCkjLHIooqUJl3TYEki81hlgTj27VmSDbqoCkqFcOAOxyKKK0eyM+5f1WeXUJr28uJGaYSgA+g3EfyFWrrxDqmoadbadd3s81vbu0yCSVmJZ8Zzk8428emT60UUh9T//Z", 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", "info": {"video_id": "214307", "label": "letting brandy bottle roll down a slanted surface", "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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irX06HlPiCG40678kIPs+/wAxGQfdPqPTPHFdh4a8U33i61Xw+8QkutgdZ9/ynZzlvStn7EkyYdEbA4RlxmmQQRaLFONOtLeKS6yssiRjei7cYU++fwx70LXcXw7GH4ss7ua50zT7iWOG0tvLuZLpZC5cBQN/Hy8g4A5rg/H11cza8nn825hD2y78/u2zg+30ro/El/qNopAiZrdgFeSTBwM5xjsOKwn8T3i6nBezKk5jP3JEDAr3Ao0uKUtLDPA8tlZpeX18kbxQywL5Z+85JY8ew25I74r03xR4/wBD1TTTFptkZJQoeRVt1CqOhPIHAJBxgZz1rm9f0OOeP+0tPiWMXBVrh4/l6g7cL785IqjYaG+q6fHHaae8j4/eXMwCJE4JBCnuMHpyeM076WMnAiudat7u7hsBpzgKYxsdt3lPk7tmf4SD0PtQLS/ttZ+x2dnNNJHgHq24DgkY7H0PSuo0bwXZ2F0l3fXLXdyoztjJVM++eT+ldZC6wwlYURE/uoMA/WpUbGsY8uxgx+HNR1WXztTuVto84jjhb5lX0+XAGepznmt6PSbHTIWWFXyeWeRixJPU81aLYwdmSUDADoM9jVK7WaRiZJdq4+6tVsVucR4o0P7ehmsiIShwT91fr/jWlpWsS6E9po9oreSY8+YV+R26kZ9a07mKNYJATnI49f8APWufjub9Vs7T7CVjldzJJM3CkHJ2/h+ROKyk3fU3ppJNpGZ8RriKF7a4hiWK5mBWVY1wHx0bA79q81e5kaTfzu6V23jIR6ncrcSTnzFG1Ap4x9K5SG1ilZVA5zg+prVTfLqctWK53YvReCfEk8STrpcrB1DgFlDEfQnNeu33xN0690SOxtrOY3nlCMKqrGvGDjccY6c+wqDR7qVdEtzI7SSIm1m3ckDgfpXE6dYLe2zW9vp817dFmWT5RsiwcqQ3QHjnPXNF7ESihLrxDGLeKE6YA0quZQcBJFZSFbb03DjkelJf201r9mkjt33XKh+uQCQOMAcHIPI6/nW9pvgJRJHLqt2MKciG3OT9N3+Art7SO3tWJtoUj45cDLcepqVGxUYqOxyun6XruqWEME0a2dqq5kEmUMjZ64HzHHUHIHNdJpvhizsQrvPc3MxG3czkLjrgKD0z65rUt0N0Y1UY3MVyW6Y7n2561vPquieH9Jn+0zQyzgEIEO7cfWtEim2efeI9LjuVkgWMx3JH8KYbp0Pt9a81ZNZ0G8S72TK8bErMoLce/tXq/wBpfVW+3T5DynLA8HHYVN9njKHBDIRgqVzUatjsrHM6P8UEdUg1m3yMYM0QyD9R/hXd6dPp91a+bpsyGPPKq2QD15HavP8AW/BNvqB8yyU20vOSv3WPuK5K3vdV8E64odlZTyyoeJF7j2NVe25LPbZLjyrjy2YqCdysO59K5vxldWSwwXl35UiW45ib7zb2UYGOnAJPqBVXU/EVzcRx/wBnaddXkkibkEa/KOB94ngDn1rk5rfVdWgvvPilint5YzOJW/eKGDYK46g47e1VbRkO70Ow8Q/EjSNT0j7PY2LtcbN0irEqLgZz1A9c4xyeK4W511ZZYrIaYFbam5SeBJuDbkH8OR1+tS6fpTajYiC002S5nyRJK4AjhYH5cN06ZyOc10Wj+B7ayuYrnUbozzpgrHCSAPqx5P6VnL3ncIwVzm7ixvrTVhaWNpJK4GVON+7qegHHBwR0rs4/DmpawyyarcCCFcCKEHLIB3ABwpPfOc8eldDbtHDGywIkSHkqgxk+/rVpX+WNimSyZ2jtzjn8qDZOxVttD07SYibeEiTGWlc7mJ9c1yXifRhq8Lm2BR0OA/QE/wBTXaLbS3cy+c8iwKAXEQ5xWv4h1vRYtNj0jT4oWkZgHPl4wF6n65obEkeAxReI/DN0LmJJohxuli5U/UV2GjfE/wAxhDrFshRusqcj8VP9K6qSBShABYN/C38q5PWfA9peNJcxn7NL1zH0/EU1psKx2o8QaU1pHdQTq8MmcBD+fHauD1iEXd1LPL4h/fyAlITajao7DO7OPpWBo0ken293DNOreXIUJJ7cDp+OaIpP7Q1+4zGxt4VVzKeFwBn9Tip9pJPQ09nFx949NuoYta0uKHWFP2gR8GAKuxiBnAA4GegOap2Ol6fpLqLK0RZMAee3zSHt949PwxT7TGWLccdxnNa4sJrpWkhh226lcyy/LnPXHr35qlqZ2KhZmf7x57k81aRASu8kKD+VMuLK18jYvmbiCnmK2D9fY+/tVWCJYYIrZWYLGoCmVixOB1JPU0x3NxrZWie4LxjDZIZssxJ7CsiZ2LOCCApIznv6UiytNHsjcH1KHp9PekVVchWB4b1GBn+tFwSIFYmX04OTVTULsW8UjNIisBxnsaffTLYoTLIQB8q5/i/CuE1rU5bmaQMQUOCqildILMoeJtakvdyHhAMCsSNN0qBkKA/MEPOBV1rVpHV2YHHY1PYWj6nqyQovyRpulk6YH+PpUkPc9I8MXc0enIibgphQANg447ema1pvMfDDO0dMdMZrL8O2ssweO3gaTHyhAMhQOh9vxrrl06CNPO1Gb7sYAgiO3kcfMfWqSYzF+ZwGCuy5xuUccU+0vra7t/Ot38xFYqCo4yDggetaNxdFYRGI3RTyo2cEdzWa0g3DPzKeqnjjPSmNGvBc2pjbz0kIxwiEL7Vk3EyuxkR8qFGAAOT6CmKcuyFGjRvmBz2/DoaUk72CZCkY6D/IouNIbbxzQo2obhHsJ8lWUsXcY5C9wM/ngVxHiLxJcXt1NDITcZjEcZPy+Uuc8AdCe4rb8QR3d1+6MixwIh2gHByfcVxV6lvan5c7hnOTnP8A9epb6DSa1Rk3SbU3uTuzwtVYYpYjBJIc5fAX+6M5rRYRMAZcsTzUtlp8mpahBAu5bZTvlk7ADtn1pESOx0GUtbQPtU/PtUfdJGfU10kjMF2xjy0BPyIAAOfT+tc99htJ4vs86I8BKFQuMovTI56/1rsYNPub2NpIwttaqgw8nO84xx9Tnr0qwKDOuBkqpHpVmFonygddw+8AeR9fSreLW2gdI0RiCGJY/wAQ46f561mLbwWsk0kNvHH5z7pWReXbHUmmCNCMi5URRzCNXyGbk8HH+Aqhd6bbrd7oZfPHmYR3GDjHUDtTvPSOYIJyxIBA79P/ANf5UuwxOHbBdiCw3Yz1wKVxre4L12g8jgqPXvVmNcRAFvmPUD69BSeQDDlBgqcbQ3YjvVK+1KGwgkVGHmbcfN0U0KwNPoWb67jsYlkaXkKfkzya8g1rUTr3iSJfLUorBScdBn/61aes63PqEpQyMF/iOentWAFForSK/wBSOtS3cNtzrdS8T3sMyadFOwCJuIz69q1PBupXI1PUg7s0wSJcnnA+auQghxLc3KoZp5pxCgIPAwCPz6/QV3HhvTWsk2KTcySAOxCZyx7fh/Wpje5pUd1Y3pPMdBtBCjsvAH4fWk3F1yAzAHHyrwCa2INNMkSNfSfZ4ljYeWgw7HPc/j9ajknSGHZEjKhHyMVzvx7/AOe9a27mRnWl7a3PmiGUOYHKOFHRsZx9ea1rW6t8Dz0k2gZKJwTisp5O6txk8EYpm799tSF0jfhST+lK9htXC71a8kU2WnSrbpkmSTgk4PC/hVKx0wQSyXEzEzvwS3HX0rQACyqUJIxgkqDxU85iREeQhTjknqw9zS3K9AIjADdEBxyeK4vxZ4ijt4ZorZtrNwff6UviPxB+7ESnywpyAD/OuHmdZyZJzu3dPahy7CtYoJ9oMclzIchm4Q+h711XhxBNodzDOSFe4jYO7YG1eqn25rEhsZ9RnjtLRTtdhvfBwi98128dlaRWxt9sckBjwqPg5APJIPelYSkzvNPs7K2t2eZEnnVQSXBxk8Yx61Fc6k8ybFkCqoHydBx2HpWHFdMyZZwSWyFJOQB9KZJdM6qygAMcbj3z/OqTFY0Lm5jklfasa4HQDAX9etV/tCMivjCMcDPfiq6uWkIBIIY8r0I/z2q5DbNMAjhWA5JI6fSgoIWeUhIwN5+98mM/gOBVq4UWZwpUnG5WUjn2PpUE9xFZxuFAUKgJC8k/41zGsauIo5X3sNp+TI9v/r0m7AU/EGrABm3455J6Dr/9auEk1MzX6jPyse9bogm1y3aS1uVdkjdrlJDzGucDHHIIrlbm3ltXU5DAYZWXkMOxB9DU2FKRu2sEl/qENtCf3krbQfT3rtba307Rru4tlQM0Y/eKXKtJgddw5HPOPb61zHgV0k8UQGRSQEbgdjjH4VqWkb6n8Sr+0fUp7AiaZ4WiTc3mIhKj0HAzn296aJbO38OXjWJ1ASyMGkEewEEYIyCfp1P41Zkuy7BZFyOxFcL4Pvbm6W6MsskmVWTlvqTW8ZZJEILEsDygOCPrVDRqSXTO43HHGCWbGSR0qPfL5LMRuYEbUXBOKghVpGPlj5MjAPUVoxWiooMnyJ97rg/gKRRFbxvKSNoVCSzHBFWrq5tbeBdpYFQQ/TDDPXHr/hUd3P5ewAZXDEc4GPYdO4rkdV1hotxkaMyKuzavr3/Ohuw0N17VQS8McinOVAB5/wDrV5tqF9NPOXIwFbpnpiuhgminm+zarHLDBcOJFuFHIUZ4Ax8wJxWNqNpbM7m2LBS7AK/UgdG+h/SpSJkyzCWuZYYY/vSsEX8TivQrkw6Dd2dlDEdkcKtuHBDEnDe5yK848PymLW7BXIO2ZCCwyDz04/Cuu8fXMsWuyOshEhgiwwbBx3U/zpoVzcumZp3d5EluycMwbILZ3Hnoe/PvXSy6g9wNqy7crgjgcegrgdVigj8Pw6lYaxqEym6+zZuIliWchAWeLHIVThTu55HuButeDhkQFu5z3qrhubU16rtEu2PIXoFxxjkk96rLOH3ooBKA5IHA+lUxKd7IfkkXHA56dhVqJXKupVXVjnaBw/1oGSicE4ySDgqCoxu9c1oW9s725mbaxGDt6ZU9SP0qtFaw2sW4p8y4+UnCj2qrqGpqhZVlBcPsIx0780AWNQ1AW1vjJCkZXPb/ADxXmviPxC3mSRhiWJJC+gq9rOuxm7+ztdNHESSZAm7aOv161zer6PPbNGZbiKSZovN2oc/J6/h/Wo3G3Yp2lyZbcs7ZYk5rpNB02JrGXVLpd8MbBY0Pc55P9K4+Bmid0bIBPU16GjeR8OrXapTdOm9yM9yRweCOlNE3NUxQz20UkUSxwq+4Squ0yPnJJ55Yfd46Cug8Laotol0sm5doIJPUnJxj9K4Pw3JDqniJdK1LULqzgkkIRkmjjWIn7xYycYxnpyeBWtoT3Vvq2q6dM92zwT+SiTBRIgBYYYDIzwOnHpVXFe52VxfF3IfLKTncDn9aqS3bfIpZsJ3J6Cs03EkivhjkchR94/SnRhpDtQEjb8wbnn2obKRbDyssnHCj5QDkt9KWDzJnIWPl8buCD071LBZlgTtKgn5m6YPqKsSyCGJFTlS4Axx/+voaQyV3t7e1wHYSqevUMCO/+e9crrutLFGRFIu0gEZPPPtTdU1Zon/eNGuwkgd/b9K4x7zzrpvt9vItpcsEWZeCmCCSvrx2pN3Hexg6tfTTzMg4CHHX9alSffbow6kDipdVtbEzy/YzJsVtqmQcyDH3vb0/Ks60byZoo3I27hyRkDmixFz06SCLw/p+nW4hDmRGkmJ/iPGfx9KtXczXD+ZPOJbh1zvLFsbhxk564A+mKyPiBcypJpsqyBW+zkA9155H0I/lTNa0bWdC8O6Vd3txcrNeiQSQFMCAKFKBjj7xVs47dOoNMTZsLdyrMuCMFWUjHBGcfyq+ygPIB0yOPSiigsv2Ua+YqY+U9fyq2GaUN8xUKQAq8DpRRQgkc9rt9PBLbmMhfNn8phjsASP1rz7VbyUXG04ZQWADZ7AUUVA2UZ7gl/NSOOPzThlQYXp2FIkYmVyxbiIkYPTk0UVSM2WfBsrQ+LrAJgCQkMPXINLJrl5p/jO51SEx/aFnkI3LleQUPH0Y0UUC6Gv4QiUtcrkjZsAIPIHNdlH82S3JJwaKKbLibGnxIWyVB2jI9qh1K4e2haRApcpnLDOOaKKED3MDW7qRrCUuFfc3RhwMPgYrgdQupppmZ3OTIF449aKKjqUyqjPNIIpJZCoUkZY5FXdNgSSLzWGWBOPbtRRWkNzORmSDbqoCkqFcOAOxyKv6tPLqEt9eXLl5RKAPTG4jH5CiikI1NY8TvrsVrFLpenWzQRpHFJbJIpRFHCAFyoXnJwOTzXTxEyI6t0iwVxx+frRRSGjRsI1kUlxk8YPpW6I0gt1kVctk4J7UUVS3K6FeZjLaxO/JaQA/gSK47xBdSQozx4U49O/PNFFRLccdjhxevPEySRxMZMMXK/MCOeD2qBJWlHOBlW6D0oooRLEv4UiZAoyCuefX1/Wt9r+4HgbT4AwCNO5OBydvI/nRRTEVdP119K85XsNPv453EjJeweYAy5IIIII6nIzg9wa39Fu7jVLq/wBTu5We7nkWV3HGWOecD+VFFMSOpjO5/m5KgDPc1pWMKPKEI460UUjQtXjbFZsBtu7AbkDj0rAu7yWaxmL7SBEMKBgDK5JooolsETz3V7qWTcpb5UVQAKzld3mWFpHKHPVj/n/9VFFShMtafbxyGUsM+W2Bn2rO1JM6gUyQrZJx6gf/AFqKK0eyM+rL2rXU19MzTyFjEiInsAox/OrVx4h1XUtJtNOvL2eaC3d5U8yVmJZsZySecbePTJ9aKKQ+p//Z", 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", 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", "info": {"video_id": "214307", "label": "letting brandy bottle roll down a slanted surface", "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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xGQfdPqPTPHFdh4a8U33i61Xw+8QkutgdZ9/ynZzlvStn7EkyYdEbA4RlxmmQQRaLFONOtLeKS6yssiRjei7cYU++fwx70LXcXw7GH4ss7ua50zT7iWOG0tvLuZLpZC5cBQN/Hy8g4A5rg/H11cza8nn825hD2y78/u2zg+30ro/El/qNopAiZrdgFeSTBwM5xjsOKwn8T3i6nBezKk5jP3JEDAr3Ao0uKUtLDPA8tlZpeX18kbxQywL5Z+85JY8ew25I74r03xR4/wBD1TTTFptkZJQoeRVt1CqOhPIHAJBxgZz1rm9f0OOeP+0tPiWMXBVrh4/l6g7cL785IqjYaG+q6fHHaae8j4/eXMwCJE4JBCnuMHpyeM076WMnAiudat7u7hsBpzgKYxsdt3lPk7tmf4SD0PtQLS/ttZ+x2dnNNJHgHq24DgkY7H0PSuo0bwXZ2F0l3fXLXdyoztjJVM++eT+ldZC6wwlYURE/uoMA/WpUbGsY8uxgx+HNR1WXztTuVto84jjhb5lX0+XAGepznmt6PSbHTIWWFXyeWeRixJPU81aLYwdmSUDADoM9jVK7WaRiZJdq4+6tVsVucR4o0P7ehmsiIShwT91fr/jWlpWsS6E9po9oreSY8+YV+R26kZ9a07mKNYJATnI49f8APWufjub9Vs7T7CVjldzJJM3CkHJ2/h+ROKyk3fU3ppJNpGZ8RriKF7a4hiWK5mBWVY1wHx0bA79q81e5kaTfzu6V23jIR6ncrcSTnzFG1Ap4x9K5SG1ilZVA5zg+prVTfLqctWK53YvReCfEk8STLpcrB1DgFlDEH2JzXq3h/wAW6F4Tur+xvLZJG2oryRRbvm2Z2gEcYLEdfWl0W6lXRrYyOzyIoVm38kDgfpXH32lPY+IGTUlfY0zrstyG65I2nnOfai7WpEopmjrXi2C91K5v002QwGMvFIGCuu7IVgR0AORg9uayoc6tYXd+tlsePHyREKGYqFJHHXIBx3ye9aUPgy71Gbz5oI9KgYDcjD5mPchAeOmeSK7DSdG07R7RILaPzGU7vMm+b5vUDoKm2txwhbU5Xw5b+ILi3lW1ha2SfAFwf3ewZ5wx5z9B3PSus07wXYxM0t432h/vGNMrGG9cZz/L6VtJKZJdpOflJ3EnjAzQzuY8RrtyOSao1bdrFDU4bVLcW6xDbjasYX19K8x1fwpqUd1NJZoZkP8AAW+b/wDXXumg/wBl6Qst5q5LzYG3zY8gZ5+WsK8voNa1C4vYkEaSOSuwYyo4Gfc4pX1swtoeXaV441/QsWt2ryovHk3OQwHThv8A9deg6J420fW9qOFt7th9x+CT/vVBqmi22qwtFcQo4P8AE3UfjXn2t+GU8P3trNHdOYmmClG7c+tPYmx6F4g1GHUbM2sGpmzUE+bL5W/cvoORxWP4b8Taf4P1GeW4umv4LqIKsi24Drg9O45yMVzOsalGmm3CxEPKEUBU5yD/APrNVpbeCI6ebtJY1di0qLjeFP3Rg9+KUaktiqtKFrm/rnjG31TVY7uPTJJbILuw5XIC8Hbj7uCAe2eawrGc6/I+bQh4otxcOA0gVyw3Njrg4z7DPFXofCd7qkqTR2iadCRhnmG0ydshOvI5PQZrqtG8NaZo9uyDddSv99pfuE+y/wD66TV3cxjBLU5Dw4dWN6TZ6e0u0FcMmQGxxuJ+UemTXY2fhG4uJhPquoSGVv8AWCCQln+p6ZxxwOldFHLloosDBOAowFX+la2lW0A23d1NEkYbhHfBb3HtVpamrbtoYcml2lvp5RISYFUKxky4x2BJzXnHiTRLx7gXFgjvG3WPkDHoB6V6t4m8S2N/fJpelc25H76RV4JB45rIjgT+JsNg4PUClJu9kCSauzzjQPGmreHD9leMtAuf3EqlSP8AdNeiaN4u0LxAyeZ/o90vAEh2kE8cHoah1LR7TUIjHdQJKRwCBgg+xrz7WfBV9pkUl1aTb40+ba5ww+ho1RLPabjckbMrbtvIz3/GoI7+MRM5lwuCzFuAvrXnfg3xnNcadNZXe6SWBQY267k9CPaqut6xq8ls050u/t9PGC0rqAWPqV64q42ZLbSO2uoYta0uKHWFP2gR8GAKuxiBnAA4GegOap2Ol6fpLqLK0RZMAee3zSHt949PwxT7TGWLccdxnNa4sJrpWkhh226lcyy/LnPXHr35qFqXYqFmZ/vHnuTzVpEBK7yQoP5Uy4srXyNi+ZuIKeYrYP19j7+1VYIlhgitlZgsagKZWLE4HUk9TTHc3GtlaJ7gvGMNkhmyzEnsKyJnYs4IICkjOe/pSLK00eyNwfUoen096RVVyFYHhvUYGf60XBIgViZfTg5NVNQuxbxSM0iKwHGexp99MtihMshAHyrn+L8K4TWtTluZpAxBQ4KqKV0gsyh4m1qS93IeEAwKxI03SoGQoD8wQ84FXWtWkdXZgcdjU9haPqerJCi/JGm6WTpgf4+lSQ9z0jwxdzR6ciJuCmFAA2Djjt6ZrWm8x8MM7R0x0xmsvw7ayzB47eBpMfKEAyFA6H2/GuuXToI087UZvuxgCCI7eRx8x9apJjMX5nAYK7LnG5RxxT7S+tru3863fzEVioKjjIOCB61o3F0VhEYjdFPKjZwR3NZrSDcM/Mp6qeOM9KY0a8FzamNvPSQjHCIQvtWTcTK7GRHyoUYAA5PoKYpy7IUaNG+YHPb8OhpSTvYJkKRjoP8AIouNIbbxzQo2obhHsJ8lWUsXcY5C9wM/ngVxHiLxJcXt1NDITcZjEcZPy+Uuc8AdCe4rb8QR3d1+6MixwIh2gHByfcVxV6lvan5c7hnOTnP/ANepb6DSa1Rk3SbU3uTuzwtVYYpYjBJIc5fAX+6M5rRYRMAZcsTzUtlp8mpahBAu5bZTvlk7ADtn1pESOx0KUtawNtU/OVUZ2kjPqa7D7ZLOqZHC5C5HI/H1xXJfYbSeL7POiPAShULjKL0yOev9a7DTLW4lK+VAApBUySIdvI7mr1BoqgtEx3kjPTNJJdQWLKbpjFukES71PLngAD1rbNpbWnl7ZHurlk+b0z7D2qlc3IlcHcRyOduMHvTsND4pkjfG3ORycdDU19qNraxxSpG7yAkneQQ3oMfhWWW3oV8syPxtwcfnTkIlj3tuBxgDr0pXHYzryPUdabzL+6Lxt82xB90enWtS2gihURrj5QEAB6VJa8ptdQVC42kDGMfrVDUNTjsIiUIZ+fm6Ypabsb10Q/Ur22sbNjL97PAHavJvEOrXOr6lsjk+UMMEdF96u6rqj3s7oJDtLEnJ5rKxAGLKCGFJu5L0I7UTDUYYlyWV1Ax/EM9D7V6lpoi+3X9xGFLSzBlyQWjG3p7d+a5Dw7pEu2W+ugUmlJWBW42qOp/wrstGjjaa4a1tlkuJY02tFgE47n170JBdtalyN33EyHcf9qnRyRKcvIoUd2OAK020wWjhr6WKR8A7E6K3XGe/pVXU4bS/OyW2hlXeJArAMN2c5Pv3q7CJEkjidSSMnkc46UXFlFcWvmTXjeaSqpEoONo68+nSqpkUK5eQxsvOegPP/wCugH7VEAGDRgZbPGfx+tFw3IoLdLZDtCKm8hdvr/8AXq1CCzKxPy9d2OvFLAAzDcoO1sbtxIwTSuiWxYysQq8KxOT9KSKZOqjcWZ8ADr2+lcX4w8RJZ6cbaNxIWUruJzmpNf8AErRbkhbamzGBwfxrgbrdey+ZNJ82eF7Ck30Qraamn4UvJNH0u61Afun64HGQBgfzNLea/f3unzTy3DFCnzc+vastR9pjNo0rKpljDEZ4Uk+nvW/p2n/bLpjjybe1OFQr/rGXHy/h0+tZ2dzVSXKeq6fZ2Vtbs8yJPOqgkuDjJ4xj1qK51J5k2LIFVQPk6DjsPSsOK6ZkyzgktkKScgD6UyS6Z1VlAAY43Hvn+dapmNjQubmOSV9qxrgdAMBf161X+0IyK+MIxwM9+Krq5aQgEghjyvQj/ParkNs0wCOFYDkkjp9KCghZ5SEjA3n73yYz+A4FWrhRZnClScblZSOfY+lQT3EVnG4UBQqAkLyT/jXMaxq4ijlfew2n5Mj2/wDr0m7AU/EGrABm3455J6Dr/wDWrhJNTM1+oz8rHvW6IJtct2ktblXZI3a5SQ8xrnAxxyCK5W5t5bV1OQwGGVl5DDsQfQ1NhSkbtrBJf6hDbQn95K20H0967W2t9O0a7uLZUDNGP3ilyrSYHXcORzzj2+tcx4FdJPFEBkUkBG4HY4x+FalpG+p/Eq/tH1KewImmeFok3N5iISo9BwM59vemiWzt/Dl41idQEsjBpBHsBBGCMgn6dT+NWZLsuwWRcjsRXC+D725ulujLLJJlVk5b6k1vGWSRCCxLA8oDgj61Q0akl0zuNxxxglmxkkdKj3y+SzEbmBG1FwTioIVaRj5Y+TIwD1FaMVoqKDJ8ife64P4CkURW8bykjaFQksxwRVq6ubW3gXaWBUEP0wwz1x6/4VHdz+XsAGVwxHOBj2HTuK5HVdYaLcZGjMirs2r69/zobsNDde1UEvDHIpzlQAef/rV5tqF9NPOXIwFbpnpiuhgminm+zarHLDBcOJFuFHIUZ4Ax8wJxWNqNpbM7m2LBS7AK/UgdG+h/SpSJkyzCWuZYYY/vSsEX8TivQrkw6Dd2dlDEdkcKtuHBDEnDe5yK848PymLW7BXIO2ZCCwyDz04/Cuu8fXMsWuyOshEhgiwwbBx3U/zpoVzcumZp3d5EluyfmYNnLZ3HB6Hvz712t3q4mijWN+VUFlzxn6e3FeY6rFBH4fh1Kw1jUJlN19mzcRLEs5CAs8WOQqnCnd6j3A6mS5fy1dQ4Rjhc8jA96q4tzTN3gl13I/IbBxxVRriQr8n385wWHy5qmXJkYszMCvysp4zVmGB5cb0yTjBXrnsfrQWPlZt3lldyso+bblc56VftEAcT3CnaD93PXHb/AOvSxQCE7mOJOy9ceuPeqF/fPCruAMLIQxduw46/XFICbUL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", "info": {"video_id": "214307", "label": "letting brandy bottle roll down a slanted surface", "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": "a9dc983a9b95d70aa6c5a4274f1db26860341976aa244919c8e043168fdacc8b"} +{"episode": 61851, "episode_seed": 2398420887, "split": "train", "timestamp": "2025-10-13T03:29:54.875248", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2398420887, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming one hole paper punch plier'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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jMSWxnOTzjbx6ZPrRRWsNjOW5/9k=", 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bm+3WjYp6iiisDYVUUHgVOAAKKKADOKDRRQA01GxoooEzD8Vf8gJv+uqfzrlbrXNSv9Pg0+6u5poIHaRRJIzElsZzk8428emT60UVrDYzluf/2Q==", "info": {"video_id": "145445", "label": "turning the camera right while filming one hole paper punch plier", "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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aS+EiPxHUQRqq8CrSqKKKxNh+eaeKKKAEJoFFFAgNIaKKAZheLP8AkBP/ANdU/nXJXWu6lf6fBp91dzTQQO0i+ZIzElsZzk8428emT60UVtDYyluf/9k=", "info": {"video_id": "145445", "label": "turning the camera right while filming one hole paper punch plier", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "145445", "label": "turning the camera right while filming one hole paper punch plier", "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": "145445", "label": "turning the camera right while filming one hole paper punch plier", "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": "ea3e81461e8442cb5762d4ade8d99f444f26bd3dec4ebc804cacd8bbed8239e1"} +{"episode": 61852, "episode_seed": 2092719230, "split": "train", "timestamp": "2025-10-13T03:29:59.102721", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2092719230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending crow's feather so that it deforms'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "212476", "label": "bending crow's feather so that it deforms", "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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Pk5/0hpkcyOcsT0wPbmuFOocbgQSBgHuK0pQU43ZhXl7OVjvfHHxCu59UvtO0/UQun+XsBhAAlBX5gWxnPUccV5TLIZZOufSluZN8hPvV+Dw7qE3h6613YqWMDKm9jguxIGFHfGeTXQrR0RxtuTua3hGyTUI72Ni4MSrs2rkZOcknPH611sWiuZ98BwrKM7hjJxjn/Pesr4c2m5b11ZlKeWzcZ67sV6NDHtJw6jnAI5PPrisKj943pr3SGwtWhZY/LXPYD249q2EjIAiWRNoORzjPfpVdVgaUI0gViOBnBI7/AIVobSsm3IDdM9vwqDdFuJScDoT055rzrxjq95renaythp6TWNliE3ZjBwdwDbTjqT6dhXe3V7HpmnXF7NhhCmSO5J4H64FcJoupRT6FfW99drb2ccUkUEZJClipGeDknkgfiTk1LdjSEOa5sfC/xUdU0yHTr6YNeQ7kjLH5pEUL19wGx9BXoalSxdVJwu1Qex714rYaXb6de2eoRvJpt3CizB5AQkiHjceOM569D3r1NPEelWkBN9e29m8ZO6OadS454JA9eo9iKfxaozkuV2ZsmZYw7uyoiDJZsAD3JrwL4q+IjqHiKa1gvBNZ2wCx7GyjNj5m9znIzW98R/Hmn6ho50rS5J2kEyyNPtxGyqDkYPJ5PcDpXjt1dNcvuKgew9a3pwtqzmqzvoginMLllGWPGfQV30mi3iht7bnQjI37sYH5Y59eK4S0QMd54IIC/X1r223tAYomlgCkfLhT29h6fhRVewqSvcw9K06N3WSSI5GCo6Z/z0rsLK1hiZJUjO1T1A6en+R6URQbYiFQr245z24561fgjZI9pIBGAu3jH4+tYnSlYfHdQ282bi4SJpXO3zXC59evv/OtJGjURqwP719iYy25iCcfpWbLY2uoW/kXcBmjx1cAn6DvXLeI/Cy6Jpbanpk9/HFE+51gn2mIYILgZxxnHTvRYZ3ceq2pezh8797dKZETvjOOfTJ6VrJlYiwxwvIHf0rxfwrfpZeHtQvruyka6twHtbuV9xRAQOB0GGOc9ea3fDvjm5l1BH1SULZbeXZcYPY1L0NFFSV0enqBGpUnJA+Yj1PWsnxTq0egeHLjUGgMvkFWVOgZycLn2yetaSGOVI5UdDE4DiQH5Sp6EHpj3rwHxt46v9aub3T5bjy7KK4by7dANrBSQp3dWOOeTj0rSEOZnPUlyo47W9Sn1TUZbq4bMszF3Pbn09q0NAMl4XiijyilF6ZOOf8ACuccl3wDnJ4rvPAdkj/bU43fIAw6k8k/h0refwnLDWWo+w09ZysbKBJnBO368/lmu0sNHt1gC4zxzkcmrFtp1urhsKxODll6/mMitW1jCTZRcKCOc/d9fr/ia5nqdcY2LFuiKIY49uR1IAye/wDn8q1oyx2cnBHRehqjGArkORg9gvPX860IsBXZyqhRliO3HXP0oL9DM2tZ+NreUEeXf2LxHHOZIW3r/wCOO35V0sWWyCBn3PGa4nxD4j0q3i03UY5kuWtL6JwsIyxDZjYfk5P1AHeu3yojZQcsM55xk+lD7gk72ZIAWkZm/hwo+vf+lSoVEnmgZYcA471CoIQZzuAyee9UtX1ux8P6abu+lZATsjRBud3wTgD8zSWugnpueafFzVLSHTrfSFYNcbxMy5yUA3YJ9ySa8dtmh3ySzANxhVJ61qeK9UGqa1eXqqwSaQkbjk46DP5Vgxx7yWYEovb1PpXZFcqscU5Xdz3g5SD5IwsmPlxjnjjGOtQ2VxcRRRJfKW3fPsGOR6ZB6+3tVyOMYPl/J6tnBbp6dutOgto5pGaWNYyAdrlfve/+FcZ2Fy1gTeJVjCM3IKLgk57+/tmtQgjhQxGfug+/vx6VBCNsQiHMYXHAz6f41ft1IjUyYx3JXII+lMooat4X07XLi0mvkkkNuCFBkKgrwcMB1/DHWuY0nwbr8OnyKXtI7gFzbqGLKevBI+6vTnnGBmvQB8nzAZyQzE85HpUtvMIZAz/dB+uc/wCNKw1JrY8Ov/h5441i4El6lso3YC/a12p74BNULz4V+LLYqI7OG6yu7NvOpxzjvivoORQszRr64H+P5fzp2FEgAHP9KtVGtEZOmpatnz/afCDxNcWwurpbWyUtgpPIS4HrtUH+ddj4u0SHSvhbLp8MpeO0EXzbcbyHGT+JJNemX0qpAd2MMCRmvKfiPrgh8NR6WpxJdtuk9RGpyc/U4H501JykiHBRizn/AIeHC6i2CzL5TdPdq7Cyvboxt9pjKLI5KEqQWAPODj261xnw0DynVHA4zHyRkD71d9Fax3VyInXDK2fmYhSew4496VT4mVT+BFqC2tZ5xOiKDyPNzzj056H9O9bQyBvU/MRkjHU49KqWqeRAkZwQTlmc5GMdOKv2qnbt4I6LnJBHvUmol7YrqGiXFq8bSrNGyiN/kO7HH05x9K8ljmgsJns9StGhkIEarMm3y8dTz2PSvaQm0AqM8bUA+6P881na7oVh4jsza3sZVMho5lA3xY/uk/qOhqXG5cJuJjwahptv4Tkn1K4SVrm3KyBsHEZ6KPYDH415LDq8Go2sdjdziKSJdtndueAO0Uh/u+jfwn/ZPE2reDfGpuZrY6ddXNrE5VHgUFHXsRznFN034X+K76VVk082MZJzJdsEA/4Dyx/KtqS5E22YV6ntGrI5e8uDIp5OfrVnwjpcWteKrGynUtDI5Z1HcKpYj8cYrtrf4L66zo1/fWFvBuAkZHaRgOc4GACenfvXQwaJoXgHTNR1S2jlmukiaOOWdssWPAUAYAyfxxVyqLZGCpvdnjsB2tHkAZk6AdOcmvapNQS1lijYsWkbkrx/KvEow8t3HDG3OeT79zXt7RROyySJHv2nDyKDgEckAYx+B60q3Qqh1LrBpopDHP5GTgNt+Zff0Ht+NaVikotRHI2/ABDt1IrL0yykimi804X7xIyoA9PetuLahUjftPGSDkdT+VYo6EWLfJYDDHaOfm5q7LbQ3sEttdRCWJ02umOCDwR9aiggCOXVcuBtBx+PB7j2qySFU8gFSMjsCaBnlkNne+FLybTmCvBKc8j5LuEk5Un0IOCOxrC1mxGjNOba5Sexj+eFmPz7CMhWH94dD7ivaNXsItT0O7hMKySGN2hDLko4U7SPQ5xXzLe+INQ1GJba424yA5C4Jx60lCUn5FOtCK13NeLxFff2f9he7m+zDrFvOw+mV6VzV8wadiM9cjNPMh3EjvVvTtA1XX5W/s6zknVCA7jAVc+rHiu1tJHnu7Kx0+SC0sr1yMXLSGNfZSBn88j8K7v4eTLFHqTM2EG0n36isnxnZx6KmjaOJVluNPsz57Lyu+Ry+B+f8qt+AYPtVpqCSHYj7ApHXvk//XrOTvC5UFaaR6VbTrLFEYHU7gT8nGOnJ/n71YsZbsXBFwkfkk/KF+YqPU1kQxSW8oWGN44VUFSxUkfljPc/0rooITFErZUFlDMuME89a5kdaLMeUc7hjjAGM85/GrkrbNNnbyjJiJvkIxu+U/LxzzUCR+cBh8BsYIbaT34P41oIcsOM4IUFjjJpjR4fJFpRt5Z4tyRgiNlku2PzHpgdePXtXX2/ia+1CeCaBw4tYWeRlONwA4LdBuwecdTWL8T9EmttXTVYAot7whJXUY2uoxk/7w7+oNJ4dtHizJczwtA8e0xHGGB9al2S1Novmd0jrbb4nafDJJBqMM6zRkcwAMrrjIOCRg89K4P4ieNm8T2kFpFaCG1hk81GY/vckY5xwPoPzrN8R2pvb/UdT00rLBAVFxHEuDBgAbsf3OnzdjwfflJ5t6EE11U4RsmcFWbu4lJ2muZVQ7nkYhQO59KuWQ8pos9Q+T/n8KNHU/2mkmOIkeQk/wAO1Sc/nio43CNCpzuA6e5rRbmD2PchNEjorMkZI5VQeB26960Y5omAeNkbaPlKkNg47n8qxIrSW4u2YyGNAdw3EnA9fQ9a3rKGNLZY8AFG3YQ8MOABiuM7kXIAGYs4HP8ACBnHetKKQIQDxkYb3/GsyJWUrgY7bh375wOtXwQFkBxhSW4/SgYk1xiUISRn5jj09KuMQcYzgfd4rHjO64ywO6Q5z7CtVm2rgnk/NigCaLrnkkdCaUOQ7HGV2nJ9Kap2xbunGTUYf9zIw6nj6CgCpeuZhNIG+VQI0z25wT/Ovnrxjrra7r9xKhPkI3lQj/YU8fnyfxr2Hxpro0fw1LIvMsxMcYHTJBGfw5NeM+FNGtvEGv8A2C6vZLbfFK8ZSPeXdULBfQdOT7VtSXU560uh0vw2HlR6gM9WjBycY+9zXpcaKERWzt45wRkjPpXlHw+ilnlvAil+Yicj68e2a9R060EUDLysu4ZL85AHOPTr+VZz+JmlL4EakGXO7ZsXHzAHpmtOFlQA5Gc9+4rLiAVuCRjIBHPHb2rSjAJw2PmAH3uKk0HzzCIDaduSQOO/Umpl8toVBKlW6n+dZUsqtcbj0GEUc9f8/wAq1I/khAzgYwAf1oAlRFZ/m7889qkJIlU43c8jNRwHcCw9cZpEcGVmznHb3pARXb+bIqBvkQF2Hqe1eNfFLXPntdGjYlkUTzegZh8o/AEn8RXq17ex2tpczTSbERTucDoOp/SvnDxJqbavr15fldomkJVfQdAPyxWtKN3cxqysrFfT4g0zFhkFRx7ZFe6wolwuXAMS4IwMf5+leU6xoulWfhy11bS9SvZla6+yE3MAiW5wgZ3iGd21ThTu/vD3A9K0ue4nlijV4gGOCHHPJ6D8Oc06r2JodTdhLJEFaX7o4XHbPv71oWsedvTnoCTgdyKzYFIIx7hS49Of1rTjYsuTgE44/wD1VkdBfTCxgjPA5U9zRG4kcqBhVGCaqzS+TG7Bg2Pug880ljlCCSxwvIyec9qAL3zBsqT6L2x6msG++H3hfUp5bu50lPPlYu7wyPGWJ6k4OOT7VvZwxGfbmpmban04oTaE0nucjafDDwdbyC4NhJPtJJSa4Zl456cfrVm5Ww02xZ1t4bS0jD3DRxKI1UAcnA7/AP1q3bltsCrnG4fNivO/itqi2vh77GjYkuGWMjPO0fMf12imrydmS7RV0ePa1qEuq6pc3cmd00hc/j2/AYH4V3fw9QCG9UnI/dAKeinB/wAa5Twfpulax4jh07Vrma2iuDtWdJY41jPUljJxjGeOpOB3rrPCJbSNa120liuVFtMIQkwUSIAzAbgDjd64JHpW9T4bHNT+O56BZwvGDGwEzOM724wf6dK0olLMxC4PGQADjn3rMikMiBtpUSc4bAYc5P6itS2KggAYYnncPvA1znYjRtogkYC8YGQMcH/61SyOowGJ+XgDOcGoEdwqtnIBxz1qvLMzXGF6IMc85PtQM0XjDIVKoRJ95XG4Y75B61434+8G+IpPEssmhWdxLp9yqsEtgAsbAYYEDGORn05r2XJK5LDd0bjv3qWLux6HimnZktXVjwXQvAHjrT9QivbC0NpcxkgPNNGuQRyGUk7lI4IPBzW/ffCg6iUvTLbaNMU8y7sI2Msa8/eibsDz8hzt7Ejp6yGBdjx8gzn0NUJmDQzF2yXwn0qvaSM/ZxPIfHFrpXhjRYtI0y2WGW6Aa4Y8yMinIDN15bn0+WvPbLc1w8gUM69Af89a0vF+qNrHia/ug+6NpSseDkBF4XH4Cr+ueEL/AML+H9I1C685Li/MnmQmMgW+AjRhj/eIbOO3TrnG8FyrU55u70PUxCsYd0ypUBvlOOcCreT9mV8kMM8jj1/woorkOxFy1lkMkibsKuBgDGc4qac4tnbqS3eiigYtn0EuBnIGO3+eavzMfNTk89f1oooAll/1f51SuXK2T4P3uD9M0UUCZ5p8VmK2enRg/LuJ/QV5npmq3Oh6qt/Z7PPi3Bd67h8ylTx9GNFFdMPhOSp8R13w4kaGLVpFwSqpwRkHhq9PV2ihiKEgliDk5GBx0oorCfxM6KXwI0LeZvIDEAnjr+NWWd1SQhjkKBn8DRRUmhBGMvHkk8g8+pFatySqAjt0HpRRQBKvC4HTFV9xRXYdQCRRRQI5DxlIyeDbxgTlozn/AL6FeBzH5snngGiiuilszmq7o3Nc8XSeIoLaGbSNMtTAixxSWqSKUjXOEALlQOcnAyTz617NaqoZVVFUIAQVGDyuf6UUVFXoVR6moEBAJyc47/SrcY2xMw7yAY/E0UVkdAtxlpIUJJUDin6WA0e49SSxoopgWrf55ELdeafcMSwGaKKQFa7ckQdPmbB/OvDPiXPJL4nmR2JVEQKPTjNFFa0viMavwnM6TrzaMJozpum38UzK5jvrfzArLnBBBBHU5GcHuDXaeB7q41jUdb1W9mZ7yV45ncYGWJY9O3sB0ooq6mzMqXxI9LgO5IQQPljCg98YPFT2kjOqZ6ZxjJ7dKKKwOs0NxWOUjnCsRn1qnAxNxEmeG3E/UdP50UUAaxPygAAcZ4qZDiAf7uaKKBMjjJaJ8nua5Dxlez2fhW6lgfY5GMjtk7Tj8DRRVR3JmfP03+sb61o3/iXV9V0e30y9vZp7a2leVBJIzEs+M5JPONvHpk+tFFdLOM//2Q==", 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", 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", "info": {"video_id": "212476", "label": "bending crow's feather so that it deforms", "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": "d5d370090354dbb7e9e1b1a81bf2ae287bc7041b47aea128cc498f9109927eaf"} +{"episode": 61853, "episode_seed": 3825928482, "split": "train", "timestamp": "2025-10-13T03:29:59.670286", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3825928482, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 watch 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "79196", "label": "covering watch with hand", "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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36VVgb6nEzR3OpEsymO3zx6kVkXnh+CG4lkjY+U/VGGR0ruNQhkhsbtreLzGjBZEzjcfSuLl1DXpQvnaRHAmMY8zNZzjpqNN9Dg9Oji+3okdmkJ5G8Ek13ngrTh/b6XBT5IhnPuaqnQVTbKi4Yeldj4WsmKrHGvLHk1EV3J5ux0ur3z3Nm0EOTkYrzseAf7R1Jpp03c9xXsVtosKRjeMmr0VlBF91B+VW2rlq9rHm9p4EgRQFg4HtU8ng+GMY8oZ+leiSMsaEgCsW6mdmJxWsHzE9Tjf+EVi8z7oA74qvqOgreXOnxXhkk05ZwZULcMACcH2ziupupvJt3kY4wOprx+X4s3Vjqd1b/ZFuLJZSEIfa2B17EHmtnaKsS48zPR5rXS1fyreOMRJjaoUBR7YpBZ2ZfCxJ0zwBWBoXjrSvEkjQ28UkVwvzmOQAcexHWtvUNnlGRFKnH8I5zWWj1FJvY4T4jWdsr6extFm/1mBnGPu1z/hdN13cReQkSHDKij/Oa7O4sn1Fl87c2z7u/rRb6EsMgkQBZF/WueSvIaaSLmj2OZmYIC3Y+ld/oGneTIryYZuuPSuZ8PqTckOMYPSu8sI1BBFXyjTNWqd/YDUEEcjkRd1HerlITgZrJOzNuhTtdJsrNcRQKPwq3tRV6ACmCRmH3SKr3KXLjCDj61aTb1ZDaWyG3N3bRjHylqynuY5JOgHpVgabM2TJTXslhjdmALEcVvCyMpM5/VYYpmZmCkKD1r5ytEhGoQqtmiEv97JJH0r3TU1lkvn8tXCk4BIOK82m0ZIZkmVRlWrnxDu0aUV3FbaowTWdqKbraXyj82w4rUe1ZwcVmXKNDkNXM0dsXoee5JOTyalQ5HNMddrsPenKecd+1dSOdkuBiljk8p9wOD7UwE45pucVQj3b4aeHWNhpfieR0lkDOywgABRyoP178V3l1eYlc/ZmjGcADmvmzQfGuu+HYhDYXhW3Db/JkUOue/Xp+Feq+EfiF/wkwNreLDBeqdwUMcSD1XP8qG1axSskdbPcwGX942wY/iGK84+IYtJ5LBhEtxjzOjdPu132rF3tzhMnGBiuOl0w3RHmoBgnA9Kzk+hMtrnA6UDBrEUnkxwxdPlHT6mvUrO2DoCByRWWmgQsuCoz34rUsmksMRsC6KMZ7iiKM3LsbenW670jPTHT3rqba1EcWFwuevrmuKXxHpOm3ULX1yIUlOAzKeK6vTfEGj6nk2WpWtwV4KpIM/kea0jEXNbU6O12KATyR0rQceYmWyox261hxTxKQS3J962YJlniwD2omnuEZX0ZkXRTdshiPHTAqnIjRW+6c4xztFU/GvjXSfCloI5JFa5IJWJTljXmGl/GKS81UQapaQwW0p2iYMf3fuwrRMLOx6TLLGX3tlUPqOKztRntWjbZIjNjgCr7TLcWIaNldCMhkIII9q5aS1lN2S67BnPBBNEnZWM1vcyJbTWd4/fJsHXCY4r0rwTbBbZS4G8DmmppiyDOB75rY0S2NqxBGKy5bEqV2b1RtJg4HWpKiMeWzWaS6nTNu2hHIpcYqu9tyMjir4XAqtcylB0zW0JPZGdrHL+KY8aXIkf33G0Y968euvBiM+BFkntXtV9IJm+deBVG2tIWmMhUZHQGt0rsG7I8tsvCS6CguCpW5fqw/h9hW1H4guIkEUyq/beTjFdB4kdCyxLj1OK83t4pdU8X3GmS6pPaxkSeUI03ZZULBfYcHk+nvWc3Z6ER97Q6cyXt0zrZzxFo8FuNw56fyqrJB4gVgfMRsdtuKd8JGm1L+1ftErSYEJG7tndXp/8AZIZQMDHfFZct9ROXK7Hmtpq+sadcBnt1Yd9prvtC8VW10FWXKP3BqSbQkIJEYP4VkXGiLE/moNpHYDrVK63HzKR6NFIskYZSCD3FPrjNF1qSzdYJz+79T2roX17TU63KZ9KzcH0N4zVtTSpGbaKzxrdiRkTCom8QWO7asgP40KEuwSmraFyd32nFcbrPiGS3aRIyGKnABra1PWYfsbmFwWIwMGvK/F9xcW+kyXEErRymRRuB557Vuvdic97s1LnWfMga4LorrwIh1NcZJFqouAJPK8oHnatR6woh0SHUbHWb+YNc/Zs3ESos5C7meIDnapwp3eo9wO9uLJfsjSYHC5Jrnq6tHRTXLuc1bwg5JArF1+FVOQMVv+W0CKX6n5qwdYk84kVk0bRZ5pqMXlXsgHTORVTPNdveaNDeQ8r8/Zh1rkb7TriylKuhK9mArSM1YJRItwIpDg1Godh8qk/QUmWDYYEH3q7mZKoJYAAkk4AFeg6DoQ0+2Esw/wBKfkn+4PQVz3hGzilv/tM2D5R+RT6+v4V6Gdu3IoYInh1y4RRb3E52YxuIyRUVvc3t69wtk6BYiOXXJbOfy6Vh6YtvqPi86ZqGoXNrbyybEljlijWPuSxk4xjPA5JwK6j4fWkw1fxDZXBuP9GmWMJcAB1wXHzY4zgDOOKi12KekWyjJHryHdvQkdtuKY13q0QzJAD64NeoHSQw+6PfioJdDRgfkH5VXKzBVEeL+Ibx7zSnjmQq8ZDrkfn+lcas+DwxB9jXv2p+GreeJlaJeeMYrynxR4KmsWaeyQlOpQf0pptGqaZS0bxhrekHba6hKF/uudw/I1tD4peKUDhL8LuGMhBx9K8+PmxPtdGVvQinO0oTJRgPWtFIHDU0Ly/udQu3ubqd5pnOWkc5JrS8NaC2tXu51ItIuZG9fRR7mueh3SyJGCMuQAPrXtfh+xtrDSIba3wQBlm7s3cmmmTN2JLa5n0yLy7ZzHCBgR44A9hTL7V9sAlhkLTt94MMAVV8USy22kvLBIY38xRuXrg9aw9f0jWtD0PS768urkTXpk8yEpgQYClAxx94hs47fXNTJ9CYR5tT3y3Y8Vp2znBPHWiim9jnW5fUnFKveiisWdUR1QzoGQ59KKKcdy5bGTNChXOKpTRqlu7qMMBwaKK7ImM9jgLi4knuZi5zg4rzu/1GfSfFdzfW2zzopW27xkfMpU8fRjRRWEtgp/Edt8F/lbWQOgEI/wDQ69kibjoKKKFsZVfjJTgnBFUL2JGU5FFFCJW5z2owR7Rxye9chqlqqbnWSQHP96iipZ0ROQ1TUr+1VxFeTAY9a56z8QapJqMNu945jdufWiiqTNLaHo1leTi7SIyEoVBwe1R+MjnQHJ/56p/Oiirexh9pHH6z4ibWobeKXTNPtzAqxxvbo6lUXogBYgDnPA5PNeuOA9sqMODgGiiuaR0nMa2x+0OBwASBXMXKgtk0UVkzSAtqileRTLuzgl4ZKKKlGpzd7p8EbHYCv0rmb+MCQHJziiitIsiW5s+G0AgklGQ/rXcafM8tqpc5NFFaEGBca02lapfRnT9PvopZQ5jvIN4DKOCCCCOpyM4PcGu6+Fd/c6jqOv311J5lxcPHLI5GMsd35fSiiiO5FX4GerQt0GBzVg8k5HaiitkcBnX0SFckda5zU7WF4juXOaKKh7m8DhNX0KwYFjDzmuI1bT4YQypuAI6ZoorPqdETnrGJX1KGJslC4zXrGmzPBcJEhwm3pRRWkdiahJ4sYnRG/wCuqfzrj77XtS1DToNOu7uaa3t5HlQSSMxLNjOcnnG3j0yfWiilLcmnsf/Z", "info": {"video_id": "79196", "label": "covering watch with hand", "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": "79196", "label": "covering watch with hand", "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": "79196", "label": "covering watch with hand", "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": "85b01e66c7bea144f9c97609823c8bac434356088efd14e43c2652582146dde2"} +{"episode": 61854, "episode_seed": 3738648440, "split": "train", "timestamp": "2025-10-13T03:30:02.783762", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3738648440, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 card'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "152418", "label": "stacking 3 card", "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": "152418", "label": "stacking 3 card", "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": "152418", "label": "stacking 3 card", "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": "2ba23c62e7a4569d1ee8533eefc87e2a5613e6044a340230ba2899f9bfe9535e"} +{"episode": 61855, "episode_seed": 4217237389, "split": "train", "timestamp": "2025-10-13T03:30:03.645127", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 4217237389, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 bangle towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "113577", "label": "moving bangle towards the camera", "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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jxkySfNyeuc1lTh73MTBPdnZ6DDJNpETJEzLluQOOtX5LedRlonA9cVm6R4mg0jT44LiGUqZMb1IwufXNatv4zsLmNZBDcLG2cMyjoO/XpXpQ+FHDVi+dlBwQcEHP0qvIrkHCN+VakfjHRrmTajSEkEjMRAYA4yPWoX8V6M1x5IkbfkrjYeoGcVdyUjnVcLkngDqa566jOo3kjIGaR0wqYPTOV57ccn6itC+uFVRExwrDMh/2B1/M4H401Si3ME1sQrOxhkn2ZQsxGO/JGPp0FZQRqytDprND5KMDeJOcRrksWzndk9iD1Papo9LdLG2uIJENyXbCcmRjnDggenf0wK0g5sdTENrMs0kyCN/OcnEmcgkgemfl46CrETy6XqThVW6luIwVPyo2/cc5/wBk5z3xitUhGT/ZNxZWVrfxvC5lGWYygebuGT+XX2wanOi6lYQw3hTzfMH7396oDE8grk4/+tWpbY0i8drqESF4y0bQxk4Yt80YHOMlh6Z70WohsJkGpxiOIQsYFd98cYySyDjrgj8OBTsIyX0jV7AJcz208gkB81UGdpPIx7dqrNY6lZul3dWkgWXIcLESY+46Dnpg10NoqvNbRXyzC22MbSKcjbjnhv8AaC9M9BnvRbzC6ntrea5nbTw7i3LAqJiOgLZyQBnHTOO9FgOMu7SRjI88cscuwSRlwcbfT261hsssCspBBLbSCOnFenec1xdx2l1cyvaRSvEjkFfNcAAKzd8ZPpkiqt6BcXKaXO8UkKzjzZSMSMCvClsY3ep6nilYTVznfDMgf7S4GAQnHoec1q6rOotDCSfmUl8ddvT9SQKRNKj0W5nRGGx1DA57DPJHY/oarwzwTzM1wvmF8MsIGWI/hGPpk/jWTXvFJWRTi01lkguGwINyKZGBHOCN2PQZAz71ch0ovfwneBbyyMYnfhGfb1GefXHY81ZtYkbTJVvLp41tswKg+Uq2OCcfePIx/KrYFxqelu008USwoVwBwZFGCX3DgdeK1QGfa6K9zeJbLJHJbDe8APCyYwDgnqBk1Ja6Ld3s/wBiEkUsNvuI2SjLgHaPrjpx3rUc3OtWStHFDGsKEoCclpNuCAVPyryRUksj6jDB/Z1q8Bt4iQxJiKll/wBWv6ZPTpTsIxv+Ef1LUQ1hLGrxwgiVklUl8HAyAcj39xXEan4X1TShM81rL5MTbWfbwOeCa9Q8+GdbVNHieO4jibO3C+WpB+Vs9SWHQ9xmopVsmsrZLJWa4mDRtGw3NIp/1glBPY85PfpT2A8aDbTWnot5JbalFIhwwyOPpVjX9AbS1juYnMltKSmWG1kcfeRh2IrO03K3BkPRFP5mnzWdxSV0zu7XWViuGBwFZTg9CCRnFbSOFyScADJNebvIWbduwMr+ldvfXCqgiYgKw3Sf7g7ficD8656iu721FSjylC5iOo3khRWaR0wqY4APK5Pbjk/WpodMZoTboQbtJjtjUHJOc78ntg9T9KsKVE8E9uShZvJkuNgKFnI/PBHXp0q8JBZamIrOdZHlURSeczMBITkEn1xn5eO1WkWZ8Wln7HbyW8qG78xsRDJkLZw4I9PX8KJdDeLTrW8SWFmmGSS/MuRk8deOvtitiOSXS9TZEKXMtxGCNzKjeZk8n/ZOSe+MVNb50e8d54POaWPcjwRHO/d8yAdgSwPb3q7COWV5rGRRMMAgEEHIIPpVbxFqMT6TJGv3nIH61vahpyQwsLtFh3RF4SrlljOSSn15GPXHFebX88rSGOQMpViCG4Oay9l71zf2vutEcVw0UgZWIYdxWra6zcQO0gYM5GNzjJxWDup6yYrpT7nO0el2VzbS6TDcR28ZjBHmR45Vs87T2POa3obi1mt0NrCIdowyYxg15noeoPCssW4hWIP09/zxXW+Hr1plud7DYmCCf4euR+GKxqxjyrXYygpKZqaxcKLNoSTh1JfHXb0x9SSB+dY8WlsskF02FgDIhkcEc4I3bfQZAyfWr0Nzbz3DNcKZGfDLCBuZh/AuPpk+2as2sMbaVKl9dSRpa5t1QHaVbHBOPvNyMfyqILQ6GcfrtgYJ22ZaKT54n2kBx6jPbNOsbhrayCHkZyQeRXZzWba9pJe9mijFshVSvBEijBZiRwM/w/8A1q42WyltjGJQCJPusrAg+vI9KicDenM6d4be80Fby1VUIP7xFGADWRG2JAe9XdGnFoWjI3QzKY3U/oagubUxTHy+QD09q50rM3bK+oak0E1tCz7YJD+8bbkjmr0kF/PZm3NjOzxITJtVgrqMdCOuRzXNeIXK/Z0YYb5j/KqdvrF9BEY4rydEI2lVkIBHp1rvow5oI4aukmdjc281ytuba2kBUFlYfLsBGMfjWnb+F5LqJYAyxLHiRZEbcc9cg9/f61wml6zLYX0crSM0R+WRCcgqfauxN3JYXIlsrlY43QMxH3T2zj6EZ/A1c4OzX49vl/Xoc0pyTMd0kvElkBKMVMg9gAdgP8z9a0d9xe6eI4oFjREBPmLjc4GQqgeh7/lVTS7Rr9BLcOrRFt3lpnDnP8XsPT2qzYRXMlubOFlWJXbM6sGOwscBff3PSsFodJIlzFd6dDb2NuzMAkzFW2+Ww55P94n/AOvThLavpcUqs5u7h1kjcjdIZAf5DkY4GKSG4lsZLizWKSabzf3GejKQDy3oO9JZpHp97cJdiFH8oSiVRtBXJ3denzH+VWmItblu9Pm1CW7xNglJOVWHaeBj6jnPWp4ZZ9XR5JLgRKg2RpCc4fAyzf0HpWRAIp7+MyxSxwXEjTRRuRtdhjBK9RnkgVLeTLHf3CQXJh85UWYhchSTgHPZiP6VQjV+1XGrCO3kRI0j+adhtfc3IAUc8dTz9KbJdzy2a6c1srXG8IW2YjVRghx+GOPWqdxBHpvkTWxSLGImRjgSD39wec/WkhtJmtEvY5w14x83dn5Dx9z/AHccUXAtXd0YdMm017ctKcLDtU7ZAW4PsQev505ZYLGGa11CNPKl3SeYM7ZOMsDnncMcevaqyJJqjzXLSvDtVUhCSA7Dw27jg84/AVhw/bNe8RT6JfanPZoVlx5Kbw7qhYKPQHBOT2470rhYRdSh1DcY3d96r5paQsVRcgL0HJ49epq3amayviRG0zTR52jHDk9M9hj+Vch4VknmnkiSRAzlSN4J7H/9ddnNaJYvaTod84kLOXcBpBtwev4YFZ9SiVZVsdTE98sZMkZdXRTw4IGB6nGAD1p6Yk1NRdwPFHckzLEXypZQB8w6Zxzjp+VJc215FCt9IzNMkiMYY/uhM8qB3POc+1NvvP1G2lmjgX7NCrFBKp3SnoSPQYz9atCJ0uUnvZIbeeSK0u5OWVcB2C/MFbtnj8jippLk6ffSW1jNCgmCAK5JETHjIHuB09RVe5nt7qK3t7SPzHOyZfLIXylHIJPb0xTYvsZ8PSSOWCyAtK7HL+Zn19QcYqriNNppNGdZEd7iKRCGWSQBi4BIIJ9eQRQv2qydLyXEryEi4VEHAYjBXuccfWqNjCt/LLJdsZpUURbHTbsBUZ49T61FChubhLB7pJIIWbOCd0gUjCn6Z5x6UAN1rTZNctJ7loAg3hkjC/OyqMbj7n09BXMR+Gb190dvFuj3Y3n5QeM9/rXXT/aLJZLOKVRFP/qmLgGLLANjPUc5FUteFzounmWxmdYyURl3cg9AQT69DSYWOTvrGCzljSS6XEkeT8hyhB6EdjkYroGje8SWQsUYp5nX7uB8g/r9TWR4o0+z/siLW7XVb66d7r7KWuoVjW4ITczxYOdqkhTuH8Q75A3NKtDfRLNcOrxFs+WowGPq3rjsOnFZtDLYa6vtPEaQrGqoM+Yv33AyFA7AEdfyp0dxHeadDa2dsSQEkc52iNhz1/vE/wA+ajsIbiWBrOCRFgV2JmRwW2knCj0PvUsM09jLcWccMk0hlzBuzgqVB5b0FUgFWW1k0mIp5hu7lldW+9KZAev4HI9MVYzFd6dPfz3JE2Dtlb5RAVPAA7cjn1qtaiPTr2dLzyVYwiUTBdoYZO4fmc1FAI5dRieaCSOG5kaaJHbhmAGCV7E4Jq7iNWBptXV5Jrjywg2IkBPyvgZY57+g9K47XdDn1O6kuoY0EoH74q4IZskZGPpnmuhvpUS/uFhuHh8xUS4ZVyFJOAc9mxVi7t4bAW8sBjiKkQ7GziRT2OOcjrmi4Hlt9ptxYSbZ0I9D2NU69Sn0OLUtJ82SRJLmT975n8PT7v8Au44rzu8sHhuXj4wDxg5GD05ouA7Tjtjmc+wro9AlLC8i58uRlZz/ALIzkficD86zfCun6fqXiCPStUvJ7WCZtomjlijWM92YycYxngck4Her2kQXFp4h1LSwZImiuTGFu1G9dpYDcF4yBzwcZrOWq1BLW509mZ7HUCwiadp4s7QRw5bpnsMf+g1aEq2Gqie/WNjJEXV40PyuCBgepxgA9ahms49PezuIyHuBKWcyOA0o2kHk/hgdKsXVrewwrfyOz3CSIxgjzsCZ5UDuec59RQigTD6qn2y3aKO6LTLE0mVLqAPnHTOOcdPyqpqMcWpzutq5VJpS8LMnyPKF+YKc/wAWB25IqzqAudTtZp4rdPs0CsY1lT5piOCQP4RjIHrUl3cW97FbW1nH5rsEnXy22iFRyCT29AKrdCTtqc9ZS4GxwQ4bkHqDmtgBJ+cjI71m3lgv9mR6rayMc8TrI2WL5wefXPasxtVezLJLlG7hhg1zTg7nVComiDxnIoubVFxkIxJH1rmBJirGqXxvrsyZyANoqn2rqpe7FI56jvJsnEtbtpqDmwUN8wVM4+nB/SuXkdgmQSOa6nXfC+p+GvDWj3t286TX3m+bAYyBbjCFAx/vMrZx26dQapzfQzcU1qa+kFrm7hEjNtaZVZQcAgmruqXklprs0FsqQxFypWNcAgDAoopfaK6Gikf2fSrfU0ZzPMGDBmJX649eBWRJqMl5qNok8ULq2wYKerc/yFFFHcDfvreO4WJXBBWRGVl4IOexplrYQLp3klSyzDMhY5LE9ST60UVIFDRma8uDJcMZGto1WPPbOcn68daivZHtpLmwhbZA8sQwOqh/vAegooqnuIuzolhqNoLZQiTbo3QdCFXIP1964J9VudN1B9agKG8WV2Bdcj5gUPH0JooqBoq+G3ZHlRTgMUB/Wu+QLD4buJtivL9oEe+QbiBjPHpzRRVdEPqM0KSTWLuC3vJXZH3ElWweDxS3up3Fir28O3ZGjKpYZPHAJNFFU0riRb8POJLS4by41Il25VQMgKMZqaHTrdtQaQqeJGkCZ+XdhRux680UVPUCHXGa0kW4gYpJJG8bEdxxj8Rk1PqNrFZ6PvgGx7Ub4m7g98+uc80UU10AgsIo9TmvpbpA5L+QB2VcA8enPeud167muNJs4JW3J57hier7DgZooqWCMLxP4nbXDDbSaRptt9mVI4pLZJFKRqDhAC5ULyScDk810WkZubiEyMSGmVGUHAIJFFFOPUGW9VvprbXp4LfZDF5hUrGu0EAYFXBmz0u31ONmNxNuV97Er9cevAoop291B1M3+1J729thOkLjdGuDGO7cn9BXS38Ec8cauOkiMCOCDnqDRRSYC2lhbpp4g2bklGZNxyWLdST61n6KDc3Jed2ka2jVIt3bJOT9eBzRRR0Yivfu1vdz6fExS3mkjyB1XeTuA9AcU7WNNsxeWLCBMOxiYY4IAyPxoooYHGprP9kw3THTNOvknlEjR3sG8Ky52kYII69M4PcGjRdUvNT1S/vbuYyXF5Mskz4Ayxz0HQdeB2ooojuPod4irB4auptivL9oWPfINxAwDx6c1HoMkutXlvb3srukgYkq2DkHiiimtmD6Dr3VbmwSS2h27Io2VSw3HjgEk9TVzw0/mWlyfLjUiXblUAyAq4ziiik9gJYdNtn1JpGQ/LK0gTPy78KN2OmeaxfHum20tst0ynzkjfDA9cYIz+dFFC3A8vIGacACKKKYEUwwnHqK077xHqupaXb6XeXs09tbO8qCSRmJZwM5JPONvHpk+tFFQxn/2Q==", "info": {"video_id": "113577", "label": "moving bangle towards the camera", "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": "113577", "label": "moving bangle towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e16aaf3f5a7dd4b125d92c50cd0b739a61ec8474a115dba4d57b46b2f0bfa01b"} +{"episode": 61856, "episode_seed": 1687350323, "split": "train", "timestamp": "2025-10-13T03:30:05.259846", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1687350323, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting card up completely 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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8qjzeIJCoLqIACRyAd+a95B4rwX9nmJJP+Ei3qDj7P/7Ur28wSbhsnZVH8J5z/Wto7HHV+NlvMhcfd2frXkPxP8SXkl4NL04ywwRnfLMjlWkcdlPoP516Nqd6xhk09bpYLuWM7XiYF0B/iANed37rFKdJ14KCRmG8K5WQep/xHI7+6m9LIuhKMZ3mjmNE+JviHQplhuJBf2gziOX74A9+vf3rrdW+IPhrxl4S1HTJbv7DdSRECGcdXHIww46iuT17ww1khcRma3OCCGyyDpkMOo9/zrkbrTN+5vK89Rn51+WRf8ee/wBayU3szulRhK1SGvpuWl89f4NycDcpBHTHNa3lIkIBOWx1rm4ES2iJVWRmOSrfw+30q9FqDMpBOcVyOmkdMq8peRqiWMxjgZ70xyAhNZyyknIzz2qWSRvLPNFkZtvuVprkCZV96+l4JXRF3wnoOUOf/r18tTtiVW75FfVEbDYPoK68OtzhxfQkS7hnYor8jgg8fzrE8S6zbaVAmnxytbT3gISZUO2MdyWxgH0/PtVrXdWtdH0eS7uEV9vyxREcyOeij6muPj1Rb/TpItaiG2SFpJBEGIAXqAOTkZBGK2lNR93qcqXU881vwxJYSSqQXiI3Myrng8gsOhHTnke9ZNmdc0SX7RptxNbk5KyRsfLPPQ+n0wRXV6Z4hEdyLWTfdaYZNtqzYWXaf4l549x0P6V3qaFaRwqkcKAY6AYH5f0rOnTcnozsnjFy+8tTyPWfFet+IBawa1pis8GQs8MewkHAJOMjHGe1c60M1zqiKqHYpyTjivbdQ0a0s9PlmaEAJ83XpXnD3lnFG0qAZYk0q1PkfM92Xh6/tFypWSM+305LJzM5DOF2qfQVLLcKsdZ93qRldsGqM1w8gAFc2rOhssXN6MHbXofwcuudZL7sfueQM4+/Xlvls/HevUPg0hVdZLAgExDPr9/pWtOOphXfuM9YiuYrncI3DgcHHNc54k1m3thJoVjcrb39xHuLAY2qeOGPG49uf6VP4m1mDRdMWYQJNdSsI7eLoWPc5HOAOTXLajdWGq6RP/akq2zQgMZjzsZvukeoJGMd/wAq1lJJ8vU4Fp7x53qGjXGmSum5kUHBdM7Sc9wOh9j+tUI9R1fS5Q0d5IrDJQSNuQ/8CPHTsa63TdeS4/0XVhujDGKO4KncV7bgeWT68j61FqvhieM+baFJraUZClgVPsD/ABfz/nWSbWx6EKlOr8StL8zF1bxxdapYx2l9pcNtIh3edboV3jocjkY71iW8tkXJ+0iGTPG9Dj9OlW5tP8tjGskkDA/NHIucHp35x7VUFrcY2usM6/r7/iR3obUty4wlDRRRc8i7MfmLLbsg/iE2f6VNHaXsgBWa02nu1wqj8zisqTT8KzCCeA9SEO8Y9Px9e1UtzxyiKK+bzMfMrcAnsPb/AOtU+ziy3WlHR6fI7az8K+JLtnNtb206rj5kvYiORn+9V9fh94vc4+xWwHUn7Whx+Rrz/dewlVGXUnaGiPBPpiof7TvLOdXimki2ttIZiOnb0P0pqlDsT7ao9pI9Rv79LG0mmY4ESF3YDO0f4nsK5TSdcTVkkhuY41kcE7QdysvXv355q/rUxm/0G0u2ikicNI4I+ZsdG9q5O5s5fNe4s0MV1GczW6cMD/eQdwfSuqTuzyYrQ6bSpdNjubizt4hFcxvsdSeZMcggnr1rC1OzGqan5lksQi3eXKYz8wbOGZlPTHt+dYct7LJcy3LSYld926NdpBAAyM9DWx4RZjrE9/OjTeWpLYxyznH+NKK5nYrbU1bPTrrTCTp17bOGPKTx7c/iK3mgjuYV+1JC7Y+bHIH0J5xTlk068IEcDqepAUgfjjis26jmjuJAlnL5WflaN+cfrW7pRM+Zs5nxRJHG3k2+Qi9RuJB/OuZDE9elb2rWE/mIxyIpMkb/ALw56Gq0dnDEeSxHf3rmkrM7FJJIki8O3Utj9qV49u3dtJOcUyx0eW7gM3zqvrtyP51u2GvW8MCwB12r8oBq1eiKTT/MSVYLcDc6Bfv+x56UEubR6F8ArN7VNefcro5gAZfUb8/zr2S4nMEJbG58fKvrXl/wfnb+zr95RGHKw4WLp/FgVc+IXim/0W7sLa2UoZSXlmaPdGT/AAxZ7E8mtL2jcxk+aVylPJLa315c6xKIb25yUlzlSB90IfbjIqt4us9SvPs+pNI01gqLKsW3Bt3K8kjup9e3etW58UxP4Vk1y2hSR7bDNC5+78wDD8ieadqPi2y/4R972KSVAZFgl2BfMgLnaGweCMkexrFRWuu4NnHab4pn04JZtEb22Y8J0Iyf4fTt7V0d14Vi1S3ju0tHt2frHvVJFH4ZU/pVHw94Y0xrOS6kC30EjYhnj3IVIzuz6Nkmti206202VzbahepGVIFvIwZM+vrVxoyauxqs4P3XY8f8W6dc6ddAFyRISE4wTg457daSazmsLiKKUDc0QY4YNn3yK0NTIm1mN55iVtpCyp2PPT9KdqlzFe6i1wqKv7tU4GOnesZqyO2nVcirE4U80+W4Xyyc1QluAoIHWqpnZ+M1hy3NrjZZC0w54zX1iJFjhDvnAA4A5J9BXzLpfhq91N41hjy7nKr3I7n6V9Dandz2mnSXMUaNd7NttDI+0bsdz6110dEzhxMrtGLe6xpGuaxc6TNsmntSVZGX5VYdQjdyMjJHOapafpht9WCtqrP5AZ47by1DBCCoLHq3fnjkCuButNfTnOqad58Qik33Vszl3tZCclueShPJ/wAKbqfiOa91my1KKOW3uIrMo8kZAUnfkFSeo69eO1JtN3ZivI3vFtlZ6Ne2d7apIoknDSxJGfKwCCW3dFPH3e9LF48t1bfNLJsHJ7AVyF/4x1CXV575THGJIUjmiVt8crLkZ2njBGPyHauLvNUMtyZYYxbjA+SNiVB9Rk8DpxVxqct+UHT5tz3rWNTGq+EbyS2SdN8e1fOQoT+B/nXklnpV7dSlCAFUdGJFUIvG+tQxLD/aDSRcALMN4UfjzXZadr1jdw7IZEZwo3kLtwT7ds1NSXPqzWk3TjZGZ/wjUrFlHMg6rHIrEfgcH9afb+HLnDKWC7e0yMn8gR+tQXVheC5eW2k80M4ILNhvx9a7fQLuSMot0wD9DtOcj3rNK5p7aS8zkW0a6BI+xrMp5/dOshx68c12HwzSPTRrBkiaEKIiUbI/vnAB6D/69dDqCWi2zzS2guQo+6sW5j6Yrkry9jXRbyzmku7Zr0iCQwIf9CjxkZ3f3s4OOtXFcruKeI54OLRv3gsPFSDUILlWkQFYZ4myFHcY6EHvUOmaVcukx1FrKSKSHyWhiRiCM5O4seevoOtcJpl9eeFNWaC5/eRsBuEYwsqHhZE/Lp9fapYfFL2XiXVLqxla5s5p1cxAErINi5x6EY6/nUaX5nuYa7IZ4p06DQ9QjtrWdJQ6lhETmSFecZJ6j0Oc+uetM8N6vFZXJF/qF0tqfvQxqrI3rvDZ46dKzdV8WG8vbtJ4Tc2DzM8CzDEkasBwrDkYOeKwZ9QU3TG3LGEMCiygEgDHXAxwc0Ws7oqza1PZLiw0jVdO+0Wlwstu33Rnen0GeV/AiuPuvD8ke7yogxzwYptuPwYH+dY9v491YOkMvkTBiFBkG0KPcjt+Fdkl/DdRK8ckZbbyUbIzTdioTqQ0TOZ/si+iG6M3APceUGx/3yT/ACoj027lG7bbyv0+ZgrEf8CANOnXU7a6eSMyyln/ANZH3HuK7XQ53nj23ShXPUNg598VK10N/rM4+ZwcumTJlprCVBzhwmMD6r/jWU1pENqRsy7OVVjuC/TPevYb+20y0t3uZ4hCqgAvESjewG2snS9Ks9a8y4uxDLEBtWBmDSKOxZh8wPtTtYf1mMviR4vp+u3FvcsbqSSZGGS7fMy5/mPausY2uoLE78PjMU8b4I/3T3+nWuCuIJ7WV4boFDjgdj7j1qS1vriyP+jSYiYbmjcblJ+lbNHK432OsvNLe4G6WBbwj/ltE/ly+24dCazk09bS6jeC+mt5Mj91coYiw9Nw4pLXxOq7RPC8eRj5PmX8jyPzrattUtb+ML5iTjGduMkf8BPP86NUQ77M1E+2RKfs+oPg8gSAOtQtqurw8SQWk/ujFSfzqj9ngAzA0lq/XMDcf98//WqC5e/ETGGaO4H93Gx609oyeRBrVzNewCWSzeExZyN2d30rmheFeHQMD6Vf/tl1JS4WRe3zDP61QkginJkgkHJ5HUVnJtu5rFWVhotd4zE42k5ANbunThIGjuyGi6kEZArLgCRqFxWn4a0+PW/ER06bUJbRWjkaIxx7i7qhYL6AcE5Pp70khvU9T+D+o2UUPiO9WNY4oRDjYOT9/nArZ1K0+0Pd36o93b3eDeWZfcCv99PccHj+deEaTrWpeTcRRXs8IOJT5bFSSqnGcdua9U8GeNmvRFY6gBDfbMoWAVZx6j0b26Gm30I5epl6lpt1Z2Vw1lcS3WlXKBDcwgH5Qfuyjqp/2v5VhX0ouCVPKDhizE7hkEZHT3/GvWpbG1nuDd2UzWF2T+8MQyjn0dKwL7wtFLIZZ9G5Of3+ky7cj1MZ4PbpWbQJ2Ov8J3kmm+GNPt1txcI0QeR42yd7cnP545rWvYWubCXybZYZpBx5ijg+tee+FtK02yubqGPVGkibGyKbMM0Tg449Qf5itvWrm+03TJJoNTn2Y2FJMNnPoTyK7I1YqJhyzcrHmusy20d5dPKImmSVlzH0yDXP/bt+89M1SIuLm8aCPLEsSOaL23kslT5Sc9SemfSuGV5O7PUTjDQmDFzk12XgvwrDqF4txqBAiGCkZP3/AEz7Vy+mT292Hs54I0JUYkXg5rqJJLvS9IZra7ZJF2RqwGGxmpUXfQznU0sdw62eka9axWtxJbCQ+ZMzHKlOcLyPWsLUPiXb3/ixoJkMWnJI0NvcLISr4P3mHYE9GHSqWuarc2Xh6LULHXNSuN8/2ZftESqs5CZZ4++1T8p3eo9wPOl2x3Mdrd2z/aVkYOj/AC4J9R9BW+yOdK+57tcWy3wS7s7oWt8igCVgCJF7LIOhHvXH6x4etl8zfGmjXJOfmy9pL6FWH+rOecdPaua8PeLL3w/bw214Dc2e4rGsbfvYT6A+nP3TXoOmeKtP1MeXBdRyFvvQOAj/AE2N1/4CaVhNNHmus+H9bgsS8Vm0qZ4ltnWZCPUY55z3FZUnh26P2e9hT7VC+HKOu1iD1Hpnr6V7HLpOnzuxtkeyuScl7djGSfdDwfy7VAbfUYQ3FtqCp1XAik6fkc/hTSSBSPKZ/DKLKsts5XDBvKmGR9K1rOzhsJHeKCNN/XA61ra1eW8d8olgmsyw+7MmBn69KrNKkigoqkY6qcg1LLTuS29/atIYnkRZB2ziqt3cXlrqQKzsLdlOxkPAOO9ZE+nvDM7xI7xHrjkqTWtobStCFKnYBwSMYqH2K0Wp2nhbxG97bR29026Yg4I9qnS2ms2cXs8E/wBpkLE7MbgeMHJ9MAVx+hyxz+MW0+61C4sYZZNqywSRRqnqWLjGMZ46k4FYmu6rrGn69K7Xl401nO0KQ3QXIXdyrgcHOBnGavldjNq7O01TRzFaG2mt5bvSlJMckX/HxaH29R7elcrf6FemA3Ngx1O0Y7jLAPnHTO9OoYcdOK6PQ/FttqAVFfybocNbSyYYf7pPDD2PNak1lp1/N5jRtBeDnzIGMUmfcdz+dTYV2jxyUk3scI2LvYIfMBXGfXPNW00a5h1COG/jmjic7PMjOVVj0Ofr6+tejX2g3Mgxvt9Vj/ijvECyfgwFJNcWdsh+3W09jjgNIN6H0+Yf1oK5jhG8MXMF5Ezhbm23/NsYqwX6fr+FdDpmnw6Ys3l+Yd5BJZ89K0IZLedyUmV17FGzSXPlHcqk9PxpXKJI5Y5MqH+Yfw55qg2r39pqjRBgoUZTIzu/GudmV7WeQSyMWPKydN3vW9psgvIQs6CTaPvEZ/8A1VLd9B2tqdxo2urqVmjSYWZh93NVrK9uNFFxe6nZLmV90k8Lhto7DBwfTpXM3s39kWDzWTG3kLqCynJAPYZ7VH4ntvEOh6VpGqaleXEj3JkDW7LhYQNhQNxjeQ2cdvrmtIptGbRzwSO6FrbTxJJDMpyrD7n+6eorldWtY7DU5IYSxRem45IoorVCgV1YhIvUk80GMKV25BDdQeaKKEaFuHW760cxCUSxg4Cyjdjn1611CyGWwjnYDc3JHUfr0oooZnIzb9QLdJMfMx5rNaCNiG27WPdeKKKRSK800lu4VXLD/a5qxpmsXWk6jHqVt5f2iLdt3rlfmUqePoxoooQBYzvbF2jIB27efStq3gW8gWadmZ1gLA5xzk0UVMikdP4O8V6rd6hBYXUyzx7fleQfvF+jDn869LSeSO9W3DZXP3ujfpRRTM57lie1t7tgtxBHL82MsoJ/OuP8a2p0/SZPs9zcLGoDiNn3KCPTPOKKKT2CHxI810a4eVmdsBmPJFa08azrskG5WOCKKKk2nuVbKzih1gRgsVPPzGui1r5NFbHaRP50UULciRU1rxLJq9nEr6bYW7QRhI3t0dSqL0UAsQBzngdea6XxLolnqWjz38wdbyzO2OeMgMV2jhuORzRRWjJ6nlUcrxW8W08mQ8nnHTpVqeCPbJ8vJlB3d+S1FFT1NC7aeJ9W0i8a3gu3lt1kAEU/zr26Z5H4EV6nFO76bHctguQDg84/E8/rRRTMpEWpRKGXzB5quOVkAIH9a5TWPD1jblp7USWz7Q37l8D8ulFFSyoHP6VqdzJfpBIyup4yRz+ldAf3bME4xRRUjZiya02l6jfRtYWF9FLKGMd5D5gDKOCCCCOpyM4PcGsPVb+5vb6e/uJS9zdyeZK/TLH0HQfhRRWnQEV5QGW4lIBfHBPbGKv2viPVdNjiSO6M0RUHyrgCRR9M8j8KKKnoNnpVnqEx0K1vsKHkABj5KD6ZOR+dWtQdorTG4ujryj8jmiipMlucndaZayM0ix+TIB9+E7D+lc8NYvbe/a3MvmopIHmjJ6eooopGi2OiWNJYyropVgSQRVi0QQx7YxtUEjAFFFMGVtfYto2ehLqePrXMz+IdU1QQ6VfXk1xa2jvNGJZGYln253ZPOMcemT60UVcdhH//2Q==", "info": {"video_id": "11198", "label": "lifting card up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "11198", "label": "lifting card up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b44a8b8466b3c063ee17d995af2f807833755d0363c029db119ec6df521a0eee"} +{"episode": 61857, "episode_seed": 4093920602, "split": "train", "timestamp": "2025-10-13T03:30:06.487458", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 4093920602, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "133768", "label": "squeezing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "133768", "label": "squeezing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "133768", "label": "squeezing paper", "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": "1f6e4927e1e0b34415a8d6af81ff06aeb2cb0b2d2730320ae488d6c4688a9f9c"} +{"episode": 61858, "episode_seed": 2069525763, "split": "train", "timestamp": "2025-10-13T03:30:07.093562", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2069525763, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) flasdisk of table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "23585", "label": "touching (without moving) flasdisk of table", "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": "23585", "label": "touching (without moving) flasdisk of table", "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": "c3200127a7cd4fb9a345d1a03593b5698266aaf4570aceeeaf8c247399a994dc"} +{"episode": 61859, "episode_seed": 1810674999, "split": "train", "timestamp": "2025-10-13T03:30:08.277073", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1810674999, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 nailfile 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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", "info": {"video_id": "34044", "label": "lifting nailfile up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "34044", "label": "lifting nailfile up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "34044", "label": "lifting nailfile up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c3d2ee05e9cbdf6ea08b868080b52f46bfd2f054a33d887670fc1913a76b193a"} +{"episode": 61860, "episode_seed": 2830751296, "split": "train", "timestamp": "2025-10-13T03:30:10.625063", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2830751296, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 thermocol 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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lea0ijdVgbRY/MZtqhcg9ay9XthJp8+5AECEtyOnvWiGis4GlvJ4be1TlpJW2qPxrgvEHiNdevGs9IkmNnGjK+59scxBzvA9Mcc9eOK2a0OZO7O48FanbaTrmnGWRYo2byzngDII/wrzP4urB/wALP1trdgUd0fI6ZMa5/WqGoavKqAbjv2jb7dK565uZrudp7iRpJWxlmOScDA/SpqTT2OilTa1ZTYc0ypX4qKpRnNWYq/eH1r6RaSMLu+8cDBxXzcv3h9a+gNQ1FNJ02W9ug32eEAsyLuIyQBx9TTM2aqZ379xwB0q7tmMiReWxY4wo7151qvxV0+Ndmg2M0tx91HulGwH+9tBy3sDj3riF8TeKEt5bUavcwxPI8jkPsJZjlvmHPJ7ZxVXSEotnvGpaxpOg5bU9Tt7faNxj3Zdvoo5NcBrvjaPxRcQ29vbLbaZC4ZJ50zKXIwWIB4XHYc8da8yjW3N2omleWZ3ALHpz3J61qiS4EzW0Ixhiu2NeTj9aTlpc2p0nJ2LWtxD7QGR/MVgQH6bgCRnFYb57CujtvD2q3APlaXfOW9IHP9Ki1Pwxq+l263N9p1xbws2wPIuAT6fpWMoyetj0IyioqN9TnXQlc1VYc1rMoCkGs+VADkUbGc1cqsKv6VPdRGRbVSxbG7H41UK5ra8NwM7XJAzjb/Wqb0OaUWndGlAly0YM0mX/AN0Nj6ZqYxsNqvJKwPGC3A/CrlvDtBz1FPS08xwT1Pc1F2Q3fct6JZGS9RUCKgbJwP516bHduIBEr544Brj9HtTbbnOMN0xXQrLvYKny8VtDYzky9O7G24Qhsc4auM8W2rv4fu1kczPsZgTyR3/pXWxo0g8sli/cmub8W6ha2EMumyQStcyxAg8BNrHGc5yTweMVb2CL1PEiM1CUq064cj0OKjIrBM7JwuViMUU8imkYq0zlasd1bqbvVlIGUgG8/Xt+v8q2JctFudeBxmsaxaKy0t72eVYzLlwHON2B8q+v5etZVx4yvJraOBLeCMIPlbBJBPU9f50xSd3c6FVEkxjDgTKA7o3G1T0P+fUVYl1zRNLiVJ7oXEw+8lv8+Px6frXm0kks8rSSyM7vyzMck/WhAgcKQTk4Oe1CFbudZq3jS81hTZWcYsrLP8BPmSDHRm9D6CsqeW3ktljVPLlVPnyc72yOnpx/KqRTZK0YPCsRxxmnEBamUuh006T0kQMKjYVM5z0qJhUouaIiKbUxXIrY8JaHaeINd/s+7vHtg0MrxlI95d1QsF9hx19qtM5pxsTeFW2pef8AAP61uafa6ffX3n6pdRwW2/YhdsA4GWPviuW0if7Pa3hzjIX+tV7vUri/hgglIEMGfLRRjBPUn1Jo6ju+VJHoOr+L9K0exkt9IdLi5KlYWiPyRf7ROOT6D86xH+JOtNbrHbRQRTFArzhNzMcYJGeBnrXIIpVsjH40rZCHmnzCVJ7su3N7qGqOZb+9muADkhnJCk+3QVLHMwjCoCNvRu9UrIkw3K/7AP5MP8auwYCc0ptq1jShCMr3CXMpBclmAAyfbiqpQAmrDyfMarscH61kjpe1iGQAmoWFTkc0yQfLmrTMJx0IRwQa39S1rVNXlD39yXQfdiX5UX6L/XrVvXPD+j2nhq21bS7+8mDXRtc3MAjW5ITc7xDOdqnCncP4h7gYzk/hRJtCoU4zu30Ezg7lAU/7PFAJJBxzQoytLnByKzbOtQS2RVmfbdB/Qg13Hg69WD4m2KthUNy4yTjAKtj+dcLcnMua1LoSf2gLmGQpIUR1ZTgjKjmuiDUYqT6NHFJSdWUV1T/Q+opdY0+BR519Ao95BXC/EbXdH1DwtNbW2oQy3Cyxuqoc5wef0JrxQi4lb95dStn1c1NDaiPJyTmtqmN5ouKQqOCcJKTewkjZxULKGFWGj6kdKgZgBXDc72io42nFdH4TRmt9RdF3Mipge/NVvCenaVrPiSLTtXuZraGc7VmSaONYz1JYycYxnjqTgd6t2GsHwbrGs2J0+eRhOYglwyo6BGYYcDIzg9jitFHuck530R00cAZiMdqke4ttOWKW/kENu0oj8wqSMnJ7ewNcjdeM72X/AI9bOC2/2iS5/Xj9Kw7q9vb+TfeXDzegY8D6DoPwoVkZckn0PS9S8e6Fp8Dtpsj3s+P3CqpVVPYvuH6CqEPxXjgt4n/sfzr0IBI7yhU345YKB3POO1eeIBGchVJ9xmmyStHgJtH0AqlLsJ0mldncXPxO8T3qmO0ENghP34Y8vj03NmsmK7jjWZ7wtPJKCxd5MsHP8R9aypFyYwueY0PXuQM1KIwgyBRObTsa06HMlK+5Wutv2mUoQVLHBHQioMEirciA81DgBazR0SRVaozUzjuK6PxH4KvfDfh3R9RvBKs98ZPNhaMgW4AQoGP95lbOO3TrnFo5Kiszm5Z5blw00ruQMDcc4HoKNo4oooY6aFqJjh80UUR3HU2L03F1Kf8AbNMYk0UUp/Gzel/DQw96aaKKQmJVjStVudE1SPULTZ58QYLvXcPmUqePoTRRVIxqbFeJyIJADwSuf1plFFNkR2JBSN9w/SiioN+g+xPzTD1ib+lWUJooqqmyJw3URqibt9KKKzWxvIYaa5wucZ5ooqluZz2ZteIPFsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tUnUG2R+5ODRRRMWF6kYppPNFFZo6yvcj5xWu5ylo3c2yfpkf0oorb/AJdv5HHH/eCPPIq0h+QUUVgztRFISM4qlJ0NFFOIpFnS9ebRvPjOm6dfxTMrmO+t/MCsucEEEEdTkZwe4NVbzULrVtSudQvZTLc3MhlkcjGWPJ4HQe1FFa/ZOGP8QhPSgdKKKg6OouKgm+8KKKqO5nW+A0u8B/6ZJ/KpXYgUUUVfjZdD+GisxJqJvufjRRUopkT8LketaGoeJtX1TSLbS72+mntraV5UEkjMSzADkk8428emT60UVcTmq7n/2Q==", 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", 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", "info": {"video_id": "94976", "label": "pushing thermocol 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": "94976", "label": "pushing thermocol 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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", "info": {"video_id": "94976", "label": "pushing thermocol 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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", 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", 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", "info": {"video_id": "94976", "label": "pushing thermocol 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": "b7e93416ea920f5f47ec86515f599474d34c0a6723f81e26de88b79e4ade2c02"} +{"episode": 61861, "episode_seed": 2143752143, "split": "train", "timestamp": "2025-10-13T03:30:12.973592", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2143752143, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (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": "206163", "label": "uncovering pencil", "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": "206163", "label": "uncovering pencil", "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": "206163", "label": "uncovering pencil", "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": "24cdd564fa74c52552a9beb16ffcc40c93ca3615c2c5fa65c47d092e51ab747d"} +{"episode": 61862, "episode_seed": 4058526087, "split": "train", "timestamp": "2025-10-13T03:30:14.228513", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 4058526087, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 blue box on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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cvLFKunwx28bmPAJJ5+mKxW0K8tladmHlbg5yRuB7fzr0rW/C76RY2gS5dpcFWZDhRgDFefaxqEkjx2SzeZ+9AkJXByO1TypNtEVXeXuu6RamtxAiSRSSgM+1lDnk+vNRXkt5b25dBIy9w8YIxSzs5tJoicSCTcoYY7//AK6h+3yiMrLBEykdFcofyPFQ3YlK4WOjXnihIntLVS0RZZGXgc4wTXR2nwyWJQ99dKo6lYhk/mav/CiB47DUDIMZZCB/31XZaifkP0rRIVzgLyw0vR4itnagyAf6yT5mrlJZTJIWPUk11etIzlgBXJLA7XQj9DzUyQXNXSbaO5ubYZ/ebuOcdjXQSWtq15bLeQCW1tlYsUIJcAdDzzzWbpGjl78BGKlhhTnp611EPgX7TITJfgeqMuf8KtJtWTsawnDlcWtX1OSEImt5pLGARLLIxUZ6LnoBWTN4eu5ZHuRIIyVIdXbGR3+nFeo6h4OsdL8OuI5GlkDgglsBcnnFeaa7ePZxzWcc8pcqM7uQAfQ1Lik7omo07KL0QRW0a6eJ0ZhIiAlgx5Hp/KnyPdRwF4vNJxn5kDD86jiDRWzRSEqHhAXI4zjrmoYryeKMK8cTgDB5KE/j0NS3oSlcfprpqKSB7eMOhwWBK44P+FdFp3wulZAb2aOJTyVT52/wrnvDsREl3cSrtj3FtoOfw/kK9ydgEB9qtITdjjo/BWiabDvaAzOveU5/TpXMa5sJZIwFUdAB0rt9WumlzGnQVwurMkW8u2WNDBMxSmVdV6ngVJcm5YxRvu8lMY474qWy/eQMUA3dRTprm+t7SUTRExE5IIBAPFKNNt3N6FVU5XtcvKh/s0NuQKil2J474x+lZVraS3kUwIyJSRtJ4xmktJV1J47f7Q/PSLpXSXOkxwWcUjdPL3ADgjkjr+FVVlJ2p/M6cViIVvfj6HMnQ106eAvcb0aTCoc5HrViSCOGWHyVKeapO1W28iqCXMmo6tAE8woqkojNk/nVidpFt7cIxWSLg716jH5VDfc89ITUZ72zjVwHMR6+YoIrsfA2l2GqxT3VzYwMVWMrxkDOc8fhXC39zPLYyRNFCSwwGXKEc+h4Nek/DiFoNMnD9SEGPzohqOSsdYltFbptiRUUdlXArD1naAxPpXQStha5PxBchVcZ7VoQcHqMge5ZFGSSeBT7HTbnVHFlEuHQbjnoT6VXjmVtRbPJzxW/pOsW2l6mHaNnB+8VYZ/KpjDmehSnyNMZYae9pI8VzGYnxt+bjvV3VtLt1tVlEcwhzjzduRu//VXV2XjHRp5MSdD0Msf+Gan8Uanp11pEaC5g4kBCq4HY1rK6TR3Vsf7aHK4nlV7YaVHaPdGTfKg4ZWwSe3FOmKf2cCAMxFMcdOADWZrE7XOoGHjylmAXA6/41pXNo8aTwYDB+dynnoO1YN23OFRsrIiu7ZhAzxPGjjkEEoT+FJpUk17pr7pd0gyq7lDc8Yz+tVt1xAjKk0icEbW+Yfkf8av6Hb/ZNJJDAu7Bc/3c9f0/nSjruNqx7UzVlahGZFNXWlHc1karq9tZRlpZFB7DPWtTM5XWIEiRmI5rlLCTbdvjpmrGveIGvJGWM7UrFtZjy6t1rNstI9D0XWbXTrstPIFG2tMeNoo7tvs0TPCem47ea8invZUumwxP1q9bay20KYsn1pqZoqLZ3fiTxtLdQwRC0QfMed5NcK8Hm3nn7yGMhkwR3pk+pGe4VSoXt9Kmh3SyLGmN7kKv1NLmuKUOU6dNKv8AUbc3kVuXiY8AAZxjrjvWfPpzRFhJC0ZHUDI/SutGuHRFsLN0ha2ZQjzRkko3pj+tR2Uqar4om0xNUmgtW8xoFjQSZYIWA56dCSTSUYtXTJba0Yvw9jNs+pw7yUAiIB7ferqr2PzEP0rmvB+rT3cd0biZn2hCoYAYzn0qxrXie2sVZFYPJ/dU9K0WhHUztXjSFGZsDjvXCGdTqJKngmpda1+a/clnwnoKxrWXzGLe9S2Wona2euQafPFI2W29QK15fGtxcXCSW0Sxqvrzu+teY3srCZcHoKktNSuIztVgQfWkpmqo32PQtZ8Z6nLpzRgxEMRxsrjbtft8xmmJ3sADj2qrc6lM7KrkH6VPG5Yqq8sxAH1o5rkyp8p1enaPfarYCaALtjAQKxxux1NVLrRp7diJrZkI4JAx/KtxNUuNB0mxS3lSWJWC3H7v5hnuDWnrOt26+HzLprNHMZFyF4PvnNEYxlqQ7o88l+1adKqQFzHIRvVl4617Hez7Y8Z7VyerXAj0GO8tdZv5onufs5+1QqiXBChmeMddqnAO7uR9Bf1bVYYLYSPIMFcr71aViXqVNT1BII2Oea851O+e5mZs8Zq7q2sPdOQOE7CuZuLg7sDrUtlJHQaVcKiYZuvGK6zUXjtLV7NZImSVg0p7gcdPwFcCkpigMi9RyKJNdvZ5MzMkhPdl/wAKqDg9JtpGsLxT5YpvzOs1BtLtvEFv/ZYUiOPBwvX0PvVHUtXv7m78tp2MCpsC8Y+lc5JOyzCeMbJMdVNS294ZCfMb5veodo6J3EoSUfeVjS0+AQ30UkK/vAdqjPWuwufCl7BbCbzY5F25cMcEH8eK5zw8iTaqksjuscBDfJ1LdhXXWviKa11yaC/L3Fq2GhJUfIPfHUijRu0iNUtDmbjRJkcxvbSxk/3VNdL4Be6t/wC0orvzFRPL8vzFxx83T1qfT9VGp+MJNPn1O7tLOWXbFJFNHGsfcli4xjGeOpOBWfda9c6ddaja3st08kExiSO5wHXBP3scZ6ZxxVKKRLbZ1GoavHEp+bA96861/WxLIyo2Saz9R1ie6cs7nHYDpXOXdyWYqp+ppNjjE0Le4Im8wcmupttPt57OO8ukIjMRLMo5J3ECuNsGAiGa6P8At1RpcFmHmTywc8Aqcnr61dPVct7GkeWLbkm9Og9tFvbLSYtUjudttK5wrd1yRn9KrajcpdiONJAQvzEis6+1Ge4jhjW6LxITiM5GM9cCqYnKSb8ZHpSqqUX7zv6E0+WSckrGuCo5JGBXodn4d0yfToUmmJvGXcfLcFifTFef6O6y6hA74WMHIZx8u7tmunv7uZNQtdSglCzKNjMoHK9qi6Vr7C0baT1L8/gu7KAxtGwPVZDgr/SsmXwVq1lex3EKo0Rb5khfJH1HpXQ6tq+pjQ/tJkltpNyBWTjIPWodZj8RaBo2l3t7qF2JLwv5kZTHkY2lAxx94hs47fnVpQJuxLXW7yfw+bxynm73XgccHArg9Tvbi5kZ5ZCzE96KKUgRz13I24Lng1PZsfKFFFZvY0RBc/63NNR2U8HFFFI6IbD26bu/rWpojFtVtwSSAaKKqBhX6na6tGq2zp1CNxnrWFY6jcaVrDahbFfPidgu8ZHzKVOR9CaKKS+NkP4UTW97PZWM6wPt3bQT3wM1iXEryZZmJJooq2SjFunYyYzxUlkSA31ooqXsarYW7+8PpUCkjpRRUm8CZPmBzV7Sx84kJJMbZUdqKKpHPiX7p2jTtcae+5VAKg4A46CppbWP/hDjdfN5nmqOvHWiil9tkL+GivrHiNtcgghm0zT7fyUWON7dHUqgzhACxAHOeByea5/ULuaaZt7kheAPQUUVbEY1y5Ck5rNPWiipNY7F7cTbkdsVUJoopGkdiSJixOT2qXaMA0UUdRz+E6e3ZtMuUS2YgSDDbuc1r/8AH1qVqJOdzhTj0zRRUNts4qD1kPu9VGjazfwpp9hdwyTAmO7h3gFB8pByCOpyM4PcGsHWb641G7e9upDJcXDtJI2MZJ/lRRWxZhXLsEODWcaKKk2hsWrb7i/WnGRwzgHgrRRQNbkzIotYGAAOOTXReCtLtNW1wW15F5kXlO23OOcUUULccvgZ0UujWctzNYbWWK0KrGyHDY9/Wq13aRQysibtqnABPpRRSmc1P4jd8Qnf4ZDN94vEc1yt7reo6hpcVhd3k80FuzyoJJGYlmx1yecbePTJ9aKK0Yz/2Q==", "info": {"video_id": "13570", "label": "putting blue box on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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cvLFKunwx28bmPAJJ5+mKxW0K8tladmHlbg5yRuB7fzr0rW/C76RY2gS5dpcFWZDhRgDFefaxqEkjx2SzeZ+9AkJXByO1TypNtEVXeXuu6RamtxAiSRSSgM+1lDnk+vNRXkt5b25dBIy9w8YIxSzs5tJoicSCTcoYY7//AK6h+3yiMrLBEykdFcofyPFQ3YlK4WOjXnihIntLVS0RZZGXgc4wTXR2nwyWJQ99dKo6lYhk/mav/CiB47DUDIMZZCB/31XZaifkP0rRIVzgLyw0vR4itnagyAf6yT5mrlJZTJIWPUk11etIzlgBXJLA7XQj9DzUyQXNXSbaO5ubYZ/ebuOcdjXQSWtq15bLeQCW1tlYsUIJcAdDzzzWbpGjl78BGKlhhTnp611EPgX7TITJfgeqMuf8KtJtWTsawnDlcWtX1OSEImt5pLGARLLIxUZ6LnoBWTN4eu5ZHuRIIyVIdXbGR3+nFeo6h4OsdL8OuI5GlkDgglsBcnnFeaa7ePZxzWcc8pcqM7uQAfQ1Lik7omo07KL0QRW0a6eJ0ZhIiAlgx5Hp/KnyPdRwF4vNJxn5kDD86jiDRWzRSEqHhAXI4zjrmoYryeKMK8cTgDB5KE/j0NS3oSlcfprpqKSB7eMOhwWBK44P+FdFp3wulZAb2aOJTyVT52/wrnvDsREl3cSrtj3FtoOfw/kK9ydgEB9qtITdjjo/BWiabDvaAzOveU5/TpXMa5sJZIwFUdAB0rt9WumlzGnQVwurMkW8u2WNDBMxSmVdV6ngVJcm5YxRvu8lMY474qWy/eQMUA3dRTprm+t7SUTRExE5IIBAPFKNNt3N6FVU5XtcvKh/s0NuQKil2J474x+lZVraS3kUwIyJSRtJ4xmktJV1J47f7Q/PSLpXSXOkxwWcUjdPL3ADgjkjr+FVVlJ2p/M6cViIVvfj6HMnQ106eAvcb0aTCoc5HrViSCOGWHyVKeapO1W28iqCXMmo6tAE8woqkojNk/nVidpFt7cIxWSLg716jH5VDfc89ITUZ72zjVwHMR6+YoIrsfA2l2GqxT3VzYwMVWMrxkDOc8fhXC39zPLYyRNFCSwwGXKEc+h4Nek/DiFoNMnD9SEGPzohqOSsdYltFbptiRUUdlXArD1naAxPpXQStha5PxBchVcZ7VoQcHqMge5ZFGSSeBT7HTbnVHFlEuHQbjnoT6VXjmVtRbPJzxW/pOsW2l6mHaNnB+8VYZ/KpjDmehSnyNMZYae9pI8VzGYnxt+bjvV3VtLt1tVlEcwhzjzduRu//VXV2XjHRp5MSdD0Msf+Gan8Uanp11pEaC5g4kBCq4HY1rK6TR3Vsf7aHK4nlV7YaVHaPdGTfKg4ZWwSe3FOmKf2cCAMxFMcdOADWZrE7XOoGHjylmAXA6/41pXNo8aTwYDB+dynnoO1YN23OFRsrIiu7ZhAzxPGjjkEEoT+FJpUk17pr7pd0gyq7lDc8Yz+tVt1xAjKk0icEbW+Yfkf8av6Hb/ZNJJDAu7Bc/3c9f0/nSjruNqx7UzVlahGZFNXWlHc1karq9tZRlpZFB7DPWtTM5XWIEiRmI5rlLCTbdvjpmrGveIGvJGWM7UrFtZjy6t1rNstI9D0XWbXTrstPIFG2tMeNoo7tvs0TPCem47ea8invZUumwxP1q9bay20KYsn1pqZoqLZ3fiTxtLdQwRC0QfMed5NcK8Hm3nn7yGMhkwR3pk+pGe4VSoXt9Kmh3SyLGmN7kKv1NLmuKUOU6dNKv8AUbc3kVuXiY8AAZxjrjvWfPpzRFhJC0ZHUDI/SutGuHRFsLN0ha2ZQjzRkko3pj+tR2Uqar4om0xNUmgtW8xoFjQSZYIWA56dCSTSUYtXTJba0Yvw9jNs+pw7yUAiIB7ferqr2PzEP0rmvB+rT3cd0biZn2hCoYAYzn0qxrXie2sVZFYPJ/dU9K0WhHUztXjSFGZsDjvXCGdTqJKngmpda1+a/clnwnoKxrWXzGLe9S2Wona2euQafPFI2W29QK15fGtxcXCSW0Sxqvrzu+teY3srCZcHoKktNSuIztVgQfWkpmqo32PQtZ8Z6nLpzRgxEMRxsrjbtft8xmmJ3sADj2qrc6lM7KrkH6VPG5Yqq8sxAH1o5rkyp8p1enaPfarYCaALtjAQKxxux1NVLrRp7diJrZkI4JAx/KtxNUuNB0mxS3lSWJWC3H7v5hnuDWnrOt26+HzLprNHMZFyF4PvnNEYxlqQ7o88l+1adKqQFzHIRvVl4617Hez7Y8Z7VyerXAj0GO8tdZv5onufs5+1QqiXBChmeMddqnAO7uR9Bf1bVYYLYSPIMFcr71aViXqVNT1BII2Oea851O+e5mZs8Zq7q2sPdOQOE7CuZuLg7sDrUtlJHQaVcKiYZuvGK6zUXjtLV7NZImSVg0p7gcdPwFcCkpigMi9RyKJNdvZ5MzMkhPdl/wAKqDg9JtpGsLxT5YpvzOs1BtLtvEFv/ZYUiOPBwvX0PvVHUtXv7m78tp2MCpsC8Y+lc5JOyzCeMbJMdVNS294ZCfMb5veodo6J3EoSUfeVjS0+AQ30UkK/vAdqjPWuwufCl7BbCbzY5F25cMcEH8eK5zw8iTaqksjuscBDfJ1LdhXXWviKa11yaC/L3Fq2GhJUfIPfHUijRu0iNUtDmbjRJkcxvbSxk/3VNdL4Be6t/wC0orvzFRPL8vzFxx83T1qfT9VGp+MJNPn1O7tLOWXbFJFNHGsfcli4xjGeOpOBWfda9c6ddaja3st08kExiSO5wHXBP3scZ6ZxxVKKRLbZ1GoavHEp+bA96861/WxLIyo2Saz9R1ie6cs7nHYDpXOXdyWYqp+ppNjjE0Le4Im8wcmupttPt57OO8ukIjMRLMo5J3ECuNsGAiGa6P8At1RpcFmHmTywc8Aqcnr61dPVct7GkeWLbkm9Og9tFvbLSYtUjudttK5wrd1yRn9KrajcpdiONJAQvzEis6+1Ge4jhjW6LxITiM5GM9cCqYnKSb8ZHpSqqUX7zv6E0+WSckrGuCo5JGBXodn4d0yfToUmmJvGXcfLcFifTFef6O6y6hA74WMHIZx8u7tmunv7uZNQtdSglCzKNjMoHK9qi6Vr7C0baT1L8/gu7KAxtGwPVZDgr/SsmXwVq1lex3EKo0Rb5khfJH1HpXQ6tq+pjQ/tJkltpNyBWTjIPWodZj8RaBo2l3t7qF2JLwv5kZTHkY2lAxx94hs47fnVpQJuxLXW7yfw+bxynm73XgccHArg9Tvbi5kZ5ZCzE96KKUgRz13I24Lng1PZsfKFFFZvY0RBc/63NNR2U8HFFFI6IbD26bu/rWpojFtVtwSSAaKKqBhX6na6tGq2zp1CNxnrWFY6jcaVrDahbFfPidgu8ZHzKVOR9CaKKS+NkP4UTW97PZWM6wPt3bQT3wM1iXEryZZmJJooq2SjFunYyYzxUlkSA31ooqXsarYW7+8PpUCkjpRRUm8CZPmBzV7Sx84kJJMbZUdqKKpHPiX7p2jTtcae+5VAKg4A46CppbWP/hDjdfN5nmqOvHWiil9tkL+GivrHiNtcgghm0zT7fyUWON7dHUqgzhACxAHOeByea5/ULuaaZt7kheAPQUUVbEY1y5Ck5rNPWiipNY7F7cTbkdsVUJoopGkdiSJixOT2qXaMA0UUdRz+E6e3ZtMuUS2YgSDDbuc1r/8AH1qVqJOdzhTj0zRRUNts4qD1kPu9VGjazfwpp9hdwyTAmO7h3gFB8pByCOpyM4PcGsHWb641G7e9upDJcXDtJI2MZJ/lRRWxZhXLsEODWcaKKk2hsWrb7i/WnGRwzgHgrRRQNbkzIotYGAAOOTXReCtLtNW1wW15F5kXlO23OOcUUULccvgZ0UujWctzNYbWWK0KrGyHDY9/Wq13aRQysibtqnABPpRRSmc1P4jd8Qnf4ZDN94vEc1yt7reo6hpcVhd3k80FuzyoJJGYlmx1yecbePTJ9aKK0Yz/2Q==", 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", "info": {"video_id": "13570", "label": "putting blue box on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "968c83629048f88e233fbbe7269e587cb175cf476bc6392fbfaeca4c62b18944"} +{"episode": 61863, "episode_seed": 3084936387, "split": "train", "timestamp": "2025-10-13T03:30:16.300964", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3084936387, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping water next to yellow 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": "189974", "label": "dropping water next to yellow bottle", "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": "189974", "label": "dropping water next to yellow bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189974", "label": "dropping water next to yellow bottle", "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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s1WLSgKflRQFHp6mnMzK3oa+mUUlY8Sc22dZHra3elyrJuW6A4WMcseoK/l+FM0rU2leWG5nJutwdGYbdykZ6dK5WO+azvobrJ+WQBsdf844/KtrXrJXuBqO9FiKIEdsncwOeAOv8qi2pPM7XOjkUyqdn+qAOQRw3/wBavn+SPDn6mvd7XUo7u0jlL7WdSuyME5YduB6YrxGSM7z9azmdFJ3uV0jOORW9oduYd12R04XPt1qhBb+ZIqZxuOM+ldHqDQWOlifY6wIAFBGCQeBge9ZtOxrOVtC94duGW7mjkUlHbcufevS9PlSK0KIiqCMs3fFeU+GdSju4mO7cUkKhyMe4/wA+1ehW95Clu3nSZAXIRD1Pv7V4VXCTdZ62R6FK04qSOa8TXDtrGRjHlqQO+SxP8sUkL2cNsVmi+03PQlnPloPQKOp9zVLU52bX7lnBDx7eCPVcioI1KRBefxr6HDQ5KaPMxU71HYspdyWk3nWuY2HUL3HpjuPatm6un162jNtE2UX94yybduQcAeo6Vzhypq34evPsuuiAgFLhfl9m/wD1j9a1aucilrY6LSdXh1GONAMXSptaPHUjv0xiuW+JMGDpzHOW8wn/AMd4rSmUaBqkJQvu5JIA2lSeRnqazfHU0d2tg0IJUeYd/GGztPH0qJrQ1pSvKzOAVPmrY0Sx+0XZdhlYhuxVMQ4PSuj0WN4QvkuriceX+8UgKcZb64x2rJRub1J8qsLMWRWjD5L5U5OMDrXR+FvNt41gc/dNcT4qvvscyWmzd50eW2nBHOBiuo0DUl+y27zkq2wZPv0x+dcGNwzqxVjows46xZ6LPcsbbazEswwPYdzXmxkE99Kzy7Yy7FnA6Ddxj3rr2vjcWLRQRkZVmZyPmIA/lXD2pSW3/eBlLqHA9/etcBhvZXuVjJpQSiak1zbeSI4LOGNAOpG5z9WNN07VZdMukIJa2Y4ZM9M/19/wqk4I6VG2GUq3QjBr05ankOTR0F1dSRXcermFxaM6nG8EMpBBOP738q3LW4ivYd1s4cEkbh/B7f8A1q5rQc6vodzp0jKJIpBlj6Zz/MH86n0TUEt7mexEjrG7EqGUKQ3fAHrjpU2KUra9ziZUwK3NB0JmhaW4JSSXIiGM7R2YjufSsW6b5iq4yPfFddpM6T6bEW+ZVXGfQ9KlK2prOSlK3YZd6R9v8Pi2lZiAgVih/un/AOsPzrl9Gs7bT73yFLHdkFsdQCM16HE0TR4TkL8pVR0rlr20ey1sY+6w3KD0zWdVaF09Gjr9D0ITTIzXCmPBOAMlvx7VjeK4kj8SzxxqoEdtF+RLf4V1fh6aItGCJUkVGLIy59+veuZ8UPFJ40vEJ2l7KHap9AT/AF/nV0Vf3mXUk/hMaMHBBHQ0jpmp4VO9o2+8OadJHwTWxxyMeZzHfQODgh8j+f8ASvRtR02C/AM1u0j7fkdXwVJ9favO/Ja51aKFQSRyce/yj+Z/KvUJ02I8oY5jAx6FR2P61LCGzPP/ABxpq2UGmIsjSHa6kt7bf05rl7W0aeaOFB8zsFFd148Cyxaayjgh/wBdtYnh+2Q3Dyt/DhFPcE96xavI6ovlhoaFjpksVhPAY0SRXIyvzdV4Of8APNclpujnSNWJkuAzNlAcY6/5/SvSYF2qzB8sTlicVzeu2YhvYp1VSkjg5A7jpRUWhMNHc39L0/ULiSIK+YyepfAA/rR4y0+Ozk0qFQGYeccnrnaM1oeGpImWICVUcOv7tjg9O3rzUfjsxtqWiMGGN06k+pKgY/Q/lSoQTd7f1c2qVJW5WclD8kRZlCgfxeopWbeThtw7Uqgtut3AIQgj3UnI/wAPwqW5i3YZRjnn6V0nHJGTd/6py2Rt5x+Ir0OwiS70Cy82JJ1MQDRucbscce/Fee36EyCIdZnUfh1P6A16Vp1sF0izikBwsIJ68Mef61LJhuRWekW1orPENrsxYgMSoB42/wD168ceHLNx3r263lEkDfN8yEqT644rx6WPbk1lM6aVlexoaDpaXSTPIxTcpRGGMg9yM1sX+kR6loaRzAuAik7SeoGM03RmRtLi+QMgGDkd81txukq8KxI+UjGKdtLEt3dzhdEt4La4+zKjohGQ2M98fzr0nQNDhMm95hIoUEIB+pPWuMuLV7LXvk6P8y7jx/8Aqr0LQpQkZLW8yFIsEN908+tYpNy5e5upOMbrocN4iGPEep7Tjy5Yhj0BQVVyzuxIOODn1q9r8kLeMNagkO15DE4x6bcDH5Go7ciSIhRhk+WRff1/HrXYzllqVSuVP0qrZuY9fsWHUSD/ANCWtUx5U8c1S0W2Nz4kRsAxwuAT7ggn+Sj8aLGHU7+5hSZpLdnBjb76FcnHsa5Lx3bxoLDyowgw/CjA/hrrL+eK2t2kd1DiT5MnnOen61zHjd1misJEIIIccHP92spbHVD4zjLSzS5vIreRiqucEjrXaraQ/uESAZhdTEQv3VGM81xMc3l30cgwCp6E8V3UMj4TZgkjd82cf/qpJWQpy5pMzvEWnxyW4mWNXIbGWAyKh8Nos+EuEBG7AKHp6fnXQER3lqynbtZSNuO9Yvh+GSC/aKNwro5ADj5WwayqLU1ps7yGztrXw7dG3i2/upCSeScA5NeZWg/0S2cZ/eQoTn6f/Xr1GZ3TQZ4XWONpYJshDn+H/wCvXlOnXcd1ptm0Y+dIVOzPXsR+P866KatFEVJczZoFdy471XkUKKvxIHjWROUbkGq98EjheWQ7VUZY1ZyzLngkZ1PUIz028/hj/GuqNnb3UyTTrDLsztIj6k9z6mue8FWjxw3c8oCySDJ9iTkj8OBXSG4ii1FYVKhnXJUHuOn86h7mkfh1PG5bjczOMFjzkdhXTeGb0SWbwyOqyE5Vc8n/ABrkVfLEEHDe2MetSyMTE7ZwQQw56dqDPms7nob6iy6jFDbrlmHlnnKqe36ZNT6rZi4RJlYNJGfzHf8Axrm9HF3BFa3z+ZOrAtJvOSi4xwD19fyrodSvJorBhCjSTsdgWNfz/Spkr6G8JdTptGuNtmImkxuQqCR93IxXB+LYpJfEKXqsxRrYW6vjHzJ7e/NW9O1pbWWfTpnImVv3YY8EkA4/A5p+oQrqOmZkLIoffGx7kdGPt7d6d2lYcWnqZ2nXi3xRVkVL+IdG6SDvx/nFX2a6OR9jXd6+b8v8s1yT6dKbgTFDE69+Qc+o/Cu68NXFyXj+03ZKL1JhDOfxI/rWkXciUQ0HQXivUlus7mO9iRgkdM47DsKS/wBXmV7qxu53ZQ5UTQ4Dceo6Efl0rpLi/wDskk9yyERzRllDHLEgjAJ7k5/DFeV2aXepeObjT7vUbmzDPI8YSPOXClwvPQcHk+nvSbRDT2RveIjObKyebIXDFFbqBxz7Z9Ky/DN2st1PGFPSsubWr2+s83t1JNjGwOc7c9apwu8XMDlXCk7lODmotqXKXKkj0GW6iskhmYBSW2MNvJB7D6YqxfQPqOmg7ArYDqP1H51xVlfXl7A086iWOLCfKmXPqOO2OT9K7cXkRtmuOPKC+YGznIxSktLDhK+poeG5USKPzlj/AHZ4LDlayPiD504sCG3G1umkcp2V+F/Q5qnpWuiO5X7RJ5UVyGaPcAACGI79M/0q7cyjUIrmF9wVkKuw/hBzgD3xzn8aF7qaRaak7nPadciaVYJWC3aH92ezj0rclvLmWFYZNP3Y7xlQCfrwa42806U3IjBzsIxIGOGA9/UV0ugXd+xSKW4RlB+9NFvIH5VpF3REkW7DRbm5uhdXCAFjsjUHI9do9fUn2+laetahJpmoeVFL5ts0Q/dH5SoPBwe3rW7Lc7Xt7mMny4isbPIANwPBIH8IGc15141mv3gk1OJZo0d0RHVcZXt+dN7mUlZaHS6OkrWyuhmhtmbau58swJ5Jx2HPNeeahL5cTbOuT+Vbt/eT23h+C707XNReITC3UTRqizbUBLRgc7VOFO71HuBy+pTZuQmMjHNZvVmsXyRZu+Hr+MWZguJUSQt8gPGa2vtsr6tHDCNocbWfn65GfQfzrz6U7oXJIyCGrqdHtLqygtrtVJ43TK5+bB44+nX8aZnGTeh0uo2iTosyn54+ckfw9/8AGt7TrhWsPKd3CSJtLg5xn0rmNUluXsvIt8NM5KlmYLwOtZ1nriWtzcaa+f8AWsI5FGevUfnnH1qUrO6NXLoyLxTA0mtPqJOwXaiMZbJDL90Z+gP61FpupQ3jiJpxb3qcBjjEg9Dng/T8q2b21N5pw8+LLfeAXrH6de/qfwrl30aRWEkw+YgAEdD+P5U4vXUcldHWxabqtyTCu3DDG6KI7vzPArZ0TQk09m+QOsalG2njnjAPfvk+v0rN8ML5DKWV5io+WNpTsH1Fa2pXMtuJtkqh7iMEsTtVCCQT7AD+QrRvTQztbU5UXMkkv2OALPDJJiKOYZwc4GD1HFHimA2cNqXcO2xmd/U8dqzNJilh8cy6fdalcWsBk2RzQzRoIjgZYmQdMZ6ckmqGuXd8bm6tb24uXMErRKtzt3rz0OOM4AzjiolroKmnH3mY7AyuHZuCSeOwrp7PxNBHGscymKREwr87W/qP/wBdcojYJGTjOMCrunwLearbocBUyWBGcgc4/WghSd9DudAJlSWd38zLfLk4AzyTjtnIq1Kbe11GKZyqGTgjr04yf0qna2gtLhykm9ZMyFWOcMCOR/n0qjrHMd1fPO20IYo0A75Azn65qWrm6bijtby7V7HyiELHKA88Kwww+uK8wnjOk3TxQtmS1fAIHBU/MPrwf510OlajearEplUoYyFaUdx14z3PtTtX0tr2WMxKoZfusM8j0P8AjQ2yk00VdLu4NU/eWly1rcN9+BsYLeoB6/hzWyvhy9uCk1xPhIjuO9Rg/RRyW9K5qDSRbXAVlI29dx6+9ehaQoisBAkSRRvw7clnHpk9B9K1TVjNxuUtVtI9P8OjKtE/mK0ZDcgnjn8M596ydNNxqt78yRhkULJOR8xHQAjoTx+lVvGl1dSaJHFBceX5LKud3zOQSOPYDH4ms25tPEXhrQNOuLi+uopr1nM0QXAiAC7Axx94hs47fXNTcjlbemxyinOxj1IqRxlG68AiiikZnoIdotOfaeid/pTby5eO7hACkHcvI6dOfrRRSOk520VZdZmkkUOVklYBuRlQSP5CuwgmaSMZwMsQcUUUSFT2J2srea2XdGOMgY/Cr2i2UMc0/BbbMEXJ6DbmiiiJTLGoxB5VUsw2I7jB5zkCvML2/n03xJNewFTNG5ALjIOU2nP4E0UU+hHUwhyioegxTg5UZB53L+tFFCM5bnY+FkRNNXCLz8xOOp3EVqMAIYUAwHdVOPTdRRS6msfhOb8QEzayInJKqmB7cmurtkWG3KRqAq4Hrn3PvRRQ9hQ+Jk0dpBNEd8YO4/l9PSn6fp8EWpBAGKCAyYJ7giiilEtm7fwqwSHkJI6g49Oa5bxQgTwneLknbfLyTzRRVEPc4zVvED6ukUT6fY25hVEje3R1KoM/KAWIA78DrzWLcsTdMT/ex+tFFIVTYYPm4PvXfiRksMKcZKjj3xRRQxUy0ylrhG3sMqQQO4z0/SuV0Vi+tJk4Z97Fh1B9RRRQtipbo7BGYXLRk7lUZGfcZo0a5bUdJhmuEQu2c4Xjhj/hRRUos29NRIPMWNFVSwYjHqBn8KsXVvFLnegYmMjJ6j6UUVQjzPUtXbT9avlaysrtJXVmS6h3gMqjBByCOvIzg9wa5/Ub64vrt7q4ffNcOzysR1Of0oooJl8JTXPqeDj68VveG8NqLEgcJx+lFFHQzjudasWHL72LE7AT2GazNbVRockgRQ3nAnA68nrRRSRq9iTw2BJohlfl/NYA+nTpTr7U7q2bTEicL50uXOOThsY+lFFD3BfCdOsaXMcwlUEA7Rx+P862oiWABJ4/wooplHI+NYY49BjdECkXCjj8a4m81nUL6ygsLm6llggkaRQ8jMSWxnOTzjHHpk+tFFBJ/9k=", 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", "info": {"video_id": "189974", "label": "dropping water next to yellow bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4647edd24db786fad2b7823eb7fac89d1652bcb8fa6427326c69d927a67b58c0"} +{"episode": 61864, "episode_seed": 1169545260, "split": "train", "timestamp": "2025-10-13T03:30:18.440761", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1169545260, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box of matches 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "106915", "label": "pretending to put box of matches on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "106915", "label": "pretending to put box of matches on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "08c1ae328eac2d30c05534db6826a554d367bce72243d21b110bb4c367a119ef"} +{"episode": 61865, "episode_seed": 1808982580, "split": "train", "timestamp": "2025-10-13T03:30:19.620323", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1808982580, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 remote 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175700", "label": "moving remote up", "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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+vOa5K8lt7XxBa2sgbyGkjMrLksME9B3PNcOGrXdj1J0lTlGb2VvzM/XZXMRcE7eQG9Wzz/Or/hSDzNNuIZQ8M4IkhkIIwGH6qf0qPxZfWV5ZwC0tHijjyclv4mxx+GB+NctDPdziOzSeXYWCpHvO3JPp9a64u7bOF4yc8RLERet/w7HZeXIZvIds7X24znnODXd+VtG304rk/CPhu9lQ/aIXjRHJkkLHcsgOdro2D+K5FdxLCQ3Spr3smepWxsMTCKW/VFvQ4UNy80RIjWFYlG0gcEnI7H0/Cmm4tl1K4mWULNLJ5Q53FsHAxjtn3FRabdTWOmTwPEBKiZT5s5Zs+3YZP4Va8MafE1g15PAMzPuTfzhQAAefXrW8Vrc8ST2Rqx3FvHfMisVnbCM/kHBGM9QenNZPiG2upvE+m3abpIo7i2VggPyru5P056119k0F7Ck0YDxOuVYjGRWfI84n2ro4kKyFEZbnbyORwR6c1pB2ZE1dEepXE9paXNwZlne1nWQIvJC7ypHHsf0rzv4gK97r1ndwrLJaTxybGQDDRhEDZ9s9foa9ITz5ftkn9lyZmjEm1bpPny2QBxx1PX0rgfHkMtvBo7vDNbTxi6KrNICykbCDkcGqkla4QbbSOUhsL+/8Q2VtaStDdSuVaUiPYAIuMsnQ48zgdRjNZ/ivwvqUP268kuFuRZyiO4fdyWIBJGeoGQK2/Dktva+K9Ila7Yx27SmUSSggEiYsQPTCL15/OsvxBd6re6TduWZbe6ne6ZW7qOc/QEge5PtXLK2j6kVJWqRRieDtGtdd1g2E9ysEzIWt9ybldxztIyOoz+XFex2ujW2l2ccEG9hjIaRtxHqATzjPY5ryOLThpctnJI8sYFwh81DhkLICCD7MDXrum6uNVs8ybftCMQ+3o3+0PY/oc1UbPRmjlKLuiheWnnXMJx93P9K0bexCqOOKkSIST5x0rQKhBXz2MTjWlHsfQYWXPSUjMuVEaZqrpi2xla5nW9ZwcoILcuAAQc5/CpZz9qvUhIfy8kvsXJCgZPFdlFdWCKY1tbrbhVwFOMKTjHPHSu7LcPd+0kcmPr2Xs4vczdRlhOrQsbTVFZtjs6QgxAHB+YjnHGD9K6lrdIrJI4xgAnjP41XGvWKtt+z3O9uWXaBgg47mrttfWt7bsI43jYruAcYJz/8AXFe5c8aKSvqY2o3a6bp1zeynCwRs/wBSBwPzxXguqaffT6Mzu5RZWe4YHuqjLOT6ZwB7k17N4ospdRvbG1dl+wITLcRhuXYfdBHpXM+ILTTdRtLvS1vre1uJEjWQFwCIwc7cdgf65rCu+aSXYyjSlOfM9keWjR3g0IzxpiR7RJjx/Er7v/QSPyrrvDXiS3tgqCRIrSeDfJDjHltn76+o4Ib8DSXGpaZBIYDOjIg2koNygdACRxXEXduYLtktJ/3cUh8l1PQHng+lZ3sdMlc9iaSO4hEsMiSRtyrowZT+Iq9eyppfh4KMLhFjUfeA9evXgGuI8HeHNS02Bb03ELafOhJVC6nd7oRjIPf9TXRXj3WpGzs1lCyAbZTgAqSuWbp/dwv1JrW6k0xRvFNGzpLyXMxZLNgioTE8nRiR+Q49q2bIXUcoku7WNNpAUxMTg9zg8U17pNOjt9sQKs6xKucbQe/4Ctp4ZXtJI45DHKVIDqOh9eadyktLHIaZoYt9fnuiAYXspo5IwSTkncMHA44PU1cu5Xt4tP1CwjGy2ndXjeQLuU4yM9Otao07XSONSfoDtaCM8ngjOe1Ynim71XQLK3gSeOSaeV2y1rHtEagDp05JHPXirlUjFc0tiIU5SfLFannviNpG1NLm1Z2gh3xiXjbK7ON3H90EsOetUtA0mLVfEOkWV7JJPZurGVceX+8MbtkkdSNvX0rW1hXj8M2QK5uJ2XCqB98sG6HtmsKG4bSvEUMFtCZLv94IgiDq8Tr16jls49q4KeJ553fd/cdtfD+zpei/EpeKtI0ldCOqQShLl7t0jiRgQY8kAEewAOfeqvgG50+31T7Lq9tBJZX/AO7WSUZEcikFT7DJxn3q74h8NSW9lAkjt5gkSFR2MjkHaP8AdXkn1OKZfWg0e6trtUBt1uWWQY4COBz+BFaRZwUuZw1PXrpDhQRyFxz7Vl3Vz9j066K5DuAiEHkE55HrwDWLoni6xazjtr27CMrtFG83GPRGPqOxPUY9K0NWt5rma2ggmKNIxBIOMLjlvy4/GtWlJp9jWM3FOPc19DN3dXMM/wBnVLZl3K+csc9CSefXp3rbt7XU4nLzyxTqBwuwDP41BLc/2XpqSxRodgREQ8D07V0MILRg5zuGQfY1TYRXQ4nxJo0hMuqIkkc1ruuVdU7BCMMc+nfGeKzrWyht7WJY0VcqvQda3PEmiXNt4V1Gb+0bvakD7k+0EhhkYyMc57/1rKtpVYRjI+VQK83M5N8qPSyyNuZl4IoTcRyorgrXw5JrXjqKRYYmt0uVeU7yCEByePwx+Nd1LIBA/wBKt+GRbaR4Tm1W7ARXeSd3xk7c4UD644+tYZdByq37G+YVFCjqc54pk0K38Qvb3ttCLaCwbdGsQClnI6474CgfWvE7dJPtbXFsWi8rdKjDPy7eeD6jivW9S0S41h7vVr9TH9sJfBwfIhxkk/7W0AAe+a5fSdHin0VHKbBOZWVTztRxgfoAa9O95Nnz2H5mm5HpWga1/b2jLcTIYrwRgXER/vf3l/2W6j8RTrhe9eX6L4ll0WS2S5XE1uHt3YvgH/Zb2Ixz2IzXeaR4ksPEEJNsXSZeXhkGGHuOxHuKt+9HlN4ycJqRqzz6c0jR3CuSpGSiH6dR7ZH41eTUIRoM00O/YS0SZTG0gY/KobYwhlg3oZipYISNzAdTiodWuEXTre0jxmUs5x6Zxmrggm+p03hps6TEn/PMkfhgH+taQi1HeTHcx7M8K0eePSsTw5MI2eEn7yBgPpwf6V00M0ZZlDgsmNwB5GRkZpy0Y4axKF3c6nYQCV5LaTc20KYyOcH39q81+I2oXF9Jp3mpGNsc6jy8r97YPf0rvPEmqRJ5MYcMql2O3nBGBj69a8s8Y6lPLo8eqJYPLawXDW7urY2ZVWBbrgHGKu3u3Znze/ZHPWBXUPEdjaTxuY5bkMwMm4EAyNjp334/D3ro/EV94evftGlzX8VrJG0fm/KdrBDu8sHp16471yXhi3u/E/iGKCyt7iMpukeaGT/VgKcfNjjJwPxq/P4QSwgmnuZDJLFB5x/ukl8fjwCfyrnnoVOSi721K+oatpGpWs9mZzl1O1yhC7hyMH61z+mvqd1qENvZT+TNLLmNt5QB/Zu2fy9aUhby5ZIEX5xlBnk4H5ZOP1r0r4ZxGxWZZZmAn+aJMgo3TDDup6/16VFxx943dCTUEtFXVIwl4oxIMqfxyvFXryYRx9as3zCOQMOpGDWVIReXsFqWCiRwGJ9K8fEwc8S/l+R7WGahQXz/ADOh8NaeIrNryRMyznIyOi9q6SJFBXgDPFUZLuCwS3WX5I5HEIbspP3c/U8fWn3l8bOKMiF2LNt3AgBeCcnPXp0r26MFCKijy6suaTkzGmfzZ5HyPmkZuTgYya17aMLp9rdId687sHjYTjP51w+ozytaopdjuXovHNej2lsLfS7OE/MsUCo49QRz15rsk7I4oq7ZwGo3WrvqV6dMEU9tAGZpCmY0AGcFj948du/51wkvhi6vGe6vnYMQ8shcAs2372fTk4/OvfykNraGILGqpkqgAAPHpXD3lmnmMoAJNrsLFccl8nP61x1ItalRUrWueR3cMEciQwqg3Ao/Qgk9B/n1xWh4atri216CQTPCIshpAgYcEAqwPUf41jzpJbSLtfJ34Cn27HHf2rrVnigs3nWR5BIisSDySO598cfhWSNYKyseh3rrLFtydrDH4VhHUZ1iZhpbEsApPmDJ/wA5Nc3p3jSC7MlhJNloxmGRRjfnqv1H8vpXW2d7b3UEUkTllabyRlSMsDg9evfmtYFN3JdamJ1C2tsABTuBB5Jwa7C3K3dkhJOJEBJB9RXBSzfbtceVTlEYqnuOma7HQrgPZ+VnmJiv4dRW0loRB+8yPWbWPTNCvb2OecPDCTH+9b73Re/qRXn9tptwXH2y5kmP3QHctgE5PX1Ndt4s1CG48G3TQPkPPHbnIwVYTKGB9xtNc6rbpAPxrycwqSVopnq4GCs5WG3Wlx3IjLNjyjuTjoa89sLkReP4bq6DQRRtIWlcYTaEIOD+PSvSrqcJau3tVey8G2OoeDftd3vee5RpgT0j/wB0eu0YyfWssBFyqM0x81GlqcNfeObPUZyk2kSS+VIXtGWTDDjGSD0PNYd1r73ltPa3ViqxyKVG1+VPbOfwrqNX0O30jSr6aKBN8CwjOMljglufqQK4m2/4mV68Z++wLAMMAtxgH0Hb8RXpXdzxIzk3qtC54Y8G3viK5SUI/wBjD7J5YpU3RHHBKk8/Tv2NemLby+GrBLFY5L0IhAfAQ4z6D69vSqngMW2lJ5Tbd1zwszLtbk5CE9/8a6jUpYtyHcM5CnnuTgD86qL1NeXQi1iZglnblVCkoxBPOfSuq0qTztNgJ6hdh/DiuI1CY3WtbAQVhIA9yOv61Nd+LRo1rNp9qvmag5zGuOEBHJP09K0m1GF2Kmm52QzxpNZeYmj2oJmkIe4cMfkXOcfUms22t/J+6Sc9zVWws5MtLM7STSHe7t1YnvWhLIsERZuwrwcTX9rPyR72HoqlHzGTSyTv9ihBaaT5VA610etX2n6fo1pp92qtbSRIoGwtkLjr6c1T8AWhur3UtRePLxqscOexbn+gro7rwzaandh71pJ7VAZIrUkCMHuTjk/jXp4Kg6cHJ7s8nMa7qS5Y62PKfEHjxoLxY9KiiubVBiR3U4kJ7D2Hr61zd3ruqSzh47a3tIjwI0Xd0HTnp06cV6Vf+G7Oy1dpIY0PmXgZzsx8qqXIA6AZwPoteU6xOYNQuLaTd+5kIVh7d61badjiU5trsQLZnxDq6h5ra2afAMjhtitjGTjJAPr0FeraT4ItfD9lHPsT7cE2zNDI/lt2ztJ6/wCeK5PQLNIdQW9iVwyjdHnkEHqD64PT1DV6aur21zYm4VgyrkOP7pHJBB/zzTT1Nkk0cvJexiye6hZvtjA2yZQZVjnPPXHf8BWza+H5Jpka4mYBFUKFxgAcAc88AfrXOObZdTDO5WK3XzpPTceF/l+ldTF4l09EIWdnbONyRnbn6mrT7A0nubVvpJieOeNnWRG4XIO4ehx6ip2xDr1ndp/qryFreQdsj50P/oY/Giz1m0uf3cZcOOm4VV1hhaRwt0j+1JKhJ+4275h9Dkn86G2UkuhzviiQwan5MaALIJHGP7285/mKteFNSht9Ks7CcIWvHZpFbnO44A59hXM3GoS6h4hkd33RK0oj+m7/AOtVi2ZV1S3ZRgLNAAPptz+ua5JY1qbj0OuGDXIm9z0OWKHTrR0ghihRjhhHGE57EAd64fX7Rf7Kv3bobYqMewb/ABrsNeuIbV3jyNqn7meS3oP88c1xHiTUY4dFW2u2xJehiSo+6vX/AAFdU5XOGyR43AxstSjmcAorZc56jvj3/wAK6+fV/slr51m3EchQtGcMjnlWHsT/ADrHubWBXBXATJwSvUepqXQdDi1fX30ue/mtEkik2rHHne6oXVccADjqfT1qENI7bTvEh1iwWaQbLhFAmXtu9R7HH4dK3tA09NQjku7guATsjwccdzXlXh69kEE6yS5LBAGY9OvevXNH1TT4LSC3F5FlUC8HqfrXLGlevKb/AK0O72lsOor+tTfuYBf6fc6cz/OYgAc8g9Vb8x+lOilbVNBtJW2+Y42yf7LbWU/rVVnZ3juIeZ484IPEik/dP9PeodImwlzGFZf9K3KM9A3J/lXdDc5JfCc5PA73VtbltzGZY2yM87vQfSvVTOijoWxgYXviuJbRIjrkN011ykvnCLyj+W7610NtffaFDKyqCM5reTuc8FYTUr6PYka5JycZ6gD+XpXOXd/F9luJTINse5Wbtkdf1rL8S6+z3tzDaZaULyVGfJXpuPuT0HqRXGeLr640nQLSygDMXYvK7c89f5n9K55u5XNrZHN3d0I5T8jLIOevQ9c1Si1q9jeSaJt8EYAKt6Nyc+xNZ5N3e281wgaRg4DYGTyD0q0tu2n6a0hJEzgBxngD0rNIsfZ7luHZl8vBLRSqehGD+I6EV61bMdR1SCygkdIYIi7sWydxAXj8P5mvO9c0/TrLwxbappWqXs0Zufsg+0QrGlxhAzPCB821ThTu9Rz1A7XRNRs9OKXNw8itdEspC5JUcKo/nWkQsd1p2gwxQlgAZiDglmK9eM9O1bSWUFi7XKZVQuJMnI25649q5a08V20skYit7hhknk9fT1rprLVI75R+7KZ+Uo/8XtTbY1Y5bxnKlh59kzAC+uoLqMD1XIk/9BU/U1nW86sCd3WqmsXkeueISEYSWOnq1vbt/fOfmOe4BG0ew96dsES5XgCvHxs1KpZdD2MJBxhd9R2r3O3T5FB+ZhgfU13k0Is9JtbIN8ghWIqOnCgZ/MVw/hmzbXvEkZYj7HZOssxPQkcqv4kfkK6jW9ai8+WG3cGc42DGQgzwT9T0HeunAxcIuT6nLjpptR7HOeMIY4/Dl8zdZQMZ9flH9K8gtWNlqkU68qrDK46qeD9OK9L8Za1FZxw6UV84LHukY9zjj+p/GvPppt0iOqkFwNo3E/7oFdV9Tg0NW91jz7Jmt5ggDGKRWPAU9HArd0rV9Q1WSys5Ti4j/eO5H3toO1vrnPTrjNcxoOmafqniWPS9XuprWKU+X5kUsUaIeCWYvxjA7ck4Hen2+qt4X1XUrbZcNdW8rW1vBcgB1G453heBjjODiq21Ha52up3UGhxLHHJJNqchZYk3jGP75x0H61W0bTGBaadjJNIdzu3VjWRodrNd3TXt45luZTlmP8h6Cu6tYQqjA4ryMZinN8q2PXwuGVNcz3HJEsSH6VltG95PuZT9mRiCezNjOKu6jOY4tiH52OAPc10Mfh8f2LDa+cI/KkZ3cruyehxj3NPL6HtKnNLZCx1Z06fLHdl7wLb7NBmmfAMtwzE8DgcVt3G1YZXSQ8Ancp5B7/0qtpAi02xhsVZXKDJYnqST61V8R6vb2UKGZ1B/i28k/wB1QO5r3ZOx4yWmpnXMSyMZCMEMWwPfI/rXiHiSJZdWvXXcAbhssvQc9P6V6XqWvtp2j3epPzLKwjhQc4xnj+Z/CvLr7WhfTTyLCI1AXocnJPU1zt3YXRcsdXSOzhs7vKgqUMnJwP4Tx/nijTtaubW8upXuRLC4CXATkADowHrjuPcHtWEQ76VNK3y72Chw2Tweo46de9aniDwzqPhnQdL1O7lnS6vxKJozGQIfuFQx/vMGzjt07HBZlWOitz9q1aa2m+aJpAWXPXGAAfb2robKONbWCdY0DlnU4XggFscfgKKK0WwPc7HTLWNLNCxaUsSSXwevbjtXI+M7q4itrO0EzmPexyxyeAMDPtmiis6vwM2o/GjF01AEDdwOtWbxzDD5icMrqQfcEUUV4V/fPa+ydnPaxPaJeSL5k8xbc784Geg9BXBfECQx2dpMoHmGTZn2xmiivcex4Et2c/p9nDcaPZzyrucAtz0PzEYPqKxLjVrnQ/ET39ps86KRgvmLuHzIVPH0Y0UUIEVdDXfLcRlmChF6H616NosEMt81s8YKpEHDZOckkfTtRRVw3Zb2R0iX1xaa7b2aPugmjLFWGdpBxxRDfTRa7tTaPNuGiY4z8oPb/GiirhuRPY6Xz5BP5e75aerH7O3NFFaMxW7Oc1mKGykhtbWCOGIr5pCLjLZ6k964jxhEs/hy6L5zGPMUjsQR/jRRWLNI7HnFlezW+mXQiIXaVYHHcnH8hS6pdyvbW4OMOu9gB1NFFJFFvX/FsniK3t4Z9I0y1NuqRxSWqSKUjXOEALlQOSTgZJ59a73SB9rtXnfiUbEVwPujI4GelFFUhnYW9rG98bUbkik6hGKkZznBHTpVjxtM1n4SdIcLveKDd1YKTjIPY+9FFJ9RxOa0qNEtUCqAAOAKsXpK2rkelFFfPz+NnvR+FHU+BoEi8HQyIMNcM0kh9WLY/kBT9RihtJ1traGOKIDfhRyW55J7miivap/Ajxa/8RnlvxKYpJZMvBcMGOOuMY/mapwhPs1qfKQtHCFRyMkDA7/jRRVGL3MF/EcukajexHTtNvoZZFcx3tv5gDLnBBBBHXkZwe4NM069n1rXbzUr9/Oup38x3IxlieeO30ooqa38Nm+G/io9H0kABMDtXSoSIuPSiivnpbntmV/r9aiSTlRk4/A13Wk3M7aRDK0hLlR2HAOOPpRRXu5b/CPHx/8AERoJIxfnB+UdqxtVtYFhe+MQa5J2CRiTsHT5RnAPuKKK7p7HEtji/E4DeG70bVAjhLoAOFIGRivMvD7Aw3u5EcPtVg4yCACcUUVgPqSa/M8Wm/JhcMuABjH0rF1DxTrOq6PbaXfX009tbyvKnmSMxLNt6knnG3j0yfWiiqRSP//Z", 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", "info": {"video_id": "175700", "label": "moving remote up", "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": "175700", "label": "moving remote up", "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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w1xfBgrnhUbDnHA57DvxXtwpyinCJnHHyWCnZpN9zxbxTLbTavNPaFwjtlMjGBgc/mKonUdTvmCG5nkKjcAG5478deK7/AMR+FtMfSdYv0Zofslw0Vtgg7lXC4I9znmuF8P3z6TrNvqSwLMttIrsjjIYE4x9fQ9jWSVlZnh037p2XhTRZ7iGEmKVETEiz5EsUvPIDj7p9iPWutmiw5retWsZ9KW500R/ZJ1EsZjUAcnnIHfPB96zbmPnOKdaF43R20sZOTVKey2Luhwobl5oiRGsKxKNpA4JOR2Pp+FNNxbLqVxMsoWaWTyhzuLYOBjHbPuKi026msdMngeICVEynzZyzZ9uwyfwq14Y0+JrBryeAZmfcm/nCgAA8+vWtYrW5zSeyNWO4t475kVis7YRn8g4IxnqD05rJ8Q211N4n027TdJFHcWysEB+Vd3J+nPWuvsmgvYUmjAeJ1yrEYyKz5HnE+1dHEhWQojLc7eRyOCPTmtIOzImroj1K4ntLS5uDMs72s6yBF5IXeVI49j+led/EBXvdes7uFZZLSeOTYyAYaMIgbPtnr9DXpCefL9sk/suTM0Yk2rdJ8+WyAOOOp6+lcD48hlt4NHd4ZraeMXRVZpAWUjYQcjg1UkrXCDbaRykNhf3/AIhsra0laG6lcq0pEewARcZZOhx5nA6jGaz/ABX4X1KH7deSXC3Is5RHcPu5LEAkjPUDIFbfhyW3tfFekStdsY7dpTKJJQQCRMWIHphF68/nWX4gu9VvdJu3LMtvdTvdMrd1HOfoCQPcn2rllbR9SKkrVIoxPB2jWuu6wbCe5WCZkLW+5Nyu452kZHUZ/LivY7XRrbS7OOCDewxkNI24j1AJ5xnsc15HFpw0uWzkkeWMC4Q+ahwyFkBBB9mBr13TdXGq2eZNv2hGIfb0b/aHsf0OaqNnozRylF3RZ0y3U3/m7RlEKg5OecdvwqKfUvM1a5ihhed4wqqi8H0OT160LdSWk7SIcIUI5HG4kBf1Ofpmp/CtpKonupWDGT5Y/wDcBOT/AMCPNOnHlRdSfO7o1kivVt4BbWkJUp83mEqQxP1qPXNOTUdPjgaMxeXv5yflJGM9DkVr6Xd/bDOqoFEEpj653e/t3qa8s9SluWezvJIk8vOwIjDcO3Pc/lxWkXZkSV0ZmmW8djb6LDcR7rlLaOEuvC5GVPXB9e3euZ1See30oafcBZJ7eWRbZEcEybgRz6BRk++QK7ZNK1hpUaXUQ6o4OTbR/d6k9ePSvPl1O91zXke58v7OgklixEqsAThckdeDU168aUG3v0Lw9CVWaS26nCxpcQhIZLh1a2hbZuQOTJtU4OemCxx6VtWvh7Sn8PaJ9qXFzfXMy3MkknLKjODj0JO0ZFZ+oIJJ9Ru9v7qCUAEgZLAAHHtgd/WpbCC41vSrSWOGRLSyEqRhV2mV3lZtox0+8o9gDXLCrzRfyHjqbgk49WcDqdhDBr1xZWEhmiSYpG7Y+YCvbPBt5p2qaIL+yt4be6dBFepGMHzFXgkehHIP19K8503QEjvLzDCQW90iBx0JX7+PbJ/SrnhnWzoU8VtMxjkt5mgk4+WRD0DfXsexAraLtqZ6tHpNwnOcVUmv5rjWZre2h85lQBVLfL8pwx4479KdZ6rZavA0lncLJs4dejRn0ZTyKl8J2kiyXF3K5feCkWTnChjk/wDAjzVqKUnIfO5RUexuW9pqRsLcRSxxSLnzFKghj7Y6d/0qxc2M89gbaaJZCCpLKnD468Dp9am028a5vbq12qFtyMEclsjnPpzirl9pr30kG25mgCZDGKTacHv7ngfnTT1BpOJ51/Yy2WqGylV2jjjM8Sypgr5jkkdf9mtO2jUMxA4qvfwy6f4ru4p7mWZ/ssPzSybyM7uM4H+TVyBxsGK8LHNuvI9zAq1CJg+M4BLpAt1VSSwIDHAqfw1ocfh3wHqF7f2sH2hvMlQkb9owAmCemTzV/wCzDUfEumW7LujEnmyD/ZUE/wA8Vb8ZyvqZXw5YABztmum6LGg+6PqTg49q7svXLSlNnnZvVs1GO54940Okva6RBp8IN2sAErhcM3Axn1PU+vNaPw51iXRr5rG43nT72NZGZekD8hXPtxg/h6VNqugxW3iHTIwhDljKAeqxR8At/tM2T7cCqd/C+i31ldwgGEq1tID05JK5/E/pXTG9jgpp8iTPW7tctn1UHj6Vz+oWvnXMPH3N39KwNE8e2UVvbWV4sqqB5auDvMWOzDqVHYjPH0rsYglyySxsrowyrKcgg9xWGP1oOS6f5nbgJNVlHuR29iFUccUtyojTNaZUIKx5z9qvUhIfy8kvsXJCgZPFeFTg5yUUe3OShFyZFpi2xla5nW9ZwcoILcuAAQc5/Cul1GWE6tCxtNUVm2OzpCDEAcH5iOccYP0rSiurBFMa2t1twq4CnGFJxjnjpV8a9Yq237Pc725ZdoGCDjua+qw9NUoKKR81iKjqz5pMsNbpFZJHGMAE8Z/GsvUbtdN065vZThYI2f6kDgfnitm2vrW9t2EcbxsV3AOME5/+uK5LxRZS6je2Nq7L9gQmW4jDcuw+6CPStnLli2Y1U2vdPGdU0++n0Zndyiys9wwPdVGWcn0zgD3JrNGjvBoRnjTEj2iTHj+JX3f+gkflXqXiC003UbS70tb63tbiRI1kBcAiMHO3HYH+ua5q41LTIJDAZ0ZEG0lBuUDoASOK4oqxdGl7OPKL4a8SW9sFQSJFaTwb5IcY8ts/fX1HBDfga6oyR3EIlhkSSNuVdGDA/iK8du7cwXbJaT/u4pD5LqegPPB9K7rwd4b1LToEvTcQtYXCZKqzqd3uhGMg9/1Nawl9ljcX8SOynn05pGjuFclSMlEP06j2yPxq8moQjQZpod+wlokymNpAx+VQ2xhDLBvQzFSwQkbmA6nFQ6tcIunW9pHjMpZzj0zjNVBFTfU6bw02dJiT/nmSPwwD/WtIRajvJjuY9meFaPPHpWJ4cmEbPCT95AwH04P9K6aGaMsyhwWTG4A8jIyM05aMcNYlC7udTsIBK8ltJubaFMZHOD7+1ea/EbULi+k07zUjG2OdR5eV+9sHv6V3niTVIk8mMOGVS7HbzgjAx9eteWeMdSnl0ePVEsHltYLhrd3VsbMqrAt1wDjFXb3bsz5vfsjnrArqHiOxtJ43MctyGYGTcCAZGx0778fh710fiK+8PXv2jS5r+K1kjaPzflO1gh3eWD069cd65Lwxb3fifxDFBZW9xGU3SPNDJ/qwFOPmxxk4H41fn8IJYQTT3Mhklig84/3SS+Px4BP5Vzz0KnJRd7alfUNW0jUrWezM5y6na5Qhdw5GD9a5/TX1O61CG3sp/JmllzG28oA/s3bP5etKQt5cskCL84ygzycD8snH616V8M4jYrMsszAT/NEmQUbphh3U9f69Ki44+8aumSanb2SRalY+bdMNsqh1x1744OQa3tPv5njvpmszC0SrtDNkNwaS+uYLe8tkkYh7h/LTCk5PXt0+pqG8vUi0ydUb53m8r8h835VtB3B+6jQ8JTAvMuf9Zub8Q3/166aXT4rqXzGklVsbfkcjj8K43Q3+xvbOxwu7aT7Gu0a8hglgjlfa07mOPI4LYJx+QP5VU9HdBT1jY4HxZDdPr32KzvZ44raFWc+a2Q75Pr/dx+dQ2VgkUbbODgLn2FWNUn8zxXrLdlkjjH/AY1FPgbamfWvAxlSUqrT2PdwsFGmmkcd4vs/sGlGOCN5BO5LJGuSD1JxVLTvFkPh/wfpsMcQnunZ3MRbb5abyctjoT2H412QsE1zxNZ2MjukShpXKdflxgfmRVPxL4J062vLie3gU7oQFQ5OGLBcn1P3j+XpXbgYv2TkcGY1EppI4W58TxYDaZpBhidizebJkFmOSRj3rCv2Ot6lEYoRDLMFjcNIApbOByce3WtfxYyWGs3VlGm2FWDLtXHHYf1pdF0uOe6tbhsMpAcqyBg5H3lP5gj2JFdN7nnwcpL3jqvC/gK70eFNSvGngvE3LJbNscMOmQw5H09q67Rr+Wea7drNovKiBBZshjzxx9Kv2l9bXWnRuhVUC7CgP3SB09qznu1gsLwow35WPGe5/+sa1g76FtW1LXhu4LarK7Y/fOynH0B/pXR6sbGCwe6v22wwqWJzjt/OuL0+4TTLU3srBUifzC1Zms65N4qvV8sNHpsJzEh4Mh/vEfyFTiKsaS5maYam6r5StGg1C8uL9laPznysec7VHAH5VpCTyI9xPApIIPKUcdqoanM0xW1hBLMQDjtk4/rXguUq1TzZ7y5aUPJHTeFlZ7u41F1+UwlIi3AODlv5CsrVPFmkWv2y+QZvJOBH5ZVpSBgD6Dua9Bk0rytPisrV2tzDGBHIgBKkDDYB9vWuc1nwRpI0lUWNjI8iO8snzPI3I5PoMk4HoK96nS9nTUEfOYmtKdXnseUTeMNUvonifTrV7heBOQRtzzj/JrGutUvbmzktrvymEg4OzG0g+30rsPFVt/Z+kC4hRVP2uQBVHAUnav5BK5HTkjvnmRUYsMOqE8Ec5B+oyM+uKi7IjKTbvsb3gvwFBrDfbrua1mtQCskAaRJo26ggjA/HJB5r0OCxj07FrFu8uMALuYsce5PWqPhW7h0u1jsXkIifCxNIOSfQn3z+dat7do0+1RhlGT/n8KwxetCS9PzO7CJe2j/XQgvJhHH1rV8NaeIrNryRMyznIyOi9q56Qi8vYLUsFEjgMT6V28l3BYJbrL8kcjiEN2Un7ufqePrXPl9G3vs68ZU05EXokUFeAM8Vzcz+bPI+R80jNycDGTWzeXxs4oyIXYs23cCAF4Jyc9enSuF1GeVrVFLsdy9F45r3Kfc8Ws9kdxbRhdPtbpDvXndg8bCcZ/OuP1G61d9SvTpgintoAzNIUzGgAzgsfvHjt3/Ou/tLYW+l2cJ+ZYoFRx6gjnrzUpSG1tDEFjVUyVQAAHj0qZ+8JpqzTPAJfDF1eM91fOwYh5ZC4BZtv3s+nJx+dZV3DBHIkMKoNwKP0IJPQf59cV65eWaeYygAk2uwsVxyXyc/rXjc6SW0i7Xyd+Ap9uxx39q43dMtRbd2bHhq2uLbXoJBM8IiyGkCBhwQCrA9R/jXrF66yxbcnawx+FeeLPFBZvOsjyCRFYkHkkdz744/Cnaf40guvMsJJstGMwyKMbweq/Ufy+lUjS9kakl7GLJ7qFm+2MDbJlBlWOc89cd/wFbNr4fkmmRriZgEVQoXGABwBzzwB+tc45tl1MM7lYrdfOk9Nx4X+X6V1MXiXT0QhZ2ds43JGdufqa0T7A0nubVvpJieOeNnWRG4XIO4ehx6ip2xDr1ndp/qryFreQdsj50P/AKGPxos9ZtLn93GXDjpuFVdYYWkcLdI/tSSoSfuNu+YfQ5J/OhtlJLoc74okMGp+TGgCyCRxj+9vOf5irXhTUobfSrOwnCFrx2aRW5zuOAOfYVzNxqEuoeIZHd90StKI/pu/+tVi2ZV1S3ZRgLNAAPptz+ua5JY1qbj0OuGDXIm9z0OWKHTrR0ghihRjhhHGE57EAd64fX7Rf7Kv3bobYqMewb/Guw164htXePI2qfuZ5Leg/wA8c1xHiTUY4dFW2u2xJehiSo+6vX/AV1Tlc4bJHjcDGy1KOZwCitlznqO+Pf8Awrr59X+yWvnWbcRyFC0ZwyOeVYexP86x7m1gVwVwEycEr1Hqal0HQ4tX199Lnv5rRJIpNqxx53uqF1XHAA46n09ahDSO303xSmoaf9unVluoI/3kYYhS/t7Ej8ORW9o2iNdWtrJdSl2ZdzjcRjILZGOuSfavLvCjm8lME7u4JVmPX5BkkfyFemad4r0+OCML58rd1QYA9vetI3Cy6nYQaNblGRkzHtAAyc575NO1O2aTR54Im/0m0CTRE9cp8ynPvgis/TfEkciIDbTAN1YnvSeK9bXS9GFxA6m+m3W8A67tw5yPRev1A9aUnZXZcVd2RyT6jBfazqd3A2Yrm6Z0PtwP6VfEwAyDWLYWEVraRIi8qoGe5ov7z7JCefmPAA65rwaj55trqe5TXLBJnT+Dk+06/qN1kfuoViU+hZs/yWtK9UXchZmYnK5J6nac9vpRo9qnhvwn/pjol1cMZpyT9zgcZ9hgfUmsybVU/wBK1FiRbQR5RCMFie5HqeOPevXoL2dJRPHxM1Oo2eXeOokk8RXGzGVVB06YA/xqvomrR2dkltOWA8woHHBCEZz+BqTU9VXUrmSVoiJHBaQhuSM8/wBKx5DI1q8gACoQpIOcMfTNWjBHQ6dr19ZatK7yLLCF8uYLzlRyH474zz7EeldbpsEl3YR317OY4XdpXwQuAxOSc+gAGOvFcLquladp2gwavpmqXspa5NoXuIViW5xHlnixztU4U7u5HfIE82sza75em2pKaZDhc95cevt7USn7NczLhTc5cqNu4uDr10kNsZBpkLfKGP8ArSP4j7eldLZWSxoOMVR0eySKBQFxxW7gRx814WIxEqs7s9uhRjTjZFO+kMaqkS7pHIVVHcnpTNJsC2sabC4y73AaXOD0Occ/Sr+gWx1DWftJOY7ZwFH+0QefwH8637HRo7HV/t8lwG8vfIIwpGM5xz0PWvVy2ioxdSW7POzCs5SVOOy3OpnCbuXAbOQCaxdUwZBGCSq4YAnheD/jWsbyLyXd9gjAO73rhNR1hby6azgkBdn2yuOijqVHvjr6fjXfKVkcLstWYPj2KOPRY4ueZwffuf615rp8radqvnfMUyVkQ54X/PNdb418Wo17cWaxB44PlRmOAGHU+/p+FcVcSvcXiQhMljtZScc4GfwxWAJpmrqGqrdWYeO4WFpBsnjJI5H3SPQe4rpdK1ia6jkF05NzEqhyf4hzg+meOcd/rXLaJYadqvi1dO1S8ntoJ2CiSOWKNI2HVmMnGMZ4HJOPWn2TSabqmq6bI06fZ5hAqXO0OgUsBuxxnGM4OKyxMW6TX9bnThnaqm/60PS9A09NQjku7guATsjwccdzXTXMAv8AT7nTmf5zEADnkHqrfmP0rA0fVNPgtILcXkWVQLwep+ta7OzvHcQ8zx5wQeJFJ+6f6e9XSpqEFEdWfNNstRStqmg2krbfMcbZP9ltrKf1rjJ4He6trctuYzLG2Rnnd6D6V0ekTYS5jCsv+lblGegbk/yqNtEiOuQ3TXXKS+cIvKP5bvrXZTehxVY3kdsZ0UdC2MDC98Vk6lfR7EjXJOTjPUAfy9KW2vvtChlZVBGc1w/iXX2e9uYbTLSheSoz5K9Nx9yeg9SKmTsU2krs1Lu/i+y3EpkG2PcrN2yOv614pd3QjlPyMsg569D1zXSeLr640nQLSygDMXYvK7c89f5n9K8+Ju723muEDSMHAbAyeQelYPVjTbNCLWr2N5Jom3wRgAq3o3Jz7E0y03LO7Mvl4y0UqnoRg/iOhFMS3bT9OLksJpAA/PAHpWx4k8Nan4a8NaPf3TzpLeeYHtzGQLcAIUVj/eKtnHbp1BppDsdRbn7Vq01tN80TSAsueuMAA+3tXQ2Uca2sE6xoHLOpwvBALY4/AUUVa2B7nY6ZaxpZoWLSliSS+D17cdq5HxndXEVtZ2gmcx72OWOTwBgZ9s0UVnV+Bm1H40YumoAgbuB1qzeOYYfMThldSD7giiivCv757X2Ts57WJ7RLyRfMnmLbnfnAz0HoK4L4gSGOztJlA8wybM+2M0UV7j2PAluzn9Ps4bjR7OeVdzgFueh+YjB9RWJcatc6H4ie/tNnnRSMF8xdw+ZCp4+jGiihAhPC8rJdzwg/I4RG9SuTxXp9lbRpFclRgR7DGAANuFzx9aKK1QHVaNbIENzlzI67CC5KgA9h0FcLqcrXfjXUDKB+5kEKADACgA5x6nPJ+lFFc+I/hM6cP/ERqKMKKr6ZEl14202KUbkRmlC9tyjI/WiivJofxEetV+BnoeowQyLJcSwpLJApMZkGQp+nSuXvP31rKsgDB1O4HvnrRRXtM8LqzxzQpWfUrl3wx8srz7tg1NrjiDScRRoiqQQqjAFFFJEIzPEHjGbxFawQT6RpdqYEWKKS1jkUpGucIAXKgc5OByea6fQIY40QKoAxRRXLj/gR6OB+Jnd6f9xfpUmoyMlu+D2oorxVueki14Vd4pLYRsV80Mz4Ay2GHH05rsjNIS6Fsqo4Boor6mh/DifPVv4jGXUSXUAglBMb8MFJUn8RzXLXqRW948MEMcUcXyoqLjA6n8+/rRRTqEHkPj4BfEgQcLJGjNjuSSCf0q47gzM4jjV9oG8LzjpjPpxRRWSBHOp4km0m/vYm0/Tr+GWRWMd7b+YFZc4IIII6nIzg9wafpl9da1qmpX19M0lxct5srDA3Mc9h0HsKKKctjWG56FosEMt81s8YKpEHDZOckkfTtXSJfXFprtvZo+6CaMsVYZ2kHHFFFXISCG+mi13am0ebcNExxn5Qe3+NdL58gn8vd8tFFarYwn1Hqx+ztzXOazFDZSQ2trBHDEV80hFxls9Se9FFRMaOI8YRLP4cui+cxjzFI7EEf415xZXs1vpl0IiF2lWBx3Jx/IUUVkaPcXVLuV7a3BIAdd7Y9aNQ8T6xqmkW2l3t9NPbW8ryoJJGYlmCjkk8428emT60UVSBH//Z", 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", "info": {"video_id": "175700", "label": "moving remote up", "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": "6e9e62dc1393ee8a90b801524fc2209545f0e03ea2ba57495b1f21d3a7659c4f"} +{"episode": 61866, "episode_seed": 1473257296, "split": "train", "timestamp": "2025-10-13T03:30:21.327495", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1473257296, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 pen underneath 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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", "info": {"video_id": "146169", "label": "putting a pen underneath a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "146169", "label": "putting a pen underneath a book", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "146169", "label": "putting a pen underneath a book", "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": "17e88a1d318f3c7bc441240a3f5251408ac8ec0894459dbe9be6035ad59d996b"} +{"episode": 61867, "episode_seed": 3047021566, "split": "train", "timestamp": "2025-10-13T03:30:23.102956", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3047021566, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 carabiner, a bracket and a utility knife on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "171003", "label": "putting a carabiner, a bracket and a utility knife on the table", "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": "171003", "label": "putting a carabiner, a bracket and a utility knife on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "171003", "label": "putting a carabiner, a bracket and a utility knife on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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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JwMbf0OPwrT68VxXgiZna6BJx8vH512YOTWVVWkzqwrvSTOz3Ck3e1NpD0rnOoUuT0phYijJAFNY8GgYu7BzzSLqsOl3Ub3ab7KZWt7hfVHGDTTVXULZbu1eFsEEU4vlaZFSCnFxfU6SGw0TTbX7S2qxS2cY3ogHzuB2NeO/EO/XVteurq3uHuLNGEcMjDHy+gHoOlXZdIvi3kPcyNADwu44qj4lsVs9E4HPmKOtdcJxTtFbnnVKE3Fym72Rh+E8L4jtyOoDfyr2CI5Ue9eReElJ8QxZz9xq9ci+4KjE/Ea4D+G/U1dNYKk5zzhf61TvLosxGeaRbjyIn9TWbcS7ycHnrSh8Jhif4rIbqbg81zd/KcNWndTcEGsO8fKmrRiyhBNtuXFblrKTGcVzUZ/fua3LFvkFZyO2nojc0Txlp9rANK8QWYnW1J+zS7yjqpOdue49qy/GHjCDxHZf2Rp2nww2qSB0dSSVGDuGe+7jJ9qr3+lxXpDkc+tMg0tLeM4UCtFVsjCWFvLyPOrlTHPIvHysRXpnhjjRrYf8ATMV5vqP/ACEbnr/rWx+deleHlxpFr/1zX+VXWfuIzwitUZtDBBGOtZfiDxI72lvDayYkmkEaf7ManJP4nH61pjofpXmEVy8kj3Ehz5SbV+pqaLsmGZSagrFmedtQ1l3JLfNjJ7132kIY4FA9K4TQ7cyTbj3Oa9Dsk2RAYrOq+h05fS5KSJrlTJGwOCKdp/7uAL6VKw/dngU2IbQKxPQsWG1CTTXivouXgcSAeuDW1a6Po12X1Cw1S2t7OcmQxycPETyQB39qwJkEkRQ9xiuRudP1C3d4ba5kSBj90NwK0pyVrSOevTm2pwdmXfibqdtfNaWWlXZms4Ii7R4I2OMg59ScZ/GvMbYKb2H18xf513NxpgttLuGbk+UxJP0ribMFr+2znmRf511wnzJnmV6TpuN+p7JatmBT7VyHxBRpJdKjDKu4yDLHAH3a620H7lRiuP8AiMrGPTyo+6JCT/3zXJS+NHqYjSkzh5PNcsAcrGcdffFXbZC9xHH6cn6mqNru38/dPPNbmhw+ddGQjqa6puyPDor2lZL5nYafAEgUY7VO8RE6nuKdbpgCpmXLCuNs99LQmViQM1BB4hbw9qTmeFLjT7pAk8Mgypx0PsfQ1Ko4qvfWiXcJVwDThLldxVKanDlLeq/EPTobVrTRtJtsTKyy7mZy4IIwSe3Oce1eSalA0EiFjlnUsSfrXcRaNFCxIWuX8VoEvYEH/PMnj61006l5WPNr0OSm5Pcu+CiQ1wfVh/Ku3B56VxfgsfJcH/bH8q7NaxrfGzswn8FHYZpcMRnBx64pbeF7iZY0GSTXS3kMdlpXlqoyRjkVlGNzapUUGkcq3+eaaTxWxbaWJwspBCnsabJpQa6VI/ud6XIyvaxMf6UHmtu/0xIrfdHjco5rD696lpoqE1LYjeFW5xXG+PAE0hR6zL/I12x6VzPi6wF/phXLgqwcbfx/xq6btJNk1ouVNpHE+D8f8JHAOOUYfpXrMYwK8z8LaRcW+uRXDE7EDdVxnIxXS2011qHi+50xtXuLSL955QjQNllTcF9hweT6e9bVF7SfunHQl7Clea6nQ3Unyrg9M1kTzkMcHisrQdRu72Odrm4eXAUruPTOatXMlJLlVjCrJTm5Ir3E24nNZF1LkYq1M/WsyVtz1aM0rsiQYYn1rWsW+UVlDitGyPAqGdkNzchOQM1JMo8s4qCE8CrDZZCKzOg8hvGzfXHr5rdPqa9O8NnOh2Z9YhXOah4eNzqMj7UAZs5ArYuvN0rw4i2ztG0bKoK+lbzmppJHDSpOlOUnsdAxKgY5rh9Q8L6nYaepNuME7nCsCfyrd1Mi30SDUtP1rUJla5+zZuIljWchdzPEOu1ThTu9R7gaF1qu26dmwcLxntSs4BOMMVa99Dn/AA9bFQMjmu1gXAArD00LJI0oA+Zia34hjFYzd2ejSjaNiYj5aRRS5oA5rM1F7VE8Suc4qWkNA7GD4iUR6LeH0hb+VeYWR239ufSVe/uK9Z1q3F1ps8OSPMjK5HUV5lb6Rcm/jVDkBwclT2NdVCSSdzzcbTlKUWkesQDEYrP1mzhuZrd5FDGINgEcc4/wqlplwL3xa+mXup3dpbySbEeKWONY+5LFxjGM8dScCq/n3UN/qdtdyXBNtKY1W4wHXBI+bHGemccVKpte8aVMRGV6dtShqCW9wskMoG1V4wOQaraDAI4gazr67Ml0yIeO9b2lqFhT6U5bEU4pz5jdgAwKl71FD0qbFYs7UKKO1AozSGRuoAOK888YcarH/wBcv6mvRXrmdf0s3rIcKcccitaUuWVznxNNzptIzvBBz9rHup6+xrs+34VyEdlJoulSywOY5HdcsvpWvrema5oOiaXfXd3dLNeeZ5kJTAgwFKBjj7xDZx2+oNXKLm3JHPCqqEVTluey+G4UKvKR82cZrRvI1nuUWTlfSiipj8A6n8Vj5VCIQowAOKjhUBCwHNFFMlbGdqcjCNwD2rmImLRqT1IoorKodOH3Y89Kq3CiSJgwyMUUVmjqK1tBHGflUCuNv9Qn0rxZdXttt86KVtu8ZHK7Tx9GNFFb0fiOPGfAibwyMRXQHYIP51cuSaKKuW5wGXMTzVA/fNFFPoOG4h61fsyeKKKhnVHc1oTxVtDRRWbN0IyKXyRWf4jAGiNx/wAtE/nRRThuiavwMx9Y8SPrcVvFLpen25gRY43tkdSiL0QAuQBzngcnmq+qTyGVV3cMeaKK6Km6OLDfCzpNC5hFdFF0oorlluerD4SWiiipLAnmkzRRSKIZAGUg1nR2sSykhec0UVSJkc3d6wdL1nUIzYWF5FLKGMd3DvAZRwQQQR1ORnB7g1VfULm+N/e3Mm+4uH8yR8YyTn8vpRRXW/gR5H/L1mBCd0hY8kmuu07/AFSCiis5nRR3NmI81ODRRWLOxBng0p6UUUhjWqCQBuCKKKEDMrXwF0dsf89F/nWHd69qeoadBp13eTTW9vI8qCSRmJZsZySecbePTJ9aKK6qXwnm4r+Ij//Z", "info": {"video_id": "171003", "label": "putting a carabiner, a bracket and a utility knife on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e6928cd316d805f37fe0b0efc1a9f34b0c68d68c2e276ec8a09ab04be34a2de7"} +{"episode": 61868, "episode_seed": 1528346934, "split": "train", "timestamp": "2025-10-13T03:30:24.868600", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1528346934, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning a bottle of water upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "68468", "label": "turning a bottle of water upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "68468", "label": "turning a bottle of water upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7d746e5b48c2aeea200a68c9628ce6bba04edf2ebd841df9adbcc1fb0a0f7817"} +{"episode": 61869, "episode_seed": 2362226929, "split": "train", "timestamp": "2025-10-13T03:30:28.937078", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2362226929, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 7up bottle on a flat surface without letting it roll'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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bd7kmOH52UbVJwWfnA9utN1L92cfvC21Q4CgE/Tpn6etUdNcxtHPAxeRfmG8ZwR2xW54k1S0fSNOQeTNqNyQrCI/d5AwR65IH509mSYthos18w1OxQDbIyoGkWKUOp5x6HnsaW4iu4PtMGpzvb3W7zUEsgLuOcnvnOevscc1n3E19aF7rT9QuI3R9zxYDJv8AVkcEZ7djxzWct1qmr3F1eXQ86+gUPJIjgFwD8u0dFCj0Hfkmk7NBHc3NZt3161tZZfISWBRmMRAAD+LGOpOR0HGDzWE+lxS3sESMDKAgVGhDoz7snjP3QMdRz6VtWEV5Nag53bwdxLA89T8xq3ALEaggcyhQRvMKcjA4OfypJl2OWuNAfa0kcEOIGOZlyTJycnJxxnOF9OpqpYz6hapPaMTHaz4yjqu765PXPtXeXSGCFYt82XcmOJznaMHAJ9ffgVlLplm0LfbFlj3DZDHEpbdKRwW/z3o5g5TJu1v7u1kvi4lljcRiIsnTb3B+gxwBV3T5owIUZpFdlBwpyQT6nuOv402z0e+ku8okUZ3D5T1fHG1cdyMn6DNXPscEVyk0YLlkIX94QBnvgYGRTZNjVvLWOKVUjugQNpx3OTgg+lTXUAKHcQ5TaBvJXkfw+npz35rCileS4Zo8dizHrx/n+Vdno0Nlq1obSVG3xRFmlOMDJz9f/wBVGojjZrT+05ltbc+ZcYb/AEdcghRyeDgYx6GrtwNbsxbxz210YoE2IZYgdoHYE9eOmfTFVHlYXbTaXdeTLFI3kySIDjIweGHIPTB9eKy9S8YavLYvpV9EhtUbc32bMTuwOQCWLYXPoD2qlYk07258idomlLOh3OGIOMe1VLCad5VEjkK5PPQj3/Hipkmtr3zZVgV3IJDlRn0wM8d6rLHLayvdSkiHzFxk9euPbtWSNjq0kaK2eSIMF+6pDc9euT/Wsa4t5YrgyK7liOQTu5789TUFvNKjm7cAwxruYvzsBOB+uPzqdbyae3wAqybQSWA+UHucYzzkigYjF5raZnG/OAGx0HPr71H++ZluYmVEUhXyD17jj2/U1qTRyXISWOFljWOMPuUBWIABI9yefxqheSjbFCWZTyQTg8ehx7UwGFxK6EruySAep/Gm2l9HaXbHmSNW+dF64zUEVzsmTruY7c5B3fTH5VQnE6XLyJJ5b5IAdRjj/Ip7gWdR1Z7cSTPC81uu4mJuPMyMEHrgFeCPXFeZ3Gi6zqMjK8ogiSP91G7+WioSeEAGMfXn1rsru5ummdrwebmRnkJOBySTtz9ehrnb7V0U+WjFsKE+gHQU4U235HEqfsZt09pas6n4GLF4fl1hdQKebciHaoIO0LvJyfxHHtXoXiu+sb9VaEMzIpHmICB7j1NeQ+FbuVpbtoRlgEyeynn8c16ToUIvZpN/l7P4eeCO/GeeR+tOorPQ6IPTUj0i/a2u1aZVSBXAD42j3/Oukjvba7QvKUTapkbrkjryffPes7Xba1mglij27oFMrc4wegwB1OM/lWM10UsTbsW3Fg5ZvpjZjOSM/wAhU7lo17gubhZfMVAzAKD2OcYx/hSTQxxXMdluQTvMUVccbgR3qGxllu0VNj7/ALxcRnCLwMAZ9h0z9aff2WoW5E9q0klwh3B5T0PXk9x2/GhW6kVedwfs9ygs8Fnqrw3ltmVlYAbzgqCMkY68nr65HavM/iTqt79vitomeOwkjyqj+Jhwcnvjiu1m1aS9vFXULZ4p0Q+ZuZQsjA5O1icnPocVBdWthrKrDe2kc3knzI1JO3djHrzx26VUbp6bGNGtKpBRqRtNJXPItL0PVNelK2NuzoDhpnO2NPqx/kMmuxtvA1poircagVvpdoIBGI1b/dPJ/H8q663N1pwH2JogyjiNxgDIxwB0x+PTmqF9qe6Bm1BpNqJtLMvBbjgj17+nWrbbZpZImsZYpHYoyLBgZIPT29O3Tiuls/EtkltGG+UBdmMd/YD19+teaJrtpCrhA21mJC5+7WrG0rjYVTdxsBOT65yKmcbbhGRt3bo5aZN7Z+YRuSeSfQe4q1pcrW7MzblV3O5QcZ9T+dXdKS0tojJdeWGAAycNnHf0Ofaont4otSkZm+VyskikbzhiCQMf54xUGprecl5C0CE5kjGIwRwPqD+HFZNxplzBIFUv5YYA45BB7Z7VSaeW01GSRVaNM5UMcAICcDHrg4zW5pwu7uxaNQDE7+aZJHyWIGAfpz09qWwzNnRJY2xBiVmwgI4JA5A7cdT6VGJGmtkE6bHAIx1x+vSrcOtwaXENInj8tgWeNm3bZt2BgHoCOvt+NVruOCEoUulkLplhtIYA9j7/AJVpZbo8+hi3Oo6VRWkvx9COCaWxZcHKuNvy459BT7qP5RdoTgnfxkc9N2R6VQ1K48t4liD7QvKgZ4qNrq3MSql8JMhiIeuzkDBPY857UjtIbzVJiZsTLctIAZGkGGbI5z7+prQ8HaZLqMc8LGRiqjLKcYBJyGJ9sf5FcVNqlnBNJtkLjACpyAv1/wAK6fwD4naw1C7ZVUxFUHQHb1/KnKDUbkRfvWOs1O3fQPLSaY7H6Bm429SPrxTba7F5fI8aBEdupUD8SPToKj1rXJtePyRBUUYwSc5zjr261lQm60OZbm43KjSYWMnJ4HvxWe5sd7cTWyiMTK0qx89SiufoOvb1rDvr7zNQKqpQrjYYzgLx2XP86S21wixae4RmUD5CG4L8EADuRk1Sk8p7pCwdmd/mIP3RkZYk9ODnmkBFeXN1dRkRStEhlVvl4cvjBOfpxio4LqSOA2MsgIUYjwPuj1FXJEgfVIrIFWiaYqZvM/hzjPp2zUGoW0VssRjPnOu4+btDFTkjkD24BHBGK0UXa5zPFU1V9i3aRlxo9rOWXd8/LHOfx/xrUS7lmhzDI8RZcMEcgMpHKtjsapxv99s8KuSp7n/Cm6Xeu8qpHGruPkKMR8wI9fSh6bGxC87QWZtwIXSKQykEYcMSAcHuvTg96w7+5N5qIk8vBClXDt9444Iz3q3r6SLtlWQGQJyowcj1H4YrMtWZsXEwKbVyEZsE/h6frTUW1oS2kdV4fO65lRoh5QUDO7IGT159+3vWxcXVtd6ilsGABU4Zuei8frj6fhWXZpDod4LqW0N1AoKJCHAO5hgnn6Y+hrOlcvIGJMbDoAeB6CsupstjpEiBsmjUKgdQJeRlhncoOTx0FQaNbRrdqmMR7/nUIPu/U8Yplh5lxcRwGIySSSBcZOMkfqf8ass+2QKNvyNzjnPpjNIZ37Wtvc2uzIYL97BA6+3auJ16GEN5kJRirbcMMd6v29+5hyJQAoLMS30H41l6s8u8hmwGHz853f4Gmtw6GJJbTTBniUKFBI929Pqay57lZbshzIQARz90ccZ981e8x4i0+HEMZC+Zj+Lnj1rGuAkl20ka5D4J4xg9CKYjD8VXjRQRCPIDyEOST6dv89q42ack5Brvr3SzrNnLAMLOeYixx8w6Z9M8j8a4C8s7uxlMV1bTQsDgh0IGfY9D+FbQlpYxmtTt/hfNGk2qPMqOMRgBkB67q9DttVOlSXCW8UErXClH8wE+UvHK44rzn4ZiRJdRYhlVhGF3JwxGe/tXqBsbZbFpCQ0u8BYwMHaR6f1qJvWxUUUftc1xMsqyEsRyCfvAf/q/Sp7a2aRWBaVgq72A5HX1JGazrgz6aqz5CpKx8vzOAwHBxjnrWtDqQaMJBKVhkVTIGGOB2J6ipKRdsVFlcjyF2rjAOOvpz6c9K7myeJrQL8hmC4J7E+4rz+e6d8iE7QMHJ6gelXtN1OVblIHYSS4KjA++c8H+lJoZV8X6VZy3y3EQEbgnO3qG75rkZkW3UypMWcH51bjGfb6iux1oyhtrnktjlfr/APXrktShENx9mRvOjAH7wDZn1Az25+vFVHQmSKltcb45GZW3Z6ls5GOfp1FcN4j1GSbU5YAXWKH5UVj7da7lVeO2DbVLKQOx/OuI8W6Y1rcLfxgmGQBXI6Kw/oR/KtIvUykYDTsvQ817S8cN3ZoH/dqgClhHhmGPbtXhxbJH1r3/AEFoLm7g+1S7YFbknp06Z+vU0qjsOmrmdf3897IPNghtsRqu2AHbheh5pbe7nVk82ULgdeDnPA469K6i6tYXtzIkWFQFnbaOFz1PtXJ2uoRkyM3ktJDIuBjcrAHP+RWa2Nep0bQxtCzOeem1Rtz+nH1re0K4gZzHIAi4GWx1Pv61zaaixV5pyGkkbc4A9Txj/CoFv543zJEyDnZg9W6Y/nSsUdV4w0yyvrFlEa5j5wRkE9iP89a89+zXb/uiWkOArHOCcdOcc+mTzXXXDzT26ssjGPHJX/PT+tctdiWFmmw6QIQrSkHCnPf24oirGcoRclJrVFO4nJjjxGpfADcgY5/xrnvE9wYNNM0ShHdgjuvcHP8AgK1JSJr1i2MEhxz39sdOazdZtHv7SS1Vg0jj8mHT8z3rS4S2OBkmY9DXTeCUuLg35jLkqE3bFJOPmrkZVeGZopUZJFOGVhgg12/w5neJtSMaMxIjBwccfNn61UnoZx3PUPDI5uLiQStsAaTjOwdgSDkdM/h14p+rX0N/NPEigFFxGAQN5J/lj+tYMd/eoZorWWeGF/8AXKrcT89xikjQzzK+CrKM54/LmsbamxZlnb7H5Ubp5IYyLsODvxtLZznt/OtTQrV747DIrIPn5dhuY+px19uaqw6cfsUtyUCrGUXcTkkkHgfkf1rRsJDFKOQqngc9BQxl7UPCkl7EYrUGMYzmP5SfcehyOK5M3Oq6FdyWt5NI0nlmOKYL8wAGMEcAjjqP16V6lbamvk+SdwjxgMOvH865Txb5F8yOUyQfvDGPqPakm09DnxGFp1tZLXv1OShuzI7KZOGTaMnJz7+wqj5cKsVjmeKRerxNtIPfn/GpZ5o449yxlWHzBs53Z68/hmqcdw7qeAGIHRQOQOOlamhg6rq7aeFtYHQsF4wMhB2+h9q5yTV5wCzOST1Oam8SfJq8kgUBZVB46Ejg/wAqxWbcMGtY6IylufSOnWcd+zylT5cce9Wcdh2rM1qOOMlrYYAXeSFzjjqfTt+dQ6fqktrY5zIrH5cr/ECP5VTvNUuJkntIYldLkIsgLbdqqcgDHqRz7CuJXOzSxPpuqP5LNuKXCNkNEx4HbBq7h9iohGR/EOPr/nvVO1tYIlUQkEgECFlA4PTuRwfxrYlEUaI4cOWyCir93gYJ9c5P5VYh/khbEyW0eXHIJP3l9COKbcO7WqsQzStwwzkE/WoxcAW4jWTJ3cLnkD3FQS3QA81pgSrbDHs5HH3jz3P8qaQm7GZqEcUcCRM8rgnO04xuPf0qp5e5X8tizxruww4OMZB9OtW71Wn+YkATcYzzx9KNOB0+NbpIkmcyqpjcEgoOSTjjPGMUAZqyIswcxFN/3e4qK48SQaRZDZH56BmHlq3Tjn+fWqetxiIAhpFV2JV8dO56fyrmdEsRrniR9LuNSlto2SVovLTeWdULBR/dBxkn296fLclysdvpOu3OsLcvcSqY7d0VEUYG0k42/oK6qGV8YZxtC456k85/z9K8p8BPcTyTxhfMGEcg9j82MV3dhNIJVMvQ9GHrSasJNsuapbT4EtwwKxjZEjIFMQ68ZHTJzzjOetM0mHzLhUVgUycPINvBI4PpjNaly8bIo2h3kbcGc5A9z61q6PpEf9n3N3NKsflLu2lSxc9cf0xRcYxbIBVCDzHU8qB1/Cm2yCK984wguvAKrknnp+fHFbMKNcW0cpI+zs2CcAHJzjHf/wDVWXesbOFWWQ+YJVKSADdnPJPv0xQgfkXXeNxLdO7K4HIxyAPauP1y4CzKWRSxBJwuPlOOnuM1bm1RBeMlxueNycZzznqD/wDXrOukWTAk5XPBDdRnpnt07VSE9iowkSONwqiOZMMDkqGHPB9xg/jVORkS3beV8tnCujjIJ7fX6VdUTXUHls5aHzTJCmeEPTC/gB1zXF+IZXgtJZIpHimSULgcY/8Ar9fwqiDXl0zws07i/sIIZl+fCsyh14zjYce/auhs5ES2SWJwmcHee6jv/n2rgNbsLVNFtdX0/Vr+4Ju/s2+5hEa3BCbneLHO1SQpDeo9wOjd54pyhIZYyAQvQDFS0OLOivLi/uIDGsm23kA37lysyg9DnsCO1UNPsFubsohJTOwx4wV5z2xxgnpTlmSO28xtzkDAAPcn9Otb3hGybUL5UUQxHsC3y4Hb1Jqblk8uktZKSOARuUZznJ6+3Q1DdwQTxINzLv53DsR1q/qtzkyQ26R3BhZlPlkk5B5IwPb/AOtWP5sgkYyEFcZUjHTGef5fjTQHQmRTZRW6BNy8Ek84/LrXPar5EluYFeUKPm2ljwcdfrUJ1EJFA6IsJdME5I3kZJJ9yKx7tpndovNyHy4K9vb9DQJO5GsaRkyAIyIRlh6Zxux6ZqFoxHdkoylC2dwq9p8VtC5ivN4FyrY2YJXAJG4/wgsB/nmsyS8Nm8byx42jDFDn/wCsarcWxM+l6XqgKXNqkoBKqc/MD7Y7fjUmnaJp+gl3sRKn2rAKtIW5XsPTrWB4ev4r/wAXmxuNTurCCeXEckU8aLFznLGTjAHTHJOBVrTb29n8R6jZahLcE2s7RLFchVdMEglgvGcAdCRk1NmF0dg4iiskSJD5qszOzLwVPv39Mdqw9QD6deRRBmM0iLNiP0YcBs8DIGfxrehVZ/3cchMshwuSMD8T9KxL20W2JKM0xd9xQuW5yTwc8fyxQijTjvxcyCQKVGA20c5P+HvVmMtLMAzMo3AhRxn1+lR+HLaKTCSO6QDCqNuSOTx6e1bbacUeKVAEI4O7v6896TGT6TdSfb0s8t9zart2X1Poeaj1i1drgwxo7YOSA3bn/PerNkziZURfMdjtRMhcn0/nmo7u+t4oJZHGyX7zZOPbGaBXWxxOqQtHeGOGJo7fA2rJhue5P159qoeQ4t5DGdzr04PHetXW74rKVXLMST14I4yPaq0kcyWkF6x2RNiOSQfLknJUY7nFaIkwdR0iLVbJldijxncsh6g988965iXwbq4wbfybkHoFfY3/AHy2K6rV7v7NpM7xTbJ1kVdynGRnpj/PSk1y21zw1oWk39/c3YnvzIJIimPs+NjIGP8AeIbOO31Bwcz6EtJm3HcSJp6uCNxLH8QSKktZiRGu1dxLEvj5jwOPpRRWK2NjYiASOEKMEgsT+eB9OKkmZ3uNm8gdeMZ4BoooQMjijWW1DvkuHKbs84qiX8/zN4H705bHHY9PyooqgKOizPcTZmO/gjn2z/hW8CUuREv3FLEDFFFAGNr8KNaQRMNytdqDnvz/APWrzn+17jRtTtb6zSJZ1QnLLkEshUk/gxoopxJkbng6Jbe51IQ5QAxqMHsN4/8AZRXU+Y5uQNxClugPAwKKKJbijsdI8hMkY77l59vTHTFbUZJRkYlkRl2qTwCcc49feiipGAvpGmWNo42KZijcg5Rcduf55rM12ZzZ5zzjI9jRRQge5zBuJUs2kV+S21wQCHGe4Pp2NJFM7sImI2MjHHoRRRVoGaCokAjKKAUA2+3BrhdcuG2T5SM755s5H90oB+OOKKKaIW5j614ofxHp0a3GlabbPbBIoZLVJFKRgMdgBcqBkZOBzya6VnZyCSflwowexoool0EuptK5/s8AgfLGxU9MEd//ANdbOmySJNFBFK8aTAK5Q4JGcYz+JooqDQv6eXlR7ZJHhDgFniOGYEcqSe3ArJuPlhfaSOo4+p/woooBmbF/pc9nbScRyEBtvB+ufWmW+Gby2VSEJwSOeh/woopgWoUWW7lVh91AQR9f/rVj+I4xbPbyxkguGyO3Aoopx3JkcR/braPd3qHTdOvoppFYx3sHmBWXJBBBBHU5GcHuDWlomo3V/PqWp3Upku7p/MlfAGWJycY6dccdqKKolbnZ6HI0u8OchSOD9M81ev3MIijTAyrAtjnAGetFFZmh1Hh3TYH8PXOobnWaFvlCn5eoHPfvV5og9y1u7O8ZjIwxz2Bz9eaKKXUaMa7d44YlR2XFxsBBwQAM/wBKwDdSG7lBxhWGOPXB/rRRTQmZ6gSkiQblUkgHp1pquZo5mbpJKGKj7oI6YHQcEjiiirWxLOU19A1jNJyCjooweOSf8KwdQ8SatqelQaXe3s09tayvIgkkZiS2OpJ5xt49Mn1ooqiD/9k=", 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", 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", "info": {"video_id": "53351", "label": "putting 7up bottle on a flat surface without letting it roll", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "53351", "label": "putting 7up bottle on a flat surface without letting it roll", "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": "484dc12a0c9f4f42c693404e70c12ecacaf20255714dffa650553081fdb1b0db"} +{"episode": 61870, "episode_seed": 1256479535, "split": "train", "timestamp": "2025-10-13T03:30:30.980640", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1256479535, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 webcam so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "135997", "label": "pushing webcam 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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", 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", 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", "info": {"video_id": "135997", "label": "pushing webcam 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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GdrmsunrIskfmBWkwQu75vy6fhWnpDKlzHbTS5YLtYLwz4XHSsoX9mmoDTChEwj3tOxxh8ZxmrlsLa6vxdxSKJ3iALIMkY54x71lJStqVp0Mbxhbm3u7G9xho2a3l/Dp+magtXLsEA61veLLdbvRLjYp37FnAxggqcH9Oa5rRJvMaGRueP1rem7xMZKzN/YqxKgHao4+pHYVK7A4wOpqNupI49TWiIZcJ22pTuQa47UGmbT3hEL5bA+6fWusYM0nX2ArE1TVfI8yFLfdJnBLHpULc65K61OVt4JRMsUiOW/hUg10tlMJYbeOLI8ncSx4JJOSapte6hcmHzY/LChvLATaCD1+tW7SO6gyy2xKt3Xmicug4wSjdN67+mhtxGWZtqttiKruYt0wDkD34HJqg9w17A9zEzROJT904YDPHPpimzTLCkjGXGduzjoOh/nSafasplgQfIfulR1I6fiB39qzsY76GnaancjyoXZWeaNZA5AxuA4DeoPOas+I7M3ekTQiMA+XvQbSPmXqPrjiqP2We3ubWZFDhPlIYg5H8j9K1oGMlq8gGUjYMzHALZ4PH+elS5WaBxOO02YTafAxPKjaR9K2IFDK7Lwa5/wAr+z9VvbPskm5B7Hp/SugtR/o6PnJrp8zEtRObe2kYj86rSbGYFcZ6mo764ZYSOmT19KgtomkAZZAazk/eOiD9xFp1yvSq6xxrdxTSDhMg49xV2OFSP3uceoNV57VEJMJkYu2CpGahy6F8rtcRporeR3ILOi/Lz0ODjH6VSsmM+nGOT5nUkgnk85/XOaNWndY2ZNvKocY54xSaKLmZWu1tw9u7+X8p5De/tRbQhRcnojXtJVh1RGlO3dCAQR94DnGPwrZ1i1GpabPFuR/OhOGQ5BYcqf8APpWXNGJbdt0IWWNSyj19xV3Q5g3h9QBtdW80Aj5jz/gazv1E10OO0i5LWSK3DRnaa2Lb55cn7orGvI/sHiG9t1GEdvNQex5ra09g1tn/AGq6t9TEtTN27ViabNK8wRmyCcnjtWvL0rIsyIlkk6H7opT2NKS3NGO/ZZD8gIzTryFtTgaOKPBdSPriqkYzz+dLf6k2n6fKsBxKF+U4zzUKKNG2VpYjNbKjsA4XYwPYg/8A1q0NLKQackkysY442lde+Bzj8zWBo1w09o/mNukRyzM3Xnqa3LO4H9lpIynZIHVx32nj+lTLTRiRdsdYguLAXpj8vJZHjHPTmtTw+YJLKMQF/s7kxgEcfU1m6RaQW0CRQr8i5Zmbux7fhVvSLprTzLZUwELSiMthTyM49OtRJJ35QV0tTm/FcXka1Z3gHyzJ5bn/AGhx/WtDSyPs7Z65rQ8cWaXGkTlVAkhbzUPTODhv8awdHuPMiV/7y8/Wt6bvEykrM1nwSRWfegkwpgncSBV7OSfeq93kCMjqM4qpbCh8QjlS+3PyoNoFSJKLcea6nK9ADzVFDtzuPzE9qk1CF7RoUaRf3isxLMANw5xnucGoSZu3cybjW5rjxGqSP/owJRVwQMEdcVsRfur5LcrtPlEkDP0GfzrBvrRZRxlJlPGRgitl53mtjcxLmVoVOMZ5xg5/EUppaWJV0y7bw2s99JfyRl7xl8pUI4yBjdU6hNFuQ9vH8p5Z1A3A4wcE9u+KS1u18iI42s3y9BkdutIX3ytazIHWfhA3PzjquPpg/n6VDvsx6LY6R2E1kwniRgrOpO4nKdyCenDA49q80sVNlfXVmGDCGU7SO4z1/lXqKtANoWB8tbNIWU7QGBAGT6nqB7V594iSK08ULNHjyrlATtGAG/8A11VLdoia0uaivup7LvjbBwSKIVUorgcEUO21yO1bGRNAGnnDdADWfqE2lw3DySurOSOFGTmr1/cCxtSqHDkHp2rkZYxsAckMTk5FZo7XobVxrkeq3EVvHbbIYkPzMecdzV3TbqJkGyfZzwCOK562jWC3lmA5k+QfTvWlZRAQLnis3FSY+ZxVyxq9plXw24ud2Rge/X60mmRj7DCskhjjKFpGPVVHOP8APpWlPBbW+mM10zCR48qNw+U+p9qzLZ47qzRc/u54njye2RxVPaxlfVtF2yuLa4jWW0cvbyEoQezDp1qTSPPiWS3uGMvmErnoFBzjOPbFUtKsX0q1jt5JQ0sk3mMF4AAHFW7CYyNdRNJIhEgEZj53cfzHNTNJPQSvY57xHGYdUtLk8eanlv8AVTitHTT/AKL1zT/GFlK9jLPs4ilEoIXAAPBFUPCkA1nWhp8mpTWiSRyNH5abizqhYL6AcHk+nvW8NYmMtx+rOTGiDqxqvah4yAM59qp2t1Lc/NNIzkKCue2a1rMDzAzYwo3Z+lTLQ2grxQ/UbiW3CRxORtXn3NO065ursPE2GwM5xg9aikj+0vkYLH1qd7gaVZsYQrzMDhqhR7lt2WhDqtrJDN9nmCkFMhg1Lo91NpejXsKQoxJaVWycuNuMD0x1rJ027nvXuGuGLTqvAboK3LKN0toRuDyIMHPf1pvTQmnJxfNHck0SS5u9LtmnLF2Lr5jd1rc0kpLCJYo12CRom5wQOhGKpROw/eSqECjCoOgFQ2U81vdzRbkD7DKrMuckEZyO/HfrWT953QrWWpjeLYDDe2d5ggjMMn1HT9DVzTHH2baeua0/F9uLnSbhGx8vzRHH8S9vxFcfFeyLpayROVfjkVvTd4mUlZnTsetc7vd5ljThAcmtnV7a2ttAg1PTtXv5la6Nrm5hWNbghNzvEBztU4U7vUe4FSwsZLhsqvDHGfWnMqn1LNnCJ5DH5m0AZ+tZkwaYsrcld28AdMHBNaVsBBqexjgfdJ9KbqUW03cKyASvIpifHABBYjPuc0RSaKbaObLnTppGhG5JEII/HrWtptxcA2SyjEUqllPqN238s5/Ksi5W4iv3jlILSBZUAHXJzxW9b+bOkErw7XjYbgOy9cj2zSn5o0hGLi5c1n27m6Zg8LIh2gcEjjHvVvQ2ju75Gniy6gwyr6Mf6d6w7eYPeSRc4O4ZPrnp+o/OtzQGj06wurm4QhJJVRSBnIGBz78/pWOi0RF7vU1LtLe9sTG6v+881Mv6huD+Pb615zoJ8uWS1Y/NE5H4dq9TSUTPF58ZiDl02MOhUnGT6+n4V5ncRi18SwygbY7lSvTHzD/IqqMtXFiqR0ubYTCn2qpezbQigZLdKk0YW+peK/7M1DULm1t5X2JLFLFGsfcljJxjGeByTgVZ0i38jUtahulna5tZvs9ulzgPHksCzAcbgB2454rdrQyjuZc9jLHB5snXpVycLLpcEjYZVdUkTbubacK2B34NXdddIreCGMcLnn1pul29nc6e0M25WmBG4dST0A+mKiD1NpLQ5HVjM3mSRPutllAViCWVem3J5wOODSaUbplRWV/JLBRJjhRk8/nWtqkU91pQgFqFKIAZIQxDuPvb+uWyDzTdGnWS0htI38xYVLMByCTk496c3ZFU4KV23ZL+kPLSW9nEroyyKXyg6ev5YGa17OA3GtWU0aKyZ3vu6/KDjB7c/oasGGyvbHzLwlYpwCiyMAcgDIx1zjnFWrCw8mXk74HhIRiOue35Vi+6Is7mpFfPdiQRW0kcOJCJDgO7Kw4A+nOe4BrkvHSRXS74CC0UCTjLAHg4Py4zz612UMUC3aIyfLGF+zzyEg7iCCo7A7T+tcl4rsnhuwklz58UEa+aOpBO4HJ+jD8qUX7yY5OydyGwlWayhdejIGouUIySa5+yu5rfRJYlkKS203l5HXGf/wBdbfiHRNY0HQtKv7y4uVmvTJ5sLJgQABCgY4+8Q2cdvqDXVY5zLvrmSeSQucktj8BVbblhkk5oorFbHZ1HHrBF/AvQfU10NiiiFZSoLc4z0GKKKUQmYNtdT3msXi3EhkUAYB7c4rWtVEsYRhwQentyDRRSnuRHcmtxtjaTJLn5ck5wKrxIF1Tvtc7WXPDAqx/p+pooop9Qnoka17GrWPktkoYPLOTnI2A8++ea890XVLnSL6K/tdnnw7tu9cj5lKnj6MaKK0pdTKXQs6eANw7AAVsv8sAAooonuaQ+EWMYAqn57zRRyPjLKCR2oopLYYulwodXcY4aI5/DFXo2MeqxbeBKFDL2/i6UUVMtxIvSMZInVunII/Crvh1zdTWskoDM8OWyPaiipkLqbd3axPprblzuLqc9xmvKYgFspk/hWUgfTNFFaUdiam5ra14mfXobeGXStNtjAixxSWqSKUjXOEALlQOcnA5PNd5JbxW+oNBFGqxwQoqAD1GSfrRRVz2FA5WBRNrKq4yDJkj1rWvbaCC+hkEStut5PlflcgjBx+J/OiilAuRxPiUCPXrPYAAVHy9vvGuyhUBZQvG1cAjsOKKKU90Shl7aRJPHcKuH4Ht1FbOnoDaWjdCDIR9aKKxmWtzQvIhb28bRk5muEL5Oeq449OgryvV53fy5OFMcyMoXoCd2fzwKKKdL4wn8LLn9ttpV/eRtp+n30U0gcx3kG8BlHBBBBHU5GcHuDWp4evbjU7zVb+7k8y5uGEsj4xljn06UUV0S+EyjuRa27bY23HOD+FSwnyJYFj4CFcfnRRWJ0R2Luozy6RqH2i2dijX2GgkO6IlolydvY/MeRWJHbR2PiC9htwUTybeXAPRmUEn8yaKK2n8LOdbmxZs804EjF0X51RgCqsQwJHvXRwQRC9iZUAKSlFwTwNv8/eiiuSXQ6Ik+i6XBHEV3StG8cY2M+QCCzbh3zzj6V5/r8rw392inIunVpC3JyWwcfgKKK0+2ZS+Awi5W81OMcKZAfxDf/Xq7feINU1HS7fTbu8mmt7eR5UEkjMSz4zkk8428emT60UV0mR//2Q==", 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", 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", "info": {"video_id": "135997", "label": "pushing webcam 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": "c8d5d4eaafcee75df661b774aea55703cc5793be4469c7b75858634a269cbcee"} +{"episode": 61871, "episode_seed": 845110827, "split": "train", "timestamp": "2025-10-13T03:30:32.125372", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 845110827, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 up one end of crayon without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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5EhBS3yeR1b/CtIqjhIafeef79Z3Zr+HEkkMtwCxEksSZHs2T+FdhYzySyTMzZXzmCeyis2C1isUsrdEIDS8bWIAwCefWrWkndCWyfmlkIz9a8mdT2tTnfdHbCPJGyMDxddGXVFhzkQoB+J5/wqC1UDTQP7yk/nVHWJ/O1e8k6gykD8OP6VfhH+hxrnjYP5V9PblpRR4rlzVWzNvGgke1t7nBikjyD79OK5nULBrKcgEtGfut/StTxDlI7QYKkKwwxyRg1Ue9+0aUqSAM4+XJ7+hrgqfGz16L/doygSPpV8CSDY0ikBwGU+tVUiZpNoUnn866CGyaaFFmJCDHANYylZo6IpvY6Hw+93pEM0gmVXmQDgZ2gc0l3qQSZ2LmV2+8xPeo48SARLkgLgnPSshrW6m1RLG3XhufMPPFbxrUYXlFW8zhrYas3ebuWWupr50t/MJdztVfrXfwR/Z4LaPYy5u1U5cHdhcZ47cdKztA8NQ2LpM3zzDq7dauWrf8g5SNpa4mk2ng9+2M/wCea8vFYr2702RrRpKCNHxDcmDw1ckHl8IPxP8AhmuE035r9T6Amup8YS7dFt48/fmz+QP+Ncppf/H2x/2D/Svey5Wwl+55eNd69uxp3Jdp4yq/LtcE46cV5lIreZtKnPYV6ZOVM0JKZOSA3Py8VzVsghtlb5eCTwK58Q7WOzBuyfy/Ulh/0PQI7KVA0koO5TzjJ/p/OoYisKBVAGOKYshlcyMeT09hTLjOcg8MMH61xSd2epBWVy/a3oEm5hnaOBUl/f71Ry2CGGOcVgpcEOwz1FXIVNw8UeSXY5A+nPNPn5LMio1KDizTtNSlRgGw6Y6N3rrdE1Nr9YXICpavIyhmG4/J2Hpz+tcLbaFfzqkkciANzwcjr7V2+nQHS7NrcsMpaSSucD77HGc4/wA+lTi8XGrS5OpwUqLhO51OjHFhDuct+7BLE59+ted3lwb/AFSWYnPnS5/Anj9K7gSG08PzN0Mdrj6HbiuAsxm8hHbcK9HJY2pSkceYyu4xNu62+ZbZ4xKMY+hrm9clP2ayzkHMgOfYiuiucExElP8AWKRvGfy965TxNIUgs+mfMm6fUVpidabNMFpVj/XQk0vXprRwrNlBXR/2i2slzDhpEh8uPcQBl/vHnrxXm6SnOa3/AA3IZdWt4sZw/mf98/8A168zVM9eai1c9DvWEYtrWIE7FACr16f/AFqktJgYGkdvlHdj0xWVNKv2okqHAyAGYfgeeveudvdVkdBC77IkYr5Y7kHqfWuGOFeJqc6dtX9y0Iq1lShy2NfWNbSS4K2oQhY2Qykc89dvtXL3F6PIZIs5I2lj/Sql1d7+SdqDgVe0bR57y4jllBWEHKqerfWvUTo4SFo/8OcFp1neR2FhqEqWSiVC3lmGIAdclRkn8a1pLoW9nLMfuopY/gKwiQGUr5Z3XoHyZ5wOc57ipdenMWgT4PLkJ+Z/+tXnYSKnXXmdlSXLBvschCWudQV5Dlncu2e561ozSMs/PzJ5ZbaemQaztO5vAfRSau3GTOvzAAow2k9ePSvpazs0jxaXcwNLu3+zTRk/KoyPaqBhNxMSysN77cewqaPFpaEBvmIySe9TWEZNxGGzhE3N9TXk3se3fUvQW2HVAQOg5FLcRq1o6jCszZXHFLNMIlzhSScgMM1TM2Bk9q5k29fM25E9HsSw2UXmRtJ+8YHIU9M122gtGbEAfeUkN9a4SO7Kkn1OK63wpIXguCehcY/Ks8VdwuxuMEvdRtXOw3lqxch03lVxweOee1Jo7bdPhb2ZuPqarTyBdUDsQBHbMd2M9T/9apbZymlhiyEiEtlF2joTwO1c1Je9Fehm9jh5mLyPIc/MxOfXmtmPIhQf7I/lVWRAfDUTkqWWUgDjK5PPT+tWlOIl/wB0V9RKpzr0Z4ns+R+qOa17c1vZ4U/xj36is2KML5auCSMt16Yra1HAhhCMSAz9Rj0rLjXzHkHGSdgx6d64aj95np0PgSLWnxBUEhHJ55q81wVHymmoAihQMDGKpTOVH+6cH6VzN3Z3pcqsacN6yxgZwGzk10PheIXWph3GfLjZvzIH+NcTbu8rxxRqXdn2qPc16V4ftfsdzcgqcJHGg685ySfzrDEStGxlKV1Y6FiIo2bIACk81lWshml0x5px5zRvIVIOWyPywPereoShNMuWJ4EbdfpVK1lZby0hz8i2e7bjgHjv19q4IrQgh8TKLm60u0dmCuzklRkjp2rn7KEwahPCzBigxlTkGtjXJ8a7ppBjysZZTI2FzzjJzx0rOEhbW7xiQdwByDnqBX0+ElJUow6W/U8rEQi5OXW/6C3WRLbkDOH/AC4rjvPLERg8Hg11jXLTRRugK/vdjAHjH+cVxsI/eE1lieh0YKOrNBThRimTt+5NJu+WoLp8RY9a4lueq3oQJg75Owya6LSLQxxmebP7q1Lk4zy3T/8AVWPZQFgq7A+5guCMg5PeuxWEPBe+WrbGeO35AwMEA468dOtc9WfQ5ZHRaXYiCyt1IGVjUHvzikvmMpvoo41Drbqu7IVjuPrnoPwq6jbTjsOKx55Vb+0MqkivdRRFXG4Hp2HQ/wBRXDDWTf8AW4Ghrcnk+HLpRgZCJ+orko7WS01SOKUDP3gR0YY6g966PxNKP7F2f351X+dZF6+dcgYw+ViI5XjqM56V9LlcnChGK63PMxkFKTl2sLenakROMeavX61yXityXtgzHAllHPYfLXUXNyjxttAYpKEIYd/WuT8W7RJDtJ/1shPHQ/LW1b4WPCr94jOmCrbgp948D611XhSyNq0925UsF2Lg5I7nPp2rmNOXzbmFXUMFBkbPYDvXaaZ+60dHIAadvMIBJ68/yxXmVZckHI9Ne9JIszHcobDZDhVPGCe/vkc+lclrW5NYaNULO53IB3J//VXV27GeZE8wsEYsVKjgkevfvUFzbL/bAfGTDbu/TqTwK46VT2Mly9F/wQrLn37mFpGkNLPbTXYJdpmCpnhcA/nXdQRJEF2jGKyLKHyrjT4doxHA8hIBAJJx3+vStZm2jPYCsa9RzldhCKirIzEEiPapIhV2u3cr+Bx7f54pniiTGlQJ/elz+QNJaHdHpzv5hYs7hgoKnOep7cdqj17bLNpsDjcryNlQcZ6d67MC0sQm+lzLEJum0upg6af9JJ/2DV+Vx5sQwMMSMnqOO1VYIfs+pTQgkhV7jB7GpZ93mwlQDtbn6Yr3Kk+Z3R5cY8ujOXYlzHHjJZh19BWlZK0ayyOAHc+vYdKzoebkH+4v86vSy7YMdzwK8uW2h663GSy+bJnPyjgVUlkIY+x5qb+Gqs55PuKiKtodUtEPhJeRY153MMV6No1r9jtFj79T9a4vQbJZLm0dxktLu/Af/Xrt9NmaaCR3YECRgpH93tXJipX0Rjcgu2K3d9IM5S0A6eufzqV2EWkMqtlRanDf8BqCXy5H1EBmLMFjJGBjjoDn9D61JfMV0e4zjPkEHH0qKP8AEivNEz+FnM7pG0kKYIwm4KJA3zZBzyPTk1Yd8S2nzd8fhiot4/sEr5gLCTO3uOfr/SpNDs01vxIunXGoS2q7JGhKR7iXVCwX0A4OSfT3r6Bvf1Z5ii216GZfkCJSOgd++e4qrYoBGpxz1J9zVU3Es0GHYklhjPbPJq9AflrjqvU9HDR0RYZqpXRySPXirDPzVOb55gNwUep6CsUdNR6G94bs3820LIm6aU5D9QB6e9d3pt0ohlklkOJLkxxH73TtkDpnP0rntBi8iaJ3/wCWduWBHJz37/TqPpWtaK8kOlo2Tl2mdiC2TnrnnBrhqvmbuYGnqpZdJuAu4MVwNvXk1XiVl1eTGVUWyLjHBOex9v61Hf6gLiwYwFx+/WLKnn7w6EHj6/pSQ3IfVrpNq5jVRuBbPPbB4/KsUml/XkMyteEba9ZRS4MYjQEN0OSetU4Ejh1K4SIKqDoF6dvc/wA6uasSfE9vtYqwVMEKWI69hzWFqV1cJNeShwswZQShOD+YzX0tG6hFf3f1PLqK7l6/oW3DJCoYqf8ASN2d39a5aP5a6XWLOztfDkOpaZq1/Mr3pt83EIjW4YJud4gPm2qcKd3qPcDmU/WsK8r2O3CRcb3Jt+SKjk+d1HvStxREN8y/WuV6I7JPQ3NJhkFxEy8R5y5z2FdLpryuljkqGuJ2dyi4DKB3457c/TGa52w2ZuCJCrRxbefugnoeO/4V0Vudk8O0f8e9mz4OBgnp04HeuCoc7OgtZo7qETRElDnBIxWQySEBirgvqGcsvQD1GOnp9RU9jci1jtLQfOzxGQtwPftx+tUoLhvL09SofzZnb5uSOScjBwPpyKwjGzdhjvFDAaZECfvzk/kprMaCKDUo1h+6Y8j5iwHXpyaveKTm1sx6yMf0FUbppf7bAkOSsfB2lSRz1z3+mRX0uBuqEF5M8zEayl8iOZXjWdiMB51wQQMj/IrnfEa+ddJ3xI3X6LW1oyWep+LZNM1DULm1t7iYKsscsUaxnuWMnGMZ4HJOB3rD1WOa21q/tZ/tANtO6BbgKJFwcfNt4zgDOMinWn7rRpQg1JSIbMARXCgje+2FAR0J612Mg2QRouMIvAH5CsPQoQLVSyfMWLnI6HNbEp3yiPhhuAwc8457c15eJ96PL3Z30371+xcsx+/cnOFUKOc/1NR3UrhL4yqWibZEiSH5SDwTx0H+FPtCsFqzOxwGPJbdnHv3rHbUpshRKVZ5sn5s/L6Vx2c6kmWotpG1HG0eosxXhbdEU4688/yqedj9llwCSEbgdelZVpfqv2qeTcVeZY1VT3xjgE1fvNxsZ1VdzFCAo71nJNSVwKVqzCawUFuLdmcdBz7D3qvrlwqXunuzhFAZtxGdvPXFWY4yl/b5GNlttyOMnjjFZ2tYGpWChScKDgdc7q78FZ1vkznxD9z5oqrOsuqTSrIJA6A7gMZ4FMeVpFQtgMs20+9V9Td4Lu4MZMbZXOBj09h/Kruv+GdU8OeH9JvruWdZr6SRpYDEQLfAQoGP95g2cdvrmvW5lZehxqF5NnOWv3pD3z/SpJGJkA9FzRRXEz0ofEgaqc5O6iiojubz2Oq0JR5lp7Qsw+uDWxuaCGwjRiA0vzEcZ+uKKK4anxf15mCKt6SLXUOc5lUcjsQv+NXr/wD5A117R0UVVD+LH1/RCn8DOdnUf2FEeCfNbGQOOexqgmqXOi66l/abPOiYhd65HzIVPH0Y0UV7b2fqzgjuvRGXGvKjJwDgVpR/0oorkq7no4fYTqxqugDScjOXFFFZ9DSpsdzZnYl+wAysJx9Bjj6dfzrViXM2nOCRst/lA6DIoorzpf19xiVLMC40KOdwA3n+ZhRgZ34xj0q1ZD/iY6i+TkyhfwAoopT6/wBdhmTrLFfFERGOAg5GexrE1SZp0uJ3A3MyggZxgYoor6GO0f8ACec93/iGa54nfX7a3im0nTbY24WOJ7VJFKIucIAXKgc5OByeayE+9RRXNV6Hdh+o+ToafZczge1FFYS2Z0S2NqxyRcjccmVBnuO9bxkYPqi8bY4UUD2IGf5CiiuKpv8A15GBcQmOeJxkhbFiEJ+UEYqK3RSdMfGMRsQB0GQTRRWS/r8RoZ4lG6PThkjLt0/Cqd/lPEc0O7csShVJABwRnt70UV9Dhf4NP0Z5tb4p/I59tbOkahqEZ07T76KaZXMd7B5gDKPlIIII6nIzg9wazdR1G61K6vr67k8y5nbzJHwBkt147fTtRRU1OpvS6HQ6XxGmKtECS8ZGAICs3IB9KKK8+p8UfU6o7MqapcSRWkUUZ2rgcCsdGbexzyBxRRWOH+E6l1NCylc2sQzw1yoPvXQaoSdPuBnjaaKKyqfGvUxe7KkVwx1Yw7U2i3Ug7Rke2euKp6sPM1iyUkjIUcf71FFdWB/ifI58T8HzRgXkzymZ3PzBguQMdDj+lO1DxDqupaVBpl5ezz29tI8yCSVmJZsdSTzjbx6ZPrRRXpy6ehzx3fqf/9k=", 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", "info": {"video_id": "110318", "label": "lifting up one end of crayon without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "110318", "label": "lifting up one end of crayon without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "110318", "label": "lifting up one end of crayon without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "110318", "label": "lifting up one end of crayon without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e17f79e64dc25c8ce5c1fe9df248a75d2b7521ea502a57a82859201490929e8f"} +{"episode": 61872, "episode_seed": 979641400, "split": "train", "timestamp": "2025-10-13T03:30:33.831608", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 979641400, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 book and key on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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hlJktpeT8uFwBzxSabLJe3zKyHceWz0TBrnlHqaXWx6YY+OlZup3wsPK7b8/pitK3lE9tHID95efr3rl/GjiM2WTjO/8ApWqaepnD4hk/iNmBCmufu9WLzZd9vPy89TWfJewJuPmDjsDk1zl/c3F3MHWNxEOVGP1ptJm/Pyq52aeIGQiPzhuJwFJ61vHV4LzT4beRka6YgRr/ABcZJ/Ssiy8MtfeHlkTTsIRzcvwzOQPmX2qxpui2OnTiclnuFLAFz26dKxq2g7FKfPFo1Jrae60ny4BGyEl5EYdQBn+YqhpV7G7/AGREHlsCW+UHaev6461t2MiKTCTjzAwUDnk//WNZGlWjR3M4kTYS3ORyuCF/9mH51pQm3FxMZxs0zp7ZkECxqR8g+U+n+cVvaPceajxlt3AYeuK4a1vM8gjyxwWBx71peHdUd9XjIOYmcxnPHB6H+Vc0VaakXJe6d0U4FVby7/s61a6wx2EcL1NXj1pskUc8DwyqGRxgitMTTVWlKD6qxzJ66ngLeGLcen5VCmhwwyblxwRV+XVF9apHURv6961uzp5UdbDcj7OkacEsBUM7MZCSelZVpfr9ogywxuyfyqWXVEbedwwFNOKVri5LisS8mT6U0x5Qj0Gajt5vMiD9iB/Kpo3Bb9K0TOVXvYcWSOBWJwSM1zN2DNNIdxI5rc1AN5Map1D4P0rBlby5Du981cbFSZFbR/vUPquasy2+bVs9QeMVUaUKEKnG3NWLefzIAAcnox+lEopISlcx76N90IVSWJIAAzzxW42ha3FYx3slhOsbrkjGSB7jqK6jwLYW1zc3FxLEsksG3ymP8Oc5I9+K9CRMjAH1rFPQ0UuVnnvgzSLpES7vI2itBu2RyYUOWI+Yg9eB+tdhM24lU5HQAdKsTh2kmRvMVdybWX0x/jVZ2wWx34qaj0Jk7lcr5qkMcAZyfpVc2M73cdqq7ZXUPtz0BGefSphcraXCSuu6NCNyetbEd3bHXHAI8yeFGjf1AzxWdKmp7spSsjj73dGkkLj5wCrL6GvNrciO6kDeu2vUPE1zapri7ckpjzsDOT/jiuKnttF+3T+ZNcI4bB44Jzniqox5JSjcJO9jcglUWscpbBMYB+mKcxeYRogdiB8oC5zVQC2+zwi1mMicg7hgirFhM4neNHxlTz6Y6iuSUPfaZqpaXEcvGBuU7s4KnqPrXcax4Xh1q2iHmeXKgwCVyCPQiuRvkl+0Bcs5ABUnkkeh9R6V6jEmFB9hW+GhyykjKcrmJ4Z8KwaDvfzBJK55wu0CupReKgjG49KuIhx0ruSMzm9bIzKFjLNvAz6cf5/OucMYkcNs3bPugV0euk7ZN0uxfMOQD1PpWNbyRxTq8ibkBG5R1I74rmxF+ZWCLsQxpsQ4QBiOw4rhbiEW/iS6QD5S+4fjz/WvWbu60oaZqJQjf5u5SvUk/d2+2O31rzvVI9POqxzS/aUleMHEaqQSPqadOHJPe9y+ZM23j3RFJB8ozj6dqqKgQFtoGT8xA657fyqU3MDkSRMzAgYDdce9ac4SRIZDMiqynlz0/D+ntXL7PRrsU5pIk0aUi0MTH5kbPX1rl/iX81vYn/rp/wCy10Fk8cepeWrq6uuNwOQe9ZXjyya5soJsoscQcMWPPOMAD8K2pSvG3YStzXPNtEgeUzyIwwijKEfeJz+VXLxsREj5SB909RUWkWkwu5HiDeTjDEnAP+NXJNOe+1RFkhYQRD5i3Ab2FbPU1i0oW6np+iW0segJNNqAeWTiGFRhYkCj5CPXmq02nQXVwsp+UqpBPTdW1arZxeGY47e2OfOdZJDwN4VckD0qOxtluLhYMg+YQq7jgE/0FcWNk1VSiZQlbcpWem28ShmzIqgbSx6e9ef2sM3/AAkNzbzSSMySlcFj6/8A6q9ouPDctvaXVwrZEEhUKBy6jq3tz2ryvVLG5g8XvcpBK8c4SQOiEjtWmHjVhUamt0VKSktGa914XhciWG5mAzhlPTHcVY0TSv7K3yNKZGK4QkY2gf5FbAKlyigqGGMsT3/lT57JYlAWTcDyTtxkfSuNzqShq9C3yo6i1nFxbRy/31B/Gpc/N9KytEkJgkiPVDwPY1pZr0acuaCZztWZ8uPeluhNM+0MWzmqiqWbAFSSRPGMmtOU1VVmjBqGxgTTZ9RPlsqH71ZyrI5AUE5q/b6RNKwL8LRyj9s7aHTaW5OnwA9SoqzFJmQ+3+NNgjEUKoB91aiDGME+1MyW9y6X3SIT0IP5iuc1YgXkoHTI/lW7k7EI/hb+YrndQO6ck9SWP5Uo7lSKCuzvEB1YkVYs2K27DPVjUdhHvltz/tGtbwvpEGua7/Z1xfSWqskzRmOPeXdVLBfQdOSfSrldozWh2Xw3O/8AtHAz/q//AGavRYIOhPFeZ/CWUn+1Wc54iIz/AMCr0pLjfcJHvRNzAbmOAPc1MVYctdSveCSW3kKoRibYPmxwM1lToUyoHfNeo3nh+0k0OScsFEUbTRMhHOFPJP8AtcH24r58n8fXKE7rSMn6053a02Is2zdug+HPBPWs0M6Ms3mMHiHykH37VgP43kd3ZrQfMefmqIeLsurPa5x2BrDll0DldzVndmuGeQFnc5J9D71ganZ7b0XX3sL8y1N/wk8ZZs2x2t15qnJrUUpbzIXKnoAaUVJSuXY0LOAmNijEDAb8xVyMGJg6sdy8risuHxFZwoqiCQAZzioL3xDA8DC2WVJCQQTWcoTk7pA2dXNrE8ksbLGiOq7WKj1r1iNcqAfSvFNXg0+08PW2rabql/Or3X2XNzCsa3BCbneIfe2qcKd394e4HtsX3R9K6KUZK/MSW7W3aaVYoxljW1daU1pGkqktGeCT6+v0Pam+HGiNy0LoNzjhs9h2/GureJJIjEygoRjHtXRewtzxbxGbewOZ1Zx5hUEYyOMg/wCfSuVm1fTRn55Rwckp/hXRfFO3udOngjXcMs7ByMhxxg147f397yBs+uzFTUhGTuEdjsW1zTDGR9oYHPGYyDVO6vLG7f5bpVK8iRgRXDG4vfRf++aN9+wJwuP92slTSKsegDUbCKMBbpCR/dGc1XOs2m4ZZyOeyj+tcEZrznpx/s03z7v2/wC+al0oAz0qx1KG71GCOCUI+/IUHdnHJ6fjVvxVuuZLCFcmLczyZ6cYrkPAH2e88Vw2eoX1xZif5EnhlijWM9SWL8YwDwOScCuila6TU76zuXuD9lmaNUuAA64JHzY4zwM44pqCj8I47lYxhcbQAPQCpUi5Xd0PX6UpUlhW7o+ktdOpZePStUaXOp3Xs/hyFJI44086RUC/xJhcVktFPEDlcAg4GcGretTrZaRa2sjPHGkjsjsCRggDArlZ9ZiXhNTQEcf6wj+dY4jDOrLmuYxvqdNceINR+wXUTSf8fON3YrgAEj64rk9UudQilt5oLu4igVSsirIQcDkcfU1RvfEEyACPUoyD1yVaqL+I3dt0t1bScYwyris1Sqxkm3ew0rHXw3N3LCjTybj3Y5y2OMmtVtZZxEv2dGkUFSzHO7n09eK89fxo6Lj7TbDp92MGqb+NbgcR3Tn/AHIgP6VHsKl201qDuz1TTdQ8vVQjgIZgQABwD/kVv+eDnB+leL6V4lvJ1nc3EyzAL5TFuV55wPpXX6zF4i0PR9MvbrULtZrsv5kRXAhxtKgnH3iGzj/69a0abhGzYmeNQKADgVd8tXjG4dxRRW5pLc17ezgV0ATt/StJUULgCiikDB+N+PSoMZj5oooEiVP9T+Nc9e/8hEL22miiiG7HLYj04D7TAO2TRYapcaJfpqFps8+KSQLvXcPmUqePoxooqmQdh8MGKR6rg/8APIf+hV1l9cyorFW5ooqUUPh8e695EOntPE9oE8pomjBDqwwQfwqHxvp2mppGm+TptpAXRi7RR4LEHAyfpRRVrYnqeSajGkVxtRQox0FUcmiioLGOxHQ0LIx70UUAP3GkkxszgdaKKFsSza13xbJ4ihtYZtI0y1NuqRxSWqSKUjXOEALlQOSTgZJ59a+iovuD6CiirRJetpGidZEOGXkH3rv4mLwox6soJoopyJW5g+MdIs9U0Ym7i3mFgyH0zwa8/PhPRlXd9jQnGORmiit6S9wxqN8xVfQdLiyEs4hz/dFQPpViBxax/wDfNFFZs0KMuk2GcfZYuf8AZqvJo+nlf+PWP/vmiis2UjkZb6LRNVvoU0vTruGSUN5d3BvCsn3SCCCOpyM4PcGn2t7cajfXt7dSGS4nfzJHxjLHPbtRRUMuO5tadAksuXGcGvRPDlnC80SFeGYA4ooq4FTL3xZiji0DT0jRVCzkDA6DbXhGoE5OeaKKfQI7HJXx8yZs44qoI19KKKz6gTxwoe1W4beMsox1ooqQOjh0yCDT/tKF/MDqOvHJrSutc1G/0+HT7q6llggdpF3yMxJbHXJ5xjj0yfWiimtiXuf/2Q==", "info": {"video_id": "118828", "label": "putting book and key on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "118828", "label": "putting book and key on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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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9CUPPUDofyrGjpJ+YVVpcvFeeRXE+M54byWKzmXi1LPvYcDgZI/Ku7HbNcv4xs45EEyja5icMw74xinOkp1ISfR3/AAa/UxTOPNza3Oi39uRNHGIwIdgHzMSuN+eQOpx7da0/AWkWn2WbURF++kmYKW5IQABf05/GuMjukEFwt47YAYJIX4ySePrznJ7CvSPA1ncWmiMk5JZpSwYnOVIGK67aAzfuFAtpT0+U1xuuvumKIWYA/Nz1+ntXb3a/6M+MdO/1rjNa3C6lf5XIIGFH3RmpmvdCG5gIh80NjjftNVtagW2jS5gyHkYl8njHGKti6SXG0EBstjHXFQaxOkOnwm6jkAEmEAXhh3H5Gog2pI0cVysjsmkgt03fMWbdz7gVdF2oiDdAOp7elZQvGnsk8mCTaoBJ25PTH9BVKfUCY/LEEkSlsNkdOOlKrG8hxdkeiaNOt3ZcY+Rip/mKvFOelc/4Uby1O9dhnUEKfb/61dMRmpg1ay6ES3PJG8MW49PyqFNDhhk3Ljgir8uqL61SOojf171V2b8qOthuR9nSNOCWAqGdmMhJPSsq0v1+0QZYY3ZP5VLLqiNvO4YCmnFK1xclxWJeTJ9KaY8oR6DNR283mRB+xA/lU0bgt+laJnKr3sOLJHArE4JGa5m7BmmkO4kc1uagG8mNU6h8H6Vgyt5ch3e+auNipMito/3qH1XNWZbfNq2eoPGKqNKFCFTjbmrFvP5kAAOT0Y/SiUUkJSuY99G+6EKpLEkAAZ54rcbQtbisY72SwnWN1yRjJA9x1FdR4FsLa5ubi4liWSWDb5TH+HOcke/FehImRgD61inoaKXKzz3wZpF0iJd3kbRWg3bI5MKHLEfMQevA/WuwmbcSqcjoAOlWJw7STI3mKu5NrL6Y/wAarO2C2O/FTUehMncrlfNUhjgDOT9Krmxne7jtVXbK6h9uegIzz6VMLlbS4SV13RoRuT1rYju7Y644BHmTwo0b+oGeKzpU1PdlKVkcfe7o0khcfOAVZfQ15tbkR3Ugb1216h4mubVNcXbklMedgZyf8cVxU9tov26fzJrhHDYPHBOc8VVGPJKUbhJ3sbkEqi1jlLYJjAP0xTmLzCNEDsQPlAXOaqAW32eEWsxkTkHcMEVYsJnE7xo+MqefTHUVySh77TNVLS4kheNfmU7uhU9R9a4LURi5wSfavRr6Obz9vzOcZUnkkeh9R6VxeuaYbe78hiGmGBtjOcH0rbDw5JNEOXNEuGBrZBG5DEIP3oGBWt4KgnutfeCG8W1U7N8uMkpu5Vfc8flWWYbmLTR5kbSSBAu1TuNdT8ONMtbPUbd72EvLJNHgLzh93y/gOc11wXvFVJLl0Oov4onZkEnnQkEJnk/jWdDo0KBFWRt23Aweoz3rWvdsl05CeWSfuZ75rVsdEN/arPCQS0yxe/fJPoAB+NeU+eVVxpkwmktTz/xxbfZdKt5LUtGqS4faxGcjgn8RTdD0iG/08iWWVOiqynJPHv7V0njnRJotMvLBQ0jKoljIH31B7CsfwkJItPlE0EqFSpUMpXtjvXQnUjh5J6NMd05XK7eFWWYAXcmRkZbnK9a7nQZkhlNqnCbBtH0qnFbLcqXL7di/dwewz+A96S3za3SSgk7WH4D0rD2k1KMpMcrPRHXE8ZrP1KFLjykcblwwIPvirpPA+lV7gFmT8a9JbnOcMfh1BJf+abkeTuzgx5b6Zru7WBIIUijHyqMfWmAbeOtW4k6YFaoL9yG+AFo2RnkcevNcbfH/AEmQ7NgJIGT+tdrfgrbAcDLgZri7s5upcyeYxY5Ofu+wrOv8Ak7O5UW3VcL5Q28575rJ8XQ+boxfHMbqw/ka7CxudPS1C3a4ZJkYn+8vP6AkZrM8VvY3FzewoGaIx/P5eCA/XjtWEYNJTbNOdbHNeG8m3ZlHIK5+mK0LiFTIrbQSeSDg81Q0eWwhgeOCW4O8AgyKADj6VvabIkkjRK+3IwpJAz/n0pVYXq+o1KyKds5hu4n6CNvm7celdSHzXPSpEICTNHux9wHmteyk82yjbvjB+o4qaLs+VibT1R4O96W6E0z7QxbOaqKpZsAVJJE8Yya6eUtVWaMGobGBNNn1E+WyofvVnKsjkBQTmr9vpE0rAvwtHKP2ztodNpbk6fAD1KirMUmZD7f402CMRQqgH3VqIMYwT7UzJb3LpfdIhPQg/mK5zViBeSgdMj+VbuTsQj+Fv5iud1A7pyT1JY/lSjuVIoK7O8QHViRVizYrbsM9WNR2Ee+W3P8AtGtbwvpEGua7/Z1xfSWqskzRmOPeXdVLBfQdOSfSrldozWh2Xw3O/wDtHAz/AKv/ANmr0WCDoTxXmfwllJ/tVnOeIiM/8Cr0pLjfcJHvRNzAbmOAPc1MVYctdSveCSW3kKoRibYPmxwM1lToUyoHfNeo3nh+0k0OScsFEUbTRMhHOFPJP+1wfbivnyfx9coTutIyfrTndrTYizbN26D4c8E9azQzoyzeYweIfKQfftWA/jeR3dmtB8x5+aoh4uy6s9rnHYGsOWXQOV3NWd2a4Z5AWdzkn0PvWBqdntvRdfewvzLU3/CTxlmzbHa3XmqcmtRSlvMhcqegBpRUlK5djQs4CY2KMQMBvzFXIwYmDqx3LyuKy4fEVnCiqIJABnOKgvfEMDwMLZZUkJBBNZyhOTukDZ1U+szySIyxojqpVioqnaQsY2mmX99KxckjkVDrEGn2nh231bTdUv51e6Nrm5hWNbghNzvEPvbVOFO7+8PcDUIyK2hGSfvDgQJGScV1fgk3EOsRfZoldmmRXz1CZ5x+Nc/a27zSBVBOa7nQdObTpYLtFcujBvkHJHeumG4T+FkN7BcS3LPgMxPVRxUUN7e2mUik2B9rFgcgFTwfbvWReapBHcSH7YsLFidpyuMnpWXLrmAQmpx4/wCugP8AOuOeEnzOSlqRZ2sb+rard6pfTTSO6O6bF2MVCjGPw9awtIvdV8xoJ7yWZujq7ErjqCPyFY7+Jbks4a/hYN1yEpkfij7MDtntASME7Rk0KnUXMm73GtDvLDUns5GaRRKrj5lzj/P0pxv3mt8eRGqrj5l68e9eeTeNpN2RdR5HPyRD/CqreMb6Y7EuJ+mBgBR+lZfV6nLy3Vg1vc9t06/W506GQHJxtOfUcVa3b24PSvP/AA7qQ1HW4rGbVLuztJsCN4po0WM4GSxft19ya3/DU962p6vaXcty/wBlmEarc43ryw5xxngZxxXZBWSEdPGg6mtzTNJa7iLklc8J/ifbtWPDgOMjIzyK7/TjFLZxTRoF3LwAc7R6fpWuwm+hw2r2bLEFk+UxvtYHtnjNecXepadFLIkiSoQxBAAIz+de2+JtPM9kbiJCzR8uq9WXHX8K+XtVu7yOZ/mDcn7yUSiprUFudBNremoykyuDjoYyRVaXWdOYPsuS3oChGa4K4vL15Cfl/wC+ai86+JwAuf8AdrH2SKsdzbT2EEhc3cW0/dT0qSXWLNThZyw9VA/xrgHkvVPzYH/AajM12Dzj/vmlKlF7j1O/TW7ML15PdmUY/U10ugzhtP8AMEpeN3JQ+nY14y1xdActj6CvSrvStd8N+FtFurq6uopboOHgKYFuAFKAnH3iGzjt9QaSpRWqEeawKADgVd8tXjG4dxRRWpctzXt7OBXQBO39K0lRQuAKKKQMH4349KgxmPmiigSJU/1P41z17/yEQvbaaKKIbsctiPTgPtMA7ZNFhqlxol+moWmzz4pJAu9dw+ZSp4+jGiiqZB2HwwYpHquD/wA8h/6FXWX1zKisVbmiipRQ+Hx7r3kQ6e08T2gTymiaMEOrDBB/CofG+naamkab5Om2kBdGLtFHgsQcDJ+lFFWtiep5JqMaRXG1FCjHQVRyaKKgsY7EdDQsjHvRRQA/caSTGzOB1oooWxLNnXvFsniKC2hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1rtUGSB2oooY4HU6NaQhl+WvW/C1pClo0wQb87QT2FFFaL4SZHgfiTjVr4DgefJwOn3jXEam5WM4xzRRSZZzzIpbkU9IkJ6UUVmIsxwR8cVr6Xp8FzIA+4D/ZNFFJgdFaagNDnurVbGyvIGkB2XkXmYKjIIIII6nIzg9wa7DwTeT6he6teXUnmTzukkjYxknd+VFFWiDt4/vV1PhqZyZYSfkADAehoorToS9zoTyK8u1vwlo39t3INqCC2cHoMjJooq6O7IrOy0MuXwzo8RG2yi49VFVm0fT1PFpEP+A0UU5rUIvQqzaVYHGbWL/vmqZ0mwbrax/980UVmykYPiXS7KLS2eO3RW8xeQKw7rXNSvdMg025u5pre3kaVBJKzEs+M5JPONvHpk+tFFZlI//Z", 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", 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", "info": {"video_id": "118828", "label": "putting book and key on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0f51655a70cd8465d20e3f84d852fbb1c7b4bc5460302ce370c6056329bcda5e"} +{"episode": 61873, "episode_seed": 1649354470, "split": "train", "timestamp": "2025-10-13T03:30:34.464931", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1649354470, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'scooping black sharpie up with blue pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "141145", "label": "scooping black sharpie up with blue pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "141145", "label": "scooping black sharpie up with blue pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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TkYyDUrp5kZBFUNHceUqjoBitVlxyK+TqK1Ro+dxK5ajRyOqWwiulkJ5wVHPuDVZTWj4hO14Pfd/SslXr6fLv92j8/wA2fRZWv9mT9fzLINOzUKvTwa9BHoWKurah/Zemy3flNLsx8qjnrU9lMSsN2igxyhWLAYPPTNSlFkQq6hlPUGm2rLbyPauAI3GYz/SuDMfaRhzwemzRwY3nUeaL06o7SzwY0YdxV+RfMQVjaPcB7Vec44rYR9y14ET5Sq/eMu6t0MnK9a5PX9FjvrOa3lTIdTXbzYYmsq8iDofUU27ERPlzUtPl0zU5LWUYKNwfUdq9+Q4UfSuH+I2geci6hAmXjPz4HUV2aN8o+le7l8+eLZ9Bki/ifL9SxmjNRBqdur0kz3rDxTxUYp46VaJYhpjU81GxpjRn6vCLjSb2E/xwSL/46a8HHSvoJwH+VujcH8a8BmTyppIv7jFfyOK87GrVM8LO42nCXkyI12fw1ty+q3txk/uoQO/8R/8ArVxhru/hoQG1Ppn919f4q56C99HlYKKliYI9JRyF254znFSA1VV6lD16aPsIpLYmzRTA2aeK0RZyHjK6Yac7RNh8EKM9fUfWq/g/xPLMbfTdVcmSZc2ly3SYdNpP94YxWp4j0xXV5theKTAZQMkH1Hv/AD6dxjidNZdO1VNJv1ElhPKJYZU5MEh+7InqCMAjuPcVy1ZOMnKO6PAx2JxGHxCqLb81/me0/wBlB7fIzuxmsS4jaNirDBrttGhaTTU80hm24J65rndesnimLopKk9q4cPjpc9qj0ZWEzSXtuWq/df4Hg/i2EweKb8bcB3Eg99wB/rWIa634gQeXrkMw6SwDP1Ukf4VyRpVVabPGxUVGtNLuz6CV6lDVTR6nVq9A+5LIapUNVkPNW4xkVaZnPQmRSRTJ7ZJ4mjkQMrDBBFXYYsqKe8PHSqv0OR1NTHsWSxlFvgCM9B6Vdu7DevmQEZP8PrVe9t/MTg4Ycg+hosb92UxScSJwR6+9fN4/Dzw1T29HRHn4mE6E/bU9i7pEjRv5bqVYdQa6JWytYcOHYOOtc4uoaheeMrvTP7aurSEGTyljUNllTcF9hweTXmw5sRUb6ni4mpzS531NjxThXtffd/SsFWrKs9Xv9SBa9upJ9oBXefu561fRq+owEeXDxT8/zPpsrd8LD5/my4rVMhyKqI1WYeTXaj0CygyaLq18+AqCVccq3oamhTLVcEWRQ7NWZz1JLZlDQdQ8pmhlOHU4IPY110FyrKMGuD1q0kt3F/bg7k/1ij+JfX8K0NI1kTKvIOR6183isO6M/I+Wx2HdOd1szr2wxqtNFkZp0NwrqMVjeMr24svDrz2kzRSiVAHQ84J5Fc1ruxxx0KWsaf8AaImQqCDWSrdqq6pe3MOjxX9lr2oyhrj7PmeNUWYhcs8ffap+U7vUfQSI+cV7OW03Dmv5fqfQZHJP2ny/UshqkBqurVMnNeqfQE6DNSheKbEuauLFkdKtM55ysyow4qB+KvSRECqcoxmncqErlWR9vPpzXiGvQ/Z/EOoxDotzIB9NxNe1ykEEV5B4yi8rxZf+jssg/wCBKDXFjF7qZ5OeL3IS83/X4GEa7n4bnB1L/tn/AOzVh+D9N0nWfEMOnavczW0M52rMk0caxnuWMnGMZ46k4Heuk8J2h0zWtesTHPF9nnEQS4AEigMww2CRn1wSK5qHxo8fLWni4r1/JncK3FPDVVR+KmDV6SPrkWlOasIM1UjOavQrlhVoblZCSwrLE0bqGRhgg9xXnes6S1pqsMMgLwPLuhl9DnJH5/rz3r1ExZFc9KivqE+mXS5TImhYj+VY16qpR57XPLzFRqUdeh3vhpiNKiVuwwav3VmlwPu5rO0BSlkEJ6VuRLnivmZL3tD5uWjPP/E/giw1q22TRYkTOx14K/SvD/EnhS88Pztu/e2+eJAOn1r6N8eTXFh4de5tJnhkEqLvTrgnmvM/F2k6zZaHp93qF3cvJeeZ5sLpxEAFKhjj7xDZx/8AXrppcyRm5p7mqhqdTRRXtH6AWI+taUAGBRRTMq2xswKPLH0p0qjFFFI8p/EZdyBzxXO37tBcRTRnDlwpPqKKKzxKToyT7HXJXoSv2N+0kZgCT1FcJqmoT6Z4wvLy32+bHM23cMjldp4+hNFFfK4T+Iz5KrsQaR8vmAdBtH862IzRRX1OE/hI+oyr/dY/P82ToavW3JFFFdB6MtjXtgN9aYRcdKKKlnm1tyndKCpBGa4fP2PXZIIflj4YL6ZoorjxqvQOPG60Gdlp88hQZaq3jVifC0mef30f8zRRXhw+JHgvY4jVtfbV4oI5NOsYDCqpG8CupVB/CAWIA5z0681qxk4FFFe9g95fI9zIdqny/UsIeKtRdqKK7z6LoaVsAWFaMaDHSiig4a25HcIADWRcjg0UURLomZL1ryzx2oHiUkdWgjJ/LH9KKKwxf8M4s6/gR9f0Zl6RrzaMJozpum38UzK5jvrfzArLnBBBBHU5GcHuDXUeENRutV1LWNQvZTLc3MiSyORjLEsTwOg9qKK5aHxo8LLP98j8/wAmdkhOKsKelFFegfYIuQ9RWnbAGQUUVb2M6uxpbBwPasbU4k+0xS4+dTgH2NFFcmK/gyPMr/w5HT6ExKAdq6CMAGiivBW589Pc5r4if8ilJ/13i/ma8j1HWb++0+KwubqWWCB2kUPIzElsdcnnGOPTJ9aKK6obGL3P/9k=", 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"info": {"video_id": "141145", "label": "scooping black sharpie up with blue pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "141145", "label": "scooping black sharpie up with blue pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "52674e4c3312bf8842026cb4d578919af490339f6bea83513510aa6c671afff1"} +{"episode": 61874, "episode_seed": 2472324488, "split": "train", "timestamp": "2025-10-13T03:30:35.337130", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2472324488, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 a cream 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "5006", "label": "pushing a cream from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "5006", "label": "pushing a cream from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "5006", "label": "pushing a cream from right to left", "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": "74ff567a9d6f86edf1c566bfb4753d3637da96a5b5d27316575bad4326b02074"} +{"episode": 61875, "episode_seed": 58887160, "split": "train", "timestamp": "2025-10-13T03:30:36.453085", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 58887160, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 coins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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ZXLN1xySSa9Fuxb2FrBawH93EgQZPJx3rz7wzqaadqryMyjfE0YLHGM4/wrfl8Q6bdkobyAy4wcOODXO03Gx0OaRrwzqzhs9RyKuOokhOK4ux1PF+Yd4IzxzXWwTjA561zTjZm9OfMipLaosqTIoDoevrVjQ786bqH2GdtsUzfuyf4X9Px/nSzKQWTueRWPriNJpaXIyrKOSOxFaUZdDlxUNbk3xVY+VpLjgv5oP4ba4HTWIWXngt/Su8+KAdtH8NSyf6ySKR2+pWPNcNpqH7MWJGCzEfnXoL+GkclDWdy3k4JA4qa2glumVYhk47mmpGWU5+6Bmrtrqun2Nl+9Lx3EU+RhSQ6kAfpj9aUacZStLY7oNcyUnZD9BvJtI8S26kqI5jsk/EHB/A13NnfIkhRnO4noa8huNSk1C7lu1BjQMBFjjp3/OtCx8XeZGYb9wlzH92UcB/r6GuedO7aQTnBSvHY9WmlDZ5+lc9rOmRX8bQS8IeQR2pdN1EXdskmcgirbSB48n+E1xu8ZHTG0onnOnaOTrz6bJL5bocqxH3sc/qK9Cl09BYhFPQE9PU5rjfErNp3iG01GLIJw3Hfb1/SvQoGjuLaOaM5jkUMv0Irqc20mebUglJl3wxqxv4Gt5Dm5t8I/8AtKejf0NeIlybxCAP9ZjFev8Ag2ydfGt3gHyltiW/EjFePxAtfxgDPzE100X7rZhb30jWLZO7vjpSh/mIJxQFKkYGTV/SJrSx16wuL4gQpMrOSMgDPUj0HBpOF3qdrk4pvsQahp9/a6fMrRzW9xsEojkQgvH64Ndl4Hnkk8KWpdSPvY9xuNdlfXWkeJjcTJcwXTGPyZJYXBBAzj6dT+dZzW1rp9pb2tooWGGMRqM54FRiEoe52HTqqrCM0rDWG/KnpXPa9py3VpJbsPvD5T6GtxnIYMKiuU8xT6jmvPbs7nWldWPEJo3trtkkBVkbBFei+HdJlhh82WVZMgtGwOflIwP5msbxXoksrtfwJ90fvB/WtrwPe/bNH8hmzJbNs/4CeR/UV2e0vC6PPq0+WWpsaXf/ANkap9mmbFvcMAD2R+x/Hp+VUPizkwaPIeCfOB/DZS+JrcmxMq9R6UvxbjdNH8Oh/wDWGKUt9cJn9a1oayucs1bQ4SxylnEDnpmrDhguc8noKbEgjiVMkkAVZ2bIt/UmrtdXO5aaHo3hvT9KtPBAvP7LTUNSuw5cSfwKDjaD/Ccc8cnIp/hrTGsNMZ1jaKGeaSWGNzkpGW+UE9+Bn8ax/BOvQI1yssIjm8mONm3cOFyFOOxxgGusu9TWQAHjHpWVaStZDhHq9xZHC8E9RWJq1us0LDHByCPUGrz3KSjjmo5CrjBHsRXDLc6o7WPH9Z09rC6aEnK9VPqKn8J29rd6p9nuQc/fiIOOV5x+I/lXYa5o0eoROOkq52H+leeWlxJpuqRTr9+GQNj6HkV1UpXicleB65cWkb2exVxhelafgvUWvWbT5CTLbEYJ/ijPT8un5VXgeO4t45omykihlPqDVnwNpzJ4p1O5xiNIlUfUnP8ASnB62OSasrnisUeLuLI6MT+QNbtrZyTqWHQc4rItsPqSDGRsb8K63SWbzhGE/cMwDyKuSP8AZrvsnI1o/AYl9CwOMcZxWZ5UaMRsUN6gV3Gu+Hr2w0+O7miYRysV3HpkVxVwu1jjmsa0HFmsWmilcITE+MY6VhK3lSEEexrfYErWXd22SXHXvWUXbQVSLeqJ9Luzb6lG4b5SRXqtrceZCrdcgEV4uhMUoPoa9V8NXgntI9xBwKyxEdLlYaWrTOldhLGrDqvWqkNub6J7FhktIuPoSAashCEIHbj8KZA5tbuK5GflYZx6VywdmdFePNHQPjHEsa6JGOFjWUD/AMcrz7TYTJBCvbAI/Gux+KuptfwaYzqoKrL8ynrnbXM6cJBFbrE2JSFCn06da9aLTijzqEWmzRn05oIdvPPc1hXERjLZ655r1PRfCN5q9tGs0Riddy7pDw5wCPw7CuC1/TZdOupIZ43V1cryO4rStT0ubxkm7HPSBWAGAM9hXP38OyZmH3TW+4w9UriAOCCOtckXZlTjzI6HwbflrTyWbkHAruEBIzj7wzXlXhtzb6i8JOCRkfhXqdhNviQnr0rlxEfeubYeXu2Zz3iuzM+nFlGWg+YfTvWn4Fv/ALZon2dj89s2zB/unkf1FXry0WRXRhlWBB9xXIeFpm0XxY1nM2EmJi/qp/Pj8adN3jYzxEdeY9n8K2YifUbvHzMqqPoAf8a+frZNt6T1Kqf1Ir3O2u5rVWaFypKkH3rxLTsNfTk4xgcn6k12UWnFo44x/eJmxa2DvH5nXaeRVO8gcPk9M5rpdDt7m7kEAjdoX3LGUXq2DyfpUvibwxd6Tb20sqHy50yGHOf/AK9dDheF0dF0pWOa0jxB/YSSo4IhY5YqOn4V2UGu2moRI0F5C+4Z2qwyPwrzHU4y1tIE5rn4ZGgk3AlT6jg1yOCkEpOLPcU1BPMKOwz9a0IpvMAJ5HSvFdL166hvFEszyoTgbjnFerabc+baqwP3hmuWtT5TooVebQtzQqyujKCpByD3rgfDlwdG8XSWbkrHI5hP81P+fWvQ5DuhEmOnBrznxhbNa63HdxceYByOzD/IqaL1aDERurnpj2f25oYCMh5UBz6bhms/40IPM0OPHBMigfUpV7RL8X+m216hwXQMcdmHX9a574m3s99caKsrAlHkIwMf3Tz+VddF2lY86UW5I5/TrUTSgPjnkk8YGau3diNpAI4Haq+l2j6hfJBGdrZGM/xdsV63ZeBHu9Jc3Lql08YA4+UsBjGfwrupxvHXY6JyUdzwu9mn09Hmt3MciDqK1NN+IayRJFd2pDKuC6HIP4U/xNpMtndS2FxHtcDBAOf1rz6aCS3nZCMMpxXNOCu0xSb3R6tD4os7mYLbzoSf4eh/I10NtcedGGz2zXg8czxXCygkMpzmvW/Dd/8AatPjJ56VyV6aSujbD1G3Zm7cDpIBwa8s8SW32XWZgBgMfMH416mAJbd0zg9q4jxlabkjulXlflY+1Z0XaRtWjdG/4EvxeaL9nZsvbNt/4CeR/WvTfC8McVvfFSPOlYEjvjGP8a8G8Dal9g15InbEVwPKb2J5U/nx+NewIzKuRxW9+WVzzpxurHiGnAtfyED7if1r2n4c6ZbmdTsLrIOVbsfX8PzrxrRmAuJ2wMgqv6E17H4AvUXU0xIdiADrjdXp0dW+4O6paHSfEFPsGlqY03QNyYyMjcO/txXz7qjQx6hcLC2+IudjHg49a+mvHqeb4RvAoy2Bg+mTXzNqVr5SpIz/ADOSdvoAcVjXk3BFYbZmc+NoAqu4BBB71OabwRXJc6rGNdRGNvbsa6/wddnylTOSOK565VWQqRxVzwxIYrplz0INOWsDJe7UTPWrdgyZ9RzSTIqxsOxqtay/uEOe9ZFu0+q+LrjS5NVuLWIiQxCNN2WVCwX2HB5Pp71xRg5SsjqnUUI3Zm+NbhprGwjY/OhkX8PlxV3w/bq12N4BC4Kt0xXI3N7cXs1qbiZ5MuuN3boa6nSrkKdp5Zj19q9XD2XKmccVdyaPovQkWfQIVYKMpt+XsBwPxrxH4jTOt3Nb3ET+ekgKOT0THIP6GvXfCGp2raV5AlUCM5XPcV5h8S7VZvE88krHyipbg9cAYrpqqS5kjCiv3mp5a0vmEkjmq8mSOKmfCswU5HaoSecV5rZ3EFqTDqcMnTnafxr0vSZt0SkHqOa8ymbayt/dINd/ocuYhjoRWdZXiOlpKx0Ujjys+oriPFNq0c0N/F8rKQGI9exrsM7ohk8qea53xQzHSJVU4JZRkVhSdpGtZXgzudIvhqWj292DzLHlh6N0P615PpCl5Z2wCDIFIroYSNI8NxzaRrepPGbowD7REsaTkIGd4R12qSFO71HfIGFoThYwxPDyMWOO2cf0r0KceW9zzqT5pnt3w3tYUdohFlHXPzHkY5/HrWl8QV+x2SsVdrNyPNVR90dDj3IrA+H1/Gl+kjOBubbgnoMda674jqZvCUyxkHDgnB7c16EnZpraxk0/aanzPdOonkRR8hY7eO1Yt7bKkmVHyt+ldFqlvHbyoA+5yoZ/YmsyQCRCG6V5jbTO6yaMJkMZDehr03wje+fYKN2SvH4V57cQlODyPWt/wbd+VcPFnoamquaBNP3JnqMTkK0Z6Gub8V6ebrTJSoy8Y3D8K6ODEgUjuMVHNAHV0YZyCK4Yvllc7ZLmVjnPhvqe+KewduR++jH6N/Q1Y8eJv1DSB1GJj+ij+tc74asre2+ILWVxfXFlCZTGk8U0UYiB6lzJxtxnpyTgd6sa3NenWpba8muW+yvJEi3GA6/MOuOM8DOOK9BRs+Y8yLvPlNnw8vlSRkuEfd8rEcg19EWe240iEKQQ0QAJHfFfN2jXax3MTOvyp2Hrzg17n4T160m0mOFpcNHwCe9ehFc1Jcu6JxEXc8T8fzy/2r5L7d9vuQOOrck5P54rgL6EyqJNvzDg/SvTvHccC6nfNt815SCpx90e1eds2CR6dq5sRdVGzop2cUYMkQx712ngm9PlmFzxnFc1cQg5dPyq34Yn8nVGjJwGwa55+9BoF7s0z1dMhsjuP1rO1WzW+s5oiPvKfwPatCykEiL3xUk0OCWHQ1wbM7Lpo8YV5LS8AOVkRsfQivddFv01TSLa7Uj97GCfZhwf1ryXxlpjQXbXkWQjYLY6j3rol0vXvCHhvS5Jb66ie9aSRoBGVEAGwqGJHDMGyR2+oNd/LzxujzKr5ZWZy+gqHWXP/PQ/oK7fw7cSRyx7DjB6/Wiiu6h8Zf8Ay6R6Tq19PJbrCz/u5E2MvtXh2qYaZkIGFHHtRRWmK+FEUDDcnbUeTiiivNOkrSk7an8Psf7Vxngiiim/hZk/jR6lY/8AHsK5a91GfSfFNxfW2zzopG27xkfMu08fRjRRXLR+NnRiPgRzqj/T7VewJx+AroLeVklQrgYAHFFFd0OhhDZnc+HdRuI4iqkYYc5FVvGkrtb2bk5d43Jbvw2BRRXpz/hGK+M85vQBICO4rPJJPWiivJe50kM54P0rs/D0jeQgz6UUVnV+EKfxnUR/6zHYisHxLxpjH/bX+dFFckPjR1VPgZhav4ql1m8sYH0rTbYwKsUclskilYwD8gBcqF5zwOvNN0cAabG3fb/WiivTPNw/xM7LQbmWOaMq2NpGPwru9Ru5rqwuI5XJQ2zuV7EhTiiivSpfwxVPjPGdS+dpC3UdKxHJxRRXl1dzpjsRyfMhB9KXw+THrOFPBHP50UVH2WRL4kevaaxaBSeoq7IBjPfFFFec9zujseX65rraJrN+o07Tr6KeYFo72DzACo4IIII6nIzg9wajXUrrVGGo3knm3VwxkkcgDLE+g4FFFenH4Eeav4zLlvI4k4Y8813Xh26mW0kUOcEciiiu7DbmlUwfFVzJPqkzORkNgY7ADFcVdkiZ8UUVjiPiYobFMkiksSV1aEjjOc0UVzdBs9Y0tiYVPtWnN/qj9KKK8+R2o4vxmoGimQcMrrg/ia42TxVrN3bW2nXN7NNb2skkqCWRmJZwM7snnG3j0yfWiiu7D/Aediv4h//Z", "info": {"video_id": "136207", "label": "stacking 3 coins", "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": "136207", "label": "stacking 3 coins", "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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YIRukdjK5ZuuOSSTXot2LewtYLWA/u4kCDJ5OO9efeGdTTTtVeRmUb4mjBY4xnH+Fb8viHTbslDeQGXGDhxwa52m42OhzSNeGdWcNnqORVx1EkJxXF2Op4vzDvBGeOa62CcYHPWuacbM3pz5kVJbVFlSZFAdD19asaHfnTdQ+wzttimb92T/C/p+P86WZSCydzyKx9cRpNLS5GVZRyR2IrSjLocuKhrcm+KrZi0p8ct5oP4ba4TTn/wBHYH+8QDXdfE8O2j+G5JB88sUjt9SI81w2nITZq2MZyevvXoL4EjkoazbLW7A4zgVZtrS4vBI8MEsscK+ZKyKSEX1J7VCELIQR8o5r0XwHrujWnhi70y5u4I5LiVllgkO1pQRhceo7YqY0lKVmdNSv7JKVr6nB6Q11bePLRSTLHICyNj+Haa9QZ8ip5NJ02PU/7QCj7QIDEpzwAcZ49eKqO2SRXLXab0OhW5rrYiuod6Fh1rzLxhppinF3GnyScPgdGr04OSpB7GsXWbFbq1kgZcrIPyrnhLllc1nHmjY888OWct9dbIZQpiKsyk4JXPP+fevQJrJobOIxthohlWHUHOc1wNgJvDniWD7R8qbtrH1Q8Z/z6V6m0QaIr1BFdU5XseZKFma/h7U11azB4D58uZP7rY/keteByuzzg55LgD869k+H9tIniLVVOfKWJSfrk4/TNeOIpa8iUf38/wAzXTR+FsxteaRr7s4PU9qXJ37T1NOCdMEE47VPFJFZ3cE9xGZER1Z1HUjPIqXG+533tsMnsp1tBMyjaRkAmuw0LVpLrQbUzt88DMjFe4B4P5EVx2t69bi3aw092mLSFVcqRgevNZdvrdzo0waM77dj+8iPf6ehqatOKfLA1qypr4Hc9mS8SWAFWBqndgSRsQelcbpHiG3ubrZbzZRxnaeCv1rqBcdM/jXDUi4sulJSRw/inRFhQ6jD13fvFx6962vCelxraR3Ym3rKA6jH3Tggg/jV/VrcXOnXVvjJdDj+YrI8AXvmRXGnufmQ+YgPoeD+uPzranNuBy4iC5rnQR3n9hakszEm2kwsoA/h9fqKpfFZibfR2yCD5uCO4+SrviG336ZIwHKVm/EuB4PC3hVJM+b9nk3fXbHXRQd5HHUVjjbHKWcQOemasOGC5zyegpsSCOJUySQBVnZsi39Sau11c7VpoejeG9P0q08EC8/stNQ1K7DlxJ/AoONoP8Jxzxycin+GtMaw0xnWNooZ5pJYY3OSkZb5QT34GfxrH8E69AjXKywiObyY42bdw4XIU47HGAa6y71NZAAeMelZVpK1kOEer3FkcLwT1FYmrW6zQsMcHII9QavPcpKOOajkKuMEexFcMtzqjtY8f1nT2sLpoScr1U+oqfwnb2t3qn2e5Bz9+Ig45XnH4j+VdhrmjR6hE46SrnYf6V55aXEmm6pFOv34ZA2PoeRXVSleJyV4HrlxaRvZ7FXGF6Vp+C9Ra9ZtPkJMtsRgn+KM9Py6flVeB47i3jmibKSKGU+oNWfA2nMninU7nGI0iVR9Sc/0pwetjkmrK54rFHi7iyOjE/kDW7a2ck6lh0HOKyLbD6kgxkbG/Cut0lm84RhP3DMA8irkj/ZrvsnI1o/AYl9CwOMcZxWZ5UaMRsUN6gV3Gu+Hr2w0+O7miYRysV3HpkVxVwu1jjmsa0HFmsWmilcITE+MY6VhK3lSEEexrfYErWXd22SXHXvWUXbQVSLeqJ9Luzb6lG4b5SRXqtrceZCrdcgEV4uhMUoPoa9V8NXgntI9xBwKyxEdLlYaWrTOldhLGrDqvWqkNub6J7FhktIuPoSAashCEIHbj8KZA5tbuK5GflYZx6VywdmdFePNHQT4yxiNNEjHCxpLj/xyuBsIGeKGMcBVA+vFdd8VtSbULfTSyqGCy8qfvZ21gWPmBovIVTMcbVx1OMV60WnFM86hFpsfPZSQx7Mc59Kx23QSpKMbkbcOO9ek2Xhi91q0EkUbl1ibcH43MDziuB1O2aCVlkBDgkYIx0qq0LK5vGSbsdJpfjO1uZGguJ1gmC5/enA/A1qNqC7PNSVXQnqDwa8X1ONhdsSOCOKSHUbq3QCGeSPHUBuD+FcrpKQvaOLPcoL1ZPuEHPUVNKA6A9xXB+EdZa9ASQ4detd1DJuYA9GriqQ5XY7aU+aNzjfHVmDZwXar80bbWPsf/r10PhbUDqWhW7s26SMeU+fUf/WxTNdtBeaXdWxHzbfl+vauZ+H1+YNSmsJDgTDKj/bX/wCt/KtaesPQ5cRG0rnsHhSyEFvqdzgBpXAH0C//AF68AhQLfDHJUMf6f1r3W2v57OJxCwAYcgjIz614dY/NqTnsEwfz/wDrV2UWnFo5IxftEzesNOMyM4ySvNQX1swYk9M81veG7O8vblPKiea33hSg7E45Pt/hW14l8GXWm6Xb3SqZFc7WCDJB9xXTyc0NjpckpWZ5k+A2CAfes2/hEkBx17VqXKjc2OgNU5F3JXG9GaNXVjI0m4a01SJ845wa9bsJjcwgjnIzXkt5BtYSqOh5r0Pw1dl4ImByGUGs8QuZXFQ92TidDMCUDe3H0rhbeU6D4wjkPELPz/uN1/z7V6EVEkHHauN8YacTBHdoOYztf6Vz0XZ27m1ePNG56DJa/a4vJPRyBn8azvjRGq/2BABwPMQD8Up3hLURqOhW0hbMiDypP95f/rYrJ+Jd1Ndy6HHK5bY0m3Pb7v8AhXXRfLKx50ottHP6daiaUB8c8knjAzV27sRtIBHA7VX0u0fUL5IIztbIxn+LtivW7LwI93pLm5dUunjAHHylgMYz+Fd1ON467G85KO54XezT6ejzW7mORB1Famm/ENZIkiu7UhlXBdDkH8Kf4m0mWzupbC4j2uBggHP6159NBJbzshGGU4rmnBXaYpN7o9Wh8UWdzMFt50JP8PQ/ka6G2uPOjDZ7ZrweOZ4rhZQSGU5zXrfhu/8AtWnxk89K5K9NJXRth6jbszduB0kA4NeWeJLb7LrMwAwGPmD8a9TAEtu6Zwe1cR4ytNyR3Sryvysfas6LtI2rRujf8CX4vNF+zs2Xtm2/8BPI/rXpvheGOK3vipHnSsCR3xjH+NeDeBtS+wa8kTtiK4HlN7E8qfz4/GvYEZlXI4re/LK55043VjxDTgWv5CB9xP617T8OdMtzOp2F1kHKt2Pr+H5141ozAXE7YGQVX9Ca9j8AXqLqaYkOxAB1xur06OrfcHdUtDpPiCn2DS1MaboG5MZGRuHf24r591RoY9QuFhbfEXOxjwcetfTXj1PN8I3gUZbAwfTJr5m1K18pUkZ/mck7fQA4rGvJuCKw2zM58bQBVdwCCD3qc03giuS51WMa6iMbe3Y11/g67PlKmckcVz1yqshUjirnhiQxXTLnoQactYGS92ometW7Bkz6jmkmRVjYdjVa1l/cIc96yLdp9V8XXGlyarcWsREhiEabssqFgvsODyfT3rijBylZHVOooRuzO8ZTtPbaZE2NyuyfhlcVo+HLVJbwGRfmVuCOlcdJe3F7eWZuZmk+cMN3bjP9K7DRLgB40LYZmAJ9B6162GsnFM4ktJNH0Fa2qz6JG6L5crR5DIckHtXgPj6cSX7ebGy3aSsGBGBs4x+Oc5r3zw1dxTaNEA6nZkde3rXiXxEs/M8T6g8zlUBLjB6nPFb1ea0omND49TzS6jW5iJIww5FYrw/nW8xCnaKqXEIYll69xXnqTR1yimHhq7NpqiAnAJwa9btpCY1ccgV4qreRcpJ3DCvW9AuRPZoCc5GKyxEb6l4d2bia9yPNQseDjBrzTVFk0TxOk8Q2/MJU/Pn+tenPGTED17Vxnj2w3aXHdx8SROAD7GsaDtK3c0xCvC/Y9Ct50urGOeM5SRA6/QivHtLUvc3DDqCB0+tdQkp07wtbz6XrepSRR3BtVNxEsaT4TczxDrsUkA7vUe4HM6LJhJHz1lOfcACu6nHkvc4KT5po9q+G8SRXqBVVQ4wwJ/H9a6rx6JbfSPtUKMVHEgBwMA9/5Zrz/wAEalDDqSTsQpDALn+73r0fxnLHe+FLpIZFYsFbg9s16L3jKJnUT9pqfNOpzp9vn8lCsTuSqnqB2rPc9AK1NWgih8s7iZWG5vTrWS579q8yd09TuRWmUkEEcV0HhSfECxE/dJUViOflq74ek23Tp7giolrFi2kmelwPlBnuKp6lEl1BJCwyrKRT7aTiM54xiknOwE9a4tmddrowvAd09hrVzpcpIEnK5/vL/iP5Vo+Pk33+jjqMTH9F/wAawtMt7a8+ICx3l9c2atKAk8M0UYiI5LMZOMYzx1JwO9Lrc962sy295Lct9meSNFucB0+YcHbxngZxxXfGOqmeZ/y85TZ8PL5UkZLhH3fKxHINfRFntuNIhCkENEACR3xXzdo12sdzEzr8qdh684Ne5+E9etJtJjhaXDR8AnvXoxXNSXLuicRF3PE/H88v9q+S+3fb7kDjq3JOT+eK4C+hMqiTb8w4P0r07x3HAup3zbfNeUgqcfdHtXnbNgkenaubEXVRs6KdnFGDJEMe9dp4JvT5Zhc8ZxXNXEIOXT8qt+GJ/J1RoycBsGuefvQaBe7NM9XTIbI7j9aztVs1vrOaIj7yn8D2rQspBIi98VJNDglh0NcGzOy6aPGFeS0vADlZEbH0Ir3XRb9NU0i2u1I/exgn2YcH9a8l8ZaY0F215FkI2C2Oo966JdL17wh4b0uSW+uonvWkkaARlRABsKhiRwzBskdvqDXfy88bo8yq+WVmcvoKh1lz/wA9D+grt/DtxJHLHsOMHr9aKK7qHxl/8ukek6tfTyW6ws/7uRNjL7V4dqmGmZCBhRx7UUVpivhRFAw3J21Hk4oorzTpK0pO2p/D7H+1cZ4Ioopv4WZP40epWP8Ax7CuWvdRn0nxTcX1ts86KRtu8ZHzLtPH0Y0UVy0fjZ0Yj4EYEA/4mNuvYBsfkK6a0cx3AC8cAUUV6FLdGMPhZ6P4dv7hLKRA/BG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", "info": {"video_id": "136207", "label": "stacking 3 coins", "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": "6bde338634a66c279ff537bdeaf5bcd8bf4b2ff54f296e021e1e689ac6a61d49"} +{"episode": 61876, "episode_seed": 2839599974, "split": "train", "timestamp": "2025-10-13T03:30:39.116434", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2839599974, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'opening door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "195737", "label": "opening door", "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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", "info": {"video_id": "195737", "label": "opening door", "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": "195737", "label": "opening door", "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": "8b5092f3d72b602a17c51a42a63f04305d06c8e2ea33a758763bec21353e1c64"} +{"episode": 61877, "episode_seed": 611803183, "split": "train", "timestamp": "2025-10-13T03:30:40.345461", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 611803183, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pen being deflected from shoe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "27654", "label": "pen being deflected from shoe", "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": "27654", "label": "pen being deflected from shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "27654", "label": "pen being deflected from shoe", "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": "92389bfa72839056ce159eaaed213d0adc3ab45dc0fc2788ae186266b3de3f85"} +{"episode": 61878, "episode_seed": 1553008616, "split": "train", "timestamp": "2025-10-13T03:30:42.099087", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1553008616, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'closing 2liter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "143864", "label": "closing 2liter", "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": "143864", "label": "closing 2liter", "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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Nkc3sOSNu7mkn75p9g3FiDBRjPPFJ/rblyPuJ8o+vepwdkRk7ICahtwfsoPQtlifrXotnAjlPEDY1PPYKKypLjeG9xjGa0vEgH23B/uCubLg5y2D/ADrkqrsduHqKPxK6I7uUMpUDArMkPy1bunBJ29MVRY5Ws0rIupPnldDc5rptCbNiw/uv/SubQDPNalnNJDp1wYmKsGUjH40mQ2dDjnJHSrcUg3ckZ61V1iztbbQINT07Vr+dWuvsubmFY1uCE3O8QHO1ThTu9R7gSxqC2SazkXT6mvY4e9hBI257muiTATdwFXJrndKhD3QB5Cgmtq6Zlt1iQ/NIQo/rXbh9InNiH71hYeUaduS5z+Fcl4lfF6Cey5xXZYEUQX2wK4nxIw+3uM9FAq5PQiO5kG4+bGeKpzzBQQAM+tN8xMEEnPaq1w67gF6YrkcdbnoRxFocrWpUk5BNQVKTlTTFFBgbOhHHngdSBXQWnyM2PasfwVa2Oo+I007Uby4tIp8Ks0UsUaxnqSxk4xjPA5JwKvxRT2usalZS/aFNtOYwtwAJFwSPmxxngZxxUSCPxG0uFQcCuis49lugJ/gz9K5iLf0POeK6y33Ig8w7sDFdGG3ZGJ2SGzfMUt1Hy/eeszxA2zTmUd8ZrRtmMryzf3zgZ9KyPEjBbPHq9dDdzmicuk3lpj171BcybpGbIGRmoHY+YUU981Xndtm4gY6VxzvfQ9OlKm42qFW8k8xyB0HFZ5HJqy7fOarZ5pGLd2W9KH+nw/Wulcbs7cYHSuUhdopFdGKsDwRXY+IPDuq+HtA0m+vJrhZr4yebCYyBAAEKBjj7zBs47fUGkyGXoWJIB6YrqNOkYwx55woAooqsNuTidkFmxZJnP3jKawvFH3Yfx/pRRXSznicTM7LKcHHNUpGJJz6UUVzPc6UVQcinJ1oopFHV+Hf+PWQdt/8ASqx1GfRvED39oE86Fm271yPmUqePoxoopMRX8PLsluFXOBtH867DTFD3cKtyCc0UVMfjRo/gOgvflsSBxkgH6ZqVvkgUDjjFFFd8jgRxviUn7d/wAVyE7FWOKKKwmbwKxJIOfSoB0NFFZs1Q5e1X4GxbSjsdufzoopAzZ1vxO+vQ20UulabbGBFjiktkkUpGucIAXKgc5OByea017UUVnM0pm3oXMkpP9z+tasgzdxIemCaKK66XwI5q3xkjEldx61wniIk6nJ+H8qKKbIjuctOxVuDUGSc0UVk9zch7GnJRRUDNDSNcbSJbiI6dp19DMVdo72DzAGTO0gggjqcjOD3BrX0+/udT1C+v7yQyXNxIJZXxjLHOeB0+lFFRLYqHxI37Ik3ESnoWFdROSInA4zxRRXRh/hZjid0EXyWi444rnvExItogD3JoorUxW5w07EPkHmq0rsRgniiisJHSiq33jTB1ooqGUPXjaR1yK2L7xDqupaZb6ZeXs89tbSPKgklZiWfGcknnG3j0yfWiikyT/9k=", "info": {"video_id": "143864", "label": "closing 2liter", "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": "143864", "label": "closing 2liter", "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": "bbcc8f3903f55f484c90cf0ffd00e8c2c4b49b48530b83f896c22cbf5064b1a6"} +{"episode": 61879, "episode_seed": 4125980080, "split": "train", "timestamp": "2025-10-13T03:30:42.782592", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 4125980080, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 wood screws into a square plastic container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "142722", "label": "dropping wood screws into a square plastic container", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "142722", "label": "dropping wood screws into a square plastic container", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "142722", "label": "dropping wood screws into a square plastic container", "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": "997b47a17e3a2a6a1f7f6f7922120e4715b2db99388a08a60679dec8282c8345"} +{"episode": 61880, "episode_seed": 91292676, "split": "train", "timestamp": "2025-10-13T03:30:44.975572", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 91292676, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 drawer 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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", "info": {"video_id": "29856", "label": "pretending to open drawer without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "29856", "label": "pretending to open drawer without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "29856", "label": "pretending to open drawer without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "82bdde13202dafb870b1a80dc456def4cbfc5d91bf5ff7d9b2c3e1ede1ede756"} +{"episode": 61881, "episode_seed": 3312414364, "split": "train", "timestamp": "2025-10-13T03:30:47.340114", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3312414364, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 sunglasses 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, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "153179", "label": "trying to bend sunglasses so nothing happens", "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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DOcsewrqNF0E6tpQ/tWd0gt7Tzra2i43/ADsAzn2DHgdq7nRdJ0/Rra6h0+BYkMxB5ySB0yTyayUktAsRahGJEYNyT3rh9Uha3mUqOGbFd5d8k1yHiST7NbpIMbi+Oo6YOalFJ2Zl29wyNk1YgyNO6/PcuWJ/3jtH6ZNZdvJlcH6VsRypHdoTjyoEZ+fRRgf1NBcjg/Hd4LnxLJGpylsixD+Z/nXM1cupReXk9zKWDSuzn8TmofJU9JBXQlZWOZ7kQZl6MR9DWxb2+tJpsl/GJlto8biTg4P8QHUr79Kht9EvpWt5Dazm3lORII22soPJDYxxzWvrOpZmFhA5jgRdmCxOF7Ln6UFxjdNs7m28Yq/wlsdDs0uJdSinFzczRKVFqnm5DFh0JzgenWuR1eQLLDb2oJl+RVwNxU88AdSeaveDxqMthqdrp7QmOayKXE0gJEaBs8Dux5AHTnNegaZ4V0TSZITbRtNKRbt9pmOXyQxOOy9B09KyclF2BK6NPSLe8tfDllBqH/HwkQDD+6OwPuBgVn3q/Nmuiu3zurBuxuBqblHCwXjWkd1ZheJhKSe/DgfyzTrJknvIo85RW818+igmqepTmTXZW+UbUKBR6VPpDKpuXPXCr+HU/wAqVzW3ulnXb1rXw/qtwWxI6rbr9W6/+hGvKa7rxndY0vTrPBDSFriTHv0/n+lcX5cZ6OR9a2prQ557kPSpEnmjOUkdfoamttPuLyYQ2kbzykEhIkLMQBknArS0XTgNSP222WSKJGLxyErz7jg/hVkpNux0/wALdSubf4i6P9uldYgWfM3AC7Dg89q6bxj4oi1TV9asNLvTLo8lwLuRkziaTAUgHugwPYn6V55LqZ1HUYTJMBDbttjDknj6+nArrtH0mXXtKNuxjtbS0V5VfZueb52GE/ur83OeuBWUkk+ZmlrOyOSl/f6wy2oXeJCyHGcjPHHt3rvfEthp82nNqdlPCJ0x5oiOFZjwcL2Oa0bPwHBZyXDWVyFAJTfMu5zg+2ABWdqNhLZyKLuFCd2FlXkN+P8AjScr7FxSXUwtEuroSlpCQQf4hziusSGPVoHtWZUduYnbhVftn2PT24NYU4BZJUAGODWhZ3eCMjrUstGNrcrWXhy7uNwH2nEEXPOB1P8AOuS8P6I+v6mtil3Z2rFGbzLuYRJwOm4962PHN2gmtNOibMcCbj/If1/OuSRsnFa01pc557k8kMcUjxuqsVYrlTkHHoe9bWhXk8MNxbQ3MywlOYfMOzr6ZxWERz1rT0Ngt6UOP3i4GfXrVPYIfEiLVrd3uXfB+dRx6Y7V6J4Lt7Szsbq3jBM7wHex9cH/AA/lXKGz8+5BboTnFdP4fby7sqM43BPzVqzm/dNnFXbOqspy8duc/wDLGA/kDW46tPMsakAscVyWnSnyYcHpCo/LNdFJdmJyUHz44rnvZBFXlYt+JL3w9o+lvavp8V7IIyZJJepbH8JH3fwryvQ7S+1PRr3VMp5NtIqKMcucZbH0GPzq34u1Tbpl5I7ZlcbEHpk4rH0PVrmy0CCKJiE8xnIHfPH9KtX5bl8q5rGpAjXTCCNhmQgcngDqx/IVx/iq7+1+IpwD8kOIl/Dr+ua6rTLuO3tb+/lwpiTKj65Jx+QrzqSVpJWkc5ZyWJ9zWtNXdzGppobV/oJ0/R9P1J7uxnS9BIihmDyR47OvVazYmSGVZYi8Ui8h42KkfQio15XOaAM8ZrYyOo1F5721fzJHkeSMEu7ZJPuT1rP0Cwgk1FprsERx4IXpzWhEftFhCy45XB+o4NT2VsLeEv1Zj+fNZ3sdLSdmz0WaZRODHhVewZQB2wwrZtJMxzH1fNcmJTthz2jnT9Qa3bGbbDIW9j/OubqSdHp8Gnx28l9qQ81RxHDnG4+prhPG5TxPr2m29vBHFb2w2Ika4GWOST+AH5VpanqLLEqsdsdcdBrIl1eZoyPlJUc+gxRCT3NXCK0JtTtAmozNCPkLcVQ1qZrPw5d3G4f6TiCPnnHc/wA6tSakHk2kc+tYHjq7QTWmnRNmOFNxx+Q/r+daQV2iauiMfw/or6/qa2Md1aWzFWbzLuYRJwOmT3qlLDHHK0bqrFGKkqcg49DUCN2p5HPWuk5TodDupYdPuYI55RBuXMZkO0degzism9tnm1J0wQZJRgn0PFaGgkbZ078MKuRWZmuwzk4HIqG7M3SvBHc+FLe1stEmtoDkyIwZj1JAzj9T+dbNlOXitzn/AJYwn8gawNDk220OOhuXQ++Uq7p0rGCHHaFR+Wa5pPW4eh2HlPd3Cwx43Mcc9KqeN30XQvC2oRQlp9QkiESzMeFZjglR24zSG/8Aszs65DAdRXnPj/WRLp8UQbLzTZP0HNEW3KxfIlDmYy30ow+DrK8eNvMuJpHVm6lOAD+hqDS4WnnlgQjdKVXnoBySfyFX59fmfRbSyC5jjtkjUY6YFQaZLFY2N5eyEB4o8/nn/AU92XJJQOS8U3f2vxFOAfkhxEv4f/XzRf6CdP0fT9Se7sZ0vQSIoZg8keOzr1WsV5WklaRzlmYsT7mpF5XrXUlZWON7kkJSKVZIy8Ui9HjYqR+IrpjIo0ndh5b6cNJLcyuXeTI4GT2AxXKhcnrXTQkzabCU67Qp/DrSkXS3MLSbD7ZqUcRYqgwzEV7HB5NvFEtuAI209unc7gSfzzXntlaLBE0x+8c5rtYn2QW6josU0Y/Ag1jVldWLUUjrrSTMcx9XzWhZWOmy2811q6iW2ThYT/Gff2rBsZSsUm72P86i1PUWWBUJ2xfzrFu1rFwine5yniGa0HiiHT9ItJMXTKqw7s7WY4wue316VEyS200sEylJom2sprDj1cv4/wDtkRwtucR+2FIz+Zq9eatJc3geQfMBtJ9R2rXayBK92jidXvDfapcXH8LNhf8AdHAqonTNI1PAAUV0WsczDNT28rQzJIh+ZTkVCyjFOUUCO0tnWeNJ17jIrS0qby9R8s/89I5M/Q4/rXPaFcDyTAx+ZclSfTvVo36x6hDMh/dowDtjrzWMkb810dxpI/dFT2Gz/wAeeta/lisVuXkPz4CqPTjmsXTpQs8ozx5x/Lc5pPFE4MBbd88jbiK5n2NKa1uec+LLosVj3Eh5C/1FWtHIOlW/AIK9/qayfEhy8B7jIrR8EWq61qcemTajLaqY5DH5ce4s6qWC+gHBOT6e9b2vBE81pu5Nrt19m0lrdeDOwBx6Dk/0rkepq9fXU1ysRlkL8ZGe2cVTQZNbU1aJlUd5DulKOtAAJNAHNUZm5olzybZjw3zL/Wt9xst229FGQK460cw3CSL1Ug11r3kRtgy/MXHyqOv41nJG0ZaanQwy+bDHJ/eeU/8AfUYP9K6ZYg9rLzgZVSfxrhNGu99kYWbMkcuf+AlGH867WKXzLaRN2BvLE/TIFcs9GXBXkjnfFl8hbETfLF29vWvOvD07HUpSWPzIzfjkV1OtuGnuB2IIrgbOd7ecMjFWI25Fa017rQ6krSTO+Q7vmOK47WLz7dqlxcZ4LYX/AHRwK6/V7O0tPDsGp6bq19MrXJts3MKxrcEJuZ4gOdqnCnd6j3A4Nq1pIirNStYVOmafmkACqKcQBWhgW9Oufst2kh5Xow9jXXwKM+Yp+9XDqO9ddolws1kqE/PGMH6djUyNacuh0WkzqLdY/wCKK9Rj9GGP6VraSP3RX0G3/wAecVx9vehNRwh/duygt2LA5H+feutsJPLuJR2E7D/x5zXNNWKvc09QZbe3umZxvZiqZ7YFeN+KLlnu4o2OSikn869L8Ru6wbmb5nOfzryvxGP+Jgrf3k/rTo/Fc0raRsdTCQ0cY/2Rj8qqeILsW+lGBT807BT/ALo5/wAKd4N+yazrVtY6jf3NrDNhFlilijWMjqWMnGMA8DknA71j+I0mt9WuLKY3ANtNJGEuABIuDj5scZ6ZxxVxj7xM6icbGN1NSdKagyakABJroOYAa29FuvvWzdG5X+tYYHPtVq0cwzpIvVTkVL1Ki7O517oVt3VTwBmt63m821hk/vNIf++owf6Vz7XcIt1cEkOOFA5qzot7utjbuf3iS7l/3SjD+dYTWlzVs79It9rOc4A2rn8a5rxbfRnakLfLF29feughmD2kse7AMhYn2Ga4LWpN11P6cisFqzaGkTkdDl8zV5HPJZWb9a6iNVJ3EDIrhLSZ7e6DIxU8rkV3mu+H9W8O6BpN/dzXCTXxkMsJjIEAAQoGOPvENnHbp1BronG7Mqc0lZnBN96nselFFdBzk8sQRUIJ5ANRry2DRRUgaGmnM+xgCpUkg+1ak/KD8RRRUyLhudVoMjNbWrE5LEZP4MKh8QTPJelWOQOlFFcn2jqj8LOD8RE+dEO3NV9B1W50XWYL602edHuA3rkfMpU8fRjRRXTH4Tmn8Yy5+XaB0HFRJRRWkfhJluTW0YlLgkjC54pnQ0UUySReMVvWLlrWNzjceCfXtRRSY0XtLJGoADoVIP5V2hmdNLmZTzub+ZoorjqbnZDc4e/cmCRiecE1w2cc9eaKK2p7GFbdHX6x4rk8Q6fapNpOm2rQIscT2qSKUjXOEALlQOcnA5PNcxn5qKK1h1M3shzHpU8qBAhBPIzRRVEjU5bmtbRyS7D0x3oopMDWlOQrdwua6rTZXkuVdjy8gJ/FTRRXNVOmGyK/iOZ2udhPyjtXnPiE/wCnJ/u/1ooopblV9iXw9rz6SbiA6fp99BNtkMd7B5gVkzggggjqcjOD3BqHV7+51PUJ7+7k8y5uJDLI+MZY+w6fSiit18RzrYppU1tGJWcEkYGeKKK0ZA0jBqReNpoopAblgxa1RyBuPBPriremsV1WFR0YlT9MUUVjU2NafU7fznTTZip5y38zXF3rkxyMepGaKK54bnS/hRwhJyT3zXST+JNW1TQrXT729mngt5HlXzJGYlmx1JPONvHpk+tFFdUjkjuf/9k=", 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", 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", "info": {"video_id": "153179", "label": "trying to bend sunglasses so nothing happens", "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": "153179", "label": "trying to bend sunglasses so nothing happens", "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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9dbo+ky69pRt2MdraWivKr7NzzfOwwn91fm5z1wK6Gz8BwWclw1lchQCU3zLuc4PtgAVmpKOg0rmd4lsNPm05tTsp4ROmPNERwrMeDhexzWFol1dCUtISCD/EOcVu6jYS2cii7hQndhZV5Dfj/jVGcAskqADHBpLY1N1IY9Wge2ZlR2+aJ24Cv2z7Hp7cGsqAMunYP37lyx/4Edo/QE1YtLvGAe/H0qOOWOO7QkAwwI0nPYKMD+pqWEjgvHd4LrxNLGpyluixD+Z/nXNVbupRd3c1xKWDSuzn8TmovJU9JB+NdCVlY5nuRBmX7rEfQ10Gm6Xrc9o1xFI0SeX5kQkfHnDOML2z9cfrVGDQdSuBE8dpM0coLRvsIVwOpDHg9DWvrF/9mSOxtsxxhQCFPRaGXCKabZ6HpvjS3h+EunaTbGafX0uGuYkhTPlGOQvuc+3p1NcXrF4rjzTIJLmSQTvKxyZCQdxP40nhkXEsgTTWHmJHMXeVflVShyeOp9B9K9FtfB2iwXcU8nm3sxMMpmnb7zPlmO0cdcVk2oMErlbwFZ31toMsl2WEU7h4gwIJGOTjsKn1e1EmWA5rrLphg/pWFdpuBqW7spaHCLI6sQezEVcjf7Rc20Tf6tWMrj2UZ/z9az7q5LX8iDG1JGAx0IJq9aOoSRz1wF/Dqf5UjV6obrl8bXw/qtwTiR0WBfq3X/0I/lXlFd14zu8aTp1mQQ0pa4kx79P5/pXF+XGejkfWtqa0Oee5D06Vas1vJ5xHa+aznsmeB6n0HvS2+nz3kwhtY3nlIJCRoWYgcngVvaTE2i6fc3dxFJFM/wAqlsrlO/HucflVhCPM7Gx4J1abwt8QbKXXp2it7Qu0rH5xjYQCMdQc8YrU8Q6u+q65rGo3EFxaRSuZbeCckFVdVwdvTLBQTj2HauFjuHurvz5psuyspXnpjpXqSaA2vTPfeIiFlh02I29rC2BgYGXbqT3wOOcdqznaLux210Mn4bxahc+Ibi7gBSxjDLLkcc9Fz6k4PtivQb4ZzVnTrW1sILmGzhSGLzjiNBgADgVXvCCTWblfUq1jivEC7ZbSQrkJKSf++Sf6VlXOo/bGjuJiQXhT+X+NbfieUwabKBjMg25PUZrjw2bWIdQFABpM1po09blay8OXdxuA+04gi55wOp/nXJeH9EfX9TWxS7s7VijN5l3MIk4HTce9bHjm7QTWmnRNmOBNx/kP6/nXJI2Titqa0uc89yeSGOKR43VWKsVypyDj0PetrQryeGG4tobmZYSnMPmHZ19M4rCI561p6GwW9KHH7xcDPr1qnsEPiRFq1u73Lvg/Oo49Mdq9E8F29pZ2N1bxgmd4DvY+uD/h/KuUNn59yC3QnOK6fw+3l3ZUZxuCfmrVnN+6bOKu2dVZTl47c5/5YwH8ga3HVp5ljUgFjiuS06U+TDg9IVH5ZropLsxOSg+fHFc97IIq8rFvxJe+HtH0t7V9PivZBGTJJL1LY/hI+7+FeV6HaX2p6Ne6plPJtpFRRjlzjLY+gx+dW/F2qbdMvJHbMrjYg9MnFY+h6tc2WgQRRMQnmM5A754/pVq/LcvlXNY1IEa6YQRsMyEDk8AdWP5CuO8U3f2vxFOAfkhxEv4f/XzXV6Zdx29rf38uFMSZUfXJOPyFedPK0krSOcszFifc1rTWtzGppobV/oJ0/R9P1J7uxnS9BIihmDyR47OvVazYSkUqyRl4pF6PGxUj8RUa8r1oC5PWtTI6oyKNJ3YeW+nDSS3Mrl3kyOBk9gMVz2k2H2zUo4ixVBhmIrdhJm02Ep12hT+HWpLK0WCJpj945zUXsdHKnY9Cg8m3iiW3AEbae3TudwJP55robSTMcx9XzXIxPsgt1HRYpox+BBroLGUrFJu9j/Oua93cm3Y3rKx02W3mutXUS2ycLCf4z7+1eY+IZrQeKIdP0i0kxdMqrDuztZjjC57fXpXV6nqLLAqE7Yv515nHq5fx/wDbIjhbc4j9sKRn8zTg27s1lFRSRuFJraaWCZSk0TbWU+tU9bmaz8OXdxuH+kkQRc847n+dNvNWkurwPJ97G0t6jtWZ45u0E1pp0LZjhTcf5D+v51pHVoiouUx/D+itr+pLYpd2dqxRm8y7mEacDpk96pSxRxyvG6oxViuVOQcHsaro3OKkI5610HObuiXMqQXFtFPMIdobyjIdmc9cdKpatbu9yz7T86gfSn6I4S8KEj94uBn1HNaptPPuF3fdznFQ9GbRV4WOs8GW1pZafdW8QzM8J3sfXB/wrpbKcvHbnP8AyxgP5A1yvh9jHd7RnBYJn6q1bGnSsYIcdoVH5Zrmm9R6dDrjG1zcLEpA3HGT2q1rGqaVodhcRafbJJdCFk+0SDLbyMZHpjNZEl2YmbYPm+tcZ4g1lY4DucGSRwOtTdt2RpGC5bsqafoa2uhXDsPnlmGwnqcdT+ZpkFtJI/2dThpSF59OpP5VKuqkWMWeVxxSw30MVpdXznBgjOB65/8A1VpuxySUTifFV39q8RTgH5IcRLj26/rmkvtAbT9H0/UpLqymS9BKxQzh5I8dnXqtYzytJK0rnLOSxPuaeOV610pWVjke5LblIp0kiLxSA8PGxUj8RXQ6/NNeRSNK7ySb1ZixJyPrXNpwwPoc11N0pljUxnhhuBz+tJmlPZor+ENNgl1Nbi6+6JQqIejH0/WvU7m4DXRdTxJYsPyYVweh262t1Z9SWmQ8/WuoMp/deyXEf5EGsKjuyrJHV2cmUmPq+a1bHTLOW2kvdSmZYF4REOC5+vYVzljMVik3ex/nSajrG2JYSxCD9Ky5rFwgpas5nXPs3iD4p21pp8DLZ2+weWDkYQbmY/j3rnNTgEM8sartUMQAKPD2vSReJtW1CLhpEdFPoCw/oKmvbxtRvfOkXAHXjrWkty6aVro4rV7w32qXFx/CzYX/AHRwKqJ0zSNTwAFFdNrHGwzU9vK0MySIfmU5FQsoxTlFAjtLZ1njSde4yK0tKm8vUfLP/PSOTP0OP61z2hXA8kwMfmXJUn071aN+seoQzIf3aMA7Y681jJG/NdHcaSP3RU9hs/8AHnrWv5YrFbl5D8+Aqj045rF06ULPKM8ecfy3OaTxRODAW3fPI24iuZ9jSmtbnnPiy6LFY9xIeQv9RVrRyDpVvwCCvf6msnxIcvAe4yK0fBFqutanHpk2oy2qmOQx+XHuLOqlgvoBwTk+nvW9rwRPNabuTa9dfZtJa3XgzsAceg5P9K5HqavX11NcrEZZC/GRntnFU0GTW1NWiZVHeQ7pTgaAASaQDn2qjM3NFuvvWzdG5X+tbroVt3VTwBmuQtHMM6SL1U5Fda13CLdXBJDjhQOaiSNoy0sdBbzebawyf3mkP/fUYP8ASuoSLfaznOANq5/GuA0W93Wxt3P7xJdy/wC6UYfzruoZg9pLHuwDIWJ9hmuWejLgrtHP+Lb6M7Uhb5Yu3r715pocvmavI55LKzfrXXa1Juup/TkV59aTvb3IZGKnlcitKa91jqy95M7yNVZtxArkNXvDfapcXHYthf8AdHArrtXs7S08OwanpmrX0ytcm2zcwrGtwQm5niA52qcKd3qPcDhGrSlGxFWalawqdM0/NJgKopWUVsYEsEjRSpIpwynIrsLR1uIknXqwyPauMUcV0ehXSrG0DkDncpP61EjSEraHSaXMY9REZ/56RyZ+hwf510Gkj92VP8I2f+POK4j7eI7+KZM+WjDccfeGecV2WmzKs0mDlfOOPplz/WuaorF3ubGoSx2S3TO3zkhV9hjrXjnim5Y3Ece4nDM+a9K8TSf6OzlsvIxbHpk15X4jObiE/wCyRRS+K5rV0hY6GwlL2FsOuY1/lUOvXf2fSmt1PzTsAfoOT/SmeCEs9W1e103Ub+4tYZcIkscsUaxkdSxk4xjPA5JwO9ZniNJrbVrmymNwDbTSRhLgASLg4+YDjPTOOK0jH3jOU04WMbqak6U1Bls1IACTXQc4Kea6XR7gXNosDffj4+o7VzQHNaOkzi2vUZj8h+Vvoal6lwlZnYQyi1mtpW5WKVCfoDW25xIwHaeYfmgP9K528kRLbB5LD5QO9aOn3JuLASMcuJgG+uxh/QVzzXU0bOyWPdCwBwC6qT+JrkvF94I2d4mHlorDj6V0qSNLbyKGwA7MfwyK8/19vNju1JzlWH6VlHVm0dIHPeGnzNcZ67R/OumiCkEnoa4TTrp7eVtjFS6gZH1rude0HV/DugaTfXc9wk16ZPNhMZAgwEKBjj7xDZx2+oNbzV2Z06iUbHAt96nselFFdBzE8sQRUIJ5ANRry2DRRUgaGmnM+xgCpUkg+1ak/KD8RRRUyLhudVoMjNbWrE5LEZP4MKh8QTPJelWOQOlFFcn2jqj8LOD8RE+dEO3NV9B1W50XWYL602edHuA3rkfMpU8fRjRRXTH4Tmn8Yy5+XaB0HFRJRRWkfhJluTW0YlZwSRgZ4ppGDRRTJJF42mtywYtao5A3Hgn1xRRSYIt6axXVYVHRiVP0xXb+c6abMVPOW/maKK46m52Q3OLvXJjkY9SM1whOCT15ooransY1jrtY8VyeIdPtkm0nTbVoEWOJ7VJFKRrnCAFyoHOTgcnmuYz81FFaw6mb2Q9j0qeaIIqEE/MuTRRVEjE5bFXtPY/aVQ4KsDkGiikwNeU5UZ+ldToTsbe2JPJIz+TUUVzVTop7IZ4imd7oKTwB0rz3xCSbqMdsGiiiiXW2Y7QNefSHmhOnadfQzsrtHeweYAyZ2kEEEdTkZwe4NR6vf3Op6hPf3khkubiQyyPjGWPXgdPpRRW6+I5lsU0NS26CQuCSMDPFFFaCG9DUqEqVYdetFFIR1MBxEB2K9zntV3S5GUyxg/K21iPfOP60UVhU2NqezOrEzppUzA87m5/E1w2puzW07E84NFFYQ3OiXwo4UErhgcEcg11F94j1XU9GtNPvLyaaCBmmUSSMxLPjOcnnG3j0yfWiiumRyQP/2Q==", "info": {"video_id": "153179", "label": "trying to bend sunglasses so nothing happens", "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": "358551ef11a2fe886ec635b40a05f40f5090cdfff72a971bce6bcfc6c5db5676"} +{"episode": 61882, "episode_seed": 1244556957, "split": "train", "timestamp": "2025-10-13T03:30:49.034606", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1244556957, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting pencil up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "192851", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "192851", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "192851", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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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YP/Qa82Maxs0xA3uTuNd98RZ1ns9DuAP9ZHI+PqErzm8uQqeWOSa5JtuXKjspKKjzGnZQ2l6WikhjIPBJFPt/CGnHJkeZwGIwD/hWZp1tqC5kWMqCQfmOK67T98UCh2y5OSR6+1b0oST1Mq84Sj5lGz8OaShbFusjBud/zDPoPwrVitYLaRDDBFECNuUwv4e+aarbLh8ZC4BOBwKfM5aIhG5Jwp9fx7d62tocqH5C26hWK45zjNTtxIMKoU8Yxx/n2qqGR2ZNxwq4IB5H0P5VLvLRoCrbiMY69vX86egyKLdloznCHGMdvYelaGhXQtfEFm5dTmQA9uDwfw5rOIxdZaP5X+827jgfdz19KZKDG8bDI2sMAjOTjgfnSWugz2OX7pHsa8SguIXYgdM8Z9v617HbXAvNPhuB0liDfmOa8UNkN2ImIGcVFPqSX7YBVxGoVd2Twc8/XrUnDXWWIyR2WsuwuzDut3D/ACtgMxyWBPGKutcZdSjlWxhQwIyT1+oq+hRcuBiDgH5CGB649x71MMsCvOWGMg/h1qtM7PCw2FgRztPUfT3p0GPLRgCuR0B7eg9KfUke0oaFeep2nDZOfTPrTo2YNKCoXLZUKOfxx/nmoeEYKeckY+UAY9qejg3BGFDOuBzycH0o1sMJDmVGIbDDB2sQoAHI+tRTQrNC8cnKMo3U6cD7O2Dyh3DPP6evPFNZo9g45PODwR/9ejYD1Hw9c/atAtHP3lTy29ivH+Fcl8R5JFk0xY0zu83J9B8taXgO88zTrq2P3opA3XI5GD+oqn4+IEunnnO2Qcf8BrHaQHCi9Pyo4Y/MBnAyPrWku3bhcY68Cs64RJoWRlKIRy4/PFSW0ckSqu8mMr1Xrgetap3YIv20ildhbkZIB7jPWnElbsEKSCoByfXpiqsEhDuGYFgcZxwB2p8qqjRyKMYODk8dP509bAWHbCI+MFTySM44pu3PmFsFgeAegPpQZBgqSORj2/z/AIVHE25UB4dznb3o6gThvkjOM5HPOR+FQplZXjAwFOe54PqaeHVYtpY4ViuSOozxiopN/nxvtYE4UNn7vPU0rq1wLmmXRs9YtJdwwsi8A9u/6GvVH4rxy4jCgFchVI68nH+TXqml3X23SLWfPLxjd9Rwf1FRUQHz8mSwOOlX41zzVOEc1fTgA15kmevHQmD7VrNvLnBOevap55sZFYF7dkTgDnFVTjzMJyshv2+JZJEUnztxGT6e1beiWrmLfLEXLsCAOMD1/rWFaWrx3YvhHFOyHc0Mq5Vx3H/166q1ltry1M1lI4t0YedE7HzLfHRWx1Gej9Oxwa9FOKR5s7p6mzkbcHkcgjGPr/QVXQFE8sBFMJxtVuQMdSaRZJeGCqR2bH3sHqfTvUbFfOMLIS/LPjuO+PbtVX6mZPI5ZVRJGVgQxY4HGOOff071Hc7nttwVSAOB6kd8H+VPQBotjKPLPBC/L71DGQsXllGVR8vPcep/KlrcYzxTqDS6Bo0eCfIM0e8tnd90/pmuXtnjhlE03L9R7Vc1t3WG1hYrtRmwoPTpz/KsyNnCsSV5+XP9azUbSbNHP3Ejo01OGVPLOUPc54I9AfWrkepBgGEZPGNxP3j7e9ciHymOVwcjHY1r2QkACqxZdpwPbvW0bsxZ0TTmSZSnyynCBGzhR6U+RlFszStgKvDAfdPYj/Pas0FYpFZ+ZChBbt9f51eaQzoqRgAgY+boOOfwxTS3EWLVUaNW+/gDaSMfj+efyoD5jkXzC+2TB3Lge386IiPLXG0grnKcj3x+HamSNich2kwyc4+6n+PFDS0Yx8w3QiQIrMvzYZumOp/WmXIJgc4zjkYPXHNID50TKFypzuYDBwOcjPBzREyTQlVc7VOFXGR05/8A1Um9Rno3hG7+1eGowT80LNGR3A6gH8DXjjXm6U7mdhnucZ/Ku/8AAs8zx3VpHcvEFXf9wHcRwev1FeXGVVOM4B6Ht171mtG7hY147uJ96y7XA4HGOOKtNcoXh2HDA4GRz06A1zRuWEhKgsAc59Kebs7l3hQQPl/z61SasFjsYJwwxnBPpx1/rUds5VNqbSQxX5D0IPr+tY0L3G4MZwM9SBx09P61dtWErbvmTadqjJxnqc+uK0vqSX2kVZw3G7bhQP48mpEkPlo24ptzkkZzx0B71Wk3ebEixAhc5Y9U4/XtViY77dhtQkDIDdAeD/LFJp6gSMdxKs2M9FTkdj364qOJz5bRlnJDkbiuA30/CmiRXk3KQQ4ydnf8PxpHKi6IJcb1GSx4X/I70NbMZv8Agu5EPiCS3GAsqFemM8bh/WrXxFk8s6dgDLeYAc/7tc1YXn2LXbS5DZCyAkE8HB5Ofpmtr4j3VvPLpZhuI3UeZnaQePlqHbmA5YszwELnLAgH8s1YRo8fNKOOpHYVnCRwo8pSSSNwz6+lSllRuAoYcEep/wDr009WCLKzJGWJYndyu3kippLiPG0HBBByfbsPesqODbPIyyE8DgDp61na5dSyyx6dCf3jkFsfw09bCZ00fmGSRJY9jhirLnnGKLcJI7AybwGIyBjgdqjgUw2u1slsYJPU46596lgBTeGKFgeQnUfWqS2uMlZ2Esib/wCAFVx0H1/CmshmgI2hj2Bbqev9DTZiVaNiGPzEbQcZ9T+dIhZgyR8j7u5h+BpaLQAcebbHkEMvUHjP+cV3Xga9+06G8LcPBJ930DDI/rXBRlG3xgOiqRwemf8A9VbXgqUDVZrMySxh1Yja2NxHP8iaiV2gODhAHWpjJjNVw1I7nBry7XPXRWvbghTiseBDNK0snQHvVy7bOeagaNvLjiT78hwK6KastDGctS9pBmlndlG2PP3jV6Wwkiuje2Mv2e4C84HysD2YdwQKXTxFGTHCMEKBkntj/wDXWic7lK9W6e2eNpP0rsjFJWOGUnJ3YaZdxS2QkuClvOZSgtmJ+Udflz1Bwas3T7VTdJsVGOVxknP9KhiRGGJGWZkbJyoJTHOf5VLOrrBJgDOAq7v4Secj1oS0ExyP3JyR1Pcc9/XgVCzRx3JOXZpFyXzwpJ//AF03zGBBdWMucmRQB8vQ4/wPrUOj2rav4oksLjUJrUFJPKKJvYsqFlT0HQkk/Sm3fYDP15FMsRXnlgxB47f/AFqzYI1x0PJ5z3pFuZJ0jMjZIQFQccZp0RIG3ORnqajqPoSlVVSRxxnJFadqB5QkL8ccnjPvVaCLKB3UuoPT0rWgjAdRkqBnjHCfWrW5LHxqFkExdWC8BM8sM9COx9qsRHeHxE2MYIHVRnvn9KiuEU3MbmRlduqD1HSra/u0AJ6E5Hv1INUkxCxurpiN8KpGUJ4J/DpSuJFQFTuBwHduCvbr6UsbMS4MaphjtI656E4/OmzhZI2UoWGB8oPX0H0wKXLoBIrYJJfqcAjoe34cCo2k/wBIdC8fz/MqgeuOfao0ZlVSU2Fl4zyPTB/xqlrlxNa2iSQZSXfjf1OPSm9rjOi8M3QtPE8QJIFwGU5PHI/xArzRpixfOcZOcfWus1aKCz0O21bTNX1CXbefZw1zCsazsqbmeLHzbVOFO71HPUDlI4yCW7nP/wBeoluMSD5o0CMxJPOT39a17a1I8stEp+YH5uMVFp8e4I5KHHft9DWqdvyYjDkMGxnt7+9C2EydbVcDGcA9Pb/9f6VJbljJI24Hax6dv/rHimbnkfy4ij4HzZbjpn86jSZCGSJzEVB3ZYsTz0P+NaN6iLfyLIkjq7NuwMED6/r/AEqczRjl5FYDv2J64/H09qgKyxpmMlmX+AYO0egJGamVSjZIUMvU9cnuffNLW4EQMoUISpK85I5Uegx9adMGWImNgwz85Y4wM4474HpUWFiuGURuwIBOTwpGcgVK/wA8TKVDZGAOhz7/AIn8aSV1qAy8f7sowuG5KjseOK0/Gk/2zSfD06KMvE+4AdxtGP0rA0JINT8T/wBl6nfXFnDM/lq8M0SLFjuxk4wB07k4FMlmu0urjS7l7orY3UsaR3ON6fN3xxnjnHHpSbW47XGCMeWg+YtuGNvf3/OrqRqQS3JB49v/ANVVZWwqgZVgcnHXPt7VbQ5Byccg5HYU4u7uK1iC8v4tPinmLISuNqepI/8ArVn6FZtMHvrp8TTNnkcgZ/maivLKW+1fy2DC2QZbjqa6JlRbNkZflC8KD3o3EPVpHZQFDADg/wB7B7+lGQJGjIZG5ZmU/wCeM0luV8sOBtyuMHt7H6mgTgSIrSYXBG0jOeelNrQY9kZY22NtfH8XTp09qZFIjIpVi/Ax2/L8TT2YAAnkd+4/zmq67kkeIsrSI3KjsMZotZgSTORcJt8wlhtAHQdRU2m3Y0/XbS7PEYkAkbHQdP5GsfWLl4tO/dSsjl1O4cHH1+tP8Q6HrOg6BpN9e3FwJrwyeZCYyBBgIUDHH3irZx2+oNJ9hmMpOAKbOSEoorykeoZMrFmGe5qa3OboZGdqkj2oorrp7o56mzN2GQyXTREKFZF6Dp9KvQDzTGH53Bs/UcA/WiiutHGR2xKWpmQ7X3hSQOoLAf1qeFA/z5KsicFTjnnn60UVmBT852lZDyG2g+/Q1mHVLnRfEE19abPOgdwnmLuHzKVOfwJooprYZlW/MZQngD+VWYVDMoPQ8Giil1GjYyRbxKCRvAJI9v8A9VacI3S4PI3hT7g+tFFaLch7igBniLAE5PJ+tTj540JPVwhHqOtFFNAFvEvlST5bf65qwflkYqMFASCPwGPpRRU9xmcztawMEOd0JfLckH2qtragaXLKo2/vUXaOmKKKhDKeseKH8QWlvFNpWm2xgjWOJ7VJFKRr0QAuVA5ycDk81lx/O7xnpkDPeiimwRraYi7CQMEK54OOlWpnMUkCx/KGAyF47CiijoJlyE5PQAEAgDt24pFfdeTfKoxhuB3xRRWr6EliYYLRg8BeD36VJITEyxjkAdW5PU/4UUUdQI2jDzwqWbHHGfUZ/rSQZkB3E5DAZz7miikt2Bzya4+k3t8h0/T76OaYM0d5B5gDLnBBBBHXkZwe4NPsr+51TUry+vJPMuLiTzJWxjLEnPA6fSiispbGkNy9McXUfc88n6VaP3R7jOP6UUVUNhT3EhyZJZCSWLAZ+lTTErA2DjCgD8etFFWtiB9sxa2jZjknIP5VG7eWAwAJDqoz6UUU3sMsxAEKfUr/AI1VdAQX53Mckj60UVMgKGtKBp2B03AfrWXeeINU1DS4NNu72ee3t5HlTzJWYlmxnJJ5xt49Mn1ooqeo0f/Z", 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"info": {"video_id": "192851", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5e52f54a58b69558faf6cfbbf16d8b5b9ef8dcb242575c469c3cf41d04633c0c"} +{"episode": 61883, "episode_seed": 3975457870, "split": "train", "timestamp": "2025-10-13T03:30:50.932336", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3975457870, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'opening a drawer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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8KRhxeL5iox2Y3cA9e9ZVvgZtRXvodfQxzELO5SMjaxHWuv0dLKECQOrFRtQLxjjGPSobGxjt1a4urbL718p9quoPO7cD9Rj8ayr+BTfGO3ke3ZmZTKFJGP72B2/xrmdP2kbdD0MPjHh+bz+8uaklzNFNFK8ix3QweByvrisa78JXdhFvtrpTE+Nu8bSfqBWvYSraRRJeO8U6xlftNs4lTGf4h29xxSahN9lsXmNxbXEJUkPG5+X/AICen61KhUpu0Nj0p4vBYu3tVa39dDza5Vxl2ZACSMA96TyHWLeVIrT0PT01DxNbwzxrsRjNLjoyqCx/A4/WvQvFvhnTbKzup4wIJrS0jeSOIYVpX9VPQewrqqYiNOag+p83Gm5pyR5LIWjjizkFgW/XH9Kt2sp+wNz1bFVJ5A0fztl84UHsPb9asxfLpcQ7sxNby2MobgJDmrCSleQSD6iqg61KDSKTPZ5GJJrOveufUf8A1v8ACrpOeKp3o/d5AycHgd+/9K8NHsszHOai3bWqzJE4jVyhAIB+n1qsw5rVEkobrTC3B+tMLEKabu4osBJ5h24qMyHdTd2ab/FmqSC5zetzb9Scf3QBVNG4qrf3TvqM75yDIcfnTobhTw3Br04waijypVE5s6PR2+Sb/gP9asSsQ1V9KQrE7Ho2MVPcDgGuSp8bOqHwkDNSBskU1iaapwQfelYq5YU9ajYjPWk3HNR7uaSQXFY5Umq+75/xqQtnI7VXJ+ariiGz1zwDeLPpkUBPzQMR+B5FeuaY262A7187eDdUFhqKbn2pJhTn17V7jpeoBSnzfK1YyXLO4VYupTsuh5h8X7IReIvNAwJoEf8AEZX+lcWZDur27x74Un8SwwXVmFeeBSrJ/fU88e4P868NkBDfSuibvFGdB6MUNjmnK5yMVCT1HpRu5GKxsdBejupYMNFIynHY1q2XiQACO9gWVM8svWudLnFMDYNQ4KW5am47HZKlhqDbreVc/wBxuCKS6e+ggMMyrcWhPMM670NcgJSvIJB9RWjZeIb+NltxMHV2CjzO2T60lTktmV7SL3O28I+FtOtbv+1LaEWl06EGLcWVB14z0zXc614bi8RaGY54kWfb+6n7qf8ACuA0i+vLDxHHZ3WDDMSFZema9gsXDWyp2xWl2pXZz4hqMfdR8va7o82n3U1vPGUliYqynsak8Ii233sc77C2zaT+NepfFrRIxbwapGoDsfJlx34yp/QivHNO+Sa4/D+tdM/fpmNKVppndG2nhG63kynoOQfwqKW686USXAZJQoTzFGQQOgI68Vh22o3Fqf3chA/unkVrQ61bXQ23cWxv7w5FcXvw2O73J6MzZNI2NcXUUrsWO5XiYtgY7456+o6Vz969xBauZUJkmZklVuOx5+tds9kkgEtrKD6FTg/mKqXdutwix6jZrcqOjfckHuGHX8a2hiu5hUwl/hZyHhX7TZ6mJYGQttIZZEDBl9CD1zxXXeJtZvr/AEm9ivYFjubqWOSZsFSAg4GDUGleHbD+1Elh1B41UHEMy4Yt2GehFdx4/wBQt5/hpBHcxwnUi6woXUeYADyQeuMD9a2/dVJKVtTklGrTVuh8+TAGY8dK0ChFrAnouau6J4fu9avLu3soGmmSLIVcc8j1rT1DQ7mzn8i4gkikRQCjrg1u5JuxKg0rs5zbilHFXJrYxk8VUcbaYWPYicrnvVa45jPtzUm75eOlMflSPWvFsexcy47yS3YrwwBxtapi1rdn5T5Mh7HgH8en8qoXPyyn86gLGtOW+pPMXpraWIlWXPuKqN2HapLa/lhGzIdP7j8j8PT8KtBrK9OC3kS9g5+U/wDAv8fzo1W4aPYoZwKimk8uJ3/uqTVy5sprc/MpwRwQOv8Aj+FY+qSbNNuGH9wj8+K0guZqxEm0mcUzbnJPfmuo8F+HTr+rKrj/AEaM5kP9K5UDLV2fw+mnn1qTSU1WewFwjshhTcXdULBfboeT6e9erUT5bR3PJpOKmnPY9B8aWlha2WlrZRonEgfaMZxtFcTMPkNR2t7qFzvjv7iSXZhk3HIG7qR+VSMc5rzXFxdmelzKWqKLComyGzU07+WSSOPaoC6t0OapEEm/r9KhJ5JoJOPwpm7g07CYhYjNRM1PJzUbdapCZM9yYbbg4JYc17H4L8SR6npEQkYfaIflcevvXheoS4WJPcmrOnazd6YPOs53ifIBKnGR6Vo6PPAx9tyTPsLTP+Qajk8uu78O1fLkjYZh3yf516JL4g1GHQbe9sPEepSRmXyAZkVFmwgLNGOu0HAOfUfQedTffJ9eamorRih4eV5SZGTg0gNMckmhG5rGx03Jc/LUZPOaNxwaj3A5FFgbFZ+KgD4bNObpioGOGq4kNnqXhQi/0izuJDultZSCT19v0Nes6VMCgFeJeAdRWN5bFzgS/OPqK9g0p9pUZrnnpIqa5qRT+JFr9o8HXhA5iKSj8Dg/oa+drXie4GO4/rXr+sajc6l4u1LQr3WLy2sJpDCvlyRosYwCclxjGM++cV5CkEtnrWq2kwnBgmMYW4AEi4JHzY4z0zjiu3ltTOKjL3kiznmlDYNNLUzPJrnO5FpLmW3fdFIyH2NbVn4jG3y72ASLtxuTgj6jvXNlqTfiplTUtylUcdjso4bO+XdbSqx67T1H4VHPLe2ibJAJrbH+pnXehHt6Vya3DRkMrFWHQg4rWsPEd8XjtmxMXYKu7ryfWo9nJbbFqpF7nc+EfD9rZPJf20YtJ7hQZIdxdVxzgZ6fSu9v9Ag13R/JvYkeNgCrr95PcHsa820PWLi31tbG7j2BydrZ7jtXsOnyqbZFHSqu1K7MMQ0oe6fPHi3wpdaBetDMoaNsmKUDh19fr6iuCusLIRX0p8XIc+BLiROJY5Y2RgOV55x9RXz/AOKvCuo6Boek6jevOJ75pPNhaMgQABCgY/3mVs47dOoNehTfNG5wOZ1NvcyxeSqt8rnBU8gfStbJKZoorzq6949LDtuOpjajxKCPQ/zqo33c0UULY1e5GCc06MncaKKbJLUd9PaptRg0ZPMbjKn8O34UeNLGC38OC5iBV5GjyM8DJ/OiiphpViOetKR5sn3qu6Pqlxo2tw6ha7PPhc7d65HzKVPH0Y0UV7DPGOtZyklsgAw6kH8OlKT1oorzp7noUvhKN39w1mkkHg0UU47BIljdmU5oPSiigBpph60UVSEzM1In7Qo/2f60xSfJ/EUUV1w+FHDV+Jnpj+In1rTrISadYW5jiRI2t0ddiAcKAWIA79OtY03IFFFc9bdHRhtmVm61GCQ9FFYnSPzwahz1+tFFJANzUDdTRRVolmzok8kN5DIhwwcYr3rRpnaGNiecUUVjW3RpD4WefeIdVay8VaurWdndRyXG4pcxbwCo4I5BHXpnB715/LcTXet6ldXEhkmml3yMe5OaKK6/+XZwUf4gh6mkFFFYHcK3QVFnrRRQhMjYmmoxD5BIIPBooqkJnomkk3llpV1Od05l5fucE17Bo5PlgdsUUVzy3LrfwzI+KAB8FzD1mj/ma+YdY8Q6pqOmwaXd3s81tbSPKgklZiWfGcknnG3j0yfWiivQofCeUz//2Q==", 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", "info": {"video_id": "47315", "label": "opening a drawer", "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": "32c8cbffea900dcff29a26454ce547cd37c08d5b80ef93ae7683065f70532414"} +{"episode": 61884, "episode_seed": 1142072845, "split": "train", "timestamp": "2025-10-13T03:30:51.351437", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1142072845, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'moving comb 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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gDp1wTyK5TWX8TaPpGnXl1qd4Jbsv5kRXAhxtKgnH3iGzj/69MDqAo44qeHrRRSAvxDAq0g6fSiigCReRTsUUUgHgfKT3oHNFFMBjEg49a8h1u+m03xtf3lvt82Odtu4ZHK7T+hNFFAFzwYgC3g9Ng/nXVKoBoooAsxgCrkQzxRRQBZTp+FSjtRRQA6PkVKOh9qKKADNct4//AORXk/67x/zNFFAHn+qa82rxwRyadYwGFVSN4FdSqD+EAsQBznp15r0BgNtFFAMfHzViIAmiigSLcY61YUdM80UUDHZ4BqZfSiigBR0pOoNFFAHk2uaq2neKNWQ2VndxyXG4pdRbwCo4IOQR16Zwe4NaXhK6m1C71S7uX3zzOkjtjGSc0UUAdP8AxVIDj8aKKaETpVhOlFFAEyDr9KcvWiigY8HkUvUH60UUgOX8en/imH/67R/zrzm51nUL2whsbm6llhgdpF3yMxJbGc5POMcemT60UUAf/9k=", 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"info": {"video_id": "103598", "label": "moving comb up", "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": "3ae1305e7c1f80c6012d3a52d182e1ad7a5d22b167a0fabf6ca9c44b1cf90a2f"} +{"episode": 61885, "episode_seed": 1156884184, "split": "train", "timestamp": "2025-10-13T03:30:54.891197", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1156884184, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen behind shoe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "189560", "label": "holding pen behind shoe", "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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zhUPoT/8AWFdnqV2BGRmvNfESsdQjkm5iI3AZ/A1nSjzSNpS5IGQ2v2Yt445rRZpI87Xd27+wPNdT4NstM8ZW97bXN7JaahGVNuVAKhP93vz+Vee6jpbWd0QxJicbon7Mv/1ulaGlW93o80eohmhlKHyUBIZs8biP7v8AOvQ5VbQ4Zxk1c7qzsNS8MarLZ3J3xmRFNxGxMbKSfT7vA78g4roLZrO3nmaGdpXTAJf7wzg8e3Irzuyu544ppizySyZQnd9DzXWaFq9peGO2vIgsxCIZfXGdp9sHvU+pmk4o6pbgTICACjDmud1SKS3u9yfcfkex7/596uOps7yRImzCx3KB/CTzimXWb2JoQfnxuXPcihFqVzDutrIjMxIBGRjr612nge7iuJtQaJFQCOFSFGBn5+341xRG7GSpz8u05yK6jwJthk1IAbR+74/76rOrHS5rB9DuJZsL15rlPEmpsihI2wx4rZu7jbGcV594m1Dyizlvm2Ej69BXJdt2OqCtqxttq85RmtUNx5b7GAPDKc5/pSza20UbR2kHn3IUsUXLhFHUnFeXXWoXFtK8Ksy4OCBWt4M8V3Hh7xHDfMrPG/7qRe5U+n6V3Qpcq0OStWlNeh2GjeIhqF3Ha3eCmfvwgDA75rasp2DbLiwLzkhk3SEptPQnjFZ3iHUPDmr63GbGCW1u87JJrdQEckYBZfUE9R6Voabe3F1b2kdv5T28OYpVHGBgYb2HB/P0zTWphGb6nS+aGj24ATpgcCub1ZPInDEgB+AT3NWYrqWGRYrtGQuMjJ6HOCPz/On3yR3VoUzk9qaKUkzBmdQqOCGMZDHcOCay5rJ/sU2o4UlmCrlueTzkemM1e37EIAGc4HpmqUkk6BYiMxbgwU9DionHqjSMjKtYstk9K14RjAHSqEBC/e4qzFJJOcQJkDqx4A/GkkDNFCBHudsAEHFNv57pLM3EUZVEwSW7g8dPSkgt1iDSM5klUZyeg+grVjVbtHWQAxshDKe4oegm7I8/1rTjqcw1SBHYNhbhEGSjjjP0I7+tOt9NOmPDdkmK4UFooj97/fb0A7DvWjd2t3ol4SryKh4jmQ4yPQmqUzszbidxY5LFsk/jWiloVG0o2irlm0eSOKRlIaR8gluuDg/0rp9F1tCyW+oRDYoUeaeuBnaT9D/OuNWSRIXLjH7xf5GtCGXDZYjjBAP51L0IcHZ3O2ysFxILd90BOVweneobj/TEaMH94F3J7kdqwrPU/LtZNzHA4z6mptPvTNdSXDcQwptJ924A/mfwpNkpale4JLIeMcgcjim+dHGuXPAqzrEckjwSwKMS7ixIwBjHP41Wht44SGY+bJ/eboPoKZZchVro/eMKEA4x8xH9Ky9Xt5NOvIriHJhlHG45BI4IP+e9aQl2zId2Ny8+/NaxtbfUtJSGYfI+drDqrA9RSbtuZ1Jcquefvo+mtIZ1uzHCeTbiMmQH+6D0x70yTYzKFjEUaDCRjnaP6n1Na99ot5pzM23z4B/FH1/KoIfD2pXSllsZ1RuhfC/oaq5rGXtI6MhQxuY89dqncvpit3SNVn05CiPmErgg855OMfnWPPpl1ZSRvLEyxouxmxkZHUZqtHeHYEGB2zUeg5U2ops7ZruNYg2QCx55/Oi0mS+s5kfGzzCFz9Bz+f8AOudtEvNWZLazjLKn3nPCjPUk10ljYW4REW43wRAj5DzI2fmJ9BnjHtSvrYhKyMyXdHOQylAo2vnnFdrdXe0da56+UNL5oUEH5WH8jUt/dYJx2rHEvY6sMr3ItSvOOtUbnTjqulOFx58blovfgZWqV1OXdXz0bFbWgN9qt54kcCWNwwB9CP8A61XSjyQ5jDFycnaPQ4uG8urNWt1IXDf6uWMNsb1GehqlOzvOzyM7yMcs7ck16PqHhwamczW6pJjAlVsEf41Qh8EW6AG5vZnb0UhR/jW3OjGlLmXvKxxMU5WEt9395jj6VpQSBm5GAMZPqOtbd54XtWZoIJmBA35f5snOOcVg3WlapbTE/ZpCnQNGNwP5Um0zbljy3udBY6n+5fe3Krk+gHQCn2l/5+oIFJ8uNWZz+GP5kVkWGj6tdqI0t2hiJy0k3yj/ABrasYNMgmfTkmad1IM8g4DsOi/QelJy6EJdR9/C0pWWNvkdjkjsw6/41reEZdhvyUKE7OD+PSoroI8XlIqoBygUYwRTdMlaEXGdoJ28Dr360Vn+7ZdL40bWoXm1DzXAeIkN5AbhOTC3zY/un/6/863NTvsRnmqmm7JTMjgMhTDg9wTWFCP2maYqbhGyONl0xNYRXikiivUGGSRtolXsQT3FQrYQaceZEnvOxjOUh9892/QVs6poM9i7SQIZrYnIIGSv1H9ax324AVwPUAc12ryOeFTnjoS2P7p3bJDbc5HUcj/69amnXNxaSh4ZzsLYfnrx1NZMUMg81v4fLOMcelT28pRI2kJXkgj/AD+NTJFKEtdDvjq8erWkCyJtmAzn14HP6Uk1z5St8/QZJrlLS923AKtheNzegFTrczapdi2g/jOSeyr3J9gKm+hny66GzqEKeaZ0C+XKu4Ky5AOM/wBaypyfJVowcjj/ABrdiU39u4EbC3AxG54yR0x61lS2+QHDEKByh6VS1WpRkxQr1nbdj+EdP/r1qK+EUIAFA4A4FZ5TJkUdcUW94Vby3+lSUa0bggoeCQRVnTLuJL63jmbCTKY+T3I4/lVCJ+QOOOQawdXmdbRdrFXR8hh1BB4NJq6sB6RNo/mIVMyPEezrmstfDWh2rsZEDN1w7HAH06YrkIPH+oRW/ly28csgGN+4jPvisPUdb1DVpP8ASJiEJ4iThR/jWUYT6hGEY7HeSwaDdT/ZreSADBz5TjIbt/Ws+68LX/ml7aSOZOignawHvXDkKLf5RgGTIx7D/wCvWtZeIdcgtwkN05jHA3qGP5mrcZLZl87a5eh1Nr4XudofUbqK2t05YK25v8BVvT9R0ya6FrZwg2kJ+RmOd792Pr7VxM9zqOosPt13LIn9zOB+QqTw/E994ofTTqc9mhWRovKTcWdULBfYcHk+nvSSberJeiO41qYtLDzzg4/SsYu2evJFc9aapfX0RlmnklKAEbj0zWjbXJmGCfmFapEGg0p/d7uDkj9K2/DWtWzST6Zc7dyNvQN/ED1x9D/OucnfdArjqGGTXMam7fb2dWKuDwynBFKceZWBeZ7bLPYW8ZlVUXAzuJ6D8a43VPiDDEWisYluJM/f6IPx6mvPpr28uUCXF1NKoPCu5I/KmKjbCwHX5RURprqNJLY7C28btHLsvrUGOXDsYuxbrweoq9LrnhHAlMEbP/dWFs/l0rhnhaaYgcIMLu+nFXEso8A8mlJRRaTZv33i241CE2Wl2/2O16M2ACR7AdK0dBufKTyc8Y4rmoIwjYAwKdfXU9nYmW3kaOQOoDKaiNr2RUlZancmXcxz0NZuoXPzMM1japKbfQ4dR0/W9QlVrn7Nm4iWNZyE3M8QHO1ThTu9R7gS3FwGuApPJGadWDckiqE0lJjbmTZDvB/iBJrMt/EM2j6uLmIF0K7ZEz94f40+5uMwyJ1IrCnjd5N3Y1u7WsYK7dz0I/EexFvkLO0mP9WEx+vSuU1LxdqWpSsIn+yxNxiM/MR7t/hWH9nccgVJHDiN5GOAPlH1P/1qmMYobTJY7u4to0kguJY5DISGDHJ4A59a37Tx3qMVuFkt4ZmA+/kr+eKwDbFwik4VV/Ek81dgiQKFCjGPSico9SoxZeufFGtaoPK8xbaJuD5QOT+JqzpB+xyLt9ck+tZ6pgj2NXouGFZN9i7dzr2m3gHNNeTy1Z8/eAz+FcvpV0L7xWdMvdTurW3kk2JJFLHGsfcli/GMZ4HJOBRDc3cWoanZ3Uty32eYxqlxjeuCRzjjPAzjiqqxfIyaL/eIu3tyZN/PCjNGi6pDBrccMzDy50MeT0z1H8qzZ5h5EgJ5wa5u+nZmUhiCOQR2q4wtDlJqS5ptntC2Vs3KzOo9M1XkXSNNLTNDEhPLSED9Sa8wt/GWrwQiItFJ23upz+lZd7qd7qcvmXk7SkdF6AfQUowl1MlCMXdI9EvfGGiyyhELSRxNudhHlSOn49RUR0fS9ciE9hciMekfK59x2rz8fLDMPQKn65P8qS1+0K5e2eSM/wB5GIqnHsy4trQ9Ai8JxwAtd6kEiHXauP1NIdc061kXT9GiRoif38x53+2e/wDKuIaG6uTm5nlcf9NHLfzrVsolhUbBis5ebKSPRBdebbq2eCKzrwJjzAAS36H2rC1HUJ7fQC8ErRyCRRuXrjNRa5Y6/omhabd3V9drNe+Z5kRTAgwFKBjj7xDZx2+ua2jrqZPRliYmPUE2/wAQ5qPUUVCGUYNFFJlolSRtsLdz1rL1dQY3/wCuhooqRmE0a+9EMa7nP91CRRRQMlSFGKqRlQuQPc1dgHGO1FFZzNIk2BgVi/2lPpHiJ7+12edE7bd65HzKVPH0Y0UUUtyamxp+GwPIuU6gBB/OpYWKahsB4NFFdBii7ES0M4PTrWTfxr5xOOaKKmRpErmNNv3R0pyKDNDH/CEL49Tz/hRRUIpkq/d/GrUY60UVjI0RPEB5lV9Z401uP41/nRRTh8SInsyvq/iR9bit4pdL0+3MCLHG9sjqURc4QAuQBzk4HJ5rQvPluIiOtFFdMt0ZQ+FlGQnz3HbBqo33aKKiW5cBm4hakt1Eiw7ufvP+P+RRRUociUHLuT3qxH/DRRUSLRZAG8VcVRuFFFShPYxpdabS9TvozYWF7FLKGMd5DvAZRwQQQR1ORnB7g1LY39zqF7e3t1J5lxcSLJIxGMk57dqKK6ZfCYw+IW5dvMZc8EGsiRFbBNFFNiRGYUIzzS20a+eOM4BP5CiikhsmjjV1VWGRuyR68f8A16tQgKeBgZooqJFxLWOtTRcKKKKyKY/VSRoT4/56p/Osm617U7/TYNPuruaaC3keRPMkZiS2M5yecbePTJ9aKK6IbHPLc//Z", "info": {"video_id": "189560", "label": "holding pen behind shoe", "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": "1ea38307edd5f35e4c7a1522feeb6741294bf428111ef2a28554e9b8de7ccb2b"} +{"episode": 61886, "episode_seed": 600171815, "split": "train", "timestamp": "2025-10-13T03:30:55.856698", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 600171815, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'opening 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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", "info": {"video_id": "65070", "label": "opening a bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "65070", "label": "opening a bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "65070", "label": "opening a bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "65070", "label": "opening a bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3baa4446ab94f52a9f251f9b0d613a448457a9a12ceba11a79d4f725b54c992b"} +{"episode": 61887, "episode_seed": 2943651741, "split": "train", "timestamp": "2025-10-13T03:31:00.071198", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2943651741, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water flask behind 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', (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": "21547", "label": "putting water flask behind ice cream container", "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": "21547", "label": "putting water flask behind ice cream container", "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": "457d33b916877d4c5a9e2b16a0deb8ee0dd328d4d04e2224700e6ac81481ed19"} +{"episode": 61888, "episode_seed": 2981026636, "split": "train", "timestamp": "2025-10-13T03:31:01.281831", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2981026636, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sling next to knife'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "68753", "label": "dropping sling next to knife", "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": "68753", "label": "dropping sling next to knife", "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": "b7dc3adfc590c01383666308493dcc504a37ea34d589b249a16a696db1826378"} +{"episode": 61889, "episode_seed": 483196870, "split": "train", "timestamp": "2025-10-13T03:31:02.421929", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 483196870, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'spinning bottle that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "173590", "label": "spinning bottle that quickly stops spinning", "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": "173590", "label": "spinning bottle that quickly stops spinning", "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": "173590", "label": "spinning bottle that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e593a33c55b681e126f5762fb1b3698b40b340bcfbb5665d673e95623cf1a5a7"} +{"episode": 61890, "episode_seed": 2342799857, "split": "train", "timestamp": "2025-10-13T03:31:04.628257", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 2342799857, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling soil onto sleepers'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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": "168478", "label": "sprinkling soil onto sleepers", "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": "168478", "label": "sprinkling soil onto sleepers", "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": "7b2f9e71b51698bec963a13f83edd13ffd4232e7b0143a5d291e1e798197a9aa"} +{"episode": 61891, "episode_seed": 3523711488, "split": "train", "timestamp": "2025-10-13T03:31:06.582322", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3523711488, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 wine bottle 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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pC0ltc2snytkHDdnGf/1UvIBut2gtp4L+3AEU/wA4wOA3WtPTNRW3xcxKb7WLocZHEf8AgP8APSqlk39oaBcWMn+utxujB6/56io/Dt3fL5tnpkCG7nAHnv8A8slHX8KoHsdL9oTRGM15PLf65dbcQxnIUdh7D/IrPlSaCRri+uDPfvywBysQ9MjjP04FNu7VNCuUjWcz3ki757hupJ7D0H61c0CEalqSQyqCpOcVFSfKi6VPmZzQuJJ7qR5CSQwxXu+s3FrF4b0TUbiRI0azVS5HPAHA7n6V4nrNqtj4gvoQAEEuAAc4FewNp1trnwu0S5uQXSxnKsoOMgjv7dK5G37aLOmatTZ57bW9x4h8S6hLp1w0CTKPNYnBEfAxx3OOld5pWiWejWoit0/eEfPI3LN9f8K5PwveWg1vXb13S2gWRQCeFABIx+nSr174qu9Wuv7P8P2rsf4p2GCPf0Ue5rsRxh4vtbW6sjA8qrcFt0IPXPf8MVzWkLbW2s2Nu8nmJES5BPBfoD+FddZ+GY4WSbUZTc3PXbk7Qfc9Wrjdf0yTTfEZFpGxWU+ZEqDP1GPrmjyDzMy3vI9OeQzos0E0ZV4x0cEcf0+mKyXVP7P2DJZZQRz0GORU98VeJjkAg8VQMmVUDjA596lR1uXfQvEBVAHQU+E4kU0BQ0aspyCOKdAhLjHaokaQWp2Eire6RavuIeDdj6Gq9jcLYQXF4/DR4Mfu1LpxdrNox1PaqdzaXGouYbcZjj6AdSRXMpW0Z1SX2jptGsbTU7G3e6XzlJ80K54DHjp3rqYWiiiCqAiZwABgD6VxdtqS+HfDUFzcwuzyHy0Qcc4ycntVFbnxJ4lCpCn2WyPflFP49Wrri9DgktTstV8SaXphKyXAklx/qoTub8ewrE07xLPqevwE2xisSpi3ckBieCT0zkD86Ww8IadYvG16xu52zhD8q59l7/ia2LqBJrRrWJBENv7sKMBT1Bx25p3sxWuZ+sWKXmp2FscYcSEj8RWH4r8OGzsmRFJ+XcABXQabeNeXcF3cqieXuRQDkk55z+IrodVtkvtPMhUFtuMVjKVpm0Y+4jxbQ77VPLex0yTyjN9989B0P0/nXT2EGkeF4/tl7IZb08+Y/wAzE/7I/rXLTGbSNXkgtI9025goxng+1b+keGPtkn9oavMbibI/dE5A+vr9OlbpmTQkM+ueKN0du7WumljumbgsCenH3voPxNdhoeh2OiQEW0eZSvzzP95h/Qe1ZN/4hsdFi8nejTAYEEeOP6CscPr3i0hQwtNP7nkAj+bH9KW4jf1TxlbWwa2tFF1ct8vyn5FP17/QVR07w1qGrus+qStbwk7hEvDHPoOi/wA62dJ0DTtIZFgQPMR808nLH6eg+lakt1DaJ59xMkUKclnOBmk2UkWrHT7TT7Uw2cKxRjrgck+pPUmm3E8FpFJPNIsaqCSWOP8AJrkL7xyFdoNIhaZ34Dupx/wFepqrDoGr6w32jWLpolP8DEFwPZei0gOqzDfwWl+iqd43ocZK5H6V5PNFuuoQ7DYrHfjnjvXp2niLTIpNP8zEcX7yFpG/hI5z9D/OvNJOjkqCSxwR16dPpV9NCeuo1rWXTrm502U5R03xsOjqRkEfh/KrWk7UdVHQECsYXk08mZWJYDb9B6CtLTnEbgmp1tqWrX0OilmCXAc/7q+xrQtxc3RIYiO2UZY468VhC4WW4RBzzWrca/HZQ/Zoo/Pnf5QB2zUdbGz2uUdcsY7l4bhpvLkY7im3oo6fjV+G6bUdHm0qHdcwCAiIEfxZz+prD1S5b7QyH5jtA4+lbHgx2RZYiOVcEZ6ioi02KcWo6mhpXhCSbym1aY+Wi4S3RsgD0J7fhXWwW8NlbCG1iSGLsqD/ADzWZfa7Y6Yrm6uFVyPljX5mP4Vz03i3VtXb7No9mV7GTGW/PoK6UzmOrurmG2aGOVxvnkEaDOOf8iuD8b6fHbsGgjVHndmYj+I8VoReFbyT/S9QvGN0p3Rqrbju7ZP+FQeLbpL2KwnIHKyblzyrfL/Ig0g6nKXFrJp722oId1tcDazDs4+8D/Oq9pcXel6s32RhHcByqswGBn68VHcXku7yCx8pTuVe2T3NK0plvPM5PmRjOfUUo3W5bsywXkeZmmkMkmfmcnO4+tdJ4Vm8nV4nJ4yBXMr96tfR5fKvY2PrWVTVG9HSSF8T2fl61ceSD5cjkoT3PevSPDuqPbfDyfTI2V5mxsV+fmHOa47VULMdx3KXLoPQmtXSpRFACWAYrnGaiNtDSps0U9N8KXWoSfatVk8lXbd5EeAx+uOF/nXb2llbWVt5FpCkMS9lHU+/qfesq71iy0+OOS7uUjGNwTqx+gHNc3N4t1PVJ3t9CtpFDcbyAzAevov410JnEddqOo2umwyT3MyIyqWVWbljjjio0ZbqO1vIsHzI94IHqOlczZ+EpJ2NzrN20sjfejRsn8WP9K14LmHTFfTyxjVcm3A5O1uw+hzTT1FJaHkd+67ljH8PWqdar6d57l92CRVK4tJLZvmGV/vU00XYnsJQQ0DHqcqfetvT4Q0nzCucjGyUN2HNdhpMJuIEkHcZ3VjUv0NqTXUsmWKzCLuw8jbFUdyaZpkLW8yssrBi3zDPvXR6dZQLAzeWDIVILkfMR/hXNyxywXxUEkbuq8io9nyrXqEqvNsdm9nbz2VuZoEm8qRnjDDO3OO1WJZcvG6n+DaR71w9345Onu1tb26TFF2lnbC5/DrWSdU8Sa0D5XnLET/yyTYv/fX/ANetIq0TKWrPRbnV9PsoQ19dxxsOApOWP0A5rmLzxtErsLCBn7B5uB+QrMtPB8pRbi/uQiseRH8zH8TXS2+k6Zp1vmG2UyZH7yT5mx9T0p3RJnaFezNJJNdxlfMk3qdu0E98V2iamhsJGJAXHFcd4juirWeDj7w4/CqE2rO9r9njJ54J/pWE03K6N4NKOpja1dxJ4hubgNysismO46mpF1TWNZZrbTUMEJ+84OPzb/Csq5i869uC3WMDj1xgV28k9vpkHmzPFAhVdq8DPHYV02sjF7jdC8HWUM2+6kW7nwGw3Cg+uO/1NdBcTW9hbiWeZIY1ONzNgcenrXDSeLpjdIuk2xeYoY1d13MQSOi/h3qWPwtquov9r1q6dCeiE7nPtjotJ+Yi3feNf9IMWlwNLIxwruD+i9TTrTw3q+vStdazdPCoXcEblyPQL0Wt7SdJstIiV7a3VTjLyNy5+p/wrTmnjhhFyGVYyNzMTgAGpuuhViLSNNsNKVUtLcK7D5pCcuT9auPCYogAcnpljk/nXL3njHTbM4hZrmQH/ln0/wC+jWLceJ9a12bybSMxKeiW4JP4t/8Aqotcex0niCa0g+yvK8Rmik/1Rbkg9ePbg1wJkBYnsOa37PwtcSSbr+fy2+8VU7mP1PSubnYIAgPuauHYiRWkjAuGcDAbnHpUiTeWcZ5qASbnJpkrfNxTkVE29Gbz79Rmu60/SYI4nmUKZCeXPX/61cHoP7uV5iOFUn61dgste8QTzDzDaWrsCwORuGMDgcnis46yNJu0EPjYJqbeZCZRu6joBXSrYmSxvZtMHl3M0A8sBsbWyFJz24NY1xbDSpFt87yihCx43DHBro9Fu42syJCqZAGScd6xUbS0HKd1YzrDwXbQxpc6lO11IzcoDhQffua6dI44rbybRI4gpGAE4/L6Vh33ijSrANC10szKeFi+fn69KwLjx1csxj021CFuA0nzt+Cjiuk5zt55RGQXcov95m6fjXn3iGe2k1KT7I6SKzbtyHgHHI/z61KukeINccS30romM7p2xgeyiq+q6THpMNuyzGSSXduJGAMY6fnSWjGYV4IWmTJxgfNjvTbQmR9uQMA4FVJG3SMc55ojlaKRXB5Bq+g0a+zB96u2ykOrDtUA2yBXXkNzWva26vGCOtc82dNOJoSqZhExGVUdaqxJcf2jHM2RGQQuO49KlvpHigS1Xhnwc/7NaOhkSOiuhZVkXbx1zx/WsVdWZdRq1iO38GxXGpXN1qdw0m4l0hQkcehPX8BXSWKwWcMcFvCkUf8AdQYFZmq+JdJ0+d2a6RpdxzHH8zde+On41zF545mkbZp9sFJ6PL8zfgorrOI7ucC2gLu6hRnLyN0z7muZ1HXrBr60+yy75o2IZ1X5dp68+tYiaXr2vzCW/mdFJyDOcfkg/wDrVuWXhrT7KbEpe5kXoW4GfoKNE7huctHVxLSO7jaKQcNx9KqQjNatovzA1jKR1Qicje272cr2sg+eM5B9Vq5aeJW0/TFtYYA0gYku7cY9MVq+ILdL/UrKNcq5DK7D+7Vmx0vTYXxFbqzoQGd/mOfx6VtF8yTZhUXLJow/7Q8Ra2dkJlEbcYiHlrj6/wD161tI8I3YiLXWoPCjnmOHnP4n/CtYuwuAXwsakBcHFaccyRg5OFGADjine5BBbeH9KsELRWiO4P8ArJfnY/nV5ZjLao0bDbjPHcf5GKzr3XdOg2q97CuByA2T+QrGXxfYWplWJJ5VZiwAAABPpn1qWgR0DXG4eSx4DZWiSbdGAxOR8rZ/OuMl8WTtjyLZEI/ic7jVnw5JdeJ/ETWN3q09oskUrx+RHnc6oSFHoODz7UcrGWPE06stu6scjcNp6DpWLas7/Mx6fdFU7aSechp3dsgEFzmtNUAQEHgdKWw9zIu5HjvJgnBYYNbNn4XuL1kuNRumG8AhVO5yO3J6Vm3RUXrtJgBou/r2rSXxaLVFEMHmuEC5c4UYFXd2EzqtKsLOwJFrCqbeC3dvqetLq/iLTrKYCaZSyjJSP5jn8K4Rr/W9Y3iNpfKJywiGxPxP/wBetLS/CAlIkv5yE7pH1P41Nu4yzf8Aj27uMQ6dbLCOiu3zufw6fzqlHo+va1Ir3buqtyGuWIH4L/8AWrttO0qw05dtpbxoR1bGWz7k80XE7CZJkBZQ210/vKeuPcdR9KG+wLUxLLwpYWjq9473JBAK42rn6Dk1u24itpGSGNI4ieFUbQMUl26sqnOd33jWTqlw8OkyPFKyyK6gMDg1F7jNcync5yNxG3BPBNeW3kn75h3713GuraWugQ6rYazfTh7s2264iVFuCEDO8QHO1SQp3eo9wOI8jzHdj3NaQVtxPUroecVMF3fXNNa3aNs9qtWxVWBPYE05bDW50vh+1EUDTyEKgHU1p/8ACU6XYEvJciV/7kfzGuNTSdV1H5iTFAegkbA/KtK38K2sKq11O0jHoi/KDSirK4pvmYX/AIrXU7sLHYO0YPy4b5z+VK+ja1rbKxh+y2yj5VlfH447muo0uytLIE20CxZGBjritMuBEWOMAdqLLcm/Q5ey8FWcSFru5kkZeqp8q/41tWNnY2EciwQxo+3KnHzH8TToZWF1JG65RxuRsfmD+hH41Tvb2C3lbdcxx7eDubt9Km7A0o7giHkkHo1cv4n3PbW/TdhwMd+lWdCvrDV/FS6bearc29tcNsSaKWONI/UsZOMYB46k4FY2oNONavrK4FyptJ3iCXO0SLgkYYLxngZxkU9tRo51oJUG5kOKYFyCe1dJ5KsuCODWdfaf9jdJgpML8H2qlLoW4u1x+ksWPlH14roVnt7NkNxcRwoBkljz+A61ydu0sV8ghG5wcKPWtSLw1c3UjXF/crEDy235iPx6CocE3dlqryxsal3rFpq8ytZhw1sgG4jG7nsPT61qeHr5lnLNwq8k1RsNCsUt3WAOjkf6/dlsf4VpaXozW0geabcAchVGAfTNKUb7EKa6mdB4MiN082oXTOZHZikXyjk55PWtq3sbDTJA1taKm04J6k/ieafdzPuE0R+aN+QTgMOhH4ior/ULSOJDLcxqDwdzjNMgtibFy7cYY9+1R+ad7EkBuF56E1y2o+I7VbJ4rWWVpdwwyjHFWvEuma54f0DSNSvJbhbi/aUywshH2fAQoGOPvMrZx26dQcFgM636itW34WiisZHbTKkFzJPNMrkERkleOnWqd5qc+liT7OsfzLzuGf8APWiit6exzVviMOfX9Ru2y8+3jGEULVGS4mm/1s0j/wC8xNFFWZjRW/pOkW12oaUyHjOA2KKKHsBu22l2MV6iLax4AU5bLHn61UTUZtH119QtFjWaJm2ArlfmUqePoxooqEIyFULIqjoOKs5IYL2JoooGjL1RibwA9kA/nW3Z6TZw2cNwYvMkbGfM5H5UUU+hR0JjR7fyyo2KThR060+3kb97HxgNRRU9QWxfaV1/iJye/wBBVW8O22YjtnAoopMEcbeeIdQV2ijdI1z1Vef1rKuLmaZN0sryc5wzHFFFUloJmrrviyTxDBbQzaRplqbdFjiktUkUpGucIAXKgcknAyTzTYI1I6UUUMIk8kEZi5FUdMgS51SK3kz5bsVOD2oopRNH0OojYrPBED8pQj8hVyRFYhyAWVTg+lFFW9jHqAvJY7VZFxuUHFctqHizVMmJXiVfUJz+tFFC2DqZU2q3918013K2e27A/Sq/U5PJ96KKYzW0bWTpTTRtp2n38UzK5jvYPMCsmdpBBBHU5GcHuDVh7ufUNQu9QupDLc3TmWVz3Y+w4A9hRRUsFuWo+cVpSW8dxpNwki5AQkexAzRRWMtzrp7HL6OAZ2kPLImVPpXaooa3G7kMu4j8KKK6DkkMhlZZ2QcKQBisrW/EN9p0rR2/lgccsCT0+tFFShHNT6zqN4MTXchXP3VO0fpVQHPJ5PrRRVjNK3sYprF5mZ9ysoAB461p32uajqOk2+m3l3NPb2ztKgllZyWfGc5Jzjbx6ZPrRRUsR//Z", 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", 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", "info": {"video_id": "215025", "label": "putting a wine bottle on a surface", "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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LrbsYU4x8o6/nk13Mnhd2tbkzXTNdypkFTwp7c968/SFpLa5tZPlbIOG7OM//AKqXkA3W7QW08F/bgCKf5xgcButaemaitvi5iU32sXQ4yOI/8B/npVSyb+0NAuLGT/XW43Rg9f8APUVH4du75fNs9MgQ3c4A89/+WSjr+FUD2Ol+0JojGa8nlv8AXLrbiGM5CjsPYf5FZ8qTQSNcX1wZ79+WAOViHpkcZ+nApt3apoVykazme8kXfPcN1JPYeg/WrmgQjUtSSGVQVJzioqT5UXSp8zOaFxJPdSPISSGGK931m4tYvDeiajcSJGjWaqXI54A4Hc/SvE9ZtVsfEF9CAAglwADnAr2BtOttc+F2iXNyC6WM5VlBxkEd/bpXI2/bRZ0zVqbPPba3uPEPiXUJdOuGgSZR5rE4Ij4GOO5x0rvNK0Sz0a1EVun7wj55G5Zvr/hXJ+F7y0Gt67eu6W0CyKATwoAJGP06VevfFV3q11/Z/h+1dj/FOwwR7+ij3NdiOMPF9ra3VkYHlVbgtuhB657/AIYrmtIW2ttZsbd5PMSIlyCeC/QH8K66z8Mxwsk2oym5ueu3J2g+56tXG6/pkmm+IyLSNisp8yJUGfqMfXNHkHmdBpfh1b3SFu8fNtya4PV4H07Wd+0gn5lPTkGvaNBMUdilopyAuGNcV8QNKSIJc7f9U3p1B61zU5anRNGRbWV94heO71q5b7IoykCHHH9Pr1q7f+JLe1Fvp2gQ+ZKjYCRplPTHuf8AOa56wj1HW4o7NZfs9iPlZx/F/j9OldlY6Xp3h22LApGF+/PIfmP4/wBBXRcwsVdM8LT3tyL7xDM1xN1Fvu4Ue5H8hXU32p2ejW6GaSOKIDCIOpx2UCuPu/Gc9xObbR4TLI3yrIVzn3A/qeKn0zwlJcym+1+4aeYjd5O/P/fTf0FIBtxqupeKLsR6XamKFP8AloTgj3LdvoOa6HRfCdnp5E90Rd3OeGcfIp9h/U1oW8ccFuiQIsaDhVQYA/Cs/U/EmnaUnlSTeZcDny4uWH17CpuVY6GZR0P61nvfWz6iumrIjSmMuQGzjB6Vxkms+IPEzmOyjMFt0LKdox7uf5Cr1n4e/sdl1D7QZruDDkLwpX+Iep4zT0vqD8ij4xtljiso4wiKrSMFAx3HSuUvr+G8lsm2Ynt1CSSj+MA8A/QZGa67xvcRSrZeXIrKQ5wDzzjFefSssdy5GGHP50+W7uJOysTIirdXBUEDedv0NP71DZne7KT8xHGe9WCvIpSLidD4XuPIvlJ6Hg1Lc2f2aYRISwJ4/Os7TQ0cqHpzW3fMyL5oAMjDama5nK0jrUbx1LMd5HLq8OnpIQkIMnyn+LHIrqNO06ysv3kECLLK25nxliSfX056Vw+i6TeR61DI6MRKCd/bP+TV6+8X3Ul89jo9ozzRsUDldzcHGQo/ma1pPTQ5avxHdTXlrbwvLcTxxIvVnbFcrqPja3XfFpsLXEhBCu2QM+w6ms608KalqsgudavGUnkqG3P/AID8K6PTtO03ToQ1lbrnBHnH5ifX5q1bMhdHne80S2a4UpPHlJQ4wQQOp/DFeWTRbrqEOw2Kx3454716TdTzWV8pgVWS7G07zgKwHJ/L+VecycByVBJY4I69OlPdCSsxrWsunXNzpspyjpvjYdHUjII/D+VWtJ2o6qOgIFYwvJp5MysSwG36D0FaWnOI3BNTrbU0Vr6HRSzBLgOf91fY1oW4ubokMRHbKMscdeKwhcLLcIg55rVuNfjsofs0Ufnzv8oA7ZqOtjZ7XKOuWMdy8Nw03lyMdxTb0UdPxq/DdNqOjzaVDuuYBARECP4s5/U1h6pct9oZD8x2gcfStjwY7IssRHKuCM9RURabFOLUdTQ0rwhJN5TatMfLRcJbo2QB6E9vwrrYLeGythDaxJDF2VB/nmsy+12x0xXN1cKrkfLGvzMfwrnpvFurau32bR7Mr2MmMt+fQV0pnMdXdXMNs0McrjfPII0Gcc/5FcH430+O3YNBGqPO7MxH8R4rQi8K3kn+l6heMbpTujVW3Hd2yf8ACoPFt0l7FYTkDlZNy55Vvl/kQaQdTlLi1k097bUEO62uBtZh2cfeB/nVe0uLvS9Wb7IwjuA5VWYDAz9eKjuLyXd5BY+Up3KvbJ7mlaUy3nmcnzIxnPqKUbrct2ZYLyPMzTSGSTPzOTncfWuk8KzeTq8Tk8ZArmV+9Wvo8vlXsbH1rKpqjejpJC+J7Py9auPJB8uRyUJ7nvXpHh3VHtvh5PpkbK8zY2K/PzDnNcdqqFmO47lLl0HoTWrpUoigBLAMVzjNRG2hpU2aKem+FLrUJPtWqyeSrtu8iPAY/XHC/wA67e0sraytvItIUhiXso6n39T71lXesWWnxxyXdykYxuCdWP0A5rm5vFup6pO9voVtIobjeQGYD19F/GuhM4jrtR1G102GSe5mRGVSyqzcscccVGjLdR2t5Fg+ZHvBA9R0rmbPwlJOxudZu2lkb70aNk/ix/pWvBcw6Yr6eWMark24HJ2t2H0OaaeopLQfpWoogCp1Y1m+Pb6OXS5EBBb5ePXnmucsdS8j52Y1Q1y7lureWV84OF69Oc1y04vmOqTVira63/Z8TwWsfmuWzGT0H4d60YND1PXH+1axdtFGBuVDyfwHRaTw1aKHugFVj5aMGYDIBrQv/EllYsYw/wBokUEbYzx+J6V0vc5zp7DRrPTII1tYlUMMFgclvcnvWfqviPT9MRojN5swP+riOSPqegrmIbnxH4lt0t7RDb2UahMp8iYHHLdT+Fa2l+DrK3nBum+1uvJBG2PP07/jSduo0U11fxB4jzBYRNBbdGZDgY93/oK29O8GWVjJHJfP9rkK7sdIwfp1P41vwGJUW2KqpVdyqBwBVG/1qy0/5by4RGX+DOWI+gqW+w0u5sJGsiRFBsVAQEXhR+HSoHKxlnlKLGowWJwBXG3Xj5lRotPthkn/AFk39FH+NZ62mua4BPcNJ5PXdKdq/gv/ANaiw7kWtzWyrsgKOsUkhDqc7wcYrkycknvXWa1oaWNvAgnMjS7ixxgDGOn51hS6W6oWQ5I7VopImxRRzG6uOqnNbUQWbbIn3W/Q1jBGBZSMMO1a+jnM6w9zzipntcun8VjobW3TylJ4pk7JqDRlJD5cTsm4euK1LKxRnQTLuTunY/WrWv2gFtGYQq7BgKOMj2rBQduZms6q+FFnw7u3x5k3bHBBPYeladpb29j50UFukIkySVH3m65J71xlvq40i1e5mDE9FToSaoXPjjVL9lis7dImxj5FMjk/59qumrXsYSd7XPRFuBEFLyBYwMFicD8zWNqfivSLVTHDMbmUcYhGR/310rj49G17WZh9skdQeczt/JRW5p3hTToJP9Kd7h1PzAnao/Acn86vQko3PiK91eWOGK2URo4YKgLNx3JrCMgLZ7DmvR4vIt2kjt4o4o8YCoMAcV5nOwQBAfc1UWJorSRgXDOBgNzj0qRJvLOM81AJNzk0yVvm4pyLibejN59+ozXdafpMEcTzKFMhPLnr/wDWrg9B/dyvMRwqk/WrsFlr3iCeYeYbS1dgWByNwxgcDk8VnHWRpN2gh8bBNTbzITKN3UdAK6VbEyWN7Npg8u5mgHlgNja2QpOe3BrGuLYaVItvneUUIWPG4Y4NdHot3G1mRIVTIAyTjvWKjaWg5TurGdYeC7aGNLnUp2upGblAcKD79zXTpHHFbeTaJHEFIwAnH5fSsO+8UaVYBoWulmZTwsXz8/XpWBceOrlmMem2oQtwGk+dvwUcV0nOdvPKIyC7lF/vM3T8a8+8Qz20mpSfZHSRWbduQ8A45H+fWpV0jxBrjiW+ldExndO2MD2UVX1XSY9Jht2WYySS7txIwBjHT86S0YzCvBC0yZOMD5sd6baEyPtyBgHAqpI26RjnPNEcrRSK4PINX0GjX2YPvV22Uh1YdqgG2QK68hua17W3V4wR1rnmzppxNCVTMImIyqjrVWJLj+0Y5myIyCFx3HpUt9I8UCWq8M+Dn/ZrR0MiR0V0LKsi7eOueP61irqzLqNWsR2/g2K41K5utTuGk3EukKEjj0J6/gK6SxWCzhjgt4Uij/uoMCszVfEuk6fO7NdI0u45jj+ZuvfHT8a5i88czSNs0+2Ck9Hl+ZvwUV1nEd3OBbQF3dQozl5G6Z9zXM6jr1g19afZZd80bEM6r8u09efWsRNL17X5hLfzOik5BnOPyQf/AFq3LLw1p9lNiUvcyL0LcDP0FGidw3OGMr+aFjNS3oxYMOSB/OltkBwTjNOuwRZzJ22kmpLKdha3+rSPBby7ECjzCW2rtHTPrXS2Hhiwsgss5+0yZwNwwn4D/GsCw1OLTSWJJLRBSqDnOamu/Ft7cqkNpCsIHQgbnNW7sk9BF3Bp9kxleOONV4LMAB9K52XxzZWQYWkLXMvTJ+VPz61zMWjarqs6vdyOpY/embJ/Kuq0vwnplsFedTcyjqZPug/7o/rU6DMGTWvEOvyFLYSCMn7tuu1R9W/+vVuz8GzuolvrlY9x5WP5mJ9yeP512khSGEIqqqnoqjA/KoLSU7Hgl5KEqG4+YdvxHT8qTYJXKVrpOm2MG23tx5wbBlkGT+fb8K0JJi8IH94Y69+1UWcCUMWIJOCPWqumx/2r4rm0yXVZrSNhI0QjXcWZULBfYcHJ9vepWo9iHxE+9rbkEDcM988VmRDJAqhBfSXvLzNJtAPPbNaUC80m7aGkFfUqavpmyEX8K/c/1gHp61j2d4tjqMVyysyI27aOpHpXcoY1tJVlXcjKQwxnIrmtL0m0a2FzeKXBOEUsQBz3xVU5XTTCtFRaaGSeLdTuJGSziWMv0Crvb/P4UsOia7q88ct1NImT8rzOSR9FHT9K6aOBLW2YWkMcbH5cBcVbtHVUbnLqcYrRvoYFe28JWfyvfXE1669BI21fyH+Na0EdrYzLDbwRwgqcKi7c46/pzTX1C1twxmnjTHHzkL2rBvPEmmLsIuj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", "info": {"video_id": "215025", "label": "putting a wine bottle on a surface", "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": "215025", "label": "putting a wine bottle on a surface", "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": "215025", "label": "putting a wine bottle on a surface", "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": "d7b602d1b1b687f356b3d774033d1b0e952dbc262f6c2aea5f03793f4881d71b"} +{"episode": 61892, "episode_seed": 3476484716, "split": "train", "timestamp": "2025-10-13T03:31:08.690408", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3476484716, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that chilli is inside 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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", 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", 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", "info": {"video_id": "77659", "label": "showing that chilli is inside bowl", "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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zyLwx7EA+nPHvVuK9udQu9TvXlCvbxnYF6IMgrXW/2jp2qWrW2oxJcJGADs6dAc+nU18dGVRJqbS26f108jyYKEm9bHm0WoDS5RJFIkdvaDYY+AJCeoxSazpwm0c3NghZbm5LiGMZdQOSSO3IrvTY+FLW5aO1tYS2fmR0DHJrL1bU4dOjuLazt/KbySxbgbRnr9eKaxCVXljG779GUqLhTcnqu55Eb+YSmYAec4Lkevt+VU9TSGG+juLZxsmAfg/dauk0vw82oXKPdALaBA0mP4+cgVr+IIbDxbLb2UarbXFrCYrRo0AWTaMkE98fpX0NDE06dVW+djWjKKkuX5nlOvoha2lH3nU/lnj8smtXS0Fpogk/5aGMyfixwv6CsvV0fyLUFfmDOpH5V2UGiW+o6V9niMkN3GBhs5WQBRgY9jXuVa0aUeeWx3VJKNNNnQ+GNAl8R2Gnzm0SO3h5DEZJx7eldZeaRYJdrY3UiB2QmNl4I/EVjeHPHNvo+mpoq6fcpdW8YV94GMnqc+meRTtCiub/AMbILlzMXXzOT2APAr4rFU61StLWyV7fpY8mtyxdlq2dHqHhW4utHiks7S3Mtrg7t5QuvTHpmsfxDqtnHPHHKHSSKA7UKHdk9q63SPETi1uPNCCOG6+zh92O2QT9K1lbQrrbLJFuJHDYxn1NZeyT5HN2durtv8mP2NOpC0Ha+9zxWEX1xpCrYabdzyyAmT93tHPua6nw/YX2mWtxb2yh/Pi2vJeR8w/7mD79/au7N3pUE6m0lRxFjdk5yc9xWR4h1N7CzEkVvuaV1VR0zk9fpWVXFVFL2cEr39V9+xtRoOlTk4JPz3seXeLPC1vohtEhnaWd2YSBjknjO6uKbbbwySuucy+WUHUnqCPxrv8AxVJNe6xGX3PLjd8g4B4H5YqvoGgQx3MuoXihiDhFboPU17OHxPJRTqO7/wCCY0K8It8yummc9r3hDXrrwsviL7Gotoj+8QPmRVP8RHpXPBGuL3T7SJtrfLznGCxr07W/Frxaf9ktwZrNJNsqI2Cf8a5uXwtNZ3MOs6EomaFhJ5UvzKcdq7qGNUaShUXLfbt/wDshUSgk9D17w/4bstMs/PYASKoLE9SKzZNftW8SNaWKLIhG18ep9K4zTPHes6rDcWs6xwrFhZAQd+PTmt3w7p4PjaxePIDKG+pB4NfMywM4zk8Q7u2hnUlZqET0m00ewvrd0uYQyMhDDkZPocVzup+HNR0zSXsdGMbQ5DrFMSduecBvT2NTw61LZ+I9Vtpbjy4reAzKrEfMwJ49/pW/p2u+bZmRojtHzMW+npXIo+xhFVHZXv3v2uv66m69lOPK9Gebr4U8T3mqfa57y2gym3EcZYqPbNaVh8OXt7mTU11O5luMbXZgNuD6DtXc3PizToFZpNnmKvBXnaKgtr37U6QW5OZVVh6EEZBrWvXqKyoy5k1bSNvS9136diqNCCl+7lquxiWuh21k6vKqyzPJkyEDJrz7x1dQ3es29rhdkTOFK984/Sux1y5uzr8dm0pjijRmlUdc5wB+hriNWsp7zVJWh2iNAAWI5yDniry+Eo1faVXrb7uhzYhOFRwlv/wDz+9tZFvWtreIvPI48tR+v6VJc6FdWOoaMt8++WeQgJnAULjA/WvQNK0qG2vZrmUAsgwM1heMLN/E0sX2Fx5lnuyB0JbHGf8AgNfR0cfzVYw2j1fyBVlypS0SVr/16npGmarY6bp7gSRGMp94nG045rzvxDqt3fXUNyWIgR8KB3HrXH6el3aakyap5saKMfvM4JrrLVo7zSU2uCd67RjOeabw6pTve6PMrU/ZS01R6voflWGnWQuJxm4jD7m7H0rqboxX6M0nlncuyNl9RXnHjFRD4M06USOGVBlR2wR0p+n6xfaleQzWqyQRiJECsMbiOrYrnqRjCMrpWdtPl/wWc0KnJFp7M6Wb4eWN7qXneTbGT+J8cD8Knh8HQWVtPMsUSCE4yB976VS13xG2g+WZn3F1GTnnJrGuPHF9PZQsAogZxlSegPesJU6DTi4y62108vuLc6FtYs6rybQWTxypmTPB7Yrltb1KztIxAhHmucKB3rf8MxS67LJNMQYFUkKejdgK4bW0WTxg8EK8W4baG6jJ7/lXNDDyspyWmq+7/g6HVUwTjRdWWljmvF1wb+eJLlvJTG0f7PHGa5KWMy6eqEEsOpNdlfqLvV387DFBk/WqF5bxvHcSKo2qByK9ehVUIqNjGjV5YpHnUcYbI59TWjGXDxrGMkAjCk8nFU4BsAU4yOSDWhEqOIzvHCnpxzzwfWvbkz6+K0NSxmWK8tXaQn5huQL0OfT0616tdxWtvFaavpN3PDeqR9oLN8uCc5Uew/OvH7Ujz1V48DaeF6AEV6Hply154dDwY8y1GyQZzujx978Ov51x4unOpRlGPr6nHj4t07xPRoWsLuGbULuw+byVmn8gcTA9Ny++M/jWf4lmuLeOa0tQiAoj4RQMhwCAf1FMs/EcS6dFdrb3E8ZslhlEEJcB1/vdsDuaf4it2uUjSI5NzAhV+owCM/pmvkppXTa69fI8ebvG6KXhS2eXUYFk/do8AkcnnPzfLn35qp4huN+oXLKryedMIguOWUccfrW7o6RxrdTEnZFERweu0f8A1xWXq8lpe3CTWTfZ0gjRSJCNwJyWIH4YzU03zzc7bf8ADnVUlKODhTXV3Zk60Whto0lure0E8eEhDEyHtyF6Cuc8MPcJc3xwkosoSU285ds81qS2Zvr2WSBTFuPLtycemfWqd1bvpFtItqu2SX5Ce7EnkV6lBx5PZR3djGjKz5TitfjdYdPyOZDIS2OpytdPLdy6YtvcwHEqsDg9DlRxWF4wnINhbhtvlKxOB/EccV6ho2n+FNV8JWL3oMupTgMSWICY9vpX0depGnSbqK6selUX7pXH6dLoPjC0S3vIW0/VGUhZOjZHYH/GtnTtE1Pw/rAvHaG7ZY/KVQm3I+orzyayGjX809gzSqTtAY5KjPUV6hprXOmahYWlxePJBcRCQM5B5718lUi4WdGVl59Dybwlr2YW3hyxsWNzfXxczOZ5Y0f5UbGMAeuMDNc94l1eeZkWzSRYY0JO087ema3tZuPLtrQRLiS6kFszqvLEOSPzHFcprMRj1nT7M5Xzl2MB32tk5rBWnUTev39FqZVklZRNHQ9za2lsq7FmgDye4U5H6muh8ZSrNeadaoVcW67229+OP51DoUQbWppgvzGNYcEdic03xDYPGl7qwZlSKbyFXvwMcfjUU5TqKXKuiX6nq05KhlfnK/8AX3HI2NzDe65LEIpZGLqCsabuB2qjrVprAV7eFoYCWLGEyDey+g9DWhYzXUdlKLT920T7pJschj1AP0rl50ihNxdzu8k07FvMkOSB2ArvoqPNpuvmeZRjbVmZoENzc6zJbTKRBDtLRsPU8/yq/oni+fRNWkgeNri13/6sDJX6VU8PXdzbahLdTQ745T3b5sdM10mo/DVtPubiZdSZ5YztLoMA5H/169GvOjacK60dreutz0eeMo6nVy6N4f8AG9vusiILwYIKHa4Pv61Y07w/qWhail6bz7S0Xyojx/pxXm9h9t8Oecys81xK6CKVTgrg4x9Oa9bS+1CyurO1uzHIJk3eYRjnvXz2KhWw6tSnePS/y2Mlytc1yWLw5a3F0+sal5T3czHgDiNc5AFM13VILaznt9OHyKoBLH14qTVXjskhvkcuqu6TDPyj+62P0rnryL/imLmeQ8y26yK7fU81y8rnJc+uq/r/ADQ6qcY+7uzO0+K5i+2RybZNqjcwbPBGfzrtPA0qR6bFezvsLRkqSMnA4H6CuY0Eq3huW4xxdbmP06f0rrbVEg8OGPH/AB7W4Ckccnj+ta1Kso1fdWqa/A68qguecpdjnr6c3Or6jqnDbsKB/dA//XXPaQ1zqVzJFFaviSTPmMQAR3xW7rNhcaNpi7+Bcx7sA9axI5bqbS0e2JjgjyN44LDviuiKesp7trc4a9T2teU7af1b8Cr4lsxNfTR2+rQ224/LHwSR71wtjqt74W1+WKaETebjIByDjPI/OthbaC2innkJeSdyxZ+SB2Fc5/ZdxrVzLJDKQtt75xn/APUa93BwioyhPWPoNqHK1PY9OtdQ0HxbAbaeOJJWHEbjBzR/wra009wImlCp83ySHFeaafp91o+oi8djKEBUgcEZ9K9M8L6jrEvhKXUppvNZWbKMOig8A+9Z1aLpp+ynp/w55lWHInyS0NXTdH+3XEKX9xK9rbAmOJ2rbudV07RrRxDGkkxG1WxzWLE8/iGwk+y3a2lx5DPHtGdzDsaw9OuP7W1HTbIgK/zKwJ+62MHPvmsIKrZS3e3mc0YNwc+xBrl88uoxveRGcSRFxE+cGqtxYzxeHIWXO99qrVrxkkzS6UqK5cRCAseAMNjj1FalxGjC1t+dgdR+VKs1S5EnfqTCOsF3Z1mm3k3hzSjCIAC0IwXHp3rhIB/aM+oXocCTBdmPcCu01e7d/DMiTRs7sVSKQ/3elcjr+lPoul28xfiaPJA4wfQ0qcZSgkruK/C7/wAz2szrJU1Rj1OWhs/Ona+uJyIS+0qGxxRfa/plrFc6dp9rJJJK6nLnI2jrUlhZteaY00hIjHKj+tYEiAXc82BlflBFehSkruL6HDSSu1LocxGyBVOVY7sHPGPfNXbUIpleP5oBjhuvP86zxGv2cq33weQT3rV0yCNpkcj/AFkb/KedoA617LsfXq9y/b27yy7nbKBcgjgk46AfhW54cv5bDUFnB3K2AYQM71PXH0/z1rGsr6WKB40VQ8KMF3c7dx5P1rTsYPsyCaeaPehA2htuc9cD8KzvbUfLzOz2Z7ppDWo0ZWtVVbcLkIFxtX6elWL3QLfUbH7TBdSQy8qBGQQFPt9a8x0jxNc2V7IIJ2ZQcpGzfLjPQf416VoviXTdRhCSj7PJ3OMYryK+UxqSlVpbvo+/df5PQ82vheRtWujAaa9WCPRZLdTdXEoQ3MYyrqOgx24FYn9k3Et5dqYhvBwNwwo54Oe4wOld9qOgSyyw3lhrUMMiOHRnizyOnQ1j3EV5Bl73VrWVuS7JARu546nqK5oZTiuW8lr6qxyOE3JN9DJuLC3stNSRR5bfdcueM9yK5bXLm3ilF3MTHDEu2GI9d394+/oK09Y8RWNu7qbrz540LAufT07CuBsk/wCEp8VTafeapLBG6ytB5SbwzBCwUZ6dDkn0r0MFlvspqdR3l+B0UcLZ80jmNXlku9S3vkg/MBnHFdt4QZbvQWhZ8vC2AQeg/wA4rzos8nl+YxIK/KfrXWeDLo2V8BLIGWY4KjpXrXtozvqQUoaG3cz3ULmKR/lHVsc/jXbx6p9s8OWmpwus7WJVWTPXrkD8q5vxDp8sriS3TeZOAE5z6VtaD4E1O102QDUjA0qCSWPywyj0rwc0oUKaUno77dzxK1BbxNyec33ha3vIsoY3W4THbBz/ACNRMBfSQX8ikJDEyIx/iLHJP9KfpSz2eifYr2LYwBCnorfT2qprGqPqFo1tpEeyGBBkvgHPAY+/JrwKdKT5owfX8H/wxySg3ob+g3Bs917nPDOfYAYFY+qa/cXGipYtbtIwcyt5fWQdeh71Pr+p2mk6RZaWtwjT3G1HCclSex/CsHVpLbz7WMyvzjaMYw2elVh4VKcrPZ/8A9DE1LQhRjstyXUNtvpsdtFI3nS/NMuOoPJP51gDTjq75ZdtvG3AP8RFbV7FLdX6xK4FzOAQv91R/wDWqp4rS40fRtsTPC4KhSOD71vQcm0o7vqZTptNJbsxdVjFvFIY12vGpP4elSvr2pRWuyZvMQsd/PINZvie3ij8OQX9lrF/cLJdfZm+0RKi3GE3M8QHO1ThTu9R7gXoU+22+9cYlTcPqK+gpYGPs7VUmdEKHJGzK760kpCKjbgc/MK9Eu9Qlv8Aw/a36jebZQwwecZ//WK8lvFMZY4x611XgfWEgsptPvLqMQXH3N7fdwehrz8ywMYQVSHToZzoqKutj0FXTWPCFyIySsqMVz1B61Qtb17nwubdsNK9v9niBH3ckc/hzV3w+q29lNaDGI2OAOmKk0XSbXT7e8vLmQiGOVlQH1PIAr5ykmpThDo7onVlZbcW1nBYxr1UKPYVr3Wpi20mOArkSTKGA6lQckZ/CsTSrg6pr0gRXaOFctt6++Pwpb64W41dbeIFo4ELY75Jx/Kp5Jqab9X8zsw8lSoSk92ReONXi1aWysbeZgGHlo+zoT2Pp3rP1lW0/S4bKAqY5MIuDyuOuabEXk15Y1kIty+5kYDOVHB9utVNZnga/nmRi0EY2rn9T+dd93OcU9evz6HNG89Wc1rK+Ygs7YFpGGBjtVPzo/Ddk0BB3XHLNjqR/wDrrQ0KKG48WvZ31/c2iTvsSWOWNBH3yxfjGM8dScCsHWlnfVr6xuGuN1tKyKlxjeuCfvY4z644r6PCYWU+WLfuv79hVKV467EcmsQsp3OWLc4HrXVeDdYM1tc2IkCxv1U+h9q89eMAEgYq1os1xDqsT2x+cckf3gK7MRgIRpNxexx1MLB03ynqHh2aSz8TS2MilfLDEfj1FM1SEWPiJriE7MyCRce4Of1FOimWW8g1RGXdI211HUZp3ia0kultZYZNjJINx/2a+dfu1uyaseWt7FnUN1/qGnxHPl2aFsHruY5/+vQd815hRlYBkkfpWlc2VtomgpNczE3kwDIpOTt9WNZXh91mtbm9njkaBiQrL0Dds0q9ObleXb+rm2Hg/bJvoXdU1mQrpdpI7tCr7ig7Adax/HmsDU47S1tgZ4yQjMOAu7196iS5i1DWJpC/yQgRgj+HPU1jyRpL4miiSXciuT6bh64rfDOUI+92/wCGOmtUVSttsaOpQfYtF3W8gCooQoK5C7xbWYLEbsZIrovHLRW1ra/ZLg72+aRR1XmsPxL4W1TSNE0i+vpbjzb0yGWFoyBAAEKBj/eYNnHb6g47sLQlKPMzbD0HOPMcPCBLuJ42njFaWnzvFh1wWUMgz6Yoor15n0sDpNRsLexks0iUlZArPuYnPPT6Vqx2kQtXufmMsbNtJOR97H9KKKzluENi3p6xwWcMyRIZJiwdiMnAPb0rpNNiA1KWNSygLuBU8jjP5UUUlubW3+ZvavdTQ6XagNnlRkj1zXDXEkl3PcrLIxVI3YDPdTxRRXRJuxyRiubY5pGbU5JZbk5fyjgqAMYIHH5msGO+l0LWZNQsljE1vnywy5UblKnj6MaKKmG5b2OfXmdE/h3Bce1dMkjR2d3crgSl9uQMAD0FFFFTdFQ+Fnp3hyZ7zw+HlxuVOCOOoruNNu5fsSLuyG2g57iiivB4h/hwfqeTX6GxqFnBdxCOZAy4rzzxJ4W06123lsZ4Zkk3BkkP6iiivAwcpKokmRJe+VWgSWTTJ5PmlEy5Y9Tk85roPFFtCt/K4jXKxow47iiitn0+f5kT3Mu2czXB1RsC6JPIGAB6YrL+IF5NceH0eUhirriiiurCt+0ivMv7aOA1jxTJ4ht4En0rTbZ4UWOOS2SRSka5wgBcqBzk4HJ5rX8LyM+mNGxJCOdvrwcfyoor62R3y+FjtXgRrxVwQHxnFel6L4R0VYEiNkjqsYOX5JJHOaKK+Yz+pOFKPK7HNPYp6Ov9na7d2VuSIFchVY5wMdKNTklmv5rdppBCIWm2A8FhgZooryIa17v+X9DnluhNF1a7XTrq/V1W4kIR2VcZAAH9Kw/C17cPqOoXRlPmu4JP0JxRRXRvGtfyNKnwoeskj+K5pWdsyQSMR2ByOQKmvI1bVba1I/dMMkeuBRRTl8S/wlUv4bOa1fVzo+t6jGNPsLyKScMY7yHeAVHBBBBHU5GcHuDXOfbrjUtcmvruTzLi5lMkrEYyT7dvpRRX1eWv3Kfp+g5/wyK8ULLIAOM1nwXElpqMUkRw3SiivQrawkjnjs/Q67SruaS4BL4+YHC8A13d0d9juPXZmiivksWldHj1l7xy97fXV9MvnTuSicEew461oLfXFp4aWKFysZXeV7E470UVU/gh6s3o/CU/BjZadioJeYE5FU0UDx7LjIGHAHYUUV1Pep8xR/iS9DO8TEtBPKSd/nAZ9hWTN4h1XUdHg068vZ54LeR5U8yRmJZsZySecbePTJ9aKK68J/BZ6tH+Ef/Z", 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", "info": {"video_id": "77659", "label": "showing that chilli is inside bowl", "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": "70648bd222017d6bcaecafdb554e17d84e6e54bec939163992ef53235768f3e1"} +{"episode": 61893, "episode_seed": 492130198, "split": "train", "timestamp": "2025-10-13T03:31:10.260144", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 492130198, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'stuffing tissue into glass cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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"info": {"video_id": "144513", "label": "stuffing tissue into glass cup", "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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"info": {"video_id": "144513", "label": "stuffing tissue into glass cup", "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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", "info": {"video_id": "144513", "label": "stuffing tissue into glass cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "144513", "label": "stuffing tissue into glass cup", "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": "bfdc5a850e5fb7dd098f933892a9aa2a90cd7f27edc090dd2de9f9ca60256aee"} +{"episode": 61894, "episode_seed": 3297718726, "split": "train", "timestamp": "2025-10-13T03:31:12.814259", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3297718726, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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: 'spinning a small bottle so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "128036", "label": "spinning a small bottle so it continues spinning", "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": "128036", "label": "spinning a small bottle so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "128036", "label": "spinning a small bottle so it continues spinning", "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": "20152c0d94628a0ad5bb0c6f774adcb5f20c9152a20dbfae454949caef23f0b4"} +{"episode": 61895, "episode_seed": 1427215866, "split": "train", "timestamp": "2025-10-13T03:31:14.231945", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1427215866, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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pemC7JnuMmEdF/vH/AAoSuVzWKmlWRursXNwv7lTkA/xH/Cupv4lvdP8ALHUEEYqqF/e4UAAcADoK0rZMgCtkrIxlLU5KbRdpJKk/WpbaNbfGIk49VrthZq69BWZfaMeXhGD3WnYjmZiyR2dz/rIVRvVeKo3GlhBuhbPsatyxMjEEEEVGCw43HFJpMOdmWYJwfut+FdIEZyAvJPQDmqkR+ZfqK9j8Q2tpb6vKba1hhG0AeWgXt7VDplKoefWWhTyMrTL5ansetdPaWcNpGFiQL6nuaevU1Ko4qoxSIlJsztUh82PaRnJq9oOjxCLcyDIOadJBv259a3tPiCQgAUxp2EmsIplUMgO0YGRWfPoMEinCbT6rW6F5qykIdelVYm5wc+j3MBJQb1/WqEkTg4dSpr0h7QdxWDrk+kaZHm/uYo2xxH1dvoo5pBc5EKc8V2XghiJLofwjYzfXnFebX3iBZ5ithE0UZP35PvH8O1dt8N5mkTUmdiW/d8k/71JyWwLc7+5mAU89q4/VbwLu+bgVr6peCNMZGcVxd3cGaUjtUtlEsX71iw6E06WBGyrqDn1qC2kIcDB4/SniTcA3PXvUgRgNHGuwjg9KfFLtb/ZznmopJBjA6imLKC6nb0qhl6R/MwoON3WtJECxhQMADFZNuQ95Ep5HLVsA9K1pLqZTZE2VPSgNVggFahaPb06VoSeei1z4lnOOPNL/AKZrr7ODGDjtWFaW7SaxPOB8pIA/IZrqLZOMDHB6Vyz3KpfAi1DEDjvWvZwDIbbyTVGCFhjC57muht4diDjHApJGhGMALhT14zWP4gzHFGWOdz1uyEHIHUGsPxEc2sbEdZB/KqjuTL4TnS4P4daaxXbnNNLDIHcdaibbkgdOoroOYWQc1VlXg1KSdoc9cYxXO2huNS8XXGlyatcWsf7wxCNN2WVCwX2HB5Pp70mOKuUfE42m2/4F/Sucd6knv7m8VGuZ3kwMjcemabaWsl9ciKPp1ZuyiuafxndTdoIfp9i99PjlYl++3p7fWupVVjjCINqqMACo40t7GFYlZVVfU8mke7hA4LN/urVRSQpO4qR/vDWlbJjFZK3vzfLA3TPzGrkN1O6ZGyP6DJ/WnzIzaZvwLmp5oFEeWwB6nisGGWZgC88h45wdo/SrRgjZSW+YkdW5/nUuohqDKOpQWb5DSxh/9k5P6VzNzthcjDNjocYrpp4lQAADJGKxNejaPTGljba2VAIpe0bY+TQzkujvUKg6jqa9s8QsW1KTPt/KvGNY0uys9CttU03VL6YNd/Zc3MKxrcEKGZ4gOdqnCnd6j3A9l1nL6g5PfH8q016kPQzEWrKLTI0xUhlihGHbn+6Bk/lRcm5Mke5hS3viXS9ExFcSl5yOIYRub8ew/GsLUtSv5EMVopt0wcyHl8e3p/OucTSm8wHB3sc7m6n3NS5pDSbOwi+Iemu+Gsb1R64U/wBatt8RdOjiZrayvJpB0VlCDPucn+VctbaHmZVbpjNdJY6JaRLkxKWxySM1PtGVynPav4017UY3CSJYRE/ct/vY92PP5YrmGgMhaRmZnbkljkk/WvUJdNts/wCqT7uPu1QNnAzFRFHjHpUObe5XKefCDaB0HWu7+H8vkW+oZ4H7v/2auaghgvPGk2l3t9Pa2zy+XG8UkUax9yWLjGMZ46k4FXvDElxY3uu2czT/ALiZYwtxgOuCw+bHGemccVaTtcVjoNVvSZSN3BrG3HB55pbmUyM5/CoY2Plj0FAFqOTaSe+KRrggE7c49Kq7sskg4x1pBJiMt2oQiVZC0uAPmx0qSMjkHO7tVWGT5g/tg1aLYLHP3qBiRailjcpJMD5JJVnAzsz3PtXRRyLIqujBlIyCDkGuaYK456elFncTaaz+Upkhzkw56f7vp9K1hO2jIlG+x1gPApTg1zOt62H8PPc6ddNHKsqK23hlyeQRWdrEfiPRNH028utRvFmuy/mRFcCHG0qCcfeIbOP/AK9bXRCTNfT0UKvHfNbdmo89uMc0UVxs0Wx0NlCg7da0FY+aF7YooqkUQTAAnHcVG0aSR4kRXHXDDNFFIDJksrVy2YEH0GKgbR7N4d3lkEdMMaKKcW7kySsZM9hCu9gW9MZrzO+1GfSfFFzfW23zopW27xkfMpU8fQmiito7GS+IwWGFAHQDFbtpbxxWyBc/OAW560UVhP4mdMPhJ1jQMMDFPIGKKKgpkiAVZhG1sA8UUUySxF98fSti3RZYCWHT0ooqGMzrxB5gXsKxdfwNHPH8aUUU47jexj654kbXobWKbStOtjAqxxSWyOpRF6IAXKgc5OByea9i12doro7cZIHJooroZjIzBI7qNzEgnpU8Q4X3FFFc7ZQ3aA4psiBTuA5B4oopAi5Ao446VqW+AVGBz1ooo6jRNcxKmSo7VkBQJCe5zRRSZXQ8/wBW1Y6Z4h1KM2NjeRSz7il3DvAZRwQQQR15GcHuDUmiX1xfXOpXlxIXnuHWSRsYyTn8qKK3+yQaRY/L7mmliFA9f8KKKkQsYGxB2zUUP3ZF7Z6UUU0IRCRIAOmTVwcoc0UUDFh+dyp6AVHISoYiiihjOd8TxiLSzcx5SVXUblOMj3qqdf1LU9ItrO8upZYYWaVQ8jMSzYznJ5xjj0yfWiitqexMtz//2Q==", 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", "info": {"video_id": "82250", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "82250", "label": "tearing paper into two pieces", "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": "82250", "label": "tearing paper into two pieces", "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": "e1bf2ad2f9a3f3a77ac2e17099e7ae395d2fe1dd2e4794859daaae3921c3f910"} +{"episode": 61896, "episode_seed": 1140299242, "split": "train", "timestamp": "2025-10-13T03:31:15.320047", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1140299242, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping a coin onto a door mat'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your 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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bDo0ywJIZgeOmMYHWp4FUgzsrdGA28Z4qOytnu5WIO4sdoBHatEWssN3DbvbYDHAz35p1MRCDszsqYqnTdnuVS+WKKPQkjkZ6UkeFlQgjlT15zzwc1o6tbw22s3aWqtGpwPYHAzisxhtgGwkDGAcdgP8A9dXF3VzaE+aKkuo6Y+ZEQerDoDVGXgpzghgf5/4VblKxqiL2HPvVK5kUIM4yTziqbBkTSDzdp7DIJPT3q1oLrHrcDpw2CBuP3u/4c1nM2ZHbuw459qsaUcaxauzDJfA59qhswrK8GvI67XZP+JLc5/uVwSSKFAGcAda7bXmA0S5Lf3f6iuDibLLzxnP0rnoPc8rKNIy9TQDeUI1wAckn610Wla3LYyK8USSShSq7ugPrXLeZ5rrjp24rptBs/MmR2GQDmuXEyvUdgxkr1mdfZiKw0+bXdYZpZcFiMcsT0UD1J4qtrZ1CTw9bXV2IYxcyiRo0BzkqcZPsBW7qNnBNpMH2sBLWJvNlOfQHHH1rz3VtTutVupHnlIiGTHGG+VF6AAflW1CD5rk4Cm6lTnXQpSnevBJXO4+/pVaQOygsAvAxjpzVjzGcgBQE9S3J4qFzyWzz0wTXce/cosqqCSep4zUDHaMANkmp5CAu7qRx9c4qGRsjHcZ49OKlmMmdr4acDR4guOGbp9axfFUn/E1h4yfL49ua0fDLD+yxgY+Y8Vj+K2B1SIYP+rHP4muZaVDwaatmD/roVrN40xNJjKnJA9Pauu0Sae9W/vhlZfKcxYHIwpCivP42LuEzxmvUfBcGYFBHBHNck5Oc9RYiq5Scmc/stV0HTrmKdWmuFbeEbOBxjPoetUlQBSNqAHqc8Crunq+neFJEkgjxPesEkHG0LnjHrzVLJfIZiMDoR19a9Cg26aue7hZN09SVnXaqgbvbjge9VXV9xwcEgsxPU/jS7vLClSCWXOSOKaTlCGbc2Tu4xWx0MrSopOTggkVWfDnAGfYjirMrDcFB5HOKqSSAM3I2gfmaTsZyZNp8hXVLdm4/eAcV3sz7bSQk4AU5/KvPLVtt9A3G3fk/nXS+J9S+zQJaKSPNyzkf3R2/E1y13azPCzWPNOHz/Qy9CGdUiaPG5CCc/rVu9vtRu7VTeuREk7jCjAzk9+/pVLw0c3Jb+JjxXU65bNNEbfywsMMRu2kzyW+7/QfnXPSnapdhhqtqycjnvM2bSU+XrhfSpiC6DK8r1yp5PoPxquhCxh15IwSSPf8ApU3mt5YXGNvb6+p716p9EiUMqSfOVB9u3+NRv+8BOBsznk/zoCCSSMKXckE4HPTrUG8kLliFGDtX05ouK5G6n+JyzEHg/wCeKrSYVjgc5xx1q1KyjcSePWqbyDYW6g9PrSZLehA+VQsMDPY9q6XwhJiO6Xnhl5/OuXLhsLnJODmuj8JEhLoE85X+tYVfhZ5uYv8A2aXy/NEXi2Qfb7YnOQhxj61iI+XBK45yeK1fFzj7fbgdfL6/jWGr4TrjJ6VmpONJtGeEm4YO68/zO28PalY2Fz9ouT8qoSFAyWb0H1rb0+4ggtbrxFqRIVQWC4ztBPAH54rgtMiNxOgx1Nej6hpTX3hiKyiU4eeLdg9gcn8K4Y3bPPk7tXe5ga9NBeSWs9vFJ+8i3NKy7Q5JJ/SshivlKvJB4AHp3q74o1aKe5SG1C/YrQeUhA+/6mslJAI0kTDb149P88V6lPSKTPosOmqUUwcP5m5R8zZJJHOPaqkseTz3x0PSrZYlG3FS2TuwelVZiBhRjjtVmjZVcBjgYPt/9epLBx/aduzAACRRzUbPhiB0AyTSW7YvoSRx5mc596hmEtUdZrzbtGuB/s/1rhFYbh6YrutWUvo9z7IT+VcDuO7/ABrClpc8nKX7kvU0rMebIuOa9P8ADGmBoUduOh4rzPSh+8XvzxXs2gp5GmxluCw5rk+Ko7nNip+9Jruc58QtVmVrbSYiUTb50vv1AH4cmuJWUO+9mKjGzr1rd8cyBvE8zZUjyIvvfT/69ct5mCocg7TuxXowVoo9zAQUMPG3XUuF8puxx15/z7VUuJi8RGTu/r1pfN+TDEZHXn1qrMc4wM5HGO2TVNnS2OnfcmFPTAGKYGUu+OnbPekdx52z+EjGPXFQaLZ/2x4mfTZ9RmtVKSNHsTcWdULBfYcHJPp71Ddjlr140lzSOu8LTb7KVeMrJWb4pP8AxMoz/wBM/wCpqp8PrmadL4yOWGUIz2zmrvi1Ctzbv2ZCM/Q1jf37nj0qinjuZdf8jHsl3zV7F4YtjDZRsByRivJNKAaZM92Fe0aYwt9MjfoVXNcsfjMK/Y8/8TX6T6s1vbFvslqSkag4Ut3b3yR+QFYiyMrbgMs/Y8jmnag5i1S7iYKHWZx04+8e1QyMWGFZsL1+telFJJWPpqEYwpxSNK81CO7NusUe3yYxG5Pc/wCFUJpCpAUkkfzqASFcZyOrgEfgOaR5N3XIA6mmnoOEFTiox2GeaDMzDuMDH161A5IZ8DlgMZNKhOW6dNoA/Ws+/mkj04vGzK4Yck8nrU3IqTUYuT6F8zbTGynowrZ8Yod9pMO6sh/n/WsHWbK1t9Bt9T03Vb6YPd/Zv9IhWNbghdzPEOu1SQp3eo9wOo8VRebpEUgH+rlGfxGP8K5q7ujwcZiY1ZQcVtcreF4me5UL1rtb+0uZtSspWlMemxwOb1ezqpBGa5PwfgXgz0xXV+MLtofDU8cWcygKSv8Ad3DNc9NXZlBN1YpdThGuopbt9gbyyzFRnGB2/SlwCAgUAZ5wc1nQSlWGMYHtVyOcEZOeBwB716id0fUxehoWGpPp03nGMuqqVCdCM1XD/KSx6dlqqw+cDGcnJ+bpTRcHGckk8nPr6UJ2YuSKk5rd/oEspAwe5wM1AWLQhccBeMmlmYhTzhhk5647VDLkCMYyAcenak2JsXftIJ+6oxXQ+FHPmXvJxlP61zWhx2mp+KRpupX1xa28zhUljljjWM9SWMnGAM8dScDvW14TjmtdZ1yzm+0D7NMIgtyAJFwWGGxxnGM4OKxqS92x42OxUZU5U7a/8Ed4rP8Ap0B/6Zn+ZrBTkAD1re8WqRNbv2Kkfr/9esC25kH16VlJ/umFF/7F/Xc7TwtZGe5UgdK7LxVqf9laBHbxFhPOfLVl/hXHzH+n41j+CEBDNjgd6b8RJAJNOBwQFcAds5Ws8PFN6nNh4qpiYxlscU77yd+XDZAUmpEKJGkSDOz5W/nz9ahkc4AVvujJOKjWQdfUluRzgV37M+l0LEspQjkE9TiqhkH2gtnPGB3yae0gY4zjpk4/GqyH5m+XtgDPXJpNkNjWPLnBOVGKGlCBGGOGGao380iWBkRyHDAFhwcc8VZ8Q+H9W8P6DpN/eTXCzXzSebC0eBBjYUDH+8VbOO31BxLdjhr4qFKXKz0FlElvIjcqykH8q83mQLOUHQUUVz0zy8resjofD8avexBhkZr2C0A+yKO2zFFFc1PdmFboeW+M2ZfFN5g5wwAz2wi4rB3s3mZP/wBeiivRjsj6Sh/Cj6L8hYRulRSTjaDTHUecy5OBg0UU1saMfHAsjHcTxkCufk1K40TxFJfWmzzonYLvXI+ZSp4+jGiilLY83HfAdV4FiWG3uFQdkP8AOtvxFBHNp6M4yVbg/UUUVzfaPDpt+2T8zn9DUG8jB5AavZLQBrHaRxsxRRXPH4mbVuh5Praj/hJb8HkG4br9aILGOZnDvJ0zwcdaKK9KOyPo6T9xeg+PToHdtxf5enNTXOl20NoNobJIGSc0UUyaknoVo9PgbAIbnBPNUPE1nb2+jkxx4O5e59aKKT2ObEt8rKV94h/t9LZZtJ063e3RI4ntkdSiLnCAFyoHOeByea7PXf8AkAXH/Af/AEIUUVy1D55/EUvCZ/038K7vVraO40a4WQZHluf/AB2iiueB1L40eVwWyGIsd2eB19av2tpFIjbs8DPBx2oor0on0LbWxovpNoscbBG3EAZ3U5dJslx+6zgZGSeuaKKpmDnK25Xl0+2a6IKcccA09NPtVyfKUn35oopGcpy5VqcpPqS6RrN9B/Z2n3sEsoYx3kG8KyDIIIII6nIzg9wa6DwzdTX15qN7cv5lxcOssr4xuY5J+n0oornqbHh137zNDxJAkunozDlX4P1FcfaDEtFFZT/hs68M39Wa8z1jwcoTTwR1PWsz4hqDPYA5wTJx/wB80UUYfdFYP/el/XQ4lcuWG4gcnijyw7gMSQq56+1FFdrPoSdrVFsy+5icjqfXioorZGXOWBOMkGiigxb3IPEOnw22jtJGX3B16n3rG/t3UtWtLfTb68mntrWR5kEkjMSzY65PONvHpk+tFFZzPFx3xXP/2Q==", "info": {"video_id": "211355", "label": "dropping a coin onto a door mat", "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": "211355", "label": "dropping a coin onto a door mat", "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": "211355", "label": "dropping a coin onto a door mat", "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": "211355", "label": "dropping a coin onto a door mat", "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": "af0ddaa98ab4d2d98d67c93e55200ef1fc7dea63ea792cd93bde13fdfec2d0cd"} +{"episode": 61897, "episode_seed": 1925183395, "split": "train", "timestamp": "2025-10-13T03:31:15.929422", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 1925183395, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting paper with coke 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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", "info": {"video_id": "50908", "label": "hitting paper with coke bottle", "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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9cE/jUO0nYRpeGLU3LS3bAbASqe59ag1jS2tLyWWD/ltl8HoWOBk+wFdJGbPQdKQTyLHDCnJPVj3P481yUnib+19bWMRbIAu2LP8AETWiTJuY51aKeNyYJFMZICkct6f41m3E97qZeK3gaGI/KZWHQeoFb96I7PVILgooWUFCx/vHp+gqGe4f7SII4SUAyWPA9BTEc/BLZ6TCplKj+HzSoy7ZznA5POcmtGw1izu2eOKRJpOu0LsYr3wG6muNMjeZ5s6u9w2SpVuoHb2HtV5AHKSxKxmSXcrM3Kkentxihx0uxrU7GazD3ghUnykAdh2zjAAHbH9aguNPlnM1xCM/ZlyVA9eM/hWvp/72B7hxgyc/Qdh+VVrdXnW7a1llbDbbhEjLBQCMH369O9edGXPV9DtlHko2MrT7tbRrnTJVB3bJQ2eQRycH3Ham39zcpbR2YZm3n5cnkg8iuu8U+GbdoLTULIO0xIjdsHD8cP7dOa5R9Kvb474lM00K5MMeQzKB/DjocD+lditzanGQRTRRW8YmfY6AAhyDtPoSO+CM00Ry+XDGY3UTTDcryFmDbweD6YUn2onu9PnZ3Y2YZWGxZX2tzgNuGODx79K1dHsJ5tS+3BHiQq7W3nKdzEjb5gU4IAGcYz1z3rqbsiLFjxVeR22lQq7uTPcqdsYwX+cMVB6A+/P454zH0hL6dLvU5JJZcA7XHEZB6ADg8Y55rbuDb3V6EkmiZbUASQSRgkDHytntx6fpWP4i1ZYpESCJJLmQfLvyFjXPJPTvxg9cGsV2QzOu7KB5YAgkEcAwUCfK4DZA9+fpTRrNla5g3bGXg7I/MHrgkcViT3OoSRsHuJHZ+PmwgQDPAx0zn8qijZELxrC4j+4Qpx0Ixge+f0quTuM7mxuLbU4S0JXygh+dDyh6EHuDzxT7a2Ihe4kHLfdB7L2FYWjIwv5PLUCOdQrFTwx9frjI/Guxvwlvpx3EKAOSe1efip2fIjsw0N5M5m70eaJlnk/1UsfmAgdT/dzU9/qS6jocCRRYlSBYXTPDkHOceuMflXT6JaNdahHbXd0JLNYWMYb5WlXpx2HXr3xWXrmktptw1labXjhbzPN6Eow4B9+f5V0R0SOaTu7nMySTfa4lbPlWwzI+7AXA7/rxViRo53FugZzuBdQ+xlGcZ4647ipDayadHJfzQ7ra4BjSds7EYdA49D6j3piNb3kj29jCl1NOoGy2zvLE/MSccL711QtymbNXQBI+qXTSFQVVI9w6cMXA+uNv5+maqXl2974pvLe3luF2pHHLImB5a5bIAIOTyOe3PWtnTYG0vS/MkkU7S8kxRR8znr3ycAYAIyP0pts0MMXmrKk7z/NHKIwpZevJAwccDJBqG7u4GEuj2NgnmImZwQSQNxZhkZ+vPI9/pWSwjtNNgtMlmnxEAq5JHVj+pNJqGqz3UzCx/cW6sFWRAN8nq3OcDPPrWhblEX7TKrcR78OP9WBwTQ79RosQWV7eRxvcXbQqFUmOL5QPlxg0qWQe6ZY5pHhj2/MzZ3PjBOazU1O8urhDbEQozYBPzM3+92/CurW3FtYD6ZJ9TXLiZuKt3OnDU+aV+xy+oIzSM+3KAFFJ6Z68VoCa1m8OR4mD3KvudOjfLzn6f4VqjR2v5tM02S2LSCcvI6tx5Z56/TJP0o8ReHI9GdDtBxgAxjAPfP5VpBWikZVJc0mytoUs+oXMKTOWnuJgo9l6sf5V6XeXVppVsJLmQRxKMAdzjsB3rg/B8Yi1Fr2VCfJgOwAY5b/61Z+vX97qVzO90V3QzlFUMQECkg/pg1vBJmbJ/Efiu+vgYlzBZAnKqcs47Zx39qr+HbmJJ5rHfkACVMjow+9z6EFTWPNOkylYyWd1yEztYjg8e+DmrmkRyHW1iK8JbyLnPUNtAJ/I/lWsorlJ6lsB7fXrq2VlRJ4fNOAWYMDyce/H5VnajE1hE8m6SaUlmVWbJycEAelXtZ1D7H4ig8goZRbuNmMlsso59AOTn2rNFtdJcvPeTLLIW2qOiJgnke2Op9qxYxNP0xfLQ35ySMiMHIUY5PuSSeTW3Ha2MkbQbEWMr0GOcjH8q5G81B753AlKW2QF7eZ6E9/fFT6dC0twht5mXJGMHJweppSVldlJXdkbsMRLu0Z/cR/JH9B6e1Y8rMtzvwdzOMfSusntxb2SxqvYDA61LHpC63qaLbQsphtxjIwCe5+grioy5pOR1V1yRUS7a2y2U4Z5Rtht/MQA9HYYAH0HJrFttUSPXlu5x5n2eMuq/wB5yOP8+1XdXeHTtltOp894yiH1Oef54rCaze2jXUZPmWV3VVHUEcD+tdVNK+pysm1LUZ9bfz7o5DDCxjhVHpWdDPLAUm3cxy5zjqcgcfnTp4p4SY4du0HHX7ox39ySafb2y3Go21mhI2uZJHbsi4Zj+eBXU9EQdD4hWM6csrEL5U689c/MBgVlavrcVpOYbeJp5f4to6Z4q94k+1XNna29oFEjyK53DoM5/Oqz2sVgqxlN5C5Yn69TWAzhLTLIHCgFmy3zbgK2dNg3y7Ejw0hALHsPQVR0y3G/BwVH3QOijsK7DSrRRKrY6DP41y4qtb3Tsw1K/vM1WU29gVXjC1S8JDU7aR7yBl8skFged2WO79K0bsf6LIfRKsanPaaPo4uoZ0jmSKJTEqgBjklgfUnr7DFc2GerNMUtEaSx3k0F3Be3AurOcM0biMjCE8IGBAHAHAHUGsqyRI7VorpfJbzyYyH2sdo+8PbqPesTQ7i4itGu7qVyJidkeflXJznHYnNbUluNY8PlHeWF5EeITHqVzk4yec4HTGcd67IzUpWOSVNxipMkezjWfOLIwlgz7octjjjd2HHP0PXFU9S1K3015IYXSW7mlSIJJJy4Y7Rt3cBQPX86ytP0W+1WNjBqV5EsDRpKsuFLyjgEA9sbcA5PGa1bTwtp2nBxdu13LJHJHliZGXH4Ebee2PettDIzdFWaXRpPt92skxLoW3D5Bkjbu6deOfUcVyeo3Hmanf3EivLIkmEUc4VcqAPQfeOO2a6zQ940eHbaeWkDqTyMSKpOckg4JGeuOAetcfcuVkvYmeZfKmdzJgbiN5OD7/41cdwMy4QqyMzCTf8AJl2IypJPQd/8KvRpuyrDKnjjrioLgeZht2zIGGYDK5rc02zVo145JqK9Tkia0afOzY0GATTK6JsiiGFGKveIvOmiigiXdvcAjNWtIgENvnGM5NX7KOCXXrVblFaLazEt0GB1NeSpXqJnpSjam0T6Zc6laaXHYExPcrAsltJjoehxn0GTjHama1Jc3+jQyLCr3Rf7qu5DEnB+91Gcc/WsHxDrc0csOnadKzy/IyTAbWU9ePTt+FaKajPHHarc3DXFyGUSsx+/k49u3GePwrvc7WTPNjTcrtEpis3EsaSJuA2bskhiuB0PGe3XnvjNIY0aGb7VLGzbQQIozGxTJ4GOeQck4549TWX4i02KK4hvv9LKRo8UsFuwB2EEk57Ak5PUHmhfBkjosl/qs8gIjkkBlxycjoOeBk4z0rdWsZmfq+sSahNFDp15DDb28sOZ0lCkbgflAJyfujvjpVjxHIIdJmMEu2Ux+UMNtYBmAz6+vcdCMYNTa1Y2mn22lGzslkkgumiBZSEccjqf5ZPT3qn4lWWPSJGYSKpeBxlum0gEEYGRyDnt8o7U0I459v7pIUdFYK4YDAbHG0+nArS1O6DSLAvKKqu5z2525/U4+lUZJQZVdvOXzUyUP3UA6k/nUk9tM+pTAt8o2r+G0Y/KqqSUdWVCLk7I09BszJfJKy42ryoPyjn+ddB4hvvsthsX77/Ko9TSaDarBZjjk80/ULeG61C2t5TgudqezHv/ADryp1OapdnpxhyQsjY8F3EH2eJL5HNyn72KYE8/LyPyH61ratMmp2AlFswliyrBgcJ04B79Qc+1Y2t3CaFZwW9upjmWZpIZAO4I4Ptz09KeNZe8sZpDbRwK7E7R1cADn+Yrt5ly3Z56hJysiDQmcXt5BKSFnjDROD8gUZBwfXNUPEdi1vfyakiiWIYEwAwVJGA4HcHv9K1r3w7BLcwatalkMbGSOGNtqkEZC+wzyfxqV5beaUrM0bTqDCzYwCyjJA9cZ/Wtou2qM2cH51uWBXZJKyEN5KEuWxgbRj0rd0XTrixt5JZ0AldwXB+YqiDCpn1zyfxrYWHG/wA2ePcseYnVArADHIPcn+VYGuarLb2gttLXfMEWTfndld23LfiatzctBWJhZwS6hLqMqxmQrtjlU53KegI9q53Xr1N7WsUu6R2+df4UU54/T9a3L3FjpYnKRgQo0rKo+XcVPb0z2rgOQyTzne0h3Pj+91/n/KklcC5ERJy5LBTgAjHPTNdR4csgt5vYYONxFc1arIrHapI3ZBbnJrvNCtTFa+axzI/JNcmLq2XKjsw1K75mLrmovZyW4gCmbflQa7XRJLey01b5rvf5qorcDO7/APXXG/2MdW1gHeF8sZOeijrk1salq+naMyw3ELLbsqjbtycgcNj9fxFZ4ZrlshYq7mVvGFkovV1lpN8McRKqvIBGSMf55Jq08FtdaLaoICyNGMheDyvU+lTx39rcxwiZGa3lj2oJOvOMZqpqc7aTZSXMKmWLmRtoyzuSAAP9kAH9K6Yu+xzuLW5zzaBeZeNZoSxkACnqx4xWlpumW9mJpWJlcjbLM/G49cL/ALNRS+J7FZUkeM73wV+U/cPO76Hp7/jVC61S61ostvDKlorLJNLjB2cllA9a1u3uQXVvkuDLdx7ZEjBKMvOfb865bxHqks14bCKTaqY89k7sRnb+HX8a3tCjSHQ7dFgMayt8qnrlsn/P4Vw9w7ubqZCP3szMGPfLH+gFOK1AtaGhCfMFBJydowK7/TY8IDjk1xOkR/Io9a7jTXGwewxXi15c0mz16UeWNie+H+jyDHVa5BWfWr6K1k5iiyXweCfT9MV2l4MwN9K5/QbSGzE1zj757mijU5IvuFSHO1fYuawiwaS8SAbgMgD1HSrnhy7aTTY4JJGLW0ptpVbC71K7lbPQsBtHPTHfNc5reoie6gtfMCmWQZyew5/+tWj4Ymmi1O9aSVFIWNnKybcAsyggdzjAwe+K7sNBqm5M4sVK80kaemzbPEGqWF1LJcPMizeSi7cH7oB2sOBhT1HXNW9Pmu2v7yORltozIBHKSDuVl5zyB1z/AEHFVLeOSDxpDJEYoEltpAsgCjdhh2xgD0+pqPUfFWkabmCQo8uxUkPLMSrZzx6j1we9dBzGPpGbW61O0SSV2SZmVwp4Dcrgj1OOMYJ6kZrnda/0S/W5h/1F2Ez5mflkAAYFu5PX8CK2NX8RW76vNqdvdRRW8hjjljKt5mdpIYdDgdzjr2rKRR4j8TXOm3Oozw2sySCMIm8sVQsq5wAOhOcVSuncRiywRmZwtxl/M3FGXdnOOPbpxXXaQmQB7VwWjLK8/wC8lLqQu3cOQOuM9+1eh6ONrqfbFcOMnd2PQwsbRudTboFi6dBWD4huntjG6kjKlWwccV0cBHlgetc54mtBdpHFkj5u1cVFpTTZ01E3FpFPw7p/2y5/tKYZY5257c8mp9YuGtNViu4gSluBLIox8wU8jB9QTWrAY9N01IxwwXFctLdPf3l60Ui7ItsbA9x1YflxXZQbqVr9DnrJU6XKdnqsRk0e8hF3IkRBYSlhuKEAkEHqc55GQMHHFQrdvf8AhGC8tYWkujBjzJT8rMOdvXoCOmODg5p2mM0nh+2gMqOzW8TouSR8wxk5HB47EdCM5NQ6FeQ6f4Ygkvp0MME8iyW+8Ko6rn1wM9/bvXaeeReKYftPhbzHuWEkLJKIUPI4DEjvjA4PTuKo3ZjvNKjilWZYriMrnaQAWU7WKjgnOe55Jz2qSbxrps1pd24id1NoY8xwvg4yT/PvwPXtXJ3mtvZ2D2UOoiW5jKIktuCquuB37ntzg5p2YGfIzvHPaXbiNoQA/ZgR1P0PB/GtXTsztubksck/WqHiLT7U6JbapZanfySJcG1SS4hWNZgEDM0QHO1SQp3f3h7gamiL8wz2ArDFS91HVhY+8zsbSPbAB6Cs6+d49fsZ1j8wR5IUf3ugNatuB5OO+KzdRm+zXKSbdx2sB9fX8K8+k/f1O2pfl0Iri5uNbkjgeXesUmX4655P64/AUmtyy2qJFBzI6mNR/tGptDthZ2TXEoAeVi2PTPT9KytTvXm1aFIlVzHh2z2BIX+p/KuqD56qS2Ri17Om5dWdHo/iCO+2WWTbXYGUi+8soHJwfwINHivTbcG21Aef/oz5ZIDyUPL4/wCA5/ya5Uyu0cV5bxiPyWeVD0bKnII9jg/nXczqb7S52gkKR3ESyKTyV3INw9+1d8o8r0POvc52HwzqU1nDcf2tMqNAJABjKopGAPzH1qvrOh2GlaQxDSNMl0qTMpyZFLAke+eDj6VtaVeLd+EIZV3TTxRPEcZAwOAPrkfyqrrf2i88FyzxoInVFn+b7ytgHH6fypXdwMnX3/4kl0yZC/ZRs3Z/v8j64rmbeGCe3nCsFVQGRhyd2TkVo2N1HruvHSNS1S4gs7lvLV4pYkROOSS/GMZwOuSBWHZyTWOpanpciXCmK4MZW4AEiBWb723jceM4OKJPli2VCN5JHSWFuHCKB7V2lsnlwKoGAK5jRk3MD6V1Y4hHFeNVldnrQVkZsGsR6Tq97KxBcxCONSOMnufpVG4uG8TeJTctukt4VXlxje2ABkfhmqWueXHczSsA0jAIi+/rW7pFqNP0pC339uST1J7muhSUKd1uzDk56muyKOo6rcWl+ixIJGicPhum0da6+2lt72wVY/mE0RZNw4Gf8PT0rgLieG51WaNmJZgFwPbn/Cum8KXQuLJ4PNyIJn8s/wCy4GAPbk/nXZThakmcleV5sfoVpZTJeeYxupEuRHvIGfLTAH4Vddk8i5jgRIlSNwxPck8D/PtVLR3mj1/V7djFBAY0kGP7oBGPzFWbGzNt9peVJJBNKXCt2LDgfTirZic7ozLLpEL/AGgSNEc5PYgEY/n+prhp1dTcxlA3ludi9MnJP9a3tVe60rS9TgjcQtHdBBsPJ3ZJ/CsTxVomsaFpmm6teT3Kz6gzm4iKYEOAmwMcfeZWzjt06g1pHcLGxpwAZfYV2+kENBtKqRRRXhT3PajsWb44t2+lcqJWjstqnA3GiiinsTIxrCXz9UufNRHIPysRyuPT866fwOWvTdySsct5JYKcbhk8H2oor2o/wkeTU+NhrYlc6hqf2iVbm3t4Xj242gyOA5Ixzkeueg9KjtNEsY9Wu4WjMjQyuomc5dg3Xce/pRRR0IEvNLstUtnluIF3vGiEqTnCxhxyenJPTtxXn6apcad4kur62CJJBMyxqQSqgx7cYJ9CaKKENBpCKs7AfwgAZ/Ef0rt9IAZkU9CaKK83FfGz08N8B18ShSVHQdKxtYOLi3I/viiiuSHxGz2MjXbqWOCVlblUJFYME7jQ7UrhTLuWQgcthWPNFFetgtmcGL3R6Hlo9FtwjuDNEqE7s4AyBgdBggH61zsulQKrQeZOYIbC3vRGz7laZ3+ZmB659OlFFbI5CyYILCz3QQRjcsqleccjJ49zg/gO1cr45sbXTtPEtvAqyGQQhucqikYA/PGTziiihbjRn6x4jfXLe3il0zT7cwqkUb2yyKUQcBQC5AHJPTrzW3pHaiiubF7I7MJuzs7X7grL1UA3MIPQsR+lFFefDc7WLdOyxbQcADgVh6V+9aeVwC8lwUY+w6Ciiu/BfEzmxnwoS7Bt4p5Y2YM0ipjPAUNjA/Cuv0Jj/wAItGDyFhwAee+BRRXfU2PORB4XkIs3swF8k6iy4x23GtSa0hFusRUlGt5AQTnoTiiismM8bttX/suWaA6dp95BIwYx3cG8BkztIIII9xnB7g02zuZtR1q71C6cyXNy/mSt0yxJ5x2/+tRRSrfAzWj8aO50Tp+NdSD+6P0oorxZ7nqrY566jWXVVDgEZFXdSmdYgoOABRRWvVB0ZytjMyi0GFzcl5JGI5J5/TgV1nhRFjF2UUAreRxj2UpRRXtS+A8V/EX9Nt438T3LsMtJYqzZPfJ6elZ93rd6JYW3rlmQ9OOhAoorMDjfFZZ4J7xmYySXhRhn5SFC449eTWHqGu6jqOmW+nXl1LPbws8iiWRmJLAHnJ5xt49Mn1ooqugI/9k=", 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", 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", "info": {"video_id": "50908", "label": "hitting paper with coke bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "50908", "label": "hitting paper with coke bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "34f2fb5455f2475a70e546692594be69ef547adcea270ad1c231bc5c75489371"} +{"episode": 61898, "episode_seed": 4252316746, "split": "train", "timestamp": "2025-10-13T03:31:16.667414", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 4252316746, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 blocks 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, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "113534", "label": "pushing blocks so that it slightly moves", "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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BA25Bz+RIrZ1m286M28gLRsoHoVx0/GrpuZFtreNYTbzWdotvlzknbk7iOnOazjioKjJsdWDpbi3+kxatqcT2s0ZuIZNxjkJ2uo9x0NdHBbrp9rJFPPC9zNjKhsfgKytJuVudc82GMIXiJZOAC3eqviZ3bziUVJFctlev5+1FWCw9Gla7vFPXzOrKJzxsZwm7cra0IdWgIeHAO0Ljn6mneGfFL6JdtbXBdrCfAlQHlD/eH9fWrUzm50q1lYZcxo3145/WuYntlFyRceZEO2B1rbDJRaS2O+S56XLI7TxDdpdXsSWhEkEEYRJsZ3jrnPfrxWdpxIWFx2mH6nH9ajhvtNNusRuJlZRhSIQTn0PzVZjhCWTlGbCHKkjBPTtWVf2jd5I6KfJGmqa6FP4ju8cWn2IAEl0XUEt2G3+fArmPBcE6andiSNgu3ypV6ZYcj8RXT/EmxXUItJYTBJYt/wAxGf7uRWRFGZrRYiSXUAhlGCzDv9T60sRUiqDh1Z85VbjqjYsTavdbphF5kbkDco3AfWsrWUnvbgvBHI84Yn1PB/SiSxvVZHlgLvKN/wAv3l+uK0dKE0ksMAL75Z1VsjkIvLZ9uldVXB01hI1aVS7VrrzKyzMKka7o1ae97PpYZcziKMThyMgbiB3NRwLeXxLRW8pXj945wuD3ro9N0m3a0eOdA6uzDaeQRk4rblgjgtpAiqIxDgKB0x0rz51JqKkj0Z15QfKnsUNMtBb2qxPjcxyxppj+zz7gcgsFGOhB61mai17FqVuq5MRAyc9DVwSSySxJk7Q3QCs6zfPFGNKTqcz7Ev8AZdxNPJbzZFqgLI4P3hnpjtXH/FK1EVhpzx/6rewHtx0/SvR4pWaUbsYA7VxPxNjWbw1HsH/HvOGOOwPH9a0jSjTneHU5oaSPI4ySQByc123iSOW50m2uYFzIkgbCDkgA8/yrM8IaP9ruWvZlzDCcID/E3/1q6KXT5kt4o13BwMYNdM5+ytLubTi6kuVdCrp9lbCRdZVd1xIm42oBURsDg59zjIx61rJqiRXbSxxb0kAZgT8ymorO1uGuBB5Thu5I4H41oT+H4P3MMDMsuSWfrx70sNWpvF8+Ijpax5eIhWkr0nZor3nmawWS3IYPzjptOO/5UW0TW2npbSZaaAENs56cjH4VPHot/CJoBHukmAjV1PG0nkn8q6G00+3F9cyABkLBVI9lAqsVCnTxDVB3iz2sLiq1TCxdZWku33HJw380+FiWeQeqLXQ6LayOfOuVKrjIVu/1roLbToLWONYIkRdxJCjHWsTU79tNhDoo2NIyg4zgZrmjUnzcrFPFvld9h76elnqf2uGILO+CWB6/5xVqa5i3TiQcSIGQ9/eolv8AzbYSSZLEZGB0q5FaW1zaWzTLl4TlMHB+nuK5+V11OKf3mVVNQTscr4h3TeC78SqSsWJFBHUBhXJ+CkWWLVbhxmRBHtPoSTXpniyDzvC2qx7cbYCy/lzXm3gMb7PV0H3m8rA/76rrw11HlfQzX8Nm0Zxe2lyG25RCAfQ44/WuY0rR21vS0YNHBLZSCO4d2wWVuny9SRg10EWmTQ2ku7cGdsg9qjgieGVRIuHbpx1q/rPJzaXM3CSpqfc047m3t4bVhI5iizCwxhlI/pVzU7qOawRImdoyp5BwM+/rVSfQ5Tbvc+YFk4KpjGT6GorKCW2u9lzGY1VS7K33SB3FbYPC0KuDk1K01dvzOfDYuth8VHnjzQbXqhmkPLPpc8MmT5cmBnqOhFMk0+GeUsbiSNj1G3NbsNlPd3FvIyqvnQeYygYHXj9KYnhO4aaV5bthGHGwITnB9a5Y1XGKdj6GpWUZO63M6x0m0FyjyXEsxBGAwxWhqEtzZ6zabIm8knBwOAvetGy0mLT7ltzs7Iernt2q/dRLNCHQgt6CqqV7w5jnnWU/dXUW7toJ7NracM6SDICd6hgWMabPbw7VURlNpHPSmtcG0jjmJylu+xj2wRUFsk7XMtwYysDJ17c9DXN9Yl7WKWzX9anDLSVh1gd+qXDgnEVq30BJpAQFVjlVY4DCsrT9U+yaPqV5MAJZFVQPcnAFRvfPJZqqsDjAHbqavF1ZQUFHd/5nVZVKj7IdrsqW8TfdMzKQMD9ak0a0S4Vry5dpC2c7uRxxzXP6pO892EOeFxWxo88tvp0riImKJgHcN6+3fH9a1nSUoOJlKLlDXUfpIjj8UNHEVA8x1UYwOlbupqlvcQgJHLcXUojCuM7QTyao399b6WwaJI3vJFDBgoyB6mqmhakr30rzRPc3UfzxuRkKTnIz2rtxUXXw8ZWsopL1sbZZltWjTqV7+62363GlJxaT7UysJdUXsQD0FVLLUomjHmqrxnoJEyPwNdtaQLBFtdBucl2+pNObTbZEgQQR7SxBAQYycmvP5pwimU8RyyaS0OZtYdHncutnH5vUeWzfywaTVboRXFtH5PlxFgNig/NyOpIFbVvbw2srhFRNjFeBjPNS38G63EpUN3IxWkq7dPmGqy+yrGP4l0/7WLRGxj5jnPbis2x0uK3ufNMhcD7obgCty7YyRWqOfnTKnP4YqK4CtcQwklYyGaQrwdoHb8SKIwjUV11OKabfL2GQqDP5zckDaOOAKklMlyrfZz5QY7XfZ8wHcCm2atHbGFpC5jkZQx7jNLGSGXH8THp9a56tZU5RpW3NacHG8uxpRLsVNiHYgA5ps10kk6Ql1UtxsLdamhP7plI+Y9qziyHTnUgebDKzk45Vt3+FdPKpKw4xc2Nm1yw+0vFK214zt37SR+FWLee3uGEkM0bkenWuG1LTNUs52cReZGxOPLbcfxFXfCryTaqyyIYyqH7ykda6nTw7jdS95LY9SeDw31f2lOettfU7ryikfmhj0zXM+LEe+8PXUflPiaLdC/YkEH8OldOZAsJRjgYwSe1ZEsyXOkywKwJhTAx/snII+oqEk9Dx6dNy1Od0+zSxsoreMYCKAfc9zWnEquVZGY89G5warA4UVZ09Cis5bPz8ilXdpRj6/oTFaNlqSIW5UltzMcAbckn2p1mVmiM8ZXG7BGCDn3qOa8iGpW/7xd6q5C55BxwT+tT2pBNztwAZif5VnOyi5lKk+XmZITLciSLzPKwMbkbBIq7bQiOBIoo8Kg7ms4ckkdSx4rXtzsBDjBx3rjwlZ1k3I1qLkXKhZrrCqFO1ieOnP0qrcQW00QtZeGxnaetMaGKdb2OZcuWG31TC5BFcVrl7MupmSYNtIGxjkDGB0Nd1GipT1drm2Gwirz5JOyZ2bWMYXaoZcDHI4q5GqxhV6gY5ritK8QXCypGs29XIG2Tn8jXfWxBjOetVLCexl6jx+GqYe0Zu66FLWAbnTbi3BXbLEyE59q8x8A2k0cN3K6kLKyKh9cZz/OvS5Y5pI5pInAaGTAQjIcYyfxrmsrZyQxwqFTnAA/z61jUXsqcpo44Re3cuKFcsuWDDqpOQatfZsKsjbcDnHTFVLSPdcSvv6KMcVdu5o3jgjZgEaVQwPpUYeTnTTluxzg+flQRbbpyy/OqHnDZANWpnhdRG0Pmso+6RjI+tRxFPt1w6KFMiKWA9eaUuyyswPIwKyxNdYe0bblU6Tv6Fi0ErIZ7jYsjfKqIchF9K0SVFsd+NpHJNV7UCQDIByO9QTvKXmjgjDGNN5G7GRnoPetnDmjZdQk+Z3KmrQy3VtdSQHDkjafYVn6ZJcQWi+aPn54PSrl1rtvZiJdrNvUFl7gGp7e5tb5f3EiNx93GCKVTDSlSVlp3NIYapBqtJPl2JdOZGt5POUMsh5GODWhsG1FCgRlCpA7elVootiBUX61LJNti+UgMOxFP2b9mo9jmqazbRwPlLd6bPAzhWMiOo75BJqvNIsUGE9gB+NSwB4ZNoIY46Z5qjdv8ANnBVE5wazxFOVSUV2NqUlG7ZVnmDag7Z4GBW3p1+Bod8qfeVX49SQMVyjSkuzd2Oa2NGt545owT+6mO+QH2PFdPM4m8FFL3hImnv5VSMl5ZBl5D/AAj1Ndxo1pFYWyQIuGHzF+5OO9V0sLeyRhBGEMpVmx3rStUaSdiuOCa5q+PqVsRGjHSK/HT+rHdi8b7WgoxVkaA3khyMjuRUz3Ma7TkkZ7DpUYP7hs9elZnnTNbpdsqm3Mpj+TO4DOAa2nDmVjxrX2Kerx3A0154gfNZy5AOPXijSrpmtE88nbzwcmtyWMNG0TLuUjr3rgkWe88Y3elDVbizhBk8lY0DZZU3BfYcHms6lHnioRJp+7U5nsdDNIHdnznngkY6Cuck1mWbVUVFzFGSMAckdzWbpepX9xo9/JKZLplRdik/d3Zya0fDMH26+a82/u9pUfXvTjGUFGKOqjOknOUt0tDobFs2bzHI3OX59zT7dgssZPJHapWXDiNcbeAajkjjimJUEPgZNcmIozlWjNdCFUVpX6jdZvWt4ZFibbK+QPUAdTWJobXM0c4TDIWCuG/PNS+KGukjt543QxDKmP8AiZjxx+Fa/hu1WzscOwEjncwPauvlbqXNaOJhDDygviv+BJq9vNJFbywjIiY+YB12kdR64IprjyY9y43gZzj0q60qhySw61FeJGSxRg2/0rPEUuZqUVqYUanK7N6BqBaSzU5x5pAyOmcZrL062kuGmVSy/LjI9+taV7aefpqlXZZIcsqoM7uKxNRnvNM8ONeQyPDO8iAleCueoru5Nbjp4nkhKC3exG48tyh/hOKI7o29ldT/ACkK2Rk49qw9bPkaSmp2OtahLvuzbk3ESos5C7meLHO1SQp3eo9wNDUbZZ9EkhSOR5Aysu045Hqfxqa8byjLtf8AQwU7Ra7lKyhmutZYI5Lrl93XkV2NnG8No3mYMjcn3Oc1i+HIUsY/NuWBnYfMwrUkvo3nBDYXjg1zum+RrudeJxPtZLl2RLE6rIo6sDnFXNSvPs0RZTiUjCD1bFVy0TkbACccsKoeI3u47CC4idBFG+ZAx5PHGP1rlwtGdKEotmU6sXJSexS0nULlr2d23zZ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", "info": {"video_id": "113534", "label": "pushing blocks so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 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": "113534", "label": "pushing blocks so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ff2604c0fb74e446d03038be8ec649ca3eb0c65d5972ab10041760092faccfd7"} +{"episode": 61899, "episode_seed": 3933768515, "split": "train", "timestamp": "2025-10-13T03:31:18.442331", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 660, "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": 3933768515, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_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 stamp pad 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, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "196972", "label": "showing stamp pad to the camera", "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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opW5LKcEVUNTNo4yLV9entfIM19K5b/Xxq6uBznCgY9KuaOuvLrlrI9xfzxmUB/tCkYTHOc9x9K1pNKVVLSXd1L5nBxJyMitLTdOsre6EkaSiUAgOz5zmh2QjXbDBhxluvFeReN9Eex1U3WRtmyWIH8X/ANcc/ia9RkvRCxVkPB6lhzWR4n09Na0iQR7S4X5SD0bt/h+NTF6jPE3YDAAr0Q+A/tXhpGutUhU2cbF2QeZz1xwfeuG/s9hKwZSDnBB7GrtxdTaZdkW1wY3K4Yr0YehHek3ZlwjdMztKX/idWYU5H2iMA/8AAhXuq5NtED12KeteHaIwHiGwJGQJ1OPpXuCEGKPacjaP5VpU2RBzfi+dI7O2t5WXDyZIJ4OATzXLW9xa2gme1khlRwQwkhC4GfUex/SvQL5P3cswjR5UQ7A6gjPbPtWDJbansdn0ixnJ+6q2sR3fjkGqiIxLOB01O1NpeAo88ahY2YcEgHv0r13IKgAc5rkdE0yNbnzp9Ft7UxYaJ1jKYbvxkg/hXVxtkj1zWc3djPMPGox4gOTwYl/m1c8GjXGWAA969BuvDNv4n8WXMF1JLGsFvG48o4ySzDmtm3+F/h2PBe1llP8A00lY5qpySsJI8rW9tosFmH5Vn6vJbaosSLnKbsYHrj/CverfwRocAHl6XbjH95N3864T4tWlvp39jJbxRQhvOyEQL02elZynpoXBXlqeYWGm3FvMz4Urxg59KuanLqFlGvyIitg5U5PNW7aeMINzjp61oxQQauphlH7tBuLBsHisr3eptyq2hxLkkgk5yM80gOenJ9q9W0vwFYTRxObeSXeoZMgtn8a2IPAFnGQ0sYhjzj5nVAD/ADrpUkzncWeLJb3EpASGViTgYU1PFpWoTybI7WQt6cCvY59O8K6YrebqlkmCPl80uarS+KPB+nglJzOf+mMGOfrTFY81HhLWCm426j2LjNULrSb6ybFxbunvjI/Ou7vPG+lM2ba0uHPbzJAB+VYt543eVGSOOGMEYxgsf/10OMwOUZVXjr7elQMjela1zdQ6nODgLKerqAMj6CmxWiN3O4jJGaTugN2G5YS5Vjj0xXQ6VdW7x3UcwDjb0IzXIwTMCdynNamnRXDF2hUnfx07VyuNzsUkY8+kxreSiORggkOF29BmpItDEpOJ9p90rrLbw1eTsXaLBY55rXtvCN0f4QPwroVWaW5yySucAfDlyBmO4iY+hyKryadqFuCzRkAdw4Nesx+Drl1xu2++KsJ8OoZjm4mZvarjXn1IaR5TodrfaxqUNjaljLIcDJwAO5J9BX03pVimnaXaWSHK28Sxg+uB1rndD8K6forb4IV80/xkc11kZwtFWq5qwJEoprUm6kJrAo8p+M6Kw0YtnA87/wBkrx92CkFRgCvYPjRKqJo2cc+d/wCyV4xNdRhTzyDWb+JnTB+6jUsiJHyRXQ2s8nkKi45kX9K461vUQbgxz6V23gaJL+9+0udyKzRqv+0Fzn9aOVjckjr31WZLEypHs2dGMf3vzrDm8QXcN2rh8QgZIyMk1tXkay25j3fdGCuTg4NZkdgjTlXClAc4Azn2rsotJXZzM1IdRaZC6hfmbqqE8Yq1bs94SfN2BWzjGM1UR0iXBG08cMQP5086vp9vks1sh75kzWbd9iSXVtOE8yymQoAAp560WVskbbAxKnKkEHBrNvPFemtGqG6Q4bjaOKz38W2bRhFWWQBv4ePxpcsgMXxfpF9b6spsbZ5VnyWAHRu+Pr1rnbzwv4jKNdtpF4YwOT5fIH06119/4qN1EixR7WSZZA7tzx2/Krlr4/vBF5d1aQyzBjiVWKDHbilP3bXNad9bHnnholPE1oZFIKsxKkdMIa9jN0lscMHARc8LkYrkrHR/7Z8WPrDOVeZmfav3QduMCtnUYYy08iQI0xPB4J7e/pVcynZIUoNbl2PUYLu4MIfEjDIUqRkU97eUzrIPl2DFchDBM9+HEbFhwdpccehwTXQQi4IjjlEsYLKF2yOeBxzuFazXLsZm55zJZuWIZ19e9TWl5I7kP5flhcgqD/Ws2azkSwmiWV5S/wDE/bmqmm2E1tMgdV+4q4U56VkwNvwuBJ4u1bAY4tIev++1dykS4HFcT4Pb/irtVX/pyhI/77eu9U+1RU3KQzZxxgV4v8d45idBMIG4faOf++K9tPSvGvjw4ii0NwDvzMF/8cqVuNbniS3EinaZSCprVTxLdW8HlQeVEu0KwVc7vck1gzEmUk9aZXVFK2xLZ1EnjnxBJGsP9rTpEFCqsZ24H4VnTa1e3LZnup5e/wA7k5rJBp4PFXddhXLJnZnL5wTTWkbH3ufrUHelUFuAMmnzaCH7iRySacGAH3asWuk6jeHFtZTy/wC6hx+db1r4B1u4x5kcVuO/mPyPwFRzruFmZulWF7qLstmqttxkdPzNdBD4N1OfiW4jiDNyBljXT+HPDK6DbOHm864k+8wGAB6CtvaaxnVdyrHGWGgX+pyAQxNg9yMCvSfDXhBNMg/ft5kjHJHYV0VpYxWyBY4wo9hWikeO1QNsgis4YwAEFTrGo6AVKFpeKZI0KAKeB7Ublo8xRQIkVeanQgCqhuFHek+2IO9JjL+73ozWa2oIAea4B9e1O98bXumLrt3aQbpPJWJQ3KpuC+w4PJppDM/46l92gRohZ388KoGSfuV5xp3gm7u/3l7KLdT/AAKMsRV7xL4o1a/NlPcahNJJEG8t3YfJnGccd8D8q59/E2rmQsupzAegI/wqeppHYd4q0qDRru1t7Z5GV4yzbj74H8qt+G/Fc+g2ctulrDOryeYvmEgq2MHGKwtX1e71WaKS7ZXeJNgYDBIznms/eTXRCKcbMh7nd3HjvUZ922O2hB9F3Efiaz38V6g5Ob5xnrs+WuWB705R7VooxS0JubcutSSuWknkdj3ZiartqRB4Gfc1mj5jwCc+gzV2DSNRumVYLGdy3TCGneIhx1OX+AAfXmg6jdN1bH04ratPAOv3OCbTyVPeRgKtaj4AvdO0xrue7jGHVQijOc+9S6kUMx9LW71LUYLYEu0jAAVr+Yr3HDDArZXRrLw/pEWraNqd68rTm28yeJUExCZZ4h1CqTtOfUe4HJNiOTc74I9O9YV2p2NqUrXOx03UJreVPJLFRySKvN4hs5YCrX1mGB5VpCCD3/hP864H+0rqbdDb5jTGM9zVe20+W4ZhuC7fXvU0oJPUqpK56XDfWTRgLc6fg9dtyg/moq/b3lk0WTDDKc5zHdR5/wDQq8t/sWY/xxn6086DdDoIm9wcVu4xfU52etyXaPb+XFbzgDsWVv1DU6GUxXEMv2W7JDfMyxtgDPsPSvHZrK6teWUqB/dakgvLmNty3Uyn2kYf1o9jfZge7eD2J8Z6mCpXOnwkqeCPnJGfzr0Fa84+FGkXNvpl1q14XMt4VWMu2WMa9/xP8q9GFZVVaVhofnivGPjyBjQSewuP/ZK6CfWr2Xx3eaXNrN5aWpnKRmKWNFj4B5LjGMZ9815V8TdQ1K41CC2v7m5l+zSzIi3ON6cgc44zwM4qLdSk9Tz6UfOcZpqgk8DNSsNxyamtgqtn0PerUga1NLSPDF/rCNJD5ccasAzSHGM+1dFa/Dh2x9p1AD1ESE/qa1vBpD208nqyrn8K61Rg1LrSvYXKcxa/D/RYSPME07D++/B/AVuWuh6bYjbb2NvH7hAT+tXhThWbnJ7sLCKpUbV4HoOlOC8UopwpWAaQO9NKis3xHczWmjtLbytHIJFG5euKzdastf0PRdMvbq+u1mvDJ5kRXAhxtKAnH3iGzjt+dWo3A9jU1JuNFFUSNMjY61E0rjvRRQBA00nPzVC1xIM80UUgK8lzLg/NVV7qXH3qKKARVku5ufmrzXUtWutM8W3V9AUM0crbd4yOV2nj6E0UULcZxusOwjgXPHI/lWT3FFFHU0jsI9R96KK2gQ9za8N6XbatqIgud+z/AGGwa9PsPAugxAMbVpCB1kcnNFFaslmzbaNptqgEFjAm0ZGErSjx5YIAHHYYoorkqAiVPu1heMf+Ref/AK6x/wA6KKzjuUcnq/iFtZhgik02wtzCipG9ujqVQZwoBYgDnPA5PNctJGrklhzRRWrBCQRgg9R9K0rSFFDEZzRRTYM0VjXir4t0JA5GfSiipJLVvoFldMDL5jf8C/8ArV0mk+C9FecF7dnwQcMaKKtCPR7FEig8uNQqLwAB0q2KKKhlI8e8RaodP8W6whs7O6jkudxS5i3gFRwQcgjr0zg9815z44upr66hu7l980zO7tjGScUUVT2Gtzkaen3TRRUos9N8EqBooPfzT/IV1Y60UVnL4iWPpw6UUUCY5elPFFFMDE8V/wDIDb/rqn865O713Ur/AE6DT7q7mmggdpF8yRmJLYznJ5xt49Mn1oorSOwmf//Z", 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", "info": {"video_id": "196972", "label": "showing stamp pad to the camera", "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": "196972", "label": "showing stamp pad to the camera", "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": "939d63428de5cd9f3de3f86fe8d97ec2de849bc65af4befddf0170bc79a83b64"}