diff --git "a/video_unshuffle/reorder/train/batch_000409.jsonl" "b/video_unshuffle/reorder/train/batch_000409.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000409.jsonl" @@ -0,0 +1,100 @@ +{"episode": 40900, "episode_seed": 3319960095, "split": "train", "timestamp": "2025-10-13T03:15:44.706508", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3319960095, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "24915", "label": "closing wallet", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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F7aLcwZAbjaRyDXFVw7gz2KVWhiY3+F9SteRrKxKuzqOAzLhseuKzpImYgd+ANorYFhctA1ykchiUFi+3jAIBwe+MjNRWTpDqcEj232lI33PEVJ3KOvA9Bz+FVHTQIVaU1eG6/E6a0TCgmvTPC+r6Jp2hvIFSK9ht3kneQBd23nGT17YFeYi6jh0ua/8AvxxRmQBerY7VnT3s88VtJdfOtwu6K2iOIwevzt1b6UqEZc2hrmlWj7FKTeu1up6sfFuneE/CVrGZEnv2jA8pTnDnk5x7npXimra/d6hqc93JKTNIxLN/SjUpLh5sy5Mx4CgYCL6AdqueFdGtbzWFjv5NkQUlcjh5MfKue3+fWu6FNRPmXUudF4YvU1KNLW8Y29/DhoZXXB9uD2P+e1at9YRm0uScRSIczI56vnqPY1Tm0y71K1VC2dTtc+TM3f1jb1U9j2NZ1z4hN/pLSXAKXtsPKdTwxHQqwrZGLRy7W82ra/Hp9qpYyTBV46npXtY+Hix2EVtZ3KARQ5VCMmSTuSegB/TiuZ+GfhuWPzNckdV8weXEzpk8EEkZ6dAPzr0A6nDpyw6fptynmAiIvNlvLyeMDufauWrOMnZno4aNSn71Pc81ube5s9QZQxivIJThk6hgegxSSvHfwq1xOs1wsWFUKUZTu4Xphuprr/E/hAabYG/t7gukYHmiU/MzE9RjjuOK4aWITuCoG4nDZOK4pJwdmenUwscVBVKD23MfWr2Cax0mxQEywtOWbYAMMVIAPU9+D0qGBMY4qx4m0W60aW1mmVWCs+8JzgdM+/Wm24XykkByH5UjoRS5lJKUTswH8Pkf9f0z17SfFugQ6W5hVbNI8AW+35nOOoA6+me9cVqttNH45t7u582M3tm05WdsmMc5XPtWH9oWyjE7vt2kbeMkt2AHc57V31hYXXi3VrfWdVthBFbxCOC3Y5Y85LOe5J7dq0lU5oNM87FYWOHmuR77lzQpGh04eYCd+SqnqF7fnXhHiG1hsPE+qWsIxELguo9A3zf1r6SuLUJggAMOQa+b/HgZPG1+2MBtrD8sf0p4bRnFU1Q/SZjHb3gALFIvOCj/AGTk/wDju6uiF7b65d2MUOYzKqqzjru7H8657w3o2u6jco1hp11IpBVnWM7dpGDyeDwTXd+GvC1ja2twytEuoWD+Y7XTn7gGQFUcBtwx+NdzqJLUwjh5TfMuhf1nwHNb6ZcX8V8s8sJYzb18sBAOozyT7Vwwae0Yy287xZwJNmeRnuO9eo6fdT+KlTTLiRorIr5kkcUZDSYbOCx4A6e9cn4x8Or4cv4xFOksM4ZkjP3kXPRvXr171xzX2o7HsUV7ZOhWfvvbQ5LUfs0sbypIJJC5LyYIJBI5K+uT2otkwBmnxaW2oT+RblAzAsoY+gzRZyRSW/nF1VFHzZ7H0NZuSexvgaEsPOUJvex6h4C1DQbWzjjcJDqWHMs0oABUHIAYnHpx1rO8eaqviC4t7OxuneJ5fJ2E4jOOWcfovP4VyGnW1/rUoi0+LEWcPcOvyj6epr0fQPCNtYQgPmeQjDSyck+w9Kbr+7ynHiqdONVzhK7f4FjSfDywWaqzlmYdvT2pt4qWFvJKMKIwck1sW8UGlwyeWXwiluWJwPSuE8RasblWt15jcHfkcEHtXOld6kUqUqsuWJ5Fqztquq3eoKuRcSlwAO3QVlmAqSCuK6abR7zSLwWdzDIglQSwmQY8xD90j61Vuo45IS23ZIOCOor24JcqseXO8ZtMwbZZ4btGtwxl3AKoGSxPQY7137wXdtcAtugvoWyQByjjqPwrK8E2F9N4lsbmylWA286MJ3XcA2cAAdzXpvivwSNI03+0oLrcibRKk3Du5PJXHH4VyV1fVdD0sAoP3Kv2tvU4mV476FWuJ1muFiAVVUoynd93pg9TXoXwlubefSru2QfvYHBdtgGQxJHPU9D16V5tJAJ3yoAZjg5OBXpPwz0ubRn1Vbgpufy/un0Lf41yyqRtZ7sVXCToP33c9HLbR9KpT3RaQRpyx9KrX+opAhy3OK5mPxD9m1SO4KtLGpIZA2MjFRFq9mFOhOonyIu6291a2slmZNrXPz5CjDIQVwc9MMF5/wBoVyXxC8CW1/4abWYFmt9Ss8RTRygkT98L1xjPHbqK29c186ubRxAIvJRlcE5Dbuo+mBVG91S/udKa1M7PaYUBWIOFUnHP1P8AKuuM1G9jX6nUlGEZ6Xep4AoIfBrVt3ZIsAfjWt4n8NzoJ9VtICbRWX7QV6RsxwD9Cf1+tZlsuYg5z6e1ddGfMrnmYqi6NR05dCCVAQZCD/jXpt9oml22hadqWiXnm6bcriOOQ/vUcD59wx2P864eCwk1GRbaJct1J7IP7x/lXtPhLwLZSeHDbXKXOBvWJnXZsJwS6juTx144xUV7S91bm+Dl7J+0n8P5nm0bC0Lbprhbd1YbY243Y6EE4xSw6nb6RrtrqFvHuSMk7Ym2EnGD6461d1myh0/VLqyimFzBHIUWXGN2O9VrPQV1OGaVblAYuGUDJxjg/TNcHtFDWR6GJwOvtov3X09TXvYVhnFpHGXS9UhoE6Fhxn2GD1qzH4VvdH0SKzv3V4JcG3mHSOQdEf0OOjdD0rqvC2gfZy9/qG2S8kxgj7sY/uiuwjiiuI3t5Y0khdcOrjIIPY1jRrSi0Y4yUa3urZbHho09Ema3vGMdxn/WsOD/AIVafT0g27UbYq5z2bPevRNa8GIIP3aSTWS/dKjdNbD/ANnT2+8O1cZcW1zoiCO5U3WnO37q4hO7Ht7/AE6ivWhNSV0eNKDjuWNE1eSNJ7edVkcqG3N1ZR1Gexwf0rnNatZLnx6lraqPtEyIsgI++54BI9cYz9K3FhSREntJUmRgVz3APBB9+axfDc4vfHb39wkjIHOBFyRtGFx+Qp1JcsHIujHmkonpQSGw8P22mLmWdcb5c8rj0x0+lRwSyW0qyRO0Ug6OnGfYikuJbC51KK0vD5SyrkKAeQO2R0JNQOVsEZri5YoW/dK/LD/ZBHLGvDk5ytLqfS0eSMXTt6lnxB4ibVNPXTriBUnjcOzg8MMHBA7f/Wri7i1JJ7V1Fjpy3k9xcXwkjeZQ0Qx90A4GD3Ixz25rLvLV7XUZ4hvmt1IJbbkhT/WqlWvLllvY6cHOnCPJFW6mPqs93ePYLPuRbdCPmTPmg9Dn8K5+aaLTbqWM5IyGijXk5bsB9a3vEGrLbWMDSuSkIcISPvDIAx60eDvDk97fDXNRhJmkH7mPHEa9j9aVJ8qba0MatWNGKcd9TS8I+F7q/u01TVYwNvMEBPEfufVq9UtIliQBQBis6xjEaBFXb7VqxIQOe3SnGTbueVVqSm7yEmXf17V5f4i0q0jvptQe2iM0Xz+c8RfAU/dxzXqEzrFE8jH5VGTXmmrancteOLa6kiHRtiqQx79QfXFbO6Xujw9KdSXuK5sQ+J7+9FhAl4UaWJn3QR7Vwoznkd8gYHSsO9upL6/M04RplXZuCgFsdz6nnrU0OsyXCwLNbK1zFGY/PUgKFOO3YnA4xWfE+n6ibuJ0l+2QvhTypTnlgR+Vc/72cnzPQ7cPD2HvSjq3ZF6w1G802fzbOTa/Vo2PySfUf1rF8S63/wAJNereGBYSIxGEU5xgnPPfnNPuLvy1Nrbyma6xtLnHyZ7semfbqamh0O1XTPs8gmiuo9yOScNnHAPqO/41SqOnD3tjr5qSrKaWpyQilhuUlhz5qMCuPWrOg+GrnXrk3N3H9ntTgtAOBIR3b/CgLNFCJJVcDrE4HVgf5dq9PgtBAiLEAoUcjHWnKdtjHMJ6rlLOk6fFZwBUwOMYx0rVjZlyFOOKz7dzIwCj2qHUrmZ7WS3sV3GNC0zg44qIvueU7t2M/WdRmkjlt7UFg/DOO47isKPR4ri0aWe4lS4J2hHjLADtzTJGkY+ZuIOOo4qRdS1GKIIl66qv3Q0Yfb/L9c1pJSa909WGGr0Yfu3+BQ8QXb6z4fQzXNs9zpMwWKZQdxThWQjHfggn0rhJrCfVtbNrbkhC2WYrjavckf0r1C31iQ201vfW4u1kkWQMiKjFwQfmAwD0Bz+dUWTSP7WFtcWyQ/asuwjT/WdcAkdya3p4mqrwa+Z50sJ77qVVZLp3/wCHHaZCNHihjsS1u0QwjqeT/vetXPEfimTWtOj0y5to454HEjyKfv8AHBA7e9Z8jR6apEtxI5Y/uoid7/Qdz+NLp2mLcvPcagsiyXADxFSMKAcDae+MYP1rnjOUE5N6Hqz9lzxk46r8Dl7i1JPHFdn4U1meC2ulu0ZSkUYRiPvD5uc965+7tXttQuI1EktsjctjJCnkfjQuoyjTzbruLsCkTMpAI6bvoBSclK1i8So1Ukjdu9ZkvH4JIpkQyCxHam6Dpf22QwCUJtjLbiM8itp9HWW+e2tJdqrCGZmOct0wPqaTqQjKzY4zp0vcRBqFisCRwxz28jOoYuuRx+eKgtdKaS7jEsbTQ8lhC3NLe2M1jcG3leN3ADZT3FVVDo25JHjYfxRsVP51pfmjozONKrKHNCpuWNQ09LdxbxpeC1vybeWIw71ZSM4OD/nrXCXelz2sT6OtpJK9vOyxyYI3d+fTggmu2W+voJlliv7oOpyBJJlPxXABFXLnUbm7tppVtAoO6TyouWk4yT06nFXTrVaOi1PPr4KrUknWencwdD06HTbVoYnWScEGds5LNjuOw9K6C18Q3vh6Bri2KtBkB4JMleTjK+hyaz2fT7vTrW/8s24QEtKx2sWzyMjqPaoTbXGtShI7aQW8R80q+UaTHP4DHQHk1m+aNTmb9Tr56cqKi0rdF5d/Iy73N5LJOxy0jlmPqTyaq2cF7FJMbEFnKEOoOCVrpNdsrWWyFxaxbZdy4KnqMY6flWOkd5bXKoIWadA24owO5R/Mio9rzRb/ADOuVWMqVmrHqttubEceQScfStmJREEReT6/1qhZIIo95+9irAuAMuxwByamlpqz5+Wrsa6TxxREu4HU8+nrXF63PHLLJPpUMazOf3scynyLgejr6+jDke9WZbx792VLTeS23LyEYA9gRUlrEEukt5ojDL2Ads9D82DkEf4V0xrNuy6GkKEYazV/I4K60y21GSVdHaTStXYZk06WTAkHcxN0kH0+YVQ8GaZNbavh0UuQ4wDnByBz+tdpqel2t8xhmt45IEVXyW3YPYg9QevSp9P0y30aB7mOMrPOMJuYscf3jmul1eeDjIf1VUpxqU38upPfrZokRZI9tr83nOOQ/c5rChbzmeeVCk0hJ3HqF7Af3eOwq5MgJVnSN2X7rOgYiqkxyCSea5Xpqj1aGGs7y/p9zptRicadCfKSGVBuATGBxz09axEkikuLmCfEUjojxs527vQY9easQ6tLcaa0bQkeQvzTMcj2z7n0rzXzLrWPGV1ptxq1xbIfM8rYu/LKmQvsOOp9K5YYdzTjc50vZRan0Ne90Rtc1+0hmJa0sZHIjPTcdufwyK9KsbVIURVUBQMV5p8Kb241EakbuZ5TH5bKXOcbt2f5V6xAAFFU4uL5X0OOvJObaJ1iU4IGKkkkEaE+nSk37RWVfXvz7E+Y5wFHc1qrJXOco+INSMNqYI8liMtjt6Zrg3GTgV1HmxTi6+0iMSRyLuMi99xGCAeQM1hpbNMV2bS0jYUD0zgE1S1PawMo0YPm0F0qNRI7ypmBDufHf2qHVr5ZDN5BjN7cDbiPGVX1JHQAVeu1EMa2cR+WM5dh/E//ANas6VmBIJ69eBz9fWqkki4U5126j0vt5L/Nk2jIRqNtHbRxKVJxG/3MYOfxx+NXtajkOpB4QxZsIVGPm44PPFYHntBMkkeCytkA9DUPjLV706Gl2ubWWV1KbDyw5BI9BXNKDnVTHXp+zlzRWliQy2lxpIy0azwq2+MHkgHr+Oa7uFyQPpXjGt28EGhQanYavfzhrr7Nm5hWNZyE3M8QHO1ThTu9R7gesSXiwRgDl2ACinUpOm99zzq9SM7cpNfX/wBiiMMILzSHACjJJPYU3TLyGKEi6dQrg+ajDkn0x+lZpmns9TgkVQ9yDvCk8YwQc1L57380ixWFnHMzkyF8u2T9aydpLXYqnRtutyjNGZZXZIHRGfKrtPGegqrIuDjFdDbwC21CO1uoIo5GXClARwQfmBBwfyrMuIkedjF5flqq/czySOnPOetdcXfY9Ghir6SVkVLOFmukVVyzZArQ1K5sIhHu8oR23KFgC5fuR3ye1PWP7Ba7iQLideP9hPX6mqEgK7TxlfukqCR9D1FXKKSM/exE3OOy2v37mfbgsHkmTZcSklyevsvsBxx0rq9ajk+wwl0jjnjG8+VyoOOfzrlpuAa0F1S4uNJZXiVEt12mbOck9AR3JrnrRc2n2Lq0OTlcen6kAkiNzd213thmcI0ZkIBbjhfTPP61hoztdSRFswxyFUX+6f4sfjWXZGLVPGL6ZqepXVtBLJsSWOaNFj9Sxk4xjPHUnApdHM9tquq2Vw1wPskxjVLgASLyR8wHGeBnHFaKhy++Z0qsfbcnU7jTxeWFl9og2SRznYUDcjH9avwSvC0d1LG8UEqbY5H/AIiDmlnmDaZDcSPF+7UZSL7qsQOB79KSLUL+3tbeNjAIwcRs8YZo89uelccXztuxm5ua5kt9yXVr+K/EKQBT5edzsQpYn+nFZkkDxAFlxuzjnrzj+lbhtr2KzkvpLoSKo+cbQDj2yCO9Q300NxaRrCYxPIijasY7Mw5x93A5OBXVS5eW0S6FZwagl7pgmMt1rZtpPsFjucbZpEwrd407n8aZbWsJd3lk/cxDd7vzxgfWoZ5HnnaYkh+2P4R2ArflSV2XUm8RPkjst/8AL/Mzbmc3V1DJEp+zw5Ksy4DP6gH09fU10Hhtj5d0yzKFON0R+8zeuaxJSWJLMWPqTmo7G7urW9BtNu+TEZDDg5P6VhWjzQ5UXOg/ZNdXqT6mr2yTSoUCqyPtZupJPAHccVmaxdWt48T2M5V2l5wNrIQMk1U8a3c9vBMY5ys0cioxToDnkD2rn9e0rW/DmkaTqdzc3K3N2ZDJEUwIAApQMcfeZWzjt9QacaHOlJdDnnUhTsp7s91eV1QYPaoxKznax4Azj3oorlm/dZ51L40LaqE1hdv/AC0i3N9QcZq74ihVLWK8QssykICD25NFFZ02+deht/y/gc/bOwMq8EIxxkdeQOasyElQGYthcDPpRRXpLY65L9+UnYtGQf4WIFUpjuZAehGaKKhnfAZNPJHYSwqcJKRuH0zivLr/AFO40vxRPf2+zz45G27xkcqVPH0Jooq6XxM5MWl7P5/odZ8HhhtXHYeSP/Q69chY0UVjU/iM8ir8THM7bWOegrH079/qUzycmNRt9s0UVhiP4bMkY/ia3ij1B/LQJvtzK23jLZxms6HLxQszElnwTn0HH5YoorXDv93E9qOuGVyKRiYs9CPSqkrEgHuRRRW0tzvo/Cil95iT61h+Lp5JNKRXYssTKqA9hknFFFEd0TiPgfozn9e8TPrkNvDLpWnWxgVI4pLZJFKIucIAXKgc5OByea7rVLuZpkUvwBniiirxHxRPGwiTqRTNrRHe78+7nYvMzBSx9MVsQQpDrlsUH+tiO/3wRiiivKqv35LyOqto2kXPE9vEbWGfYBN5ix7x12nPFc1CSrXCgnbFvKg/X/AUUV0YJ/uhYf8A3Zk7ja23kgADk57VTLFozk9DgUUV2SO3DfAinJ8zgHpUFzPIlm8CsRG7BmHqRnFFFQdEkcPPrj6XqN6jafp99HNIHaO9g8wBlHBBBBHU5GcHuDUui6hdajql/e3UpkuLlxJK2MZY57Dp9KKK6ZfwzyKX+9P1f6nb6LmW/ggdiYi+7bnjIHX9K7aS2il0653rnETEfgMj+VFFeRiW1UjY3xWjNjTX3aVCWVW3oNwYZByK4i4AUxMo2lpJAcegbAH5UUU8J8UjmwL/AHki8EVptvbjHtxn+gqlK7KUIPU4NFFeivhOvD7srXJKlwD2qAEqgZeCOQaKKjqdvQ5bxNI76e7sxLNIpJ9TmuY1HxBqmoabBpt3eTTW9vI8qCSRmJZsZySecbePTJ9aKK3pfCeXjkvaL0P/2Q==", 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", 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", "info": {"video_id": "24915", "label": "closing wallet", "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": "775210514740a8f7cd9c78e136484a83d119d54ab06e118d3736c6edbba0d73a"} +{"episode": 40901, "episode_seed": 1732375165, "split": "train", "timestamp": "2025-10-13T03:15:45.577117", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1732375165, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil over paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "83773", "label": "holding pencil over paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "83773", "label": "holding pencil over paper", "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": "69b0f8d2acae18d4922a696a159bcd6cca48beb779716a3f172825e8c3e5d606"} +{"episode": 40902, "episode_seed": 2848129406, "split": "train", "timestamp": "2025-10-13T03:15:51.074764", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2848129406, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 3 stones onto the plastic bucket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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o4B9jmsA+G7a3ixGpLmUAMxyxHqT+db2jRy2ehGK1t0lmkjyodeOWGc8c4HOPahjNrT9Yk1CJLa2jVJ2kSIuwKqWOACfb6V3N/wCDrePQ7kSz3DKYzjywNxPsACfQ14rcapfaZPY2d/ZG0BuVleeNjzGGX7uORg5z9cV7xY6xHd2C2mogsGXiWNuWHrx/MfpTdVpWuHJrdHlmmeH0v9c+z+H4DDqQt2SZ5AREACAZDnkHIxjuT7Vzuv8Ag7VLC7ZNQmkjfP8ArJ7eQq30ZAy17fa+G0s7z7VperO0UoxIshEhHpz1xnPFSatbC5spYLy4jkTb15GMdyaimordXLqVJv4XY+apbK7sm3RXdpcgdobgbv8AvlsN+lU7jUJ5B5Zjk3dMbTmvRL+30m4LxXKecAxAZvmz7jOcVy974Ws/MDWlwYwxxhSVI/DpUt029rDjOqlZu57jcSj7LLLnIwN3uAR/hXLCMRw7fm3nPU5wP611MhR7SUZOCvGOtcR4iv7iwtn+wRNLOOflXeI0zy59QOn1opKysRMyNaOqakX0TSEkMrny7m6WNtsSY5APqfrxn34mufBFn4d8J3M0LTG/iRJlnlYjIVhkbRwBgn1rpPDCS6fp8aRozTgAs+774bue2c45q1qnhnxP4m0SY6RcWcKzEwuLkuCyZ5ZG5x3HI6VadwtY5L4nXBuNN06COUyKF3lcdcjOf0xXrHh6HGkWpAV1SJQVb2FeL+JvCniHw9o1odWVDnMazRTeYd2fuk8dR0HbBr2Pw1cqYI4w3SPkdqym+5pFXWhe1W1LaY0gkaPy/wB6FB3rxz0P4jFeUeN9TezikktImM0ZRkPkgDr6D2Br2W8uAsB3enevPmGl3+ozafqCxsj8IHGB68H1x6c1EUmwldI83029/tW5my5s0cSzFnUmKOJRk8j73GePY1p6hZX9tbyyw3dhqlpD88z20xzGCMjehwVA456VWgt4DeXC2s80KwOzWY8zcI0yTnnjGByMc5Oay9VtrixuIr8edaXbgESWpyg+ik5X6ZI7YxWsacbakSlJaXOm8ATG6m1WaZckBFUHsCG5H6V0uuMy28arJtPCg4+8M5x+RrC8FW1mWlu7eIQy3USNcRqnlp5gLfMq/wAIIOcdM9OK6PVYtywSZAwp7H1pqPLInmujAuUZF2KPMxy2OMDFcdqkl74k1JdH0gxpBEc3U7thWb+6MckD0HU+wra1fU1+2LpUIPmzEeaykfu4z1H1I/Sup04afpNiEggt0KjcHjiCcfh6DNatpAlcxdIs77RPEunafLePeQTWruzMu3Doee/PbGfWsjf9s+MCu6qADtAHTaFwv6AVc8UTeIo9W0+e18P36GBmYXf2ZpEdXwBt254wOQeQaytDZh4/jaWJ43/eMVkGHXgcH8/5VE9EVE9utYFi+dVkjkPRowOT9Oh+tZ2rwyxypMTCY3BV+WiOSMgnHfjH41r6fOJLcBtrBG49OlQayY5LVsgFl+Zc9mrn0NdUeQeLNct7SZrdiWaWNihRmYBlI45+p/KqWlRalqyummJDckEI375VUPjO0FjgnvW94k8O2WqaTNrCzGOS2BYKAGVueAR1ySfX61zNpbyC1NwkcUyTuHa2iUIUI+VXTsp5Ye4OD2I2jBPcybe4zVpr3T7gpqFhc2sqgBQ6YBGeT6H6g16pZWNtGjyBdzMNvzHp3ryRZNQtEOn/AGxprdXHlwTof3Lnoy5yBgA/dOD3r161+c4K7QFzz60pQS2CLb3Kes7jcQohC5wG+XqAMZrBvZI4VMkx2xIuWkboPXNdFq8eJvM77ACMVxUN1BrusfZHVGsbdiCzKGWSXscHsOce/NaRfuk2uzK0u01jxTri6hBN/Z+mxNtgZuX29zt9Tnvj2zXVadeXaeFda+2oktxbSTWwYjg444Hpgkit3zv3K2mmWAeRl2rBCgXeRzgZ4HGfzFcDeL4jWbWhdaDqNjZXDGYiW1YbccbmbpjAJOD3ob6jSs7G58JLZZtIuyyb83H1OMCvUmi3w+WpLLjJEyEgH2fqK80+F03k6ZOwAU/aG4HTjAr1cSptYkAFupHWueW5qkzhNUkaC3dbt08xCUJM5O70O3HfIry2fX4L2VXRxEyhxKWYgDaxAI9cjBxXrniFbZrgI4ULOwy3T5vX64/lXmHiDwxaaLqkdrDJHMt4mQJo+YRnGc9MnnnGeKqMbolt3LTWGvRWv2w6PPLbqMFowshz2yAcj8qb4b0+DW1uw1uJGi2HMijIzn/D9Kzblb4qbiKaWC4hYSm8gLYkOMBjjBDYAyRnOM4BzXT+CLuW6lv5Ll0e7Pl+dMOPMPzEZHQtgjJwM556VcoRtdEKTvqb2meErDT3SbyY1mIY7lQZU9ufyqtJ8txKqh+D8xfnHGePbmunjZpVJPIIwOPT1rl7pxbo7yyCNCdzs3Ax6/SnTFIwdX1WHSrCXUHIeTpFH3kc9F/x9gapaHea1pemWtzqFiI7WS5WIM5w6h89VzkDsK2dH0mz12+j1a8aURIT9mRWAEfbJGM5OM/lTvGus6dY6O0Hm7JiY3gTdkuyuDnPTjGT9RirbQJMzPiCIY9X0e2t1ZHYgyk9Gy4/wr1fTLVI4ETeFjA3bJBlff6fhXiWrat/bur6beOpG6SPCBs+WSwz9fX9K920iYS2ojYZwoINY1HdmsU7FXUA8CRvFCVjLbWMTCQDPGRnBHOO9cL4q1WOwREuZ5USUmMbsDBwSMjJ44x+Nem6lHFcWckZYgMMZBweOeteX+IPCsfiOKR4J0gkibed65XIHJ45GPxqIq7CTdjk9PuLy9KLbW0t1I67vKjG9sHgEjsKh1C6eCQQXtrNbTRjcySwlTn0wf50zTlNvHJcW8KxwOqxyrDIVdip3Bxk5JBxx05I4zwXuq6wVe0u5zqVpK+9beeQrKme6FvmU/QkeoNaqmmQ5NHsemeEnh1YSpe6lJayR7SjXTMFJ6H5if8AJrpLTw3Y2sxMcIWZl8tpmJZ2Hrk/U1L5o0y2G6IeZj5EDjLY65J74zWtEWmtAcj5xjGMEZ7U7EnmNnYaonjrUrWG7tP7NFw++F4svCp+b5SP0BGMGvVLaVVtRtI2jCqM4FeS+JdJvrbxNd65aKz28h/fr3jxwD7rgDPp9DVm216cwPCZznbkEsSRx70+ZR0aC3MReN7xNc1pIZZFENszeQgxhj91m9/arXh/Ufs7JBMyK/A+fgPx+X+T61534ivpl1kNC2PKiVBnp1PWtLTNdUoYrsLsGAGfoffmsJ+8dEVyo9X1G6zCSzYAFeR+J7+Yuot5FXzzJ97oQoADD3B5BrqIxayhdjLu67S5wPpniua1mwn1LxMLK1hMrxQA7dwH+02CfYrRBNJ3FKzOR1G7ezkttTRdtpdApKF6RTr99T7HO4ex9qvxeJJLiSzN6YZoZCUdgfnAxjJ7Y5pzJ9jnntNTt3+zTgLcQ7droR911H95c/QjIrA1LwydKnSXzUmtJfmguUPySL/Q+o7VcZdDBrWzOx8InV7mTU7qxNqJS+GhuFYgKCwQAqeMYP4mu10201nV7BWvFs4JFkKS7Cx2qO+Ce49+1c58KwPIun3qMGPLN2Hzdu9esW5t7cCILGGdc7UHzMAf8/nVr3tSpKzscXdeDbex0a5vVBuL+2hmmWdl2sxwSFOByD0x2pvguaLxACs+mXVvHC2ZY51G1udygMPvDPbtg+td5fKBY3Kx/LugfcG7/LwPzxXlHhnxLqFjE1hdAedAxSRXXDZHYkfnnvVXS1ZOuyPbnuYrayznYuwnCnkY5Jrw3W719U8ZvrZTEeAkajqEHr6nPP6V2GoeKZr3SzGr4WRBG5Axhe/+FeUx6/IupzhgWRpWYDG4Kuf04pVJJqxdOLTuevaLeKbdVy2D82ex65/Dv+IpNZusQyOzYUAmuM0rUlZBJZ3TRbuqj5lP4f8A6qvXZu7xTHczb1YYKqm0H69a5lF3Nm0cXqeqCK6azbzIbaUp50qHgAjIYj1U7Tn061i2ur3Oj31xaTqBPby5aJuQxHf6c5B+lWNV2S6rfMxJQSFSvY7flA/SoJNPGvW6W2dmq2y7LdmOPtEY6IT/AH17eo47VvdJnO1bUmvdQbUL5JBE8RwGwxHOc8jFenSaFq6yTGz8QTtLtGxZraJlAA7YA/P6V4layXFpd7Lhn3htpDjBXHGCO2K+nILZvMRfLkLDqisMkeuewyelC+J3LduRWMGz8O3WqaVEdRvWZjGY5fJhEZLH0PYY54qp4s0f+w9Ihv8AS9PWadpUgdC2zzECHkkdwcY4ru7e8SS6+zIGYgbtzDCkd8epFYXj+0urvw1LDYkrcCVHjRTjds5IB9TxVJdCLlzwfCs8MOo3Fi0E8wwscrBmjXqR8vHJH6DpVvxrrj6do0kduf8ASJw0MZJIUEjlsd8V5/ofi2+iSNpZZC6YVgwAYHp35HuKo+Ntann0+RmkJYhUTJ+6CQWPsabmrWQ1Bt3ZW8KoNLcWzBsM24EHknv+Oea9JjvPMtM85I784rxrTNdWQKl0mVY4Bbvjvn8utdha3lwYQlvey+WOcOA3HsTzXNKLvodGltSPxhdIsTBgr4VnKtyCAK831HULi/tZ7omUvabd0btuPk9A2f8AZYkE+hFdf4oVl0meaVmaSTbCXPXBbn9AelcYjy2Vwk6IWlVfnWQEB0bgqQexFaLRIxkr6o0LLxHm2ki8k3CuA5ZcbuBjn2xW14QvJEF60el3d4zfvT9nVTt5JwSzDk549cGuK1HRzaINR0uRzp0rbTg5aFu8b+n16GvRvhbIlxb6kqrlm8sH6fNRe9ghblbNy18QSRz2tpPo+pQSzHaoMSsqse2Q34Ul74bu9fHkTpJbWT7vMcttckYIOOeM9c9cYrrrXTo58LLG2EPB3YPT+Qz1raWOF3LBgCMZHXirSs9DPQ8rtXsNK1x/D9zMFvI1UJGyMolyoK7e2SCflz616ppOhadBpP2aeCK6TcXk8+NWBY9Tzx7fSvPfEerjSfiCjyWcf7y2SVXIwQ3IJB+m3PpXR2njGI2bL5algdxBIYkYz09KuLS3BptHH/Eiz0w6tp8Ol6fbQvaNvle3iEeTwVTA4PHNb/h6/Vk4lBLYxkdu358157r/AIgKeIZWkAw6h5MDPzsSfr6CtTSdTHEtpciM5yUbDIT/AI1z1Ped0bwVlZnoGo3P7o7TxjrXk+t66dOurgRvKq3CsH2chkztPHY9SCPSuuudRv7iPa5hVTxujBz+Gen6151r6BdXNuH2rFEqEMfXLE/rShs7hNX0KSX76dqc9rMVY4DAgYEinBBH1HcetXtX1aDUIhcQRNHcjaIw68AscZB745rNFkmsW8dhu8u9twfsUjHbvXr5RPrnle3JFZcH21LoQXLuvk5Ty2GCpzyCPWtFK2pio8z5WfXSW0EkuRDGxV8YKggZ6Zz06Cpre7N0rsitsBxkqRn2Hr0rLDnD20bJLHMgcZ5AGSQeOScDpntWvZxssY8whQufun5T34qxGbr1ofs8825RHImyRe+enH1FeL22orYzXGn3qMk1kzK+5PmIXPI9cjH517XrOpQC4+wgFnjXzGz93J6D3Pf8q8D8UWa3vxJluLd5LiF0SYoD8qMFxj9AT35xUz1Q4ble5t5WuDdyOqyPhwjISfmGfyAwPxqw8MKOmJGlZMlSv3Gzgj9ARU32e4iVWl++7HCrgqT7fTPpTgiRzBZsna3OD0rBnUiJ7qa1U/ZiUTlgcYVvX5fTPFbHg6Sf/hI7u6vSc+UzY3cZbaPyAA5qjcXFtBPby2N0jyBGYxGMjyW3YCnPUkfNnpUvh3Mss+53xtELwDhCpbdjrnsfzNOLdyJpNXNvxLFZa8yWyOskiZZponBMK+59z2/GuYg0yfTJJFN7Hd2MmfMt54dyt75zwfcV1s6RW0KwWqRwRxj5UQYHNcRbJJqvi640uTVLi0jIlMQRNxZlQsF9uhOT6Yro5U9zmburHS/CGPbL4gVVQeQ8QUPkhcl+PfoOTXpkOmj7e11cTHKEmNVjwRx2buPb3NeS/B26naTXZyzO0ot8k8gE7uSPyr1q5nR7eERyqi3CDLlij5VsYAPTvTStoNu5oukVzGYycqy7SR/n1rzbxnaQ2ljHdrbhbm3lCTOFwfLzg/UDII9K9MtogNqIrfugQWYgknufesXxZYQ6hEbKdA8bwsrBiPn3AgD8OtPyDzPKJbvytPmdJWdQvCn+8eAK42CFnkO6KRmYkhQMBuuf5H9aZpF1cDzFuFMcdo+Qjk7t4yAp/WtZd6skn72N0HyYY4H0P+ep9aweh0RC3juref8AdylRgCMRnduJHpzx159q0ofEr2TKX+dBjJQ55+nofaqVvZGeUgFVyDyT07/5FPuLeO1nlFzDLAyIGjUpggkDaxB6g9ce9JSsOUUze8AbLy11SW4SJvMZFdSNwdvmY5H41m+KPDUaXsbaQqLI+WNuX2gBf4lOePT+VWfDpuPstzHBm1Mzp5M7YO35Tn5fqAefX2pfErz6ZpLyxXU8tw7Isk7sNx68DAwBk9AK1jaS2Oed0zjdeTVLmBJb+wIubcgNdAjMqf7WOpHHPpX0xCVexAkVFyA4CsenQ5PrnNfP2uRxw6BBqFlrF/cK919lJuYljW4ITc7xd9qkhTu9R7ge8sGcxhnC71AjDtgsR1GD7fzquVLYmLLGy00tWk8mNDI+N7A5Y9f8mrFzAbu2kQgCTgqW4we1UreV7meK5CA7UVS4JBfHcDoM59PStdpIbKzlubuUbY1LyHrx7D60bDPHPGzjTvEcb3KKiXCbCAcfvF9/Uqf0rltcka8WG3tsyHguA3dj8oz+GfwrsPiiVvfCk80TIs0cqXOZOpGSpx6H5sfhXn1gs5s4gQZGkQNJI68E44Gcdhx1rOe9zWn2EhtHMDyhBHgECRzn58Z69s8/lVy3naziBWYsqkg5OQxPIIHUcfTmoxGuOEAXueuTV+KwD6fcTROjmGFpJQzAbUBHPPJPIxis7m1tDO1XWp7+1itGiyvmEknJUkqVGPzJ9q9H1bTLG+08RXMaSKkYAlxhkwOoavPJWzKttBEkU2MFnkOC+fveuedvHauzayiu2lubmSVhkp9mDlYVweDtHX8c1rB3OeorbHCJp2r6f5k1l5U1vOpUq52+ah/vKfzrqvgymw+ILW5jUbTCG8wjA+/+dZVs6an41fTdT1K5tIZJPLSSKWONU75YycYxngck4FdJ8L4ZLfxH4ktpxOGhnjVhOF8wBWcDcBkZ+nFXypamak7npk9o6RH7PsMjqG85ickfQduasWFqtlZrbmVW4JIXJAyegJ6gVFDc77mJJAQjEpkDPU4xkdAOlFq3nXMszPuK4URRyAqp6Z9c0DMfxNodnf5N1Hu3KWicfejcDHH4Y+orzawupHUYk2yco0ZHIIOD/I17ffRY0ubK5+TABwcE8A8188eLIpdL8dT2VoHSC9iWUuWO35lw7L+IJ+tTPVFQ0ZlX8outVmlJYLu4YLnjtj61YgS4tpI3iLQoSS8h56Ng8d/XHvTwyyqAm9YhgBl5BwMA9PSpBFLdTh2Ys7HkscZ7fh25rFs6EaUfiCa0UC4JJH3sHp/wH6fzqXwu0Gt+KNRuJYI3jaJuJACNpZVXg9OB+tZ1xYxxXCC7WVY2BLSqpy+CclSevPFXPDkjx3lxLDCUEsW0TY2oH3AZx1Ix29QfWqjLoyJx0uhPFfhiGEpLpi7WZtoty/U9flJ6Y9K5TWry+aOA6hYuk8TbRcsMF1xwrH+Ij1rtvEv2uw0n7VJfvPdhgjSKoRUBPO0Ad8DJ61zni7QNY03w1pl1qM9wZb0yF4XTiDG0oGOPvENnHbp2NaciZhzapn0B4SeS80p2uJGdwxwxxkZHQVqazcSWeiM0J2uzLHu7gE4OPeiim9wPOIdVurm8limYSDzsbmHzYXoM/hXELI/2q5lBAk89kDADhdvSiis2XHcbbMZGgZv4goOKsCNZLnY2SME579DRRWTN0R2kCXbN5mR+6dvlOOQM1p6D+7NxCOV87qeT9z/61FFEfiJqbFyad22hsEEZwa8+1PUp9H8UT39rs86KVwu9cjlSpyPoxoorrRys674LMFuNSgKKySPAhz1xiT/CvUtNAli811BYk9eenQUUUMaOjgbyPLRAMblXnnjB/wAK871HULn7JqN00haUNJJlueQeB9MDGPSiioGeZWEcbNeXjxq80txuYtzyck1I8gEhlEafJhQuOOg5xRRWUjoiV9x3FQcDkccU2Wee4IluJ5J3cKGMrbsgLgZ+g4FFFSUzofDcYitMr/FOSQfbio/GTEaO7dcypn8zRRXTS2OSrucjr3iV9chtopdL062MCrHE9sjqURc4QAuVA5ycDk817pr5msrnTxb3Mqedv3cg42kYAyOBz2ooqluJHYwRJtgkAwWwSB0OcVxnjPV7y31QWsbgW/mxQmPHDKRuOffNFFZso4Txi/ni0idRtlmkB68YAIx+QrCNzMu6NHKLGqou3jjO3+VFFRI2iN8xjFHGTwBuHtnFVZwPJDEAsMYJ7cUUVkadCa0w2p2cTKChm6emK7okrAozkHkg/WiitqO5hVPPtQ1ptL1jUUawsL6KWUOY72DzAGUcEEEEdTkZwe4Ndj8JNRutR1jXru6lL3F48bzSYwSfnbjsPTHpRRW0jGJ6RPJm4u7RURI4ZUVNq4IBBJ5961rFVAjYKAdoI9s4ooqGaIy/FF3MJLFA5CL5r7R0JHAz9B/OvINcc6h4v2XPzrbRusYPoRu5/wA9qKKllR3KkuxtiCNFXliFGM9OtVnlLSbgFUnB+UdPpRRWPU6EJLc3MoVZbiWRIlKRq7ZCqWBKj2zzitbw5Cim6kA/iQbe3rRRRHciexZ8ZsRo7kHnzEH61wuo6/qeo6Zb6dd3k01vbyPKokkZiWbGc5PONvHpk+tFFdjOM//Z", 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", 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", "info": {"video_id": "77334", "label": "putting 3 stones onto the plastic bucket", "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": "77334", "label": "putting 3 stones onto the plastic bucket", "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": "051b1c9951a012b7cc694d2b08a76ba9a746d6aed0877ed61b21efa3cb6e7dd7"} +{"episode": 40903, "episode_seed": 193764933, "split": "train", "timestamp": "2025-10-13T03:15:52.929300", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 193764933, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 kitchen lighter, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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kf516n8X9GXUk0gCQpJH5u0Z4cfLkfyryOx0zUFgutJuoGS6ubc+WhYcnOV5zjnFclNWR6ifMrM48plTzimKmTjNdMnw/8UuRjTMf70yf41Kvw28Uk5/s+MfW4T/Gt9TDmic2vTJximMqk7s8V1n/AArDxVJ1htl9vtC09fhd4pAwVtCPe4FLlH7RHHjb60u3cDgE4GTgdBXZL8KfE7DgWK+/2jP9Ku2fwy8YWIYwX9pCGUqwEzYYHqCNvIqrMhzRwKAFutdf4K8Pvrn2xRLKghKH93jvnrmri/CfXQ+5rmwUf9dG/wDia7rwF4XuPC63/wBtuYHa4KbREx4Az1zj1pTi2rAqkVrcp3fghrnSbS2ea4bypHcYxk5FeQWeoSQOu08IeBmvrXS40khkyiuMcbhmvCI/hNbyHP8AaNxkntGtZUo2ui51tmY1p41KTK1whfAxzzW5F4q0S+XbcRqueMcf1q0nwgtG+9qd1+CKKsJ8GtNwM6lffkn+FacpDqJmc2g+F9UG6N0jZu6nb/8AWqvJ8L5bpf8AiWahDJnosvP/AI8v+FdBH8H9NQ/8hHUvwkUf0rWsvh/bWJHlahqjY5GZl4/8dppdx855LqPgzWdNyZYYWUZ5SQHocVhyQTQtslTyyf73A/Ovb9U8GXE5Q2t9LuUH5ZjnOawLzwzrVkC1xpwuYsfej54+ldcKNKcdJWZ59bFYilN+5eJ5ldWv2ZYnE9tMsibswybtp9G9DTUG4L9a7fbo8SPHc6YrbiNwxtYYq7p+neC2ZDNa3CAnOWuG4pzwc18LTJp5rSfxxa/ryPRLDwxZxSQOscO4AHIQDtXHfEzQ7rQbWyuLaEKHaQybEAOOMHivQtO1vT7uRFjuYhnoDxWf8VLgWv8AY7YDo4lBB5DD5a86pRlSlqj06GJjW+CVzynw5rIS4W2uMyfaBt2H0PGK4y8hihu7iFSSqSsq/QE13kmhKNXtNTs22wSOFePHCHtz71af4RXN1cyTnV1XzHL4EBOMnPrVRXY2qyslc8vXbuwam3KoyTz716avwZk76z+Vt/8AZVIPgvD/AMtNZmJ9rcf/ABVXa5j7RLY8tO0jdgGmhh6V6r/wpyzjBJ1m4UDqfIX/ABqE/DDw+uVm8UBcdQfLU/zpqDexMq0VuedWtjcX+/7OisVUsQZFUkDrgE8n2qumCwGK9MT4beE/MCL4md5Oyo8ZP8qt/wDCtfDccpWTWLsuDyBt6/8AfNaKjUeyMXiqMfikl8zG+HHh+21qTUftEUcghCbd46ZJ6flXpX/CD2txYwQLZxMkTlgNuQue9VfC+j6L4YFytpeSSm4K7vOPTGcYwB616HorCWGR4nBHH3TXNWoyXvSRrSxVOTtCSZirEFAAUZrJj8GBiWXWLldzFsCNOM9q6KKLdyePercSKc4HAHU9603MonOR+ENgIOuXp/BR/SnjwlGTzqVy3+8Qa3lQs3p+NSIAjHgkUmkaXZy934GtriB4hfSqWH31Rdw+lc83wsEPmmLVbhmLbg7KoP0xx+ea9MbAAKrSk+YpGOa0p1HB+6ZVaSqK0jya4+HOtxbTaX0MoPXzsoB+WaqH4W+JvNLm70w5775OP/Ha9jVQvanAjp0FbfWZvqc6wdJbRPFh8LPEiyEi903nv8/H6V0vgnwFdaDrS32oXEM8qAiPysgAngnkV6KSOmKWPaJAelROrJq1y40IJ3SOC+Ldw8dxoiJu3ETNkdgNlcZdTRpPpGrtlvLk8l1XGSPvd/xr0zxzpJ1a6011uDEsIkBAUHdu2+v0qnpfhqxtYRH5KzZbcfOUNz+XFcsY9TuVblXKUofFeitEHeYxHurLkj8qnPinRwPlleTP92P/AOvW+mm6dDFgafa8+kK/4VKLW1wMWcIA9I1/wrTUyVjmD4ntZP8AVWkz/Uov/s1ZGs+NEsLclrQQsVbYTKDk/hXo62sATKW8Y9flFNNlbSKVMUf0KA5pxk0xSV1Y8Kfxhqt0BImrTwK4yFUDGKs2muNtWW41K+nnRsj96drD0I/wr1ufw9p0rbWs4WQDAXYCB9ARxWfN4C8PXLAz6ejDPRSU/wDQcV3xxME78p5VTBVGuXn0PMG8WNJcSM0CnJzksf8AGoF8XSlmJigAHcDpXqY+G/hIPkaND/305/rTh8PfCyNuXQ7XP+6f8ap42XRGP9l0uv8AX4mD8MfEuq6rr0tu/wA1iIWaQqvyqf4efXNbEF2GOFtZ8eu2uk0LSbPSfMhsraOCJhkqgwKoxQ7zkD864Kk3ObbPToU1TgorYrxzOcYgkx9KsrIw/wCXaXP4f41bigXt260qRlmx/OosdCZU8+QnC2kn6f40edcq2Raux7Dco/rWhHGqMcnIqRkRQCBkfSi5RkS3NzsINlhl5BaQfoaqXWr3tlGD/ZbTZOAEmBP8q6F1R0OABTFjUDBAP4VSE2ebazqJ1En7R4GnuD08xXwfzArjdQ0XUJvmsfDGpwD+60nmD+QNfQCr8uP60FM4+UE1rGclsznnThLeJ87w6H4paRANDvogTgNjgfXnivUfFun6fbaF4bs9ZnYyWsRAcZO44Xd+FdsIFZscZqh4ksre4Nl5kSStEGClhnHSpq1JTSTFRpRptyirHm9jb6fMs1pDPcSQOwYERN8uDkc4rpbGI2sIjjvLrZ15hZv6Vu2toqJwAqj04q/tEcYGOvtWKR1Oo5bnPESsP+Pu8z/s25/wpvkXLji61A/SDFdKEBXdjAqZVQqMYzjpQFzz7WNP1Ka2Zbe51MkowO63LdR7GuIPhjX2UO+nCcYBJbaG/InNe7gRtkEDPaoZLaN5CxRT9RXRSrypqyOavh4VXd7nhD3t3oifZ7uxW3w25d8WSD7HnFUU8TXzTP8Avpzu/h2Nn+VfQqWduh3CGMH/AHRU3kqTnav6V0LFzS0OKWXUm7y1PnaHXdVLsub1j2XyXJ/lXf8Awon1u6164nuvtKWkcLK6zqVyx+6ADXpDQj2FWbODy3Z+23HWsquInKDTNKOCpQmpRWpRibI6YA6CpA4bgYAxUUfX2PBoDBXCjiuY7UTIxDAYqfg/eO3Peolxu+UbieKmZvkCEDJ6mjcq4zg9DT1ZcYOTQEVc5J9qiIKnPalYdx7HBziombByakJyMVEyZp2Ab5h9aUSEH71AXCHjn+VcBJqGoXnjW90w6zdWkQaTyVjUNkqm4L7Dg8mkxI7a8HnPGWbIXNKiZwM4UVxngjVL3VVvGvbqWfyxGUDnOM5z/KuzPIBByO9C2JluSuQ20ccVIqgoADgVCPnXHpU8KAcE8ntTGmKF2nvSBcvxkUrlgducqD1A9aRyUAzSsVckZSOcUwt8tCsGHWmNx05piY7zSByT7U0yj1NQ85IrC8Y3dzp3h95rWd4ZhKgDIecE8inci2p1CXQVDyc1Rh2sOB8v868+1HU72DR4b+x8QalKrXH2fM6KizELlnj77VPynPqPoPQYj7dRUob0JlYfdX86cjAEAj61ApCsFHWpxgNk/MegApgiZVDEYwCelJ1p7Y8sKV+b+VIseAcnjtRYu4AKR1wfYVGwAbikyVPTj1p5ORTQMYX2+1NMxz1pHUkdaQLhSe/ancljhKQe1QXj+Y8ZbBxnFcSdVuLnxxdaXc6veWls02yNopY0WPgEklxjGM8dSau+GLu+m1LV7W+uLmQ2soRFucb05Yc44zwM4qOoPY6pQoxu7dqkZs4JziojggEcAdqfH86nHQUyUToVZfWn7duD27Gmw7M4HPqaVl3MSmcA96LFphtBbnGKcwAHBFMkUqBg570iOCOaVh3Atx703zMDqDSsPSodp3fWq2JZJ5vsPzp63BVSAB+dc14xvJ9O0B5rSZ4ZfNQCROuCea5fWJPE2i6Rp15c6perLdF98RXAhxtKgnH3iGzj/wCvUvUEj0NmKgY96dAAXOfQUUUySRSQeD3qZD39f8aKKBonprANGcjvRRVCIEJz1oYkGiikUIXZQQK8h1zUJ9O8aX17Bt86Odtu4ZHK7Tx9CaKKkEavw7AX7eB/0zH/AKFXeSMREMUUUhS3FiYhOD1q0h2pkAZJ60UVUSWSIetKRuYg9M4oopoZADgsB604niiikMbgZFcz49UDww//AF2j/maKKTEtzz7VfED6xHBHJp1jAYVVI3t1dSqD+EAsQBznp15r15DtQEUUUFSCEbpOanQlSSD0oooRJOhLHJ5yM1MB8tFFUA2UAxH25qFSaKKYASc0oPUYHNFFIDyXXdVOneJ9WQ2NldxyXG4pdQ7wCo4IOQR15GcHuDWz4Eup9QvtXu7mQvPO6SO3TJO6iipLex2kjHaB2p6jaoxRRSIROsjbNoOAeanT7uaKKsEOx8/41Xf5XYA0UUwFz8opD1oopAzm/H4H/CLuQP8AltF/M15nea1qF7YQ2FzdSywQO0i75GYktjrk84xx6ZPrRRUsuJ//2Q==", 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", 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", "info": {"video_id": "107523", "label": "lifting up one end of a kitchen lighter, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "107523", "label": "lifting up one end of a kitchen lighter, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "381f6b01d894bc50c4bf60642eba96aa4efc94e0b88127827ebb29187c662b5c"} +{"episode": 40904, "episode_seed": 2317099492, "split": "train", "timestamp": "2025-10-13T03:15:55.776301", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2317099492, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "203420", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "203420", "label": "folding paper", "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": "a37e54ee265d00d6f747a6b53800e670845e315e5564ae2a8d2a2166c1dd8846"} +{"episode": 40905, "episode_seed": 2678522776, "split": "train", "timestamp": "2025-10-13T03:15:58.372253", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2678522776, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 surf excel liquid 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": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "137897", "label": "moving surf excel liquid bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "137897", "label": "moving surf excel liquid bottle up", "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": "86b883b7d9936be2f6fd3551cdc8d097deb9285a55974ecb67b715d1dc179803"} +{"episode": 40906, "episode_seed": 1083718061, "split": "train", "timestamp": "2025-10-13T03:16:00.116257", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1083718061, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bathroom door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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"info": {"video_id": "10859", "label": "closing bathroom door", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "10859", "label": "closing bathroom door", "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": "103995635667de478d19688a124d3e0a12927c89203c6b45f5eec3e2b8550ba7"} +{"episode": 40907, "episode_seed": 2841908347, "split": "train", "timestamp": "2025-10-13T03:16:02.200058", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2841908347, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing scissor in the air and catching it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "35121", "label": "throwing scissor in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "35121", "label": "throwing scissor in the air and catching it", "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": "ec6878c85774da2f52051b347963653c7d4573072885f83a8f81be0c9c55e32a"} +{"episode": 40908, "episode_seed": 1854024876, "split": "train", "timestamp": "2025-10-13T03:16:03.729590", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1854024876, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving wallet across a surface until it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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ure7vGMFw6sYrWMQBQCSBkcnrzn0ouLmm9lYzr/xZfLfXtlBZ21uYrQ3EMs0hff8AKG+7xxgn8qx4NV17Vn0S6Wa6mglLC8jto9keA+Mn22n17V20ej6XZuJYbKIzLGsfmONzbQMAZPsKle5UDYPlA6ADikPkk92eZDwNqM+ny28phtj9r86OWVzK+3BB/E/L37Vp3fhWzkkvJLmaWUXW3fFnamQQRjHPWuqnmBzWFe6hbrKEaZMj5iAc0n5lRglsUG06xsxugtog4QJvK5bAGAM/hXO2+ualL4htLVbtUguIVkbyYwMkocc9hmt+5nmmT9xbyMD0ZvlH61pW3l2+wRxoikbMKoGPT/Cp06FNM5K10zWtZ0S4jntr6SYzoyG5lKhlwQep6dK6Cz8I3g12w1I/Y4Vgt0jkjJLMzBSpwRXRQzBh1q2kg4rQzUEZdn4dgs4I7Z9Qm3NNuQwIsbFsEYzz2rci8MW7zCc2hklEflb5nL/LjGMdOnX1rE1a58nXPDjA8fbzkeo8tq6mfW28woOEKNyPXj/GkyowitkV5NPNpE0UPkwhFzsiQDAqGWG1UAPI08hGRluKzJNRkCCR3JZMpL7gd/zFZNxfu6iIN0LbSO+eo/pQiye/1K1t1PkKu6RAVIHCHr/L+VYUWp/aL15riVV7kMejew/KrI0y5u1yEZFYAknse9Tmxis4wY4lBQ5JA5PrQ7iKE94XB8mKSX3C4H61Q/tKfTba8llsvMwiuAJQOAwBzx71vSMCKrR6baag8q3KF1KbNu4gEEg8/iopNOwvQz5PGV6IdMmVbS1S8J3AqZCAH28E8fpVhrnXL6XXLUXWoSFEYWwhj2DcHHCsAMnGe9dHpthp1tDElvZQxqgOwbc7fXGenNbkUhAHOB6CmiHFvdmJ4KtLqw05YNRguEnZd7LM+4s24gHOT2rsxjMMk6AoHG5B6dM/hWXkm7gY52EMjEDODwVP5g1oJOqgyKhLgZ56A0WNForFiSMRQRB+LcAyRMOu09vpzVc3UbStGkHlwnad7dDkgfnVY6zEZHhuJFCxoPLHUAbs7cfp+NUWusswtreV0JBUEYAx061LlZjsaN7e8/uwPTBOMVhTu5kMkjJuxgBM9KfLFfykktFDk9yXNU59LEhzcXU8n+yG2L+lO99kIozXKhWdmABOck9qxbvUFYkRh5D/ALCk1sCwtoWZRCu5OjNycduv+eKimVccCjUNC1BIGj2k8EVetrolMnqDhvY1z9hFfygb2ii9AuWNalvo6TSyC4mmkAI6OVB4HYVKk76IbSNf7fDF9+VF+rVYiv8AzQPIhll91XA/M0yz061t/wDVQRqfXGT+ZrUUcADA96vUnQgEV9NGPkhhGepYs35DilGmlh+9upn9Qvyj9KvhgEx1qFn2nnvRy9x8xWGnWkR3LAhb+83zH9ajlQAfLwPSrbNmq8nNNJLYTdyhKKyHUKzp/dOR9D/k1sTj5TWRfKRiQHGDgn2P/wBekwRyuvaRd6jqenS2zwKLZyzNL25BGB36VYsfCVsJ9RNxeSul4cPEihQAW3DB659/rV+5fy5k981ILgJtkzgDhvp6/hSaDlRo2Gh6TZQwRRWUbCHPlmX94VycnBPvW9FLgYBwPQcVzMWsW4fyll81/wC7GNx/StKGS+nx5dt5YP8AFM2P0HNHMugJG0kpHA5/Gm3F2IMiR1Q+5qtFp80n/HxdNg/wxDaPz61dSytYDujgUH+8fmP5mndvoPQotetKu2CKWY+oTA/M1C9tfzD5vKgX/vtv8K2SRjionajlb3YXMNtFicH7RLLNz0Zto/IVDPYW9sgaGGNNhz8qgcd62ZSMZrPnbtS5UF2ZV0oC+o9ayIr+OaIrGHlJHHlrmtKV9mYTnK8A+3b/AD7UWaBI+MdOgpO7BaDLaXUZwjR20aKR9+STr+AFa0FldyAGa72+0SY/U5pLIKtvGB2UVoxOCKpR01YX7GHrGlrHc6ZeR7na2ugzl2JJVlK8dupFW5pnlLJGNxP3R61qzRLcw+WxIGQcjsQciprWyihjARQBRYLnI3Fjqc9x5KRvEMDbK4z07cHB9eavad4eSyu2uJJmlZs/K3IGa6J1w+7timnDDIosK5UmA24rLnj5PHFa8gzVKdRTA58oVJjIPy8A+3amWziGZ8nGcVculxMrgcH5W/of8+tU1tIri7zIgbaOM9BU620H1LS6lBDIyly2eQEBYg9xx+f51o217dTgeTZzYP8AFJ8g/Xmm2lvFHcgRoqYj6KMd614toIoinbVg2hkUF/IuZJooR6RqWP5mrcdjAw/evLMf9p+PyFPUgrgjipUIHTAFPlXULsi8qGLhIkT/AHVxQy8dTT3BOSOtGQRT22E2VnziqUwNaLjmq0qjBoAxbkbHWTsflb+n6/zqhcYZQVPBrYuYw6Mp4BGKyZDvhyRhuhHoR1pdQJrLaijHetO0cb5cH+P+grCspARg1o2MhIl244lZfyo6gbsb4PtVxGyKzYGPRhVpdyEYI2n17VQi7v4pjHNMBJHNBBIYE7c8Ag80hibzuIYYpr4xRLgAd+Me5qLzCV4UmgRBN3rMulDoyN91hg1oyk45GD9a46Bp9T8X3OmSarcWkR8zyhGm7LKhYL7Dg8n096AIdQimnkgVbjyim5ZCFySeP8/jVuLTIvszM++R8cF2/pWBod7PdzyyXMzSHCkbuxNdR5y/ZyCRkkYH4iocU1qUmzZtoY4gFRVQeijFacOABWXC+auxORgH8DVkmgmM7u/rSu/FQK1OY0wASHcc4ApGOaawGcFsE9KYHKgK3PagY2SqE/errnmud8U3U1ppDy28jRyCRQGXrSAZfHY6Sdvut9D0P5/zqCGQiFiCOAc5+lZethYtAi1Cy1m/nR7g2p+0xKi3GE3M8QHO1ThTu9R7gTRTD7JLz/yzb+VS0NM6C1mVYYwT/CP5VoRknDKf/r1kWcgEEWR0QfyrTjY4BXp3FUhF+KQHqDxV4OoTINZ68EHtVgHimIeZNwUoAVbBz7VA3ytgHipKikAJORnNIBjuo6sKpzdDVkvhtpXt1FU7mVEHJOT0AGSaAM+5UPGyk9R19Ko2kmZWY8E8EehHWqdjMuoeMX0y/wBRu7S2kk2I8csUaxdyWL8Yxngck4FVdPa4ttd1S0uGuP3ExQJcAB1wSPmxxnAGccUmM6q3lJuT1ACDr9TWpGwbFc/bShr6YZ4EafzatiDjBB5+vWmgZpRv2Y4NWQQRVKNhIp+XketWExgGgRPmoTtb51yMHBp20Fw3fGKHzt96AGZyOetQS05+Dy52n0qNgByOfxoApXAGDWLdjY7gfxjcPqOtSeKruW00ppIJTFJvUAqecd6wfEem65omh6Xf3d3dCe7MheJkwIMBSgJx95lbOO31zSYFqxJwOa1NNYmOU/8ATeT+dFFA+hswMXTmr0I/dD1xRRVCLKnNPNFFICOTqPrVSVijZHrRRQBDOx215pqOpXGleLLm+ttnnRStt3rkfMpU8fRjRRQBU0I7JJVHQBR/OupVyLcHvuUf+PCiik9gW5rxTOrYBrXi+ZBn0oopsaJUJXuepHNTSsVgdgeQpIP4UUUxIXAbaSASBwahlOCaKKQynJI7PjOPpXP+LSf7CbPP7xD+tFFJAzk9d8SvrcMEUul6fbmBFjje2R1KIucIAXKgc5OByeau2zsYX5/gNFFDBHR2pOwfStSI/u6KKaBl6IkoM1KrGiimJEynIqOSiikMqTEjB/Cq8/QnAzRRQI8/v9abStZ1CM2FhexSzBjHeQ7wGUcEEEEdTkZwe4NR6Zf3OpanfX11IZLi4cSSPjGWOe3b6UUUmB1GngfaJG7kID+RrZtj85oopobNGD7x/CrS9aKKbEiUUjUUUgKr/cP0NQPnyRgkEgciiigDlvFSKujSED5vNT5u/X1rjtQ17U7/AE2DTrq7mmt7eR5EEkjMSWxnOTzjbx6ZPrRRSGf/2Q==", 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", "info": {"video_id": "157464", "label": "moving wallet across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "157464", "label": "moving wallet across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1d996d8a2b0c81abaddd129fe4d3d6ba12ffb562af9f7c4e8ff98eac4122da56"} +{"episode": 40909, "episode_seed": 2162893475, "split": "train", "timestamp": "2025-10-13T03:16:05.784803", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2162893475, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'removing a bottle, revealing a drops tin behind'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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I2PJI7sQtMkaRLd3WJpWUZVB1PtXZhFZORwY93konpfw/jMelTzKAczFT9Ao/xrq7W4HnlTjniuG8B3sqeH3ldXiieYld4wQccgj8q0NW1aS2IkjbYTyGXvXi18eo4mcJLS56eGw8nRj6HWauLZdMnnuVDJAjS/TAzXjWuanZLaW2paeXa3uVLlXPI5wcfjn8q0PEPi7UI9HlZZGup3KxxREkBmYgAYArj/Fcs9ukNu8axmMBCF6A9SB+Oa1jWVRXRsqTgmpL5m3Zzszsc54NcD4Bt/tNjOhkjOyT5U/iHqT7Gu2sQViLeo6j6V5T4K1WTTNfilitTcna4aLzNgcEeuDjBwa6o6HHLU9N03wottdm6e6uZ3wVVXbKqCc4Aq1rWm+TpZlddoDqFJ7knGBVN/EviG5yLa3sNOQ9CEMzj8W4/SolS7lcyX2oXF5K2OZXyFx6DoPwFDkOMRsMAUCrUUarMMjouaeigECh8mdivQYWtMMr1EY4x2otdwXaGIPXvWppQRbxXkGVAwKxGuCl+luYZQHXcJQuVz6E9q1rJlYhS2MHr6CvRnK60PJow9+7Nq71+8tpQtqpeM8BAeQB0ArmNe16/lZwilWrpIzFb2sk4UPPI3lxLn7oH3m/UCqSWaS/vJIw3OTmuWrh6VTVrU74YmrCVk9DL0aS4WGN7oYZucd8VU8VxGbXtARYhIJBMME9BhcmtHeTqWGGBnpXOfE65NvJocsMjRunnFWU4wfkxXncvLNI9T2nPSZqyaFqUqmOxv8A7HBImyZVXJcZyK24dJKRhSN/GDx1rOtvG1q1jbtbaNe3M7RKXZysUe/HODySM+1Kdf8AEF4fl+yabBnO2Fd8hHpvb+gFb8xzKLM9LQRXM0faOQqPwNWvJGwnpUkMSruIH3iSfqTzU0mBCMdWYVMFzTSLqS5abfkI0aowxgD+tWLa3NxPFCv3pHCA+5OKo3N1Ha2xuJ2KopG444Gat2d1HA8Vyzfu8b8p347e9exzaHz3I212Op1PXdJ1K1TT9Lnd/wCzgEO5CAwyVyD3GRWQiuWYhuDgjjpWFZ39gok+xWD20aqkah0w5UckH15781pRX27BwwHfC06UEo2DFyl7TQlluGTI9KksLgu/PaqV8d37xAQG4OR3qTT/AJVyepNeTUp8k3E9ylU9pTUu55T4MitJbCRnj3zq/JYdBjjH5V2UYWMLsUL9K4rwNcKbW5tzjcrhx9CMf0rskPyjPY1mzRFlGwcmpGkxExHUjFVGcYAB+tK8gVEBPVqcI3kkFSdoNlxCin5l/Kui8B28FlPei3UjKAjLklcnnGf5VygkJbr9K6Hw3cIsssWR5h2P8p5xk8iuvHU1PDyi+v8Amedgnauv66HUaxfyeWqFCWbOHQjB/OsW1ugbe6yOdhUH1zxVfWNTkaZmjXCknuOtUbKctaszdZCD9a+bwFG9WK8z3sZPkoSfkXPscbRsoUDIIyO1Z2nwl5tpxliBWxbSgjB49qozKYrkspwc5B96+qxkLpTR85l1Tlk4M4342SXO3Q7a5feYhNtbHY7P8Kg8OyyvoVozsDlMDb6DgD61a+Lk7X+haXLJgzQysCfUED/CsDwZfiXSzasfnhbgf7J/+vmvMirR1PaqWcro68EB+vB5qUSbeKrK+AKTzwXJ4osSmXGYFkGe+T/n8aeJSGO1qoNPumwOgXn8akRjkDGcmvRw8bQR5OLleozs7PVYNC0GKS7+ZZnYr5bZwfcVl3+sWd4nnQl0XBO0nH6Vxd/K19PNaQSFbm3bcsDH/WxnHzL7jkEVatb4SxhOjr8rKRyPqK8HE4aMq0pPe59HhZxdKKjtY3NJgS/uo9Qnlxb2Enn7c/ffBCD8zn8Kp+JoVulLgYYnPNXrJQsXChR1KqMZqDVD5gpwXJZI1cbp3HabMJLFB/Eo2ke9eR+EnkTxEio+wsGDZ7jrivTNHl8u8khPG8Z/EV5a0w0rxY8qj5Irhsgf3Sef0NdsXdHmzVpWPUYySrZ+tTKePpVSGVZFV0YFSMg+oqVpgF570rAnYuI+e9IjjYWzyxJqp9oCxsfQUROSig8kCuvCx1bOLGz0SL29n25wwBHelWTynGz7p6ZqCNsryMNnmmySKBtOd2Tg++K7vU8xN9Das7hXulLHIwOK3Lq7hmCwwDpyzYxzXIxzKHUr0Xoc/T/69akUxyCT1yMCiMFcdStLlsLfQYuElHZcE1598T5C/wDY+TwPNz/47XpVyBLD7jmvM/iZETBpsnYNIP0WuLFU0p37nfgK3NT5Ox0GmSyPYWzuixsY1JVOg4rQBwxrn/DF6t3odvz88S+W31HT9MVuh+QTXGd6LCyY4pWfMiLnoCaqiUFjSGbdM2MYAArbDxvURjip2pMvLIcEYBB46UyZR9mxyeMFT25qCJ/nVWJHv61Y8wbfnPBr1EeNuMsY1UMcYGcfWtm3UcD261jxFPLIzuB6Afga07ZsIAOq5OTVqRhKGhcu7bzbJgASwwRj1qpEAqADtWnE4kiIPIPrWeyFZdvQVx4uGqmj0MvqaOmz5+0O+OnaosgPyk7XHqp616YJMDANeSFGhvdk6spV8OO4r1EShog69CuRn0rgPVJTNlutORzJKBnhRmqyEE81PbkeZIR2wP6/1rWgrzRhiHamy4BkYxnFVr5r+3u4r/TV3XEI2tCTxMh5x9ehFP8AMxK2DTmmGzesgDZ+6a7qijKNpbM8+k5RneJUufHdlPGVkjntLhT86SRb8ew5Fa2kanLe25uHiaGEnbErjDN/tEdq3/CugWWt3cl/LGu4HCo3zAYAyf51p63pllpoz9nUxngla8ynGhhql4pnsVKVfFUrXSuZMUuJGxnHWnzsHGR1HWs68nhiG6ByB6Hmue0ue51XxXNp0mr3FrGwkMXlJu3MqFgvoBweT6e9eg8VSqQPJ+o16NRPsJ8S3ifw/ZqgG9JyHPtxivPvC9w0OuQIucOSp+mP/rCunEs2tWM0d9NJKrqCMnlSeePxritMuDY6rDNlhsfnjnHf9K89HrN3PUmkIUnNRK7duaieQEDn3p0cgXrQIs23zFz33YwasxOrd+QRVK2lAhBJ5JLfmaPOxvwRx7dK9OnpFI8ir70mwvNIt9YCoWeO6QEwyRn5getY1taataXb3El7HcKi9HB3OK1XuxkOo2kD7wNQvcBslmIbjr6VjUjGejR1Upyp6xZ1GkX0d3bAgbWxzVm7hBiJAzXL6ZPtlOMA/wA61Nbv5odDaSCRo5N6jKnnFeNODjKzPoYVFKHMihIzW90sycMpzXmWuEjWron73nE16NrdtFDoUOpWGr38wa5Ntm4iVFnITczxY52qcKd3qPcDivF1skdzDcqpDSghz2JGP1rop3Rw1mm7o6Xw1O8uhQFuxZRn0B4rSdyWx6VznhK836a8DE/umyM9MH/6+a3A3zVoYk5ZiADnDED9aubggBJAB71QEgaWJfRt35CrEko28EYzzx6124ZWjc8/Fu87F9WVVJB4z07c1XupAsO5W+5tOfof8iqxuCgwBndgYH1pssoZHB4JBBx610t3RxJWdy5DKFmz0BJOMVtW0wZCC3IYdK5VZn3sOmOR+PNaFldFCd3Uk04yJqxuro6kzLs45z2rgfiP81tYjtvc/oK0tLu1v/Fzabe6ndWtvLJsjkiljRY+5LF+MYzwOScCsTXre4u11OyvJbndYyt5YuAN6bSRhgOMkDnHFc2JqRlFrqjqwdGUJqV9GY/gu8ZNQNvnKyoSR7joa7lpCFrzPwtcCz1qMvtCtlCT2z/kV6HJJnHNcB6pIHOOpqe3+ZC57kmqqSBVJz0qzbELbp67efxrqwq1bOPGP3Ui5GcspB5zipWbcD+mfWs6OTZzjHNOE6uCwzxk5/Gu6551h0UhAwDlkYr+HatmznUhDwAT19654vtkYDnc/p6jP8xVqC4begwcUouwTjzI6q3k2p260s7hk80dVBzXL69qEsGitLbytHJvQbl64PWq2s2/iHQ9F0y7u7+7Et55nmRFcCEAKVDHH3iGzjt9c1NapG3I+o8NSlze0XQ8l1tAmu3IHTzM/nXZaWzHSrXJJ+TvRRXlnuFxTxUtu5COQeSxoorow3xHLivgJdxMoGf4R/OoV535oorsexxQ3N7wtqt3aSPFE+FYEnNXdX1a7nG13BB7YooryK38Rn0eG/go55ZHdgCciufn1GfRvEkl/abPOikbbvGR8ylTx9GNFFQtwqbC6Qf3br2G0CuJux5d/Mq/wyNj86KK1ics9zv7aRpbaN3PzMik/lUxY7CfaiimiOhJGcRLjsKTcfMbn0oor1EeOVpXYRt7tz+dQzf8ewI4LJuJ96KKzlubQFEjqzSA4YYIrU1Sd5NCJbn50oorzsWvfR62Bb9kytq/iJtchgil0vT7cwIscb26OpVF6IAXIA5zwOTzWB4tUNZW7nqshA/Ef/WooqYbjnsin4UlcS3EQPylQx+oOK6oHk0UVZkOT/Xj/d/rUshPlN9KKK9Ch/DPLxP8Rj9x3r9aY4DnkfxZ4oorZ7HOQlyJJRnqqn9TVsHa6leDn+tFFR0KMw622l6nfRmwsL2KWYMY7yHeAyjIIIII6nIzg9walivbjUZdRvbqQyXFxmSR8YySD27UUVx1ep6FD7Jw1q5i1GEqB95Tj15r0fcSTn1oornZ1jpD+6f6VaXoPaiiuzDbM4MbuhFOSynoWNPCjCemDxRRXX0OHqQbiscfOf3i9frVlBuMgOeCQKKKktlbXXb+xevWQD8jWPca9qV/p0Gn3V3NNBbu0ieZIzElsZzk8428emT60UVhV+JG9D4Wf//Z", "info": {"video_id": "2538", "label": "removing a bottle, revealing a drops tin behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "2538", "label": "removing a bottle, revealing a drops tin behind", "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": "65f11d4d999b551b6e668775ece14de6d602d2c1a247469368812b46ec68a4cb"} +{"episode": 40910, "episode_seed": 1299476206, "split": "train", "timestamp": "2025-10-13T03:16:06.209134", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1299476206, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'biscuit pack falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "160573", "label": "biscuit pack falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "160573", "label": "biscuit pack falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c83964831637ba6e77b31b4c3166e5508fd12da09e4554edbee336bcc9ed093f"} +{"episode": 40911, "episode_seed": 4293627740, "split": "train", "timestamp": "2025-10-13T03:16:07.338932", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4293627740, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen until it breaks'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "211916", "label": "bending pen until it breaks", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "211916", "label": "bending pen until it breaks", "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": "3180477487f401c82a2aa8cde83d4c0cc8bcba6f15550bda2ce1dc2ad4ea6759"} +{"episode": 40912, "episode_seed": 3810303525, "split": "train", "timestamp": "2025-10-13T03:16:08.770717", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3810303525, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing paper clip off of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "188566", "label": "pushing paper clip off of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "188566", "label": "pushing paper clip off of box", "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": "d05338f16c5cf3f86d47561e94a54747022377781b8fc3bf05766e4256f555e9"} +{"episode": 40913, "episode_seed": 1599840804, "split": "train", "timestamp": "2025-10-13T03:16:10.034849", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1599840804, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hair comb next to tv box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "117193", "label": "putting hair comb next to tv box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "117193", "label": "putting hair comb next to tv box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "52dcc69b93a54224cae70a7078dd997fadabc1981cb5cdbd58a8cb3252d19c23"} +{"episode": 40914, "episode_seed": 2579376910, "split": "train", "timestamp": "2025-10-13T03:16:10.993722", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2579376910, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 my hat away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17522", "label": "moving my hat away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "17522", "label": "moving my hat away from the camera", "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": "39fe3a3cc8a3037acc7c5a9f8017c93d1f3eb23853a5f941f02083649bc9d339"} +{"episode": 40915, "episode_seed": 595132734, "split": "train", "timestamp": "2025-10-13T03:16:12.544503", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 595132734, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tv remote and steel spoon on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "122767", "label": "putting tv remote and steel spoon on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "122767", "label": "putting tv remote and steel spoon on the table", "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": "8d43c0e7ba59e005ff62a33b2291b9e44d2787df772910e48b87363a67461848"} +{"episode": 40916, "episode_seed": 2482498996, "split": "train", "timestamp": "2025-10-13T03:16:14.544527", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2482498996, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting plate with specs box on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "131258", "label": "tilting plate with specs box on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "131258", "label": "tilting plate with specs box on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5a34f5530d7714374dad11fee92c0c65c5dc2f9ad6952b41b64a1980134a8689"} +{"episode": 40917, "episode_seed": 1430430047, "split": "train", "timestamp": "2025-10-13T03:16:16.493995", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1430430047, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle roll along 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": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56541", "label": "letting bottle roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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C+o6rIWgmWNWZMFgcjBqp4pN1pMk1rdWIhQn5Jpvm83B4ZT06dh0zXqWmRqxUEcZFa2uabp+r6XJp+oWsdxbuOVcZ/Eeh9xzXYo2ionO371z54s9WhnHlvCsTtJnenQ+5Hb8PyrtvC73aXv2aWRRBZSNPcSn5wqAfdB6c9vzrJ1D4b/2XqCmwmmltnb92jcle+M960vETDw34ZGmWqg3FwDLcuD6DgfSok+WLubR1ehwOsag+t+INS1Iq+yW4KR5PAVQAAPpVdEJPAp1oCui2UZKM7NLKzKcg7m9fwq9EsUCBpDyeg7mvNqSfNY6FsVIxJFfRq2zayFgCcE4Iz+AGTV6UpdyAW7q6DqynIrB1fWJnWVI0RIyNi92I7nPYdqqaHfyW5ltVPE4wg9H/APrj+laqneKb6EJ6m1eG3jwIZWZklBYH6Gu5sxvRcdDzxXnM+n3UKvBvQM7/ACvng9P/AK9df4Z8UWhvUsZlChFC+cxwCw9fSrUb6A03qkdIPBaapKJZ5JVVpEYqpHQGqfjbw3r2l2091h7vTQcqLZT+7XORuT29RmvQtEmiuMFGDbSMit+8nGwqDkY6V2qNoqJyN+9c+ZNN1iaUxRSSmWLf91znHsO4rvtJMej6Vfa8wZY4g8VismN29hyxx1wOM1vap4N068vRdW8MUEjNmQqgGff61y3xDuYYtNFlESLe0hb5AeGbgc1lUlyxsbRV2ctorPHYw3Bn+a6ElwwfkD5m/wAP1rKLhoWKFS+CVBOATWwmnXMNlYyT2jLbNbqEcD5fUgH6k9a5oNzt9OlYqCklc1vY6WFlGm+YcYblNvO4YyMVjNO/2pM4ABzj6c1ClxImVDEfjUc9vFc/M+4P2ZT0oVD3uYnmOi8O30VtcPaysR5j/Ie3fA/Hitm28Zadb6zJZ3tu6QxvgTk5U+pI69frXn1vK6ptZjvibAbNal2FvWMlxxMy+YeOoPcU2lFpjiua59B6A2k6vbSxBYbiE4Lxldy8jI6jriuU8XfCjT7q5N5pF3LaSd4Cd8Z+gPK/yq54IaZWaQFQpkAxjHyhP/r1115MD3rq0aOaS5ZWR5t4Z8M/2Oz31+NyWxLoHHVx0ritUvLi68WW99cud+JZgAMjoep7cYr0TxXq4DfZEbIQGSXHt2/z71ynhPT/ALf43ikZCRa2G885+Zm4z/hXJUlzSsuh0QVlcyLQy+WkqXQj2DgMMj/PFLrVw8/2NZAisIyx8voctwfyAr0vWPBun6hC5hRbWZh96MfKT7j/AArzfWNFv9LvUivQGygWN1OVYDjj/Cpqu0S47mUflQkZ4GeBmr9kEltDIAw4DYYYPIzSP5FjbtNOwUAfifpTLYx/YEjTeIgucOeT35/OueKUosbM+a6Uyqq8jd17ZrU8PuPttxH/ALRI/P8A+vXP3RkLxyLGx3MGCqMnGcf0NaXh1pf+EpS325V0JbnoB3/QVvCNlYhnfxWT3kJhTaWbj5umK5fVvEfiLQ/EeowWV1dGKLEcajlQoUduwFd7a25ePah2kjqK5HxPoN/e628lu5SPy1jJU4PA6/WtlHljcUZakPi7S9Un0+DU0tJLkuF8yWJfuqBjLAD+8D/Ws7w+t7NI9vFFxcKE2umQcn9D716xoU8sWlQwTfNhQvTHFI1lp+myTakqAOq5A7A+1a3SVzN6ux5/48ljhXSfDdtmSK2lTztv8TkgsTWULtlunkit9wExIK9cZPT86m1OKXV/FumwYBea6d2OccKuTW9feCrzTo3m0+VrlOuwjDj+hrmi7u5tbocPGGlb5zkeg6VcK7YiM4OKqwt0xxVlcsay22NGRW1oCYm8zKOG8wdCp6YFWriSxgdWnVQV+YAjJ/8Ar07IjTcRnHasnU38y6eRlICwFdv+9/kU73JSuzrtOiiuo0mUh43GVPrXV6e21owOAK848Jag0M0li6SEBhyCCqHFeh2Z+cVvTVjKasdlp9wEk46Vpy3G5GOa5+zYDBJqzNc/KQDXZ0OZLUW7vUtbd5nOFUZ+teR+LtTe4tr24aQiTySfoWOFH5A1f8Z+JDc3Vtp1u58kzqJGU8sBycfXH5fWqlnpFx4muFWOWNIEuUe5DH78YI4H5GuGpPmlY64KyuVdd0ZNB0nQ0BC3EsJWQk8cBSMD1+Y1ymsXbQ24iic+Y5+cjkgV3PxoGV0RlOGHnEY/4BXl7PuXr23D8qPZq9w5tLEbOZAHP3gMNTVZkdWQ4YEMp9CKE4KN/C+VPtWxoOmfbbzzHXMMPJz3PYVTdkSdhYyLIySTquCAee561xM+nzpJcNbv8wJLL0z34rrJ4mikEjH5BXL30ss11JIGIBPb2qI2sWrnrPge8m06JIlmfyYoUXytxOWJHOPzr0ea4/dtk8kV5r4VuIJZlKKw3hHDEYxjnB/Ouznus55rrhL3TGoryINY1iLS9NmupWwFHH1ryzxCz37CyL/vLuWO3Xjklmy36Y/Kp/GmtnUL6C1if9ysyAehwckn8q1PBVxY3N08l15PnvKTbLKAWLLjLLnv0H51x1J80jWKsj0NbOFbQ2xRWi2bdhXgjHpXzi/38j1r6S3ZjOD2NfNKyZyPc1rBiZKxwc04P0pgOTzQeNufWruSSaZp8uo3bRRsFVQWZj2G6teTSJ5bsYUhQAiv14AxWh4TtFW0muMfNK+38B/9c11dtArcbaylduxUXY0fCKSWgXc7uSFXk81v65q6WFhJO7D5RhR6msixT7OQqnjrmuL8Ya8by6W2ibMacDHf3/H+Q96vn5Keu5DjzSMRtWkuLzVbmV+XZEBPYAdP1r03whpFtYRyajGHFxfKpk3NkADO3A7cEV41Z4uZzD0SS5+Y+qjqfyBrptL8QX2m373FvK2x3LyQScqc9iO2B3Fcy0dzZo9o3evSuC+Ir+VJpxVclvMx6D7tdDoniWx1pPLjJiuguWgc/Nj1HqP1rnviOBjTD2Hm/wDstEndWYJannF8/mSoJGzzkk9vSrNuskqNjAVsHPuev65pAitchmjDqVKkHtnvVu2jCRKiD5VpbKyGwsrR41w7hmJwMDAAroNKsorZ/NVFVz1IFUbaPJHFbEHAFXBa3M2b+ny4JrSFuk43MOfWsaxPNbccoRK64bGT3JlRYlCjsMVynifXIo7yDS1bLMGkkwegUd/xIFbWoailnaSXDkYQcA9z2rxzUNQe41e5u3YlhEQD7sayrSsrGlNX1O28I6ZcT+JoNUkh/wBEht5PLlJHzSORkevANejkjGK868M+KbXT1j0y8QxhML9ozkFyBnI7DPGfbmvQQQygggjGQQeDWKlZF21PDY0wanUqikk4ApjFUBZmAA6k1iJqZbWFkPMRPlhT6dv1qVG5bZ0KssgJb5dozg9h61kXjb5GlHVs8H65FalwnlwyDOSeWPr7VgTsXfd6dKvRDZt6KX0/DKF82JtxBGQW759a9DsJQ0cbcZwMgdBx0rjUNs6JKu0iYLlR1/8ArV1diqx26YJ6d63T6GU9To47j5cCsDxP4gFhaNBG371xg89B6f57U3UNYj021Zi6+ZjIz0Ueprzm8vX1G6LuSQTn5uv4+56mlVq2VkRCF2Vp7stqKSMSWWNnB9M8f411PhvX5PDvkxNEJIJF33GB84ZjkAH2XHHfJrkIVW6v5mJAQEKSfQf4mtXQbJdc8UPYXGpyW4kSR0eKLd5kgQsF56dM5PpXMkbM3/i1dQ3tpoVzBIJIpFmKsv8AwCvMYmzEp9iKuXV5cXNrGkszvGoLIpPC5xnH5CqMJxF+Nbx2M3uA/wCPN/VTxXfeH4lXSYGAx5g3n8a4WKPfHIvr0r0XTIDbWFvCeqRqp+uKUgRLdwiWMp2PFZkGjqk4bAOD1bmtvGTxT1jzWTQ7mlo6mBSQ2WYjJqTxLrYsLAxI372QYPPQf/X/AJZqqLpbK3Mjdug9TXDajqbapeM+/chPBB6/5/kKtz5YWQlG7KF1PI91C2SSQzn+VaCkKsSqfliQKHXPXqfp8xzWYsudRaQKWCbUVcde/wDWrF/LIlv5qSAtwFdQQBzgjH5VmkaHpnhvxkCiWWqvtbGxLhj1Po3/AMVXjgfDEj1NdbrFlZ23h6DVNN1a9nD3Btd1zAqLcEJuZ4sfMFVjtO7nkc9QOLhbKkVrT0IkXVbIzTixO3A71WU4HWtTQoPtOpxAjKRnzG/Dp+uK0uSdvpkH2OwghPDBct9Tya2LdsYNZMb5fmrxuFtrcyP0HQep9KyT1uNj9d1hbGwZQ2HZecdQPT6npXnRlM07zOckcnHr/nik17WJLzV1gVsqpJc+re306VXZwsD56KhY/lwKio22XBWF0soY9zruZy21d2MknJ5+n860oyRKV3ohztOcYHbj2xj65rOsIHeBVAXbtI3FhkDHzfTnAq6Hbz94Xc2AscZOR65/IcfSkxo0IJGSaNlIRhIGUqDxz13D3/nXZfEk5Gmf9tf/AGWuH8NRWmo+LE0zULy6s4ZZdkbxzRosZB5LGTjGAenJJA71q+Iri+k1KW1vZrl/ssskarc43pz3xxngZxxQ1ZBfUyoxV2EZ49arRr0q9CtSgkXrda0Yu1UIRirsR6VtEzNW1fYav+fkCseNsVW1fVl0+yY7sSMDj2HrWylZE2uZHi/WvNkFpC2VU4OO5/z/AFrioFaTUpcLv2uox6hRn+f86ne4aedpX/L+lU7Rj87MeGLNIM8kHOB+NczfM2zZKyNhWJlIkbvk85x1zz3710mg+KLvRiI3PnWf8URfkZ7p6D26Vx17K0UY8v5XYhgvPy9z+ta+v+G9U8O6DpV/eSTJPfmTzYGj4gACGMM2OGKvnHb6g4Vrhc5u9kdrq7UsSFc4GaoEnd+GaKK36EM7GCRpbAyPyzKoP4gE1US1iL8rn8aKKxkas27K2jWaFFGF4PH1rqC5itWZcZRCRn2oorSGxnI818WX1xLJFE0h2vh29zn+VRw/cA9WC/hRRWU9hwIrBQQh/wBp3I9SATzRa6vc6VrKanbCL7QmcbkyvzKUPH0JooqkDM6cBUKjoBx+QqvD/qm+tFFaR2IZoaSiyX9ujcqzjNegx0UUpbgiyo4zUqCiipGcv4vvJo7WVEbAz5fHpjmudsB/okf+1gH6GiiplsVES3YteSnJB56e7Y/kKsXxHkIm0BVfOATzy3WiijqMs654qk162tI5dK021aGJEje1SRSka8BAC5ULzk4GSec1zMP3sZ7UUVrEhlnsK6zw1Eiac0oHzu5BPsOlFFOWwkb9vy3NZ3iG6ljglCNjYAFx2z1P1oorHoM4dlH9pxjt0q+sYniZXJw4bOPYZoopPdFot+THbwZRRkeYOfTgf0p+5kkjw7HzQGfPcheKKKQEOm602k6k9u2n2F/DO8bFL2DzNrKOCpBBHU5GcHuDW3fXk+oXkt5dP5k87mSRsYyTRRVy+ES3Gxir0NFFREci9H0q5F0oorVGZYQ81534wvZ3u4UL4VpDkD/ZOAKKKbBFEsVjJHZGb8QOKtaTaQvbxuQdxyTz6Dj+dFFYrY0ZDqI22nBPzFRz2HPA9Ogpt74l1fUNLh027vp57e2keVBLIzEs+3qSecbePTJ9aKKuOwnuf//Z", "info": {"video_id": "56541", "label": "letting bottle roll along a flat surface", "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": "d303c5e0c03de5170d3727a0a4bf972c63cc65140eedf38bf1e20d48cbae7a1e"} +{"episode": 40918, "episode_seed": 4284413201, "split": "train", "timestamp": "2025-10-13T03:16:18.099613", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4284413201, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chili behind a bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "140853", "label": "pretending to put a chili behind a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "140853", "label": "pretending to put a chili behind a bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c58b71cb4c3fba156adf5953263aa1a1d65d7647f726c8d01f653fb267de7947"} +{"episode": 40919, "episode_seed": 142794397, "split": "train", "timestamp": "2025-10-13T03:16:23.336418", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 142794397, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to poke stack of stones'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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jQn/ls/yR9cfePB/DNdDbeFY7Bkl1G+3kEExWwx/48w/kKcqFJ9CNZO51N5OmpadLDJLLGNysPLG9hk45A7c/hWVa+HoLe7RpZ5JUQ8qItnI5GT1P0rRaNXtiun4jyB8rAuVb1yTk/wCelZQl1Ixx29wyswdiChPJHrzyD/PrWdOk1HlubLSNjqY9UlClFiAG/wDv4x2yfX/61UdVlmuGNklyVYqP3ka796nJG3oQayo5XjtWEJMavwzbgcnoSPw7dversOoyJb8upAXYxYZO0dg3YfTrQ8NFbbkJHK6vYwWEETRTSPO+5mUqOB9B361j2d1KCZkdkdCNhHXNdBfW8WoJBsHzBhHlc/MhPp2IyfzrF1RZNMm2SWkkMZZlTeuM7Tz/ADFVFNaM0vpqWjLd6y0VvDa7mjO8rCuOp5Y9h9eAKqzy22nhQ1ws0+SXSA7lB/3uhP0yKzW1WZbae3jldIJipkjU4DkZxn1xk1TiSa7nWG3ikmmc4WONSzH6AVSprrsZc/Lojfg8UtbqkYt1ZF67mOT+Va9nrNreK5y6yghwp5bPse9c/D4Vv3f/AEx47UAnKsdzjH+yP6kVoQ6bp+mzK2yW7de0p2rn6L/jWc6VJrTcEpdTWuni1G2RJY3f958vlkBgCO/t0/Kq9ppVnDciSUTSKueJD8uR9OtPmjNzEwtXMYY/dCKMHHUcVmj7UUjilkV8AlccDPT+VZRptR5UzfRR1Oph1QbWQIcFsE5H647fSq93coZWt5GLFUUh4+QevTv6daw0kK25ELbFPDENnn1H+eKv29/IkP3xgLsYkZOB2B7f1qHhorYnQ1La78zYse1BnJPpzn/PpUeqpDEscbSxmWTEjg5wmf6kc+2R3NYwvJJIobeKJZFyI8BRlh/D+v8AStqwsNHvtOK3EmoK8zEF2AjRGHBHTsR3OKxdHkd2OMeZaHPPqCQxFFeJrfyiQu07iT7+oP8ALir10f3duxZGDI2AoxgZ71iyaZGbxo47gPEJWXDYBK9QfTOK3LOO0WM3uqySW9pgtBbomZZ+3y54C8fePHoDXSoe8mjKPuvUpW4ZjhU3EIMgHke/Tpz+ldLYaxDaxuslwkLksg3sMgH0H0rjNR1yWeM21siWdpn/AFMJPze7seXP149AKxWkwc5rWWGU17w51bqyPW/tbTKWik3JwFwwIYd+fyqHU55n06WPT4yxZxvRTkEc4/Xr+FcXoltrKMrRRNBBLwz3B8uNh+PX8K6WZWs7XbOGnwQ6+Wpw2OeDwa5/q/s5rld0OndspacNYa9jUhokHJ80YXHQ4Gc5rd1GE3qCKLUUtUziU4yxHbByPyrE/tiOVI5IFYO2SwbdgLwOPxqRL9o4y74aU/Onl8f5IPX6VUqU5y5tjR76HPa1Z/2dd/ZopJpCygljHglvYZ/Oq9uZookdiwlU53ZwQfaurvjFfxyXDSMl1JGE8xlDD3JPUZ4+tcvqafZLe2lileQSBllDLjY47fTB/StY30TBtJaltfFeo25WOWZpoc5AY/Mv0P8AQ5FMm1VNTYEgl0zkkADBxgcfSuddy7EmtbQV05ftNxqM8gSIDZbwpl5ic8bj8qgY5Jz14BqnSgveS1OdP3iWHcSAqZYJkgdR349q6DStTjsnJeRY2VvlDMBjIAz7iuWv9bllRoLaNLS3PWKEn5v95jyx+v5CsZ5MHrSlQ517xTq6WR6gtyX2iIxvhSQRyCfQEUjsxtpTbswn8o4ViQT9Pwz+dcTpcWrQFZobeSOM9Wk+RGH/AALGRXSGNoIWMkizJIpDNGCRn0ycfniuaWH5JLlKpttmT5eqrNsWKVCWxxgA56c5rr7OBjCqXDosioN4j5ycg8evNc1FqkOGVYpFljwqISw5HrnvViO8aQmSU7YzwGDc5/pVVacqmi0Le+50M0pjeRoyGLMfkAwBj0PamxzmWIuzKAMDk8nr2rIFzHepCzy+R5RIJ8vqO2QOp/CnpcLH5pluQcSY+YnJ4yD6deK5pYdpCaNK6m2QSeTGMbQ25u+OSMVhzT/aJE82WOEKw2iU7g5/vDH8zWmbm91OJrO1sZCcl5THGXDHoFzjjHpnqc9hXLXt5dR3DRXMHlSI+Qjx/d7YwR04+lVRpW0ZM0aWm+E7rVr0Le3sdsrgszgGUjHXOPlH5/hXYxeG/CegSeXHaHU7tZQnmTHf0UMWC/d6nHTtVa1jltbOJJ2ji3L5bsecc8hcfhk/4VYgjW3lDTy5DfKpPBPtx15Oa9XclJIu3V9LcLFNIr8gLlsYjXHA9h9Krr5PylnRgW5YnAA59arXkrZGxS0aEbhncCD3/wA+tWp7MNb7v9nuM4z6e9FiiFp4bazcwujS5GP4up9aykDSXEUd5BJheGwQC/vwfatJ9PDWsRgkZWLAqG5FVrOYT3aCWRMMhyhPcZ6Z/L8KEMqi3uBJJEAzKmcZA/XsaivJnaJUkc7gnCAYU/5wagu/ENp9pZY452G75nYjI+lW4p7XVUZoJpBIoG5XX8P8kUXFdGdPtd45VAQJyzY4B47Vb8SXH/CQxW9oDv2S5j3MA8jt1YnGB9PaqNwrRM8QYRk8ENyAP8KLCYxlFbILJgeXMUyOQcn/AD0rOW6Y0+hV0jw1p5try81R2aOIBYIg4HmMTjnHOBwe1b7X9laSSwaLYC2hD+UssXysy46nuSfrWdeLHKim1XyUJIwASD0GafEYhHgFTIuflD9PQVnL3ndjVlsOlk+cxsPLUjg5zn8qbmIfKzoF2n5i3WqyOZLxdwO1xlM84qa6tQq5Y4GcE4yaChs0yRWQjtnBcnbwM9vX1qkhMlwguoWOPlIBGSfU4q7cWTIqNC/zAE7W7jHSobWQS3HzupXZux6Y9KaEVvs8291AYhOmcfr60Syu8QR3OQOF6KRVefV7fziIxKRnJY9atxyw3qs8UjbwBuDLTJunsQEjzY5RhQpyTjocjtVvWdRk1DyYYwTEmcJvCljjJcjp61nTBow6KQM8EHoKfaOFISQMAyDIVwAV9z/SomtUxxk1oSQXEdpZxPNYKAxIEr5w+cccfjUEn9seKNQeS3t57qR8LmNflUAYVc9AABgDoAKurepYr51sGjct8pxnaM9RnvzXQ2Fw9sEng8w3DRDYcfdXgn2Hbj3pwdm2kS43M61+G0sKibW9SitRuK+TF8zkqAWG48DGR2NbMWmaPp0qnT7KOMn7juwklOO+4/0ApqedfTyPdEs2WfEhJGT1P4n+VMuZYw8USbBgkB17H09v/r1V5PdjUYrYfLam6IaWSRWY9N3PT8+aRVFrYebOS4BHy9QTjgUTLcooZHfcMhTwTz79qrXS3KQxtPveMsCcHIHHoOKCkUliF3PGLfZkqSRJjAz1HvVcfcKlWUry/Az/APXrShhgmuvkiCZAcfLhW9aZOUhnIIh3s3ClgTj8KdxlKVwkAEe/aRkuzevt2qu0ISSJCd8TMCQRkkZHar91ayBjII32bexz1HU1Qkk8uNwc5xgMtIllrxJo+iqoa1Q21zJIXcbxtjTsCo4Bz6dK5uHQdQupkh09DdM5wwjGNvpkmty0l8/YZCHUEO6mQKrEdM5B449KtwTXOlMWt2QzMwcvEoyPYnHqf0qIylFW6ilFS1KkXw/Fsgl1jVI4SWZRFCMk7fvfMfTp0q+trplmVNjaRQDGAxbfI3vuPPPsBUEW+7ZmmJYjdxIemTyfxNLcNGgSPamd2A64ODTvJ7scVFbIJozcFjK7qc4J3cnnrRbwGBZS7sEQH34ok85UB3ElTkEjcahkkuxbPJIX2kc4wB75xQUV5zFOxMYwTIF2kY6dD+n601g0EzpJGA5/hA4P0/OneVbO0e0YZvl3Ad+OvoasTQrG6s8R2quSWPBP1qkIhhkSNC4d2YcEKuAPfrVaRmZC7YYNxgcYyelWJIyEDxh1zycDOP8AGqxKq+1vuZyCKCJHQWd0dN0lrqO+uBE+1YrZWz+8x8wyRyM4z6VmXd3da5eSTGBAEjCMjMM7QRyAfzP1qj5r3aLE7ZXHlg4LbR7AflUsdhtkkVYp4g/+qJbgdcbhj2rFRSbfUtu6sjoUiuJW80T/ALsLhQPujPt1FLNbz2yF1XzBnBRWOTnuBWVamQxxuixr1DMxIIHcDFas1tcAW8i4DpKMbSQCMd/SuxMgls9Qf93HeyEy4aNsIcu47nHH1+lbMt5bwFDPIxO0ZCjPbriuYk+1tDvCfuhk7XHzZzzye3tSbJAyyGGSQZAGTjp6c4645ouhJGrdait2ghg3xg5Ehzxx2yP1qFBsuIo4nUhTl8LzjGev+elZq6hHEfktX2udzsoHLcZ6daQao0UUiq0atJ1DcEZ460dSr6GNdosWoSYwybywJ781Y0y4a31FWB2q/wArfQ//AKqr3MyTSDbz7jp9aYp25AOGxkUmZF3WruJ7iVYizYz/AJFZsEu4FcsrY79/SkBy27oTzVvw7pkOt+I2sLi/ltQ8cjRmOPeXdULBeeAOCc+3vTtcXNYc0ksmGUlXTqU+U+2feo1uZbadQV5B/eBh1T+hqhpNxKRIWZyDt6c4zVwTOpmSRsguMMVzx6Vm1Zlp3VzWtZ0eRf3ibw/A3ZwtWpJ4Ii/nS5bGQvU/SufWdlnyE8piezdce9IJQG3SMxJyc4yP8+9S46lKRpXV2LhhFA7BcZftn2z6VEoK3CICmFyGIHIqmlxbxfuVb5VHBOeacLsrEwVFJc9e4z60+UOYynQJcsCAQG796tWMphuxjhW+U/SoJWVpeOfpRnGcH5gOlU0ZJ6lrU5o98oQk4zVO3kyvBIYc4PrSAhm3evNR3B8uFnXIckc5ot0DmZeFw4YFcKxIyV6H2rp/7RuJDgRsiRjqOMn1YVj6zo+mWnhq21TS9SvZ1a6Nr/pMAjW4ITc7xDO7apwp3f3h3yBci1FgUjLIXcArhCCPx7ik42LhK5dbUp4yC5ClQSAmV3Edue9XYpIr0F1RmG0Tcj5gfT3Pas2e7EkkAlSOSBmJOR0YdKriZI5EVPMEi9RklCSf1pJF3OvdWmLR7QEx169Ko3t2LeGNIgrkrheeAOnPrWPNfTXVwPOdUXONpOOO/wBKbCqxnDSq0pycjjAPt7cUrFIs27NDPEu6Te6lMY49TmuVaI+eyucHdgnrXRi9hCySySEyZOwHp7YrCuh++3A8nqapIioX9HvDFcG3JZ1fAUZ4U5o1J2tbh9vy4yRjsc5zWdDIY5BKBgrzxUc0jXErtIc7qaWpHNZFiO7bCsFX5fbOec8irJvWAUq+71U55Pv/APWqHwrY6dqXiePTtSvJ7WCc7EmjmijEZ6ksZOMYzwOScDvTWV9P1nULGVJx9nuGjEdyFDqFJHzY4B+hxSlDS4Kd3YtLqLqd3KBRllQ53DvVgmG6yUYNuUSBumB/nNUJDDLPHC8ZXGXyD1HpTUmMJTZOVODuToef5VNilKzOjJDoqKhIZOvtUUsgtLZi5JAPUckn0rMk1OeQgQBlxjJUjk/WoAZXdjI5KBsryTu9eKSiXzEhnIfzmZUHmbtp5H0/OszVZJXv5Mu23qFzwOO1aanzZRG7KoUDt1Oazb9vOmLjnsKpIznsOsrua1njV5WMRIyCePrVy94w2PvDk+tZG3Pbmprm7kkWNQTtVcU7ak82gRXCqSVTY2eSDgHjpV5btsFlYqCu3KkEoPx5zWHIJIRuV2OTXQeIPCeoeGvD+kajeNMk98ZPNhMZH2cAIUVj/eZXzjt065wnTuP2ljW0pjgEk/M7Aj6VPdXEkN7BGh4Znye+ApOPoTRRVGhdm/f2yb8ksitkHBB9sVIX8r92gABcL68YooqUUZd2q/aAAoUIiEBePU1zGqTuzSscZwD0ooraJnMj08f6Ircln+Yk+tWZgA44GV5BooqWZkMpwR9TVe21W50XVhqNps8+Ett3rkfMpU8fRjRRTRLH6KdizY7Bf61rW4WYKXUEt8x+tFFZz3NYbEc5/wBKijwNrAZH51aeBGgbI/gUZHHWiikiujM11AuQgHy7iuPbFZl8Su4jjBooqzMZaZMCsSSTUzKN6tzkHH1BoooZAjdF+tR3ZxATjPIooprcGaOueLJPEMFtDNpGmWpt1SOKS1SRSka5wgBcqByScDJPNbFmmYIyCRhgMA9qKKVQukaDYklIZR8q5B789f5Uy7t4otkKxrtDlRkZOAuRRRWK3NWNe0ga2cmMHCt15z161kpBGxjyvJQMSOOpb/CiiriDKl3cywttRvlU8A844qCNjICzckUUVp0MWOLFXAHQqc01xtYAUUUkSFprzaNLcRnTdOv4pnVzHfQeYFZM4IIII6nIzg9wadBf3Grarc398/nXN1IZJXIxljkngcAe3aiiql8IQ+IuXMSKVAH3YyRz0piQJJArnIbaDuB5PQ0UVkbjvLEgUszZL7cg1UkLjB818qeMmiinEliCRm4bB3jJJ61BI7FtvQZxgUUVRLF3EFAD1OKY3yuwHY5oopdSSO4JEWR6ipr7xLq+qaXb6Xe3s09tbSvKgkkZiWbHUk8428emT60UVcdiWf/Z", 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", 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", "info": {"video_id": "55847", "label": "pretending to poke stack of stones", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "55847", "label": "pretending to poke stack of stones", "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": "e07fd5f395ddee83db32a4d0cc030ee884e970b4e73cb720c9d321d00a0eb89a"} +{"episode": 40920, "episode_seed": 147334502, "split": "train", "timestamp": "2025-10-13T03:16:25.155989", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 147334502, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a pink drinking straw in front of 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": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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"info": {"video_id": "67539", "label": "holding a pink drinking straw in front of a square plastic container", "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": "67539", "label": "holding a pink drinking straw in front of a square plastic container", "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": "1f0f3bda69afceb996e58f631df04fbca83579d7fdc0d2cfef4fb970a8caa0d7"} +{"episode": 40921, "episode_seed": 3784959844, "split": "train", "timestamp": "2025-10-13T03:16:26.901961", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3784959844, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing plastic bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "166582", "label": "squeezing plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "166582", "label": "squeezing plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "18ba5e1c8f553b37d6e654a371324a2eaa75b1dacf9ced21878a800ec9147392"} +{"episode": 40922, "episode_seed": 728379947, "split": "train", "timestamp": "2025-10-13T03:16:30.965495", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 728379947, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mug(vessel) onto plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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p7pURWYsjkHthRn9MV2tgJppgtzdyyHzASmSd4P8An9aowala2XhqdYwwvnkliL8YELqmR9cj+dbdhpU1+oCyPBnrImct7Y9KVWLlG0dznnzOLUSG/wBFsjaX2ogCFo3VUQHJ3Hsfer+g37wWlzpyYCSqhc45wo3Y+mWH5VS10afZ2h0qKZzdJMHdecE453HpnHao9ElB1Qo2N0sBC/gOf5UR5lH3ty6MZJJSd2benMs0jGUEDPHvXUW0yQxjb+Nc9BHGiKB0A61eEqCLAzmlc7oJIfrljHqtsMttlTmN/Q1hwD+zNOcC2ZL0vjzIXI3pjoy9DzWhLc7R8xwuPSi1hhnZ/OuvLXBKFE80sR2xmmm0TUjFnKT6fPfXHn3IEcYPIxjnPpXTbbOawWAjYsS4R1GSPw71nX0sWyJCjKzEsGJOHx6D0FV4bpZmYQk7O5U5obbMkkirdqn2iS3bEjJ8p9CO1eh/AVneTxH5o+cPB2xx8/FcJdWwDmYHGRtJ9817H8NbSytZ9TktHVmuYbSeQL/CWjOR+eaaV1qZy3PQKKKjdwO9TUqKnG7GlckpCQO9Z2oatb6bAZrp9kQ/j7D6155rnxKMhaDTV5HBc/0rD6y5fAjWFFyPS7rUbW0QtNMqgeprmPGctrf+F5GmLEMA8Man7xz1PtXktnqFzqmoSS3+oyOik7lHIA9MV7J4Te2k8N2sk8hm8hCTJMmBGO4yfStqak3zVH8hVFGOkTwX+xw8EckgKStOSAf4Y1GST9T/ACq9oFzHaxfKB5kp3SbhnPtV3xZ4gtrnV7t7UBoWJAwOXHsK5yO7AuUt0jKt1ZsdB9a0na9kKmurNLWDbxlWiiKiRijrnIHuK4y5t5m1i3jOSJcxrjv/AJNdu0KywYk4B71z2qSwGK2QDE8d4zhv9kqOPzH60ok1B2jwea4yo8xsfhVPxvfoLmDTYjlYF3yY/vHp+n862dJUabpsuo3RUrAvJH8R/wA4FcHezPe3stxJkvI5Y/jW0naNjnjG8r9hto29yg5YHIHrWzp0oiJg/hPzR/1Fc8d9vMsyg5XqPUVrxgsgmgJaM8nHb3FZo12N3qaraRbW13qLR3BIyxxjqo7GoY71ggLjJx1HQ1BpJkj1FZWfvz9K0W45vQ+ijZyy/DKW2t9Xi8vOFneIr8o6rj1z3r511a3S0lkV3ilcSE7gDknt9BX0fcyW3/CrI2WIsroOAOjZ618260wkMjxQkbG+c9e/ern8PzMI7lqOxC28Z6kDBpHIjjPH4Vc8xEtxlh90HFZEspuH2oC2TgAd/asbG7eh6f8AA8edda4T0zDj/wAfr3ONQiACvE/gaoW41xMYZfIz/wCP17WZFReTXl4lr2rNaesRsmO9Ubi4SJSTUWoaiiA89K4jXvEiW8bkuQB71yt3dkdcLJXZu32vRQ5zKFA615/4g+IsNvM1tbZnn/uqa43VPFbXdzs3nYDkn+8K4+JpP7RacOQSxOetdlHC31mTUxNlaJ7tb21xrfwwu7u5v4rSSS6DbvLLEBQcKPck14jqEMdmxj3pIwc/MF5JPGT6CvZrLUNaPwidP7OtpIGlwJg+CBjOSPWvF9USWRZJRFgx8yEe54r01FRjZHnublK7NEWarGrLzgUkziCEnp61YkuYorYEsM7RWT819LjpGOSScZ/+tUWKbsilPK5gIPHmNkf1r2m2uYtI0SbVrn7sUfyD1PQD8TgV4rekbwAuMYUfnXoXj3VFTyNChb5LfDy4PViOB+AOfxp3sZpXOQe/kmuzczvl3k3u3rk8/wA63rZnheO4jX54m8xP9pc/MB/nvXOC3LqflJXvWtpU7vAICf38JGM9x2NQma7HdRSK0YkQ5icbkPt6VIhyKwbC+khUwPGfKPzFe6H1Ht7VsWs+/HIIPQjpSasbxnctpAZFwBnNJBZyafPI8SABh8yOoZG564NadpHsIJH5VelQKZt8eVPANUloTKVzjhYPcNtYgSEk528nNVFsvszEcj3WukkiCTErWTqc8cKnkbuv0pEsyNUmCQtj74HQdz2r0n4J3Hmf2yC2SqW6/gN4ryi5k+0tuJ+Renv716P8DpAtx4hYHduMAXjHA34qKs3TpuRC96Vj2ktWVquoxWFpJPM4VEGSTVuWcRxF3IVQOSa8M8fePBrOovodjKq2ykiRwPvkdga8/wB6vLU1Vo6sreJPEk+vTGWCVxahihUEgZ9xWbAkcIG772M1lwSS27lSmc8FT0kHt71LcXQbTblI8+Y52kt1A9DXdycitE0hNPWRgS3k8V8728rRtuyCh6813J8aeJZvC8dlc3JeENw20A4HQEjqK5C20yS427FzKgzsA5Yeorp7/Trm20q3ZoJFSTOwsnXgfnXTCNzknIzNN1CS+1Yi6k3PIm0EKBgDtxW7PpSQurrlgQCK5PTTjXrcIjIpmGVPb/Oa7q9mjgg3ORkdqiSszWEvdMyd1gtzngdxnpXFXMhlkmuecciMepPA/Tmty4nl1ObyLcFlY4Zh39hWRfLFGqqucIp5zwSaErGc5Xdjqop4EsBDcWazQnBKNyDVu30zw9fzIG0dEPqvA/SqLxvIEKocda1dLtSZA5B4H51qpO9iPZx3LX/CH+GHU+ZpxOe4kbP86x9X8K6dpcaHSo5Ehl+fY7E7fXGecV14gaSNY4wB6GpNVtt+mLIcExsBn9DVtq2wRitzyhYYDKGgWPdnbIjdCf6GtzRvCNvql4DFObJiflEmWH0JriNdeXTvEF0beQoRITx0re8O/EaOzZYdRsGZcj97asAw/wCANx+RFEJR6kzTtoe9anoWqW3gCPT4nt5ZIySx3bQVrwLWdIuraSWMkRCU4kXIOec/0r1O6+JHhu50i2VtZkiAX7lzbyJjnp8oYV55r/ivQp2YwXVvID2RJD/NRVNx5bXMrS5tEcxNbiJVVp/OYAAouRj6mq8jyRknhMDAC+lRXWu25Y+RE7HsTwK2/DWgw6/rH2C9u5LbzInYeWm4lghYJ/sjjk+3vWN0bpO2p33wPuGQ67I4IX9wFJHB+/0r0zUNaSJT83615V8ONQeGxv42bEaLFsXGAPvVpalqqnfJPMFiXknNePiU3XaX9aHRDSJp6jrrz7gmQnc15n4g1iXULsWluC4LbXfPAPpTNS8R3Ot3f9naQjBGO0uO9dXZ+F4tN0IllDXCYZmI6eo/Wuqhh+XVic76Hn6W0SzCJYkkVuGjYkHPqD61es/CX2+fFvdrbydQsuSPzFY+vNJp2vT+Q235g2Oo5q3pnjG2jlX7ZbTRkdZLdg3/AI63+NdsGuphJPoe2Q+GfE9r8M/7N22D4l8wFZcBkI9c46147qujXkMrxS7YfM4lUPkHmu2j8c6P/YUar4jnTDH91NaSqB/3zuFcXrPifTJifKuvPBJ+7C3/ALNirurGdpXMue3SNhHG4m28ZIIH69arMXjVmY8qOcdAKqz63u+WCHHoXP8ASuyTTvJ8NiUqu8GNnOPvMTkCouaJdzmz4c1W+23IRVjYhl8xsFh69Ole2w3enTvIl3o1vMWADMyKS34kVx2ssYNBgv7HWtQmQ3P2YfaYlRZyE3M8QHO1SQp3eo9wOps7aTIVkOT1HpUTdti4xT3N608KeFLuBXbRYkzzgEj+RqrrHw68PT2+/RrdrLU05iYOxRx3Qgk8H17Gt/T4BCijGSq4FaunwSi5eUthCMKvvTuPkR5FLoapMySllZc7HHHT1qyLe3uIo0W1a1vOhkhbMcnuVPQ/T9K2PiNZtbaddTRMY5LeZXR0OCMn/wCvXn+meOhbMItUiZkz/roFG4e5TgH8CKUXfcUk09D0Sw8P+IsoY7WG6hJ/1kUgGPqD0rcTR7sxzxXZjsnXkGbO1voRmk8GeMNO1B44LLV7Obd1ikfypB/wBwD+Wa2Ncv5Li3kSW3kwOjREkEfga0VuhLlI8u1QXizyR20kczKTuKHjA71x93KDIWnkeZ1PKKPlz9e9dLrz2imQOwgU/fWVgB+prm7O5ttV1FdPsZ0kkbqyrkAdyTSaSC7ZXku9sJjdVKt821eN3oCfau7+CF/HE3iGaYeXEPI2O4xu+/k/SuX0rw5bXHjN9P1K/uIbTzPLjdJI4wD1JYvxtxngck1DrD619vm0K1kvNomaLyZMBlCnADbeB744rGvHng4lR0Z2vi/x/c65enQtF3PvbY0kZ6/StKx+F/h1dBKXqy/2gy7hdqzbo36g4zg4NQeB/B8OkwfaJ0D3b8Mzfw+wrvjDJIyLF8vPJ9qVKCpqyLfvHkf/AAjt3bEWupw8ByhdBww7OPYioL3RLeKdreYyyKOI7hCNyf7LDv8ApXr/AIi08XFvExUEMDHn8OP614QviW40e+nt7pPtESuUYg4fg46ng/jVL4glsdBp3gnWGlS40trad1IIR32t+Rr0vXbXXr/wtaQXOjxNLG/71ImDYAHBHcVxPhfxxpG9RBq0NvJ/zzvAYDn68ofzr1KTWvMsIm8y1mEiZJimRh/Ot00tjFpvc8N1Hww1pqCz27zCeQlzHJFtEZz/AHieazr+2fzmjup/PIydkLgr9CwrtPEt/YxSOZmhtz1DtMi/1rz668TaXDIIreb7RKxwBEuRntzSdr3CN7WHLLJCh48pQNvlL6f1qjc6RrGuSsbGxZ4Fx5jphR7Af1rsdV8LqvhU3jM6XBkiMr55AYn5V9Pr7VY1G11zw54d0ktd3ESzBwYBGAIANpUE4+8Q2cH/ABqL32KsUNPXc3U/MxJ5roIUUBSBj6UUVoiTXteHU+lWjEkllKGGdyE/SiiqkUj588XKE16fHfBrm4ifN/GiisluIv6g7fZYVzxg/wA6y6KKqW4obDo/9an+8K9CtL6bR9UN9ahfOiY7d4yOU2nj6MaKKlblM0/DLtDFfBDgYjH865nxTqFzPfC1aQiEY+VeM0UVxJf7RL5fkafZR3/hDSLOxtIJYYv3jjJZuTXWpGskbbxnepyKKK7UQeG+MVC65KB6D+tcr3oopIXUtyE/YFH+3/SqdFFUxR2HRjMqj3Fey3yKngcEDkzJn8KKKRRja54ibWo7eKXTNPtzCixxvbo6lEHRAC5AHOeByea9Z0+MFVzknGMmiipkNG7bDHHNbMHEKqCRgbs96KKTKRxvxVhQeH5mGQTECefQ184X7EdPWiihEyNDQpGW8gUHjzF/nWVqc8n2qTDEcnocUUVr0M+plElmJJyfevQvhSivrFyxHPl4B9KKKznsWtzrte1IaR4m1aBbGyuoGnB8u6h3gFQMEEEEdTkZwe4NXPBlzLqWqand3bCSedkeRyAMk5z9B7UUUPYaPSLZQoAHA9K1rU7XLei0UVI0TahEraTcZySgypJ6V8seJhs1q+A6CZv50UU1uEjnrR287OeprT1iRjplnkA53dv9qiitVsZS3OXkOX6AfQVd0TnWrQHp5q8fjRRUMpH0r4pjVPh6WUYJuYiTXnF9rN/fWUVhc3MssEDtIu+RmJLY65POMcemT60UVMdinuf/2Q==", 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", 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", "info": {"video_id": "11195", "label": "putting mug(vessel) onto plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "11195", "label": "putting mug(vessel) onto plate", "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": "d05f35328782a1d155030b2cd13ea73a42c2fe7e629ac4b185c2a1baa9092011"} +{"episode": 40923, "episode_seed": 3231938864, "split": "train", "timestamp": "2025-10-13T03:16:32.252013", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3231938864, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flashdrive onto basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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rWSdj0KkOdrQx43Mc4K9VbilnmzaBf+mhNWLq3S03zyTKct8qKOSazWYyRH65rWOp5+IXL7rEjbBz6VtWrghcYweT9Kw1AEWT1q5ZzNgxZ68inJE4adpWOlhODvkcc9ATxUeqSKwhAOcZz+lVLZt7bnycc802+kMcaO4wWJNRFe8ehipXw8v66kYmWKaPnqwAq9GfmlGeN2a5h7gvcq+eAwNdHE/71ueoBp1DmwL0aL0T46Hmob0+ZbSL7UxGy3vUjLuUhiF+prM9CSurGPaTbElB6NHj8c8V3+mz+bYQNn+EfjXnd4IrQeWknmO/Ujoorq9BuC+lxjd904reHc8fE9I9jfebnAJwKgll4Iz9ahabHT0qBn5wfxrQ5BzvwGz3xUG8buaZJISc5Jx90VHIx2qMY5/WmBwCgnk0wHBNS9qhI+Y1AGjaapLCqo2GRRgccipJtZmbOzgfnWTk0uanlR0xxNRR5Uyy97PIcNI3PvUSsd3PWou9SwhS/wA7YFO1jJzlLdna6NPu0yMHtkVcuMtDJnB4rF0WQLbMm4EA8GtZriIRnLL0x1qiGcXdDEzfWnWkxjlHvwadflTcMV6Zq94T0e21/Xhp9zeyWoaGR4zHHvLuqFgvoBx19qTLhPldytqzb/IXPTJ/lWa4+UVK0ry7WdiTjvUUn3aUVZDrT56jkNVyrBgSCDkGtOLWJVQ+Z87evSsmjNDV9wp1ZQ+FmlJq9y54bH0qvJdzSr88jEemaq5pw6UuVIqVect2WrSTbOjehFegpPlF+leewREqGDDd2XPNdnaS74Yzk8qM1aMmaBcHqcGud8SBv3B7ZNbh2FeXwfQ1ka/F/wASxnUglXBBBoZK3MyCUlVwPm6D29TWMF7112q6Ppll4dt9V0rUr2YNcm1zcwCNbghNzvEM7tqnCnd/eHuByY6VKRtUnzJETffqSCeSBy0blSRg470x/vUyhozjJp3RqNrM20BQAe9VZNRuH6yMPocVVzSZpKKNpYipLqSPIznLEk+9SRn5CKgAyR71PsCH5WyKZnzN7jc0+GQpIrehqI5pV680WCLs7m2Lsw2+5c7ieBVPUHuWWJpnyWzx6dK1PCFjpuseIrfTtVup7aGQ7UmSaONYz3ZjJxjGeOpOB3qhrltJZaxd2ci3Cm2neIJcACRQDjDAZGfXBx6VKVmdNWvzwaMpuGrQtNTaIBHXeAfvE8gVnydRTM4qmrnNTqSg7o3JtaKriIAVny6jPKeZDj0HFU80ZpKKRtPEzn1Jd5ZgTzmuq8O3GLSRM9GrkkwSMnArd0m5ggkf59qkfxVRhe51gfOCM0xnY8Y/Gs3+2rWMYEuSB2FVpvEO37gU+1USa7Ag5LCmedFHtMjglecE965a71i5myVby8n+GtfxJ4W1Pw74d0fUL55xPfmTzoGjIFvgIUDH+8ytnHbp1zhXEcuOlRN940UUgG0lFFAAOtP6UUUDJldlX5SRmnec46MaKKBsRmLck5NSaXq91ouqR6habPPi3Bd65HzKVPH0Y0UUCZXTlRQ/3aKKOgnuRGk7UUUwQU8dKKKQxyMRzmtCLULqNQqynA4oooGWBqFy6ne+eKz7i5lkU7myM9O1FFAjX1zxdL4hgtoZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tYYoooQPYjf71MPWiigBp60UUUAOzxT1JziiikNAetOFFFNAzT0nX30cTxnTtOv4pmVzHeweYAy5wQQQR1ORnB7g1DqOoXWq6hNf3kplublzLK+MZY8ngdPpRRS6j+yyjIOlRjmiimQJRRRQMXtUqn5aKKBoXJxTd7UUUxCOTwc1pX/ifV9U0i20u9vpp7a2leVBJIzEswUcknnG3j0yfWiihko//9k=", 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", "info": {"video_id": "191894", "label": "pushing flashdrive onto basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "191894", "label": "pushing flashdrive onto basket", "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": "efe63ff0b3be207f5068e4dc1daa281027658891f5dcda276d9a1ca157c995f9"} +{"episode": 40924, "episode_seed": 3922169491, "split": "train", "timestamp": "2025-10-13T03:16:34.849570", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3922169491, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 piece of paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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as2+bajCtJutZeojKFvzr05bHz9LczdLn8i43nGA+ea9Qiu1dbKdiDFMpgbjHXkfrmvKbMhZ26HJ5zXf6d/pnh6eOMkyxL5iDvlef8a8qp8bPscM70YmjcRGKRo36qcVnXZBBX8q1GkF7pttfLzuXY598cfpWbOnyNn14qUctSPLJo6iQgDJBxkCo84dmVuhoBwcDJUjvSj5WAZhhutaMkfkgYIHvXO+Jm3LaqOCN3H5V0CkjIODg4NZuo6U2omIiYIVB+8vXJq6MlGabOfFQlOk4x3OPY4FY96rTygDkjmuym8MXOzKTwsPfIqkvhm4R9zyRfma6pVYPS55lKhWg1LlIfCc+2Xb6V097CYrjj7jDctcto0P2PV57diMo2M12rxfardY/4iMofVh2/EfyrzrdD6eoueNzJOaaWAWhjtPI5/lXLW0lzqPi650x9WuLSL955QjTdllQsF9hweT6e9NI42dtobBnuRxn5R/OtNmBDK2Qd351wvw7vrm/XUWuZ5JWVYiu49M7s13XLD5jgjg+9WJDlyCQD07GsbxIM28GQMhz0+la4bcFOTkHB4qG7s475UjmDMEJIw2MnFVTkoyTZjiKbqUnBdTiW+VTWPcSFLpJMkYr0j+xNMOMwdfVj/jWF4l0Wxh0qWe3gCyx4bcCemee9b1a8ZxaRy4PBTpVozbQl4yXfhaOWI8W8iyHB7dD/MVrmYXmmQXcZ/hCSfXsaxvD6JeaTNZ8jzI2THuRx+tQ+ENRy8unzn5XBUg9j/8ArrgPo5x54OJqngU0nuadIrI7I4wykgisPxLdT2mjNNbyNFKJFAZeuCapI85mlcONhz0rqXOF3YyOBwa8t1eVodEh1Gx1vUJla5+zZuI1RZyF3M8QHO1ThTu9R7genKcAYB2FRnPNaJEi5G9nUng9ak5AAOCAOTTAQjDLZB4OKVCRnnODj60hihvl6YI4Ip8jhV3Y460yMdN3f1FKxXycBsrjGKQiAn5CR68UZEo2uPxppIbOOtMZxGC56AZNelhqcZUveR8/j686eJ9x20RWuLGURyTx/NFGQHPdSemaomrWh6j9vsr2Pc26USKV7H5gVP6VTY4+tedUSUnY+gpKXsoubu2gLALV/QpF8y5BOPu/1rirO5+2eMZdLvNUurW2kl2I8UsaLH3JYuMYxnjqTgVs+DJbpdV16zupLgm3lCKtyBvXDMMNjjPTOOKEgOyclcjAIyMH2pwADHtxwaYoGCDltvHWkVgVAxgqc/hSGSsWUryf8ajlhW4hkt5NwSQY44xS8FgMjHb8afvUBCy8E0J2dxSSaszLGk2UTYFuGK85Yk5p89pbS20tuYYxHIhQqFA61ZmkAPFVGfqc8USnJ7smNKEVZI8jWM2+pPE33slT9RXaeFLsRXahuVbgj1rlNdki/t5poGDRtLuyPrz/AFra0Vts654wah9z1I7HW6Mqw3N9okhwNxMWfXqv6YqlcsUDAjkcEVT8aTXNjp1trNnK8ModYZHTqPQ/zFYviW31/SNK07Ubu+uxNfGQyxMmBDwpUMcfeIbOO351UUc2ItdM9FLEKwB4XGPyp0rEsfbBooqmc48D73PTihGO0d8Z/nRRQJkLOQhI461WJJINFFSxrY5KR2XxPcEHH7z+ldqzEaY7g4ZF3qR2IooqUdy+GJS1JAtzuHV0DH6nrXmWoahPpXiu5vbbb50Urbd4yOV2nj6MaKKuJxVPiZ0HwzXH9qAdhFj/AMervi7KHwfeiiqJQqjC/XFSYxKME/5FFFIZGzk7R2HNZ+pjzbK5R+VMTcfhRRSCO5zvhORlmGD71QiH2bxbdrFwFuGA9uaKKzPUjudpq6gXauOskSs31rkvFv8AyAX/AOuqfzooq1uedU+JnLaz4ibWobeKXTNPtzCqxxvbo6lUXogBYgDnPA5PNewHKqFBOMD8OKKKtmaFdy8hB7LmpVGd3tRRSGIGKqMds9frUBdvLJHBJNFFIBIeQxqpqzFbF8HGeKKK9bDfwUfMY/8A3uXy/JHN+F5HF0xViMEnj61t3ihbuYAcBqKK8qp8cj6qP8CHoee6hrDaXrmoxmwsbyKWYMUu4d4DKOCCCCOpyM4PcGun+Hl3NqV/rd5dv5k9w0ckjEYyx3flRRT6Ga3O1HzOR0z1xT48F9uP4c0UVJRK4AlHtUUox68H1oooEVZThz7VUviUsLgg8iNj+hooqWUt0eTyDKYPZz/St2wYi7Ve2aKKUtj0XudH4r/eeB5Q3I8yM/iDmuFvtb1DUNCtrO6upZYoJGkXfIzElgM5yecY49Mn1ooq4bHFW3P/2Q==", 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", 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", "info": {"video_id": "78957", "label": "tearing piece of paper into two pieces", "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": "78957", "label": "tearing piece of paper into two pieces", "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": "a06159d08b3fffe656a78e240dd135e9bfb067f89342fe22c558ced33cc7e9dc"} +{"episode": 40925, "episode_seed": 549780009, "split": "train", "timestamp": "2025-10-13T03:16:35.645547", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 549780009, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pour water into a glass, but missing so it spills next to it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "178268", "label": "trying to pour water into a glass, but missing so it spills next to it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "178268", "label": "trying to pour water into a glass, but missing so it spills next to it", "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": "94945ef537336e05357ad5bb7c1b7138cfa2ade18257df2b6a0195b6b28c87e1"} +{"episode": 40926, "episode_seed": 1621220728, "split": "train", "timestamp": "2025-10-13T03:16:37.851356", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1621220728, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 trivet closer to striker'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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kOBUoPFFFZGg70o/ioooAa3UCpBwaKKpAS5pw60UVaJY9j1FcFeajPpfiq5vrfZ50Ur7dwyOVKnj6E0UUMSJvCqhTcgdgg/nXUqaKKzZa2HjrQeAaKKQCA80L9+iimIkBqQdaKKpAyRTxmsXxP8+hSE9pUooqiTm9a8QtrcVvFLpmn25gVY43t0dSiL0QAuQBzngcnmuvjPyiiioYyYHilB6UUUgFzyKa/UUUUASDipc8CiirQEg7U5jwaKKpEs4O+1htN1nUVawsbyOWYMY7uHeAyjggggjryM4PcGtXwndz6jf6pe3T+ZcXDpJI+MZY5/KiiolsUjrV9acOaKKgoXt+NAPyk+lFFNANTualU4oopoQ9eamXoaKKtCZz/jDLaDIM4xNH0+tcPe61qF9p8On3V1NNBbu8ieZIzElsdcnnGOPTJ9aKKGJH/9k=", 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QID92nLwooopiJFPFPU0UVaEPdioAHrXC397NpHiu5vbbaZopW27xkfMu08fRjRRTYkP8LKFNyB0AQfzrp1PNFFZvcroPB+bFLniiikMP4aanQmiimgJ1PanqaKKtCZIp+U1h+K2xojf9dUooquhJzmteIm1uG3il0zT7cwKscb26OpVF6IAXIA5zwOTzXYRn5RRRWbGTA8UoPSiikAueRTX6iiigCQcVLngUUVaAkHanMeDRRVIlnB32sNpus6irWFjeRyzBjHdw7wGUcEEEEdeRnB7g1q+E7ufUb/VL26fzLi4dJJHxjLHP5UUVEtikdavrThzRRUFC9vxoB+Un0oopoBqdzUqnFFFNCHrzUy9DRRVoTOf8YZbQZBnGJo+n1rh73WtQvtPh0+6uppoLd3kTzJGYktjrk84xx6ZPrRRQxI//2Q==", "info": {"video_id": "18897", "label": "moving trivet closer to striker", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "18897", "label": "moving trivet closer to striker", "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": "58fc72103430cd6f29cdbf3ba57163b7092aa99be2b4ae55a35f6ccb796d040f"} +{"episode": 40927, "episode_seed": 2308119273, "split": "train", "timestamp": "2025-10-13T03:16:40.888401", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2308119273, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting toy and toy on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "171571", "label": "putting toy and toy on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "171571", "label": "putting toy and toy on the table", "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": "eb8a32274b8c707e90848e258326fa86bc6139800de4fb156601774a41ca3c3c"} +{"episode": 40928, "episode_seed": 3153749707, "split": "train", "timestamp": "2025-10-13T03:16:41.651264", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3153749707, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 charger next to comb'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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KXs4td2395y1XzO6Oa1rQozG06QhoJTiWIbvkYdWJ7dcj/wDXXC3dhJYXBjbLRnmN8feFexRnZHPLcxzx6VIBbhUfzFbnk7uv+TWHqWkQ+bJaXkcptp8mA5yYvR1xwTn0xnOK1ZmecqOKnWn3tlPpl7NZXK7Zom2sKiHAqGhnV+GdFiNnFcTzS+ZOTsijOSwz6e+K6Ngj77aLakxDKnnsT83oOMZqp+4F1NDfxfZIUk2i6hXlQB8saenv9a17A3UAZbnyJLaKA7GYgG3B6A9tzd+ppOKfQak+5jweEpZF3XF6ST/slufxPvW/pWiJZrHDbLDLLMTmOc4V8D7xPYDPTvmmSeILKI7Yt87Lj/VjavGO5+lW9BvTq9zPDcwRGNUDom3OOx5/KkrXsU72uWILQBAfs9zbRr/q/s53i4kB+83tn2p99qS2DiO8Yz3TRq0ixrtUk/5/StvZhMIvCjAA6AVzHiqBhJbXGD8ylD+HI/map6IUdWVJ/EV1IpWJFhGc5HLdvX6VqJ4oij0qGUos1+3yOCMdP4mI9eK5MZ6YzVqztGuJlhXqTkn09TTppvV7HpYPCRqtzn8KOx03VBqULObdo2XG7HKk+xpt7psWofu2ilEgy1s6HBSTGcDtzj8/rV7ToJdN0U3gtI5rVR8oVvnP+1789vQVnzXpt9Ka6ivpo7mQgiK4TK9eMenTPFNtXPPruDqN01ZHnWtWl9dXsM1y4iuIk8qVpRhuOmfccikRGEJjjaSbYjFViXbx17810PjFL7UdUsLjfGl48XyRMB5ahcElifvDnjH07Vg6e1vcXUa3VqyTKHdJ1/5buOp/3R2HSolCLeqJjOSVkzKj03Wr0q8p2bV2rlgu1T1AxzitvR9Fksy1zP5kzMQjiM5cDPRc9Sa1DNbWsY8+WOPjoxySeOgFSaZfW9/fC3txKhjzLHKGwQw44H0NCstim20T26nzWgju5LWcoRObxfliTsgPrirZuIre3hlnSG0RlISNT94KeGA6jPNaccKx24jbMg3byX5LN6n1NYPiuHfDb3AXG1ihPsef6VT0VyVuV7jxHAFaOCJ5COAznAHbPr0x+VX9P1Swk01tRuoo1nhk2kRjBZjyCB6nnn2riyfmqeCMsRxy3SineTO7C4X287PZbneWWr2uokiMukg5KP1+oPemX2n2+oj7M0rRb2BSRQPlfsD/ALJOPxApPD1lHZwyPcW8xQf66VF3bB6f1NWY7lriG7u7aW1kt0BCwuNrYHOQfXpVO19DmxMacarVLY808QWb6jbnfFElzYq0aYUR71DdMe3J+ho06aaSMFopGAGFOzkHqDn0rsPESTeIrW3vEsDHNGhaZkxvL8AHHcAA8jPX2rkYrhbxDGbny5Iwd6yDjd2RAOpNZ1KanuZ06jjsLfa89jI8QQC4aLakiEEp6H0JHaqtpqmpXEMVnaxgBVC7iNxxjGST/Wugh0tFk33VtAlwqr5mwZA9h78VpxxxRMJJCiRoeSeMDioVKKVi/ayepBYWkgVTbRRS7lL+Y0oyqjq5B/TPWr8DQSM7eZcxgr+4huBkyY5Zgce1SQaXFdKq3VpGrFi808UmDMewHotaEkEiwysLiSSdYmSFpMHyxjjHFaoyuVWMcKl3IROmWbbx/wDqI/KobW+trrUYIoLoG4jLNGTGGjZiOc+/Bwa4y4lluCpld3b1Y9KIJZYLmKaI4lRgy/UVKk27G0aTm1GO7PQV0+xUtHKLd7qRjJIR8rNn2B6e1OurKKSEArtRcZCdQAcgj3B5FcbaRTajqJeSTDM295ScY9TXdXEH2Wzhl/eziTiNY2DM2O5rVpI0xmFWHaXNds4PVtHjhgnstTR1WYNJaSxuGjVgOGHfpwfY9OK5TSN2l3N9HOHDqAhKcFfcV6zewaLfW0ltdTSRXFqjTR71IZB/EpXuMgfnXm93A9wWt7i4k86ZSS6YbcBjqe2OlZzjzRsc0JcruQyeIYluo/JO+ARkyBBhnkPr0wB2+pq/Zanc63PJEEdbcDlRyXyeFx0NJY+HLKLBaIynODvb6Cty2soIIYQEkhXzABNGDmEY5IA6ntWapxVjR1JNE9qsFujvMs1oiZDTtEGLv/cB/ma39O0ZbiA3RuYmmSMyusKqFfJ5DD1A/nVWws5VkWe3uTLbQsRbwXSZBz1c+9a9nbtZsQiRF7iO4aaQLj5vKJGB0xxitoozbZSmaOGI/PjAOS+MDtye38Jqrb41UXbxy2s4nKo5kQl4gAPlB7/WuOvb2e6k3TSu59CeB+FFhqF1Z/aEgfaJk2se49x79fzpRd3Y2p0JVZKEd2ehR6ZZRlGhgjVY+FCsSFI74z1qrqWkNdxuluAbhl/dBmwDznBPtksPfNZHhK0uJboyI7pH02g8O3Ye/rXU3Ait7v7PcGdWXlpFTKxntkj8Kt6BiaCoVORO55l4j0qK9tVdI549TtdyziU7i6AZHI7r0+mOa4nkEgjBHBr2jxHbWElsmpaZeKl3cuVlQONrED5zk9M4AweOR0zXnet6Mzxy3sYiAiwHCZyP97+WfpUs5jrNPtSluqSt9oY5VRIMhQT1+vvVnWNOS20MKAqr5y7gPoatWKN5JkCru5OT/DVi50+bWNGUWZR1WYF3J4GAefX6etZsaOShiDAbRXU+EomTVJCckGBi2B0AINaWl+EIYi5u5TIUB6AquR29c1vjTGS3a1s4FicjoAMsA/I/L+lSk73NbpoZHe2rW8kpfYV4VZFKlz2xmq19b/aI7ez1W0eJ55QYfKbIPHQnqOtWw9n4gvBHdxrAlqMA9MsPTP8AI/1rG1HUbnT7qVElMsxTZCzHLQoe49Gx/PNbQi5OyKo0Z1pqENypfW39o3i6ZpscaQwDMjqoA3AYJ9wP55ra0DQG0lXlm2tcZwGxwO4Gfermh6b9g01eV+dVlZwMkgjt7Crt1c2Nmv8ApNzGpwVwx3HA5B4q5yS91bHVXxNo+wpfCvx8zOug/wBrtLLTpkiEg3vHJ8yED/P60zXLm+vNQt7S8sIvs8PzSNBlyB/McfzqNvEVrd3iW5tj9mkfiRzt8snjj2zWpDbJZNIUeVpG+8zPkkelZJ32POloeceOLbS7y6txa3MhiVWJVTyHOOOeg9awro3lppDyrO3myFI/MwAQnoPQcV2XjGCJbizk24HznAH3jxXL60zNowyMFpU4A+tJhE5yKNi25mLMepJya6PwrGV1uLggMjqCfpn+lRaR4dvrtv8AUtEoBOZAR+nWuusNFh0lWvMm4uYkfYoHAPA/qfyqFubdDdt4A5YL8xUZb2+vpWXfrZarYXFqJBG3BR5gVBIPb1q3Jp9vNBDbaPOY7yUfv2BI+ufT/CodSuVi8nT9VhAtrTDFox80hHRQfc+n17VqrvQiMHKVo7nM6no9npdrHBtaa9l7k/dAPXHv261a8PeH53vmlvIWjEf3UbjLdvwrX0S3e+vptXuoiZHO6IL0UA/yHQV06Wz42kAbfkYqBkA8jk9CDWsrQXKj06mI+rQ+rw36vz7fIy7iWTSNPYWCiVLmRh9n6MM9QP5VQ1qXTYdJt7L+yJre5kYAuUAGc88jryav6hc6VFNFDdXBEwcMjhizRP0PGeBmrIhuXvFmvZo51jG1EKdfc+vrWVzynoc9q1lPptrZiwuUuY2GzygeduMHB9ya8+WOS9dLe9sfKmjAjh2rhY1P8Z9Wx2r029023huPtcCbJByNucD8K4vT4FV0aUkuzZwfT1pNkoyJdcdHaCyjISP92JJTuYgcfrVaWe4uzuuJnkPP3m6fhUG3NzKFAADsP1rWsNMmu2AhhaQgE8DgVm2bRR6BpqGWwtm/vRKf0FXjac7uTVfTrDUBbW9nb+V5lvCvn7h0PZQfXGOtIlzZ6peSC/ElnBbrhSjEAt6//WPtWiZm1qcddeHbuXV7mCFPkV2Ic8Ljrx68Gsya1FtcvCsiylW2bk6HHXH413N9fXdvpxMkxkurtytt/fWLGCxHv0HuParWm+GLS2ijjnjV7jOS3XDdgPatYxUVzM9XCSjh4e3qbvRfqylougvb29vLLCJRv3zRY524yP5VqpY2Or66ZbC9+x/Z1+ZAf4voT6/yrUTfHsljXaqjfuY7cDoenoayjaQ2NrPHfWH2maVm8qeJD85PAPr71Ddzz69WVWbnLqZptbu51m5ueL4QfIskXDDsCPyNctrV/DMxuwkMETRmOfICvvDcce4Ofwrt7fTLnS9Ozpl00MkgJkikTcozwPxxXnXj2DZb6bG8aiQPK0jgfeOFAH4Ur6GPUqt4hhRiIIjO/Tex2rwc8d60vDN/c3eruJpCQ0R+UcDgiuQgj3FQvpXW+EYmGuQAAkurDA+n/wBas76mltDv4Iyegq5NDJaaDqF4RmTyHSNcdyME/rRpDW1/dPGshUR9WKkDPpn/AD1qzrc9xb2RuI4oZbMKVETEguDwuP1P41tHYz6nkq6ZdXEUk0ULGKMEs54UAdeaZa2klxcR28S7nY447mu31sNctDpFrFsdwss6hcbPl+79AOTV/TfDNvpt15ySHzPuEvxhux9ef604xUFd7ns4ecMNS9pP4pbLy/4I3SdMsLGR11FNsSxgxupIHIyTn17VctNO1C10y71ODUUdHyVWT5sjt831P6VPfRzz6TcQQQ+YrYbYxGMA/MB3yDWfeWGlz21tY2LzxTMRuXeQBjvjp1yfwqGzyZycpOT6lG1K6TponvLQiKV8yMEyjgnHI6Z75rl9Stp9FaSf7MkttPuUqWJR1duin6Y69CK9Av49Rjto7DdBNZJgb8EHAGB9azNVs4tQiWwj2ww+YrohXKEgH5T078j8qDNnO29/dWoa0MqXFizA3FxEu3C/3Qe1ddY2cMnnavanbaupihi5+YD+LHb6Vy+j2026C0vNo0ZpCqNnbu7cnsK6nToTH9shgkZtNQKExnBOec+hx3qANuFBkIflIV9vfjAPNWj5ggmaMF5AjlCMDJKgjPes5tTsrKRllmAKswxnJK446VSufE+VUWik7SCJJOOgweO9K6RaTNWcWd5ZQWECbLtwAzdwO5PqP6Cua03RbiXX2huVb90xd2I4bB4wfeu5jxIhdQo8z5icdamUJEhY81vTm4J26m9DFyoKSiviVvQ5nxLPdx3SxpJ5cLRggRjbx0Iz+FcvKgHJzz3/APrmuw8TgtaxTlceW2049D79uRXJspbD4OD3/wDrn+lctTciGxTmG1eAQT17fr1rstGvzqGlI7/66L93J7kdD+IrlGXIJQE46leP1Nc5o9/fv41u9NTWLiyik8wIIU3bmVSwXJ6Dg8n+tFLcmotDrPGVzErWcLc3M5ZLdMgAnjJJ9qyrCK4tLqfTp0WaKNC7XDDJV8dM9uv+FcyLy/16eKGa5lub4DNvvYfIDyx/QV1ukXTxaTPpcyt9rQ75XJ+8ScfNnvWr3Muhv2aEMWRQHO4MV5IG0YA9sVp24TzVk8sALlmRgAMbQfx6VSslImi3KIyGKbeM7tvPPtU0t7b2VuslwQCAp2yckjBBI9f/AK1ItDYNNWGyfXbaYJPL8yqDgYPQD0+h7CuSu57zU79YZVO9X2BMYO49SR612sVhA+yRJ5TbABki4weOM+vFWF0m3uNVGotHifrkcAnGM4ralJRd2deCxMKE3OSu7aepn3dzH4e060giheWTyz8zHC8k5B745rmbzVdQu4gjzssWMBU+UY+veur8URJLpySL8zxSDoM4B4/wriZDkk9cdSP8TXPUk7mEXze89ys6BFLcE9znGf612mhX41HSkLtmeD5H7Zx0P4iuOaMFcjn1I/xNZ95qt1o9pJLZ3DwmRlRnj+vqamD1FUV0ej3EoVDtHUV55BLHb6mYbglAMeZK3RPTNSavqF3BosV/Y69qMoa4NvmeNUWYhcs8eOdqng7vUfQV9AaPVRHoVyNsrSmS4m7ufQf7VbSRgjT0/wAL2Ucpd3Fw7Nu3MSFwQTnA7V2MFuuxPs/yjaAAB1JU9Pasy2XZcyIpwkTKqgjnGOmBWrbrlYTtbfsRuuR97B4/GpNE2Vru1u7ZEm01ybm7ADxjqQAB+P8A+uk1S/sU0hLSeErLGMsAOWPbB7ZPr6VoiWezu472OMTRxxeSUjXodx6e5FZ+saXLq9vJePH5V6ZAVjYYyuOh9+mKuCTkrmtBQlViqjsrmR4bspdT1YzSLvSNDk5+4McYz6f1rorvV7DTsxltzgAGOMbiGH6YNSaDpX2TSTDMm2WcHzAD2PAFcZPF5EsiPgMrFT2HH6mnXqa6HRi6satZ8vwrRF/UPE95cl0to0tkJJyvLYPan+F9SYXUljPKzGUb0LNn5h1H4j+VYbH5iOAPQj+lQM8sE6TxsVlRgyexHsK51N3OaUdLHo8gPOW6V5n8SIDNcaZFbo7uzSfKvP8Adq9ba5Lq3iyS0n1a8s7SaTbGY5Y0WLgZ3FxjA546k4rPiuLw6nqNrezTuLeXy1F0BvXDdCBxk45xxxWz2uc60ZR0PwvPOHa5PlBELbFwTx6+n613dhp9vp1lIbGEfaBC4DseTyOvuRkYqrp4b5lQHJVy4UZJOcn3xyBW3a6rcWF/auLKOSKSRknLH95CrDcGRe4z1/8ArVCV2a82hsRLavbWummMxTSR75geGVO/PuTgfX2rm9duJtL1EFJhMgclYn6bvp6Dpx6V0l+bG/0q51KCVs3BUq7A52rwi4PbOW/GvPbq1vP7US0nLNN8qpnuDyCPbnNdFOKlKzOvL6Ea1X39lqdD4YtXuPN1CSYtNLKUkkbnqM8/XNbNxeWdhC32mTy22/Mn8W4Hg4/rVbUjPpXhyKK02RhTtkYLknPQj05ArjZNzszuSznknOT+J6CsqtTUitU9vUc+nT0NjUvFE87YskaFQcrI/L5PXFdBpV7/AGhp6XXymc/LMcYJYdc/z/GuCyNhI6eucfr3rV8LX5tNS+zSECG5+XpgBx0/Pp+VZRm76mM1podlIpdcOeKxL6CEghnZvTnpUfjS8urHw/JNazvDIJUAZDzgnmuM11PEei6Pp17c6jeCa7L+ZEVwIcbSoJx94hs4/wDr1va5gbenQxzWCwyoJIycbW5GB0p/iCeW1sLOCCRooi7ZRDgHgUUVgykZFq7Mx5xgdqvwOSxHTjr3oorLqbo9J0ty2m2zHqY1/lViV23IvYmiiupbHM9ytrKq2j3GQDhNwz6jkVw1w5RzgAnI5bmiisqu5rTEm+QD+Inu3NcPezNpXim4v7fDTxzMFMgyBuXaePoxoopUtx1Nitp9xJZXRu4sGWFo1XcMjGDXdaPm50zUNQkYm5YEM3qAuQPzoorV7mRmXuvX32mRUdYwTk7R1OMd6rtNJIweR2diQMsc0UVi9zaOx6Tors2kWpY5JjXP5VpuxWJ8ccUUV0LYxe5naoobRbsEZHksfyGa4VgEhDYBOM880UVlV3NaQ2VQEDH5jtB+bkflXP8AixQNEVz8xZ169qKKzhuXLYzvEXiCTV9NtEewsrZo41VHt1dSqKOFALEAc5PHXmt6e0htPDNjewKUuJWjV3B5bIooromcyOttFXf5m0FjcFTnuNuavtO6aY064EkcZZT77qKKhlwKXhnUrq8vrvznyuFYKBgA7j2rqkG6bnnAooqo7CnuPuJWXCqcDFcHrpKa5NGvAf5ye+SoNFFTU2Kp7mXH8zSL0AUnjvVdyX8wfdAXOF70UVh1Nmc1bay2napqcBsbG7heVX8u6h3hWUHBByCPcZwe+a0NNvbjUb3ULi6k3yzypLI2AMsW/TrRRXV9k5pbnaWnF1wMAK+AOMd+30rXs3MduknDHMR+YZGSoooqClsSnT4hq7W4eQQxxrIEDYBJA4PsM9K0RDHPdLNIitKn3XI5H40UVaBNrYXW1B0S7BHSPcPqOa89mO2Dfx1IA7D8KKKyqF0xjHYUxyTjk1Hcs0MqiNiG3fe7iiiskaM3vGUz3HgpJ5D87vCxI9TXn9xrF/f2EVhdXUs0Fu7SIJJGYktjrk84xx6ZPrRRXZHY5Wf/2Q==", "info": {"video_id": "74864", "label": "dropping charger next to comb", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "74864", "label": "dropping charger next to comb", "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": "04c83186640ca8b0bddf8a735386163f8a77d9dd3725c9891f58262935cdfebe"} +{"episode": 40929, "episode_seed": 4199033931, "split": "train", "timestamp": "2025-10-13T03:16:43.149818", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4199033931, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "89656", "label": "stacking 3 pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "89656", "label": "stacking 3 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": "5e967de50c342ab2990e14ac29600eef96967741cb1001f317001295a1159de2"} +{"episode": 40930, "episode_seed": 1042222411, "split": "train", "timestamp": "2025-10-13T03:16:45.233510", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1042222411, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sandal from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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"info": {"video_id": "14162", "label": "pushing sandal 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": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "14162", "label": "pushing sandal 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": "0a8b1eebc5762ee92501aa38210b4f83c6f10e5971c740984deaea56a89216bc"} +{"episode": 40931, "episode_seed": 628867877, "split": "train", "timestamp": "2025-10-13T03:16:49.837938", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 628867877, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ice cream cup against tree'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "54482", "label": "throwing ice cream cup against tree", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "54482", "label": "throwing ice cream cup against tree", "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": "9952b907a3f2326b0901ee3fc5b28351ef1274783428561da43265c593735292"} +{"episode": 40932, "episode_seed": 1155335244, "split": "train", "timestamp": "2025-10-13T03:16:52.462169", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1155335244, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 magazine away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "187842", "label": "moving magazine away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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JDdGFAWYhlCqO+AK3Ro1xFaCO5utsmCW2DIXPOM+tYug3iteCN1G4ncSeO/Suj1Kf7XIsELgN1dhzgCs67cZWRthIKVPmkc1qcM7yyiO+wEcCJVB/eAcgk9BWzo2ovfxiN+Lhflce/rUOpeXNMlpEoWS2RGLfwgEHO49scVgWeqppusSzRnzIicE4xn3xXRTbnE4K8FCbSPRfEd5BpNrpNuCnmOWLkHnGOM/jn8qzvEttY3Phea6uuJYE8yBu4ORx9D6VxN5qcup3z3Lu24n92Tztx04rqrewt/FumLZB2guSVVlLHaj9iOxWk4tWZndHqMT21pHLfX6qYlhbZCwPJxnkEegz+FY1rpWj3fhpNZvtPCzXKtMsSrhUUn5ScYwOhrU1WfSfGlummtqEulaiNzi3v4yvmAjBCsMAr7isfVM2Omx6JcuJktWjFy8LswMZ5KqSeQBj8KqlFRkkk2tx4ibqw53JJ6L9ClPGs8G6JyCQCHj59wf60trDIWLzmMyHAzGCAffmq17pmlxWguILUKDtKFHKbgxChRt960Ybc2MXktuARcDc24j05711f2jGrB20YZdkM6eMg5vmitfn0X32Y2Eb9zddzYA9ewou5kdlt4cgE/OGOShHbPpUEt1BEUiff0wWQZ2t64749KRZH+05uJ1lcAYcHIYeuf8AHmuaLuz6+pHlkaEWbYhx9w8OPStFIwgLg8EdKoiZJLcODwf1qxbS4zCeR/Cf6VtRqOnK/Q8/MsDDMMO4Ne8tmXDrUsdm1ldQw31oRg29ygdce2elc0PCGhanIdR0n7XodxC43sqma3Ge2fvID75FXb2VVYq3UV2Pw8Qrpd9Nj/WXAX8Av/169DFU6Sp89j4TBTrKfsm9r7+Ry82j3sFnbQNArR/MRc27K6uCR0bIPrWRJfR3+uadosKo1jbxvLcZGM7MjoPVs12PjC9i0K9s3t9MgnS4V3njSQROxXGGUE4J65GOa4eb/hHolm1/Tri5S4jBd7S6jAcPkfxdsE9K8ZxUdYq570JuS5JtKxb1KCLfDFBa29grsf8ASBtdiMZAOBxngck1VjhmS98p5lkATew8nbwDjk59faq8N+13Yz3Ls2yVyY8wjKrwB8oHPOafYymWWVxIjHAjZkBBx1wc12KNaFONSErK2z8zkw8cPWxTw9SF5c1k15fpoXJpo7cs7MR0GVGT+AqzpszSXu59gLjqhO0+49PpVOORIrxXkJ2EEbtu4D6j0qR51iuXeIgBSoGw5H4VhFn2NRe9byPZtEto4LNWVslhzVDxiuPD12ducr0qPwjfLdWagsdwA4NafiK0+2aJcxgkHYTxXRSdppnyWPpOUpJ7nFi3S78AQB40ZhYNsbHzL8p6HqK+YFJUZx0OK+rdDhEvg63j5z5DIQfqRXzPa2TC+mMi/u4pGCg92B/pWVR6yv3ZNJe7H0Rv+GTLpxjlZiG379nZfoPX1rpruQ6JAbtnRnB8vcMkrkHr/nrXLW8pBya6e0vdVaAxXFrHq9ijASRXCASx5+6Q2fmGO5/OuZK7ub8zjpeye5BoNrNqGiw7JQs0s5kmeRSQmTwD+GPzr1bwj4ag0WNp5hFLcuuS6rjH0rgvDus6ZpWpzo9lLDZPABFCP3jmUPzk+nuTXYN4xs7O2WSRlNwRmO0iYsfT5j2+lddJz9na/wAjldOnLFJKN7tWfn2O0lvVt4HuJpAIEBJOOa8u8V+LU1SYw2yKqKcbu5rP1LxFquqiUySYhb/lgg4ANc6WfcX2cEdcVm3c9+hhlCV5bjry4uYYY5Iy+I3EgGeAQc5q78TIFvPC8Gs20YKsF8zbxlGwf0PH41QUs4B3bgOoPcVO/iOG30ybw/cWouLWRGXduwUDc4A9jWl5VkoWu1+R5+KwcMLJ1qb5U915+R5LcXTzYBwqjoo6CoEJLge9XbrSLuCRgI9yAkBgeoqvHBJ5yoFIYnjIqHZaHMrtJ9y7ZQGefaeI1OW9/avbPhYbS5+1288iicFPIQzeWWzndjnk8DivJIIxCiovbqfU12Xg+XTpPtdrfy2wLBXjinJHm4zkKQRhuQR64rJO8kOXwndTW+qp8Q7N76zkEFu8pgaUELjGN+cEYVcnk81yPjTxOdW1n+yrKVlto9zM5Y/O349zxn0GB61veLdZvND0C80HT9VvL3Ynms1zy0SEgLGfcA5OfQCuG03T1htTI+1rgg5ZzkgnnH1PrQ9bu5uvcSdrNr8P+D/W5lRX01nDIF4nmUDp0Gc5+vAqraXU0980buWUKTggDniorqYS6pMe249/aorFsaqeeNjURS3JnJvRlyztBOJcsUIY89zz61oWp+yXELI5GwMhGcg/560zR9Ka9jncXCxKjtukc8D8PXrWhJoESxHbqkBlB+6y8cdyT9eazqVaTfK3qvI0oqrD3o7epzmsXlyNRuEMvyswcqOmcVjtIc4B5rr5/CClfPk1GJUPygpGdpb0znrWLPoLQSBo7mGVPZsEj/Ip069JLlT/AAZNWnUlJza38xlnbyTxxpECZHbA+nrXoehwppsUccXUclu7H1rntC0821v50mfOk6Z/hX/PNb0TGM4PWqkzGxsWnjDT9Sl/s+HSIfOjl3CC6YNJG3AZYyeG/iIDYA9+lMtW+zaeZJpSpYli0pztHRQfoMVRh0iy09GklCz3jk4wMgMT2Hc571qxWjJp91NeSlQp3xjgKqjoh9fr61vhK8Iy5n6fec2PwlSUFGPq/RFKITGSNZEt5kDA+ZHlSCOjAcj8jWnKzzR7i7Fj0yecVRsLOL7W0i2ywv5YJ28cnqCBxnjrWylvy3PTav5n/wCtWmLprm0R73DDf1eVWTvd2Xkl/wAOLpFpG9k7PGso3fvQPvrjow/X+tZ92mwzMhyoYhSRitM7dPuPNSZYmYZQK24se5P93096pzN+4ChsMWySOhrlhGx7nM23JFWBZViRSuQT2rZtwzquQfbjFUAzpsC4BC5AqxFdSxgK0Ckj0961SIlJrYbqoA2lsbjwa7nwAmzwwCB9+4kP8hXHXNu15YuxQAjJWu68CLt8K2X+0ZG/8eNdVSpzYZRfRnyeOwyp451I7SV/n1/z+ZxfxY1W+03VNJS0s0ufMVgF6OjhwVZT26HOeK5S7kmufIbUlF5OH3RoiYVSQOqjg9Otdv8AEOVY9ctWKbn+zkKM/wC0ax7BYbeyN1cIPNwWJ9BXmVJO/Ki6MV8TM23082NpcXly4M0iYVCeAe2M9OTVewdpTKWL7lPIfGRx7fjVeeafVJTcXEskcGTsijbHHqx6/lVywjihjZEAVeOBXqQozhh257uxxYPE0qmaU409lfXu7Mux2ryROI1QuoXAb1x+vOKr2EMkupQxqDzMoKtjPXnOOK1LdVmQhCpcHOM8n6DvVfR49muYVeFkyAO3cVzJI+unJu7R7RBaW8K5iiVCeu0YrM1zW49LKwuAwkU8d6u2dxcSRruQHjrXm/j/AFJjc+UwMcqAjI6GtIU3OXKj52LhCTnWeiK2neP7XT7g6dJbF4FdsTK2MAsTyPxryvU1SPV7tIzmPzWKnHUE5zV8KRITnJ9azdRdjf8AzHkoMfTpWuLwqp0+dPqefRxntq3Jay1IicEY71p6bDKkSxvcyXDD5Ii5yEQdvesrNdPpdtttkmAzt5xXlN2R6EVrcs3Uq6ZbqYYN874XLHv9fSsuAOl0ZpmHmOcsAOPf60zxBq95bGNbNFd/vOWQMPQDmsafxDexwbrxoBzkKkSqfoK6cPVpU4tNXbMMRQr1KkZwkko6/M7WGVIzyWwepWli0e/u5C9hA00LNgYwMH0rzd/HOqhiVS1C54XyQeKvWvxB1uCJZYjbod2fliHXpTvFHoyx0rXjFX9X/kd5ceGtVtIGklt2U4J2AjOPXFchPAwmJPU85qUfEbXHCtPNAx5HKd/w7c1nN4nJJMlpbNz15/xrehiqVLo7nlY2GLxclzSSS6akt/aIkCzSb9mOqt61gs8Iuv3ZY5HBatSXxDHPE8TW0IRhjq3HrWC7oNrhgWXBP9a5q8oVKntI9TfDwnSo+znbQ1UII+tdR4KjtpbxlmhSSUSxvFvGdpXcc4787fyrlEOVBrrPAMJl1/IxhVGQT71i3bY0gk5WZp+MdRj0UWsRKSXMkD+dkfM27qzHvk9K5zStZeOGdFhQlvnDuu4rn0qbUyuva1NfTRl1ZgArk4VAcAYH9T3qpK7CG4cokaohRQoAwBnA46n3pyioo1lU9o/e6HN790sp5w5JPvzS6ec6qo/2W/lUEWWOc4FSaef+JtH9G4/CtbaHNfU6vQJoLNpmkXf85KIegJGCT+Fb8muMwx9mj25wBj8h+lcjZkJcljnAYZA6kEEH+lWhdIdg2hXQIOWByVHB5riqYeE5c0tTuo4hwgkrGzJq5bgWseCQQMetZ95fmWFlFtGMjjjP0qmZ1VQoj4AUDDYxg5FNeeMqR5JGQwxu7E5/Q0lhqad0i3ieZdPxNbT5/Pto5P7w5+tXWOdp7jisPR5x500O0KM71Gex6/r/ADrazxXQee9ztLXR4rKZr+42mYjBZun4D1rG1XX7O5nktI3WRUOHhjUuWPpgf1qxr1/LqmqfYEkaK3X/AFjIcE8dAe1OtoYLaIW6KoVRxgdR/jXdgME5NVZfI4M1zJQi6MFdvcj0VGRHLRuiKfkEjZYD0PoPxJrfgj8wx56bt7f0qhBEoTj+I81p2ytscqpbjkj+HsCa1xGtRn0uT/usBTXdX+/X9SHVLeOE+bbzoyS5RkZcORnP5e4NZz2LybDGfkHJGec1d1QhVgQ43I5Gc9sU+F1CDBrC2h6UW7XRlozfaJEJwQMDI4/GriIVbAJwoGQ1NZonnz/EzGrMQAUo3IXpQkOUrq5YhIW1z0BrW8NeLNK0/TodJuZTDLFnbIRkHLE/1rkdQvxa27RIfmPCgdq4jSYG1TxXLp8upz2ikSGIxpuJdULBfboTn2960dByhzN2R4WY4qmpqna7X4HqPjuSK71/T5opFkia2yHU5B+Y1zuvatHY6PJKqK7ABI0boxPr+tcx4f1LUNW82S8u5pzGqbd5ztBz0rcvtNa8syZeCvKg9q86suSp9xhR5ZR02Zz1t4rt5SY5tLkjION0Mvy/k1an9raRaW0c01/5SSOUUSJk8DPbtXCaretbq3kqoBcgN61hPJLctvkkLEcc10wxFaS1ehhLDUKc+eCtJbNHsMGpWVwR9k1K2kPUBZAD+Rq/HNPDIsqF1bOSw7n614dZ/wDH9H+P8q1Vv7q1kDR3M6KCM7HI4qlUinrE3ni8W17tS3yTPc7XxlrFpxHOWH92QA1zeu6pcapJJNcnc7HP0+lcdB4h1O2XbNcCV1P3XUEFexz61bj8QPcMsc1spJ4/dnp7n0rso43D09WrHkYrL8dXak5KX4GhaRrLOqt909qxvEMTWl/bu3TlD9Ooq5Z63ZvdFVZ0ljJDK6/1FUvGEiz6dHPEykq4Hytz0P8A9atMViKVWk4xkjLC4WrTqqUosgU5ANdvABHBsC4DcVxWp2Nla+HbbVNM1W/mVrr7Lm5gEa3BCbneIfe2qcKd3qPcDuMgADPbivDqRse5SadzL1pIYNMnmOAVXAx39q8u1OZprxixzgdPSuu8Uakbq4WyjbbHGdzn1b/61cTOd1w/1xTorUKstLEbnIq3D/x6L+NVXHFW4Bm1X6mt5bGJOmXUkgkY3ADvT/JOM7i4U5JzxtPQj1plt8pJb5dp3Kf7wPUfSrJBkIRQQo+4ijJH0rJ2W5vTp82rKbMQxHUdsHqKTadzKykYJHJ61NqFqsdujnCyhzlc54q15QuIRJC2DxkE5GR71PPG1x+zXM4kdnJmILnJHv27V6V8MREv9qzTbQsYjbce33q4HwrYWGpeKI9N1a7ntI5m2LNHNFGsZzkljJxjGeByTgd6txT3mk3ms6SrXMKLP5TpNgSgKWADbeAfXHHpVOOlzLaVjZgsit67vqNnBbxbnANxGxYDJ2hVJJJrH1BwmlSHPJAz9aSJI1XICgVX1h4lsUjQDcX5pOXM0gUeVMxImKds1Np//IWi/H+RpIeh4788e1LpxxqsJPTn+VbMyRrHJudi53N93Azk+laEaeaEdVjPy7kY/cUj7yH396oPGZpCFLKwG9SByMGtOIT3e5YISFOGKJ0Bx1OeBWMmkrs6aFLnepTuwFjMcTyOFyysR82OuCPQVWgLXUZeORMCUKQVAIB/DFb0kCabELi5I+U58uPn8z1NYen3UenXlxFNGywP8+DyAp6cf54rKNVTTcVc2qwhGSuTRlra4SUAnbw2MeuG6du4roY3DpkEVz2rW8Is2ntZ+cr8oIOAfStDVtC1nw14e0i8vLi5Se8MnmQlMC3ACFAx/vFWzjt9Qa0g1NXRz1YqL0Oy0OQazbXslxGiSQOwV4htLYPftUUhIKEE53AfnRRXs4OTcNWeDmMYqtoizFI4Thj1q9aX1xAwkjkIYfr9aKK5q38Rn2uWpPB00/5V+RJ4gwBbsqhdwVyB0BKknFZYuJEGFNFFZnpYX4ESxseGzzjNJJPIwK7iAeuKKKI9Bz2b8jGndmdsnPNcqdSn0nxHLf22zzonbbvXI+ZSp4+jGiivXxPwJH5tQk222bHgsY+1r2Hlj+ddH4ruJLbw7cNE20ttTI9CeaKK+cxX8V/10Pew38FHkepuWSNT0BNUY/uUUVrS+EVTcW2O28jI/wA8VpRfNK2f7poopy3JRpaXbJdTLHIWA8oOSpwSas6ufsOnsLYCP6UUV5lVt1oroerPSD9P0OcctFdo6MVZot+R64q1PdST2QEmG4Vjx1NFFdtRKyZ56bUpIua74pfXVtYZdJ021MCJHFJapIpSNc4QAuVC85OBknmu+kYiKRu6rkfgM0UUVegqe7PLWkeUvK7EuxyT71mty2e+aKK1pkz2Gsegq3CB9lB9zRRWkjNFu2QNJAvTc20kdcV0Jjjt4yIkVfoOTRRXmYxu6R6GH+Aw3hSXdK+Szq+efTpWXaTOGbDEERtyKKK7IbWOapvH5mjp3iKTS3nSTTtOv4pirmO9t/MAZQSCCCCOpyM4PcGrVnfXGr31/qF9J5tzcSCSRyMZY5zwOB9O1FFVL4DGOsjWijQELtGPpWbr4w1uq8A5PFFFZQ+JGstjPTIyMnB60acANVh+p/kaKK6GYdTetv8AkJxjsQa3dNkIt5IlwixscBRjPPeiiuDG/wAL5nZhPjGQMbnUrnzTuER2ovYZAzWPrltEZ7E7cZ/dnHpiiiuei2q8Uuy/I1rfwpFfV7aNNHWVQQ52KSD6dKzr3xLq+oWdvpd3fTz21rK0qCSRmJLgZySecbePTJ9aKK9DDtuGpy11qj//2Q==", 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", "info": {"video_id": "187842", "label": "moving magazine away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3cf859a44b8c8916e4ae4060983122f5c4d21c9d2b869d7c6d6499e6fe21a87f"} +{"episode": 40933, "episode_seed": 330442569, "split": "train", "timestamp": "2025-10-13T03:16:54.627185", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 330442569, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera upwards while filming pouch'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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99f50UUmVEpax4lfXIreKXS9OtjAqxxvbI6lEXogBcqBzk4HJ5r0xOg+lFFRM1iMmJANczfMSz896KKhloxAxMz59KsRfcoorWOxlLchl+9URPFFFUZMaTVq0PNFFJ7DjuZsmttpWp3sZ0/T72KWQOY7yDeAyjggggjqcjOD3Brc8J31xqd9qt9dyeZcXDrJI+MZY7u3b6UUVMtjRbnXp2qZDRRUoox/FErR2sJX/AJ65x9FOK4W4vbiYgSSMw3qeT3zRRU9Ta3unTqTsH0qlcMd1FFbI5JFfcacpOaKKZAmrsf7Gbn/lov8AOsu71/U9Q06DTru7mmt7eR5U8yRmJZsZySecbePTJ9aKKRqtj//Z", 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"info": {"video_id": "195828", "label": "turning the camera upwards while filming pouch", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "195828", "label": "turning the camera upwards while filming pouch", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8a3a6adcc9a01d60e9546896a859907821e8b7f1f37bb482e48bcf81aa8f015e"} +{"episode": 40934, "episode_seed": 2372839204, "split": "train", "timestamp": "2025-10-13T03:16:59.337294", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2372839204, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 headphone with yellow cloth'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "85717", "label": "covering headphone with yellow cloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "85717", "label": "covering headphone with yellow cloth", "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": "a44df8a96be864170111d17c994a0de2b7ed23644b81d7230cea771930371e6e"} +{"episode": 40935, "episode_seed": 673390319, "split": "train", "timestamp": "2025-10-13T03:17:00.614127", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 673390319, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 color pencils'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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SBUWlMv2Voxy3mtzj8ay5ZxLK7hizHjd6CrWmXQF9NsZChCkK3YgYP6V41SXPJs6ZQUYW6m3vIBJQZHP3u30qrpYEkMkykbpDgf7vepljLxYCryvykDPB4ptmpjsokyRhApVcDGB3qUlYwTa1Qkv3iO2fyqjOSJEByOTzVyd8u0hJ5PX2qhPJ6c4Oawslsd8ZNrUJdpIDHAzz9KqXUTNFGwIxjHPGankxKypkAMQD3qvcnMQyGYcfeOOK0prQ5sRvqOsYhDpzgMd8spJyOora03z4oneIgbOff3qjZSIV2tuCnkljx044rTsB5UZ+UHAIfnJr14pxkpHM6q5HHzPQbEg28TLj5kB/MVaVmjfcACtYukXYbT40HBiGzk9uxrXhkD47ivbhJSSaOaS1Ne3m3gY/nVoMcdDWPG5glHPyt0z61pRyhgDn61TRDROHwehpHcY600Nk0jtxUWAglkGOorNuG5JzVqeTAOK88lvb6+8aXmlnWbm0hDSeUsahssqbgvsODyac5qKuVFXOU+Jy+bqWnLuODLIWz/wGuRQn7UWQZIOAF71b1fUrrULqF7u5klI5BbnGcZxUKKrPGw6Hkgcc9q+fxHxs76UklqdT4ed5JnjkUAxqCPcHiuoGfLG0ZxXHaNcrBqCF8rvTyyD7nIrq45+QOldNCXNAiRp2k+QAQcitFX4HWsKSRYYzOXCheSScCtO1uVljXB6jityS6HHvSlwR1pm7ijdxSERyOPWqNywI4PSrMzgDmub8S3c1rpDzW8jRyb1AK+lAij4hfKpy2MHgd+lTeHNXWVUG4dKxfEscUfh+DUrLWL+dTcm2/wBIiVFnITczxY52qcKd3qPcDmtIvZracMh+TPSuZvlqN9y0ro91tsSKGBq2Bg1yug6v5kSZYHIHeuqikWQAg10p3VzNk8fWpscVAvBqcHNMBjDiqzjJq23Sq7igZxvid9siJ361yskihjg89MV0/iXDXDEbCQOh6n6Vyl18hcgruTk+4rw8Sm6rPQw9RcliSB8ByWPGFwo6Z70+yYieTAYdM5NZ2hx22oeLf7O1G+urO3uHCCSOaKNYyMEljJxjGeByTgd6k0oXFrrmq2U/nr9mnMapcACRcMw+bHGemcHHpXVh6Li1I5ar5pNnTRknqKrai4KBMZHp71Zjb5c+1c3r1zOYz9nYBgcnjPHtXRWlaNiYbjTEs8czIhYnogOOKq6SxkulbKo3UM3QnPp/npVXTtQaOJwV3kk7WPCj1z+taFrsNtJ84D7Qy4HPTIx6V57VtDbXdnTQTo7uqHocD0qyqqVZHX5WBJBOD9c1gaXKUnUFuH4Of51tGVlLH5TuGCrnHX/OKyRFWPI7Iq3KugZdybRyDnk1mzOADnpWydrRFSE3cDKjIxxn8f8ACsm5Unex+YZ7L1GOtRKHVGtCtraRVZ8sPmIBOOlS3R3EgqTg7fmPv1rJ1RpUspdhI2uuHA9al8RaDrXh7QNJv724nWe+MnmxNH/x74CFAzf3irZx26dQa6KNBuN0TXkpS0NaNFBzyc8nJ+lbNuqpGCowScE0UV6L2OLqU9R1O5hultkKiNo9x454/wD1V0XnyHSY5dxDMw6EiiipT0OiK1RK17dQQWhjnkG9sMC2QeM963NO1W6eAs7KzL3I9qKK0p1JqVrlVIr2d7dTWtdRmeN2YJlSAOKna4dl5xRRXpQbaOFohdia8h1vUZ9L8Z3t7b7fOjmbbvGRyu08fQmiiitsVHc4e7J84L2BAqa1jDlQxPPvRRXiV/jZ0LY0FkZA7DGVBxmp9Mvrie6k3yt/CRgniiiudNq5tFaBqV5cmQwNPI0fngbS2RWvpOs3iOkAZSgwBkc9aKK1jJ2TubKK7dDqINRnaVVITBx2NXmncnHAoorspttanHIryOxzzXN+LGP9jH08xKKK1WxLOR8TeKJNbt7aKTStOtjAqxxSWySKUReiAFyoHOTgcnms2xRS6jHHWiiuaruXHZnSaHcyJcCJThc/0zXpeizO6Lk9qKKKDIkdCAMZxThRRXWQB6VXk+6fpRRQNHD6vI32tzn17elYM+ZYPmP/ACzP4fLRRXiT+Nmq6HNtrbaRd3kbafp9/FLIrGO+g8wBlBwQQQR1ORnB7g1a0W9uNS1TUNQu5DJc3LiWV8YyxJ7dvpRRXoUtkSzpnYiAkHtXL37t5jjPBIB/Ec0UVGJ6FRGzxpDEiRqFCsyjFOWVkuMLgB4QDRRXEdK1ijX0lAbmXkjYDj8wK0iw/wBYVBYHGTnnkf40UVCMq/xDlySuCVHAAHGMDj+dV5d29hvbAAA/E0UUGLMHW4lS0crkHdGOvtWPqPiDU9T0yHS728mntraR5UEkjMSzY6knnG3j0yfWiiu2h8I5bn//2Q==", "info": {"video_id": "42484", "label": "uncovering color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "42484", "label": "uncovering color pencils", "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": "7a2b71d5af9d6ce436c5c9abf2162d2881b01f1d6c7587a2da0d6eb80e2352d1"} +{"episode": 40936, "episode_seed": 1420889601, "split": "train", "timestamp": "2025-10-13T03:17:02.201709", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1420889601, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the fidget so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "23633", "label": "poking the fidget so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "23633", "label": "poking the fidget so lightly that it doesn't or almost doesn't move", "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": "6fc6c98791d7bd95bbdc9af628e738b8f541c9fd6d78104c0858de3641da94ac"} +{"episode": 40937, "episode_seed": 2286261991, "split": "train", "timestamp": "2025-10-13T03:17:05.103685", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2286261991, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to close a drawer without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "98913", "label": "pretending to close a drawer without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "98913", "label": "pretending to close a drawer without actually closing it", "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": "6956641fe900a7f3c272bb705406a787a15e0b2e3bf3d549aca7c688947c8e15"} +{"episode": 40938, "episode_seed": 1974407547, "split": "train", "timestamp": "2025-10-13T03:17:06.324231", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1974407547, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deodorant over glass jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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ewrapLlXmU2ormOj8E6prmnawbjUNZMVhuzLCsRfzccAAEYX6ivSD8RbCPPkWk8p/22VB/WvLc5xFGwDryQKk8+4U7VlQD/c5rNVpJGE5ubuz1WD4hQuB5mmyAnpsmB/pVXWNX0nV5Fe70zzCF2q/2gqSuDx8v+8fzrzaK4nNxH5kzBNwztAHetyK7eNlj3xEoSCXH3vfjrSeK5fiYuXqar3WiaW4ns/C+mbpDzJODI+fqc1zGuWWn6u7TW1kmnzscsbQlVP/AAE5A/DFPnv3lXynLAKScIO5qqzoB/rCWI6M2DUSqNlXlF6Mxrnw1Ym2CQC5S5H/AC3aQtk+64x+VYF5Y6npuTIgmj/vxHP5jqK6uVerbcj03GmEjZuG3H93gmkpMqNacepu6pqEWmWSRxbcgYRBxk+v0FcnHG0s3ysjFjlieTnuapy3U13cGaWf52/hAzgdgK0YVaKH72JH6se1XUnzMiUrk8qmQCFFJVe+O9T2zEN5bZPHeqsSqoAEkjepzxSmTa425z9azINGNid3O1RyT6UWE1u00jymV0iOXToWGO3rUQkIRmZcnHQ1Qu5njdLmBSZI+qg43DuKaSvqXB2ep0KR288Cywrvhdt3B5x6VzN1qzx/u3t5SQetWNG8QRmV3WTZvP7yFwBg1s39rHqMSyQ8SHq3Y/Wm6aWqOmVLS8TEt7gTxk5EJ98ZH6Uk1q0ynF1KSP4d2M1nXUUkMhVl2upwdxqsLuUNhpw2OmeoqDmZ1nhdBFLdTSjLqFC7vx/wqpq+orfz7EZTHGcgk8M3r9KxzqlxJA8G8IHxvYH7w9PpT7JGlbmQuo68YB9q15/c5Q5tLI0LZDChlYAk8KFp0aPGxlwwz+dMOJJAWkIUcBVPP1qQkBM5Y/7xrIku+YdiOByabcyrCqeY7ckZCjIH1qvbyMQRzipJ5VyUKDBH1zTA00NmTFancbnBcMxyHHoDVHVJWsdkiQudzMWA6Y7DFYT6obJo7ScsiBsxTdQD2HtXVWWpQ6jB5UxSQ4wSO9U4J6nXGmpxvE5mLVBNKQbdlyerngVdZd/IuWX2THHv0pup6c9uPNAJjY468j61htLLDnbKIx7d6ho55KzszRuLWSNsiSSRW/izkV1up6hFpllHHFtyBhE6ZPr9BXCw6jJCCcq6nqqmnS3U13cGaWf52/hAzgdgK1pz5UwUuUuJG00uAyMWOWJ657mrkqmQCFFJVe/vUEKtDD94B2/iPapYlVQAJJGPc54NZbkFq2Yq3ltk8d6njZjnnaq8k+lZzSbXG0nP1q4JCI2ZlycdCaYE1jNbNLJJMZXSI5dMYLDHp3q2I7eeBZYV3xOdwKnnHpXP3U7xulzApMkfVVONw7ipNF8QRmR2WQKrt88LADaf6VXIpLU6aUVNWe5WutVeMCN7eViD1FTW9wLiMnIhPvjP8q27+0j1CNZIMCQ9T0B+tcndQvFIVK7XU4O49KlxsZ1IOL1NGa1aZTi6lLD+HdjNaPhdBFLdTSjLqFC7vx/wrk/tMwbDTg46buoqydUuJIHt94QPjewP3h6fSqpvlldkJ21NjV9QF/PsRlMcZyCTw7ev0qK2QwxmVgCT90KOtZ9nG0rcyb0HXjGfar7YkkBaQhRwFU8n3olJyd2Jyb1Y+NHRjLhhu59zV7zDsR8cmqRYBM5c/wC8afbyMQRyRUiLF1KsKp5rtyeVUZx9avobMmK1O43Jy4ZjkOvoD/SsyeVclSgAI+tY76mbMx2k5ZI92Ypuu054HtVRSe5rSs3aRu6rM1jskSFzuZiwHTHYYrGi1QTykG3ZeerngV01lqUOoQCKZkk4wcDr9axNT02S3HmgExscden1pOHKtDSpScdRzJv6XLL7Jjj9Ko3FrJE2RLJIrfxZyP51ntNLAfllEf0qSHUJIcnKup+8qmpOcsaZZrzcSdB93/Grp8uRt5kx2AA4qFpVKhAQE9MVYVY/LVSCfwpksMxkcOzZ4AAxUixgNkDJ96aNqH5QQegwKeN0a5Zhkj0oAkZ5NmQAeegqsSGONuDTmlYAL1z3PpTSzBsbaYHP6vpTF2ubclZRycd60PD3iNnQW82Q6cHJq9JiRcsMZrk9ThGn6ilxCSFf7wrSLvobUari7PY7C/gaaRrqJgVYfOp7EdxWRcxq44IVvUVfsb1ZIlBOGI71T0uwXV/FUumy6jNaROsrReXHvJdULBfYcHk9hU8t3oXXp2fMjPggkmmMROeeK6FYoreFYFOCep7mue8P3TuJnlYs2F25HTOa3YCjSFycnvhalqzsc5IoiQ4Epz7LTwqyZxux796AsfJC8+pFOUFyAhwoHepESJuTAUAAmo5XbOGQnuCKUyHdw2cDnAqPzGbLEUwKt7ax3lqUZflNc9b3Vx4e1AbizQtxn0rqg5IwV69qzdWsorq2dW+8BkfWri+jKhNwd0biX0eqWJjLFd4GCOx7VlTQvGSk2zOO3f3rG8P3pjLwyEnbxWtrU7NpfmRORIGG0g/pTcbnXVgpx50ZlzEyHdGxI9OlaWmWa/8AHxL0HT/GotbsLO38Pwapp+q304a6Nrm5hWNbghNzvEBztU4U7vUe4FvzVZQnAX6VMouJxk7eU7eYXx2AAyKfmMjAZ2PQYGKFEZjUEE/hTsqp+UEHtipEKsYBBAyevNSs8mzOATnoKjG6NfmYZI9KYZWAC9c9zTC40kMR8pUn1rn9X0pt73NvlZRyQD1roC7Z+7+famyYkXLDGRTTsF2ndFLw94kaRBbzZDpwcmtG/haWRrqJgVYfOp7H1FchqcI0/UUuIjhH+8K6exvVkiXJwSO9U0jti/bQs9yjcxq69QG9RVKCCSWbyic+ma0dIt7PUvF39mahfXNrazSbY5Y5Yo1iPUljJxjGcAck4FRWqSWGsapaSrOGt5jEq3CjzFAJ+9jgHgZxxS5Glc5GmnY1Fiit4VgU4J6nvQnkocCQ/gtRwMjSlicnvgVPtj5IU5PcioEIFR84LEe/epo8oAFAANRjLnCHCgd6cZDu4OcDsKYhJXbOGQn0IqleWsd3alGHymrPms2TikDkjBXr2poDloLq48PagNxZoG4z6V2iX0eqWJjLFd4B3Dse1Yeq2UV1bOrfeAyPrWb4fvWiLwyZO3ir3R10KnMuSRszwvGSk2zdjt396yLqNkO6NsitTWpy2l+ZE5Vww2sOuPSofEPh3VtA0HSdQvZZ1nvjJ5sLR4EAAQoGOPvMGzjt9QaShfVGNSHJKxLGPnIyeAKnR23EbjRRUdDItyMYQu3knnLc0izsygsFJOecUUUkAxGL8tzSypiMtk5ooqmIiDEIax9cUPaHIHFFFOG4mRaRKxgGTnGKjGqXGka+9/bbPOidtu9cj5lKnj6MaKK0j8R6NT4ER6ENouACcKFA/Wt8EoowTRRWc9zgZcthvBZmJxzjNItw+8DC4z0xRRUADysQMADI7CnKoIA6fTvRRTAhcbZiMkjI60yViVOfSiihbiZyr/utXcpxWpqMjf2ac/31oorV7o7qP8Ii8QeJ3123to5dK022aBVjiktkkUpGucIAXKgc5OByea1I1+bqeAKKKVU5HuTo7bsbjVuVjCF28k85bmiishDVnZlBYKSQTnFMRjIctg4FFFPoIWVMRFtxzUYYhTRRQIx9cRXszuHSodIlfyACc4AoorT7J1YTdi/242lXt5G2n6ffRTSB2jvYPMAZRwQQQR1ORnB7g0WN/c6nf6jf3cpkuZ3Ekj9Msc54HT6UUVUvhIq/EawJjUbSauW4LqSxJxzjNFFYMxGrcvuAwuMnjFLJM2BgAZHYUUU0AqqDgdO/HeoWG2YjJI96KKYhsrEqc4PFcs/7nV3KcZPNFFVE0o/GjT1F2/s08/xrVHUvEWq6jpdvp13ezzW9tI8qCSRmJZ8Zzk8428emT60UVpHY6cQf/9k=", 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", "info": {"video_id": "70719", "label": "holding deodorant over glass jar", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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9N7cAf1/CsfTbUWxd5d8tzMcvIw4Y+nsK2nLkXmVJ8q5mdH4J1PXNO1g3GoayY7DdmWFYi/m44AAIwv1FekH4i2MefItJ5T0G9lQf1ry0EnbFEw3ryQO9SCe4U7VlQD/c5rJVpJGE5ubuz1aD4hQuAJNOkBPTZMD/AEqtrGuabqzQtc6eWMLBomE5UjDK3YEdVX8q80iuJzcR+ZMwTcM7QB3rcju3jZU3w5QkMXH3vfjrSeK5fiYuXQ0/O0PSRHJaeGdNYkBfNucyvwAOp9gK5vX7Sw1mVri3sYdPuScs1oCFb/gJ4z7jFOnv2mTy3LAKScIO5qqzoB/rCSezNiplUbKvKL0Zgz+F7cwYSa4+0A581+Qf+A44/OsO9s9S03PnRiSP+/Ecj8R1FdbKMksVyB23GmFhs3AKB/d4JpKTKjWnE3dU1CLTLJI4tuQMIg4yfX6CuTjjaWb5WRixyxPJz3NU5bqa7uDNLP8AO38IGcDsBWjCrRQ/exI/Vj2q6k+ZkSlcnlUyAQopKr3x3qe2YhvLbJ471ViVVAAkkb1OeKUybXG3OfrWZBoxsTu52qOSfSiwmt2mkeUyukRy6dCwx29aiEhCMzLk46GqF3M8bpcwKTJH1UHG4dxTSV9S4Oz1OhSO3ngWWFd8Ltu4POPSuZutWeP929vKSD1qxo3iCMyu6ybN5/eQuAMGtm/tY9RiWSHiQ9W7H603TS1R0ypaXiYlvcCeMnIhPvjI/SkmtWmU4upSR/Duxms66ikhkKsu11ODuNVhdyhsNOGx0z1FQczOs8LoIpbqaXl1Chd34/4VU1fUBfz7EZTHGcgk8O3r9KxzqlxJA8G8IHxvYH7w9PpT7ONpW5k3oOvGM+1a8/uKIczSsaFshhjMrAEn7oUdadGjoxlww3c+5pjYkkBaQhRwFU8n3qQsAmcuf941mSXfMOxHxyabdSrCqea7cnlVGcfWq9vIxBHJFSTyrkqUABH1pgaaGzJitTuNycuGY5Dr6A/0qjqszWOyRIXO5mLAdMdhisJ9TNmY7Scske7MU3Xac8D2rqrLUodQgEUzJJxg4HX61TgnqdcaanG6OZi1QTykG3ZeerngVdZN/S5ZfZMcfpTdT02S3HmgExscden1rDaaWA/LKI/pWbRzyTTszQuLWSJsiWSRW/izkfzrrtT1CLTLKOOLbkDCL0yfX6CuFh1CSHJyrqfvKDTpbqa7uDNLcfO38IGcDsBWtOfKmJSsXEjaaXAZGJOWJ657mrkq+YBCinavf3qGJWih+8A7dWPapIlVQAJJG9TnisiS1bOQ3lnJ471PGzNnJ2qvJPpWcZCrjaTn61cEhEbMy5OOAaYEtjNbtLI8xldIjl06Fhj9auLHbzwrLCu+JzuBU9vSufu5njdLmBSZI85UHG4dxT9F8QRmRmWQKrn54mGNrf0quRSWp00oxmrPcr3OrPHiN7eViD1FTQXAuIyciH8Rn+Vbd/aR6giyQYDnqex+tcldRPDIVK7XU4O49KlqxFSDi7M0ZrVpVOLqUkdBuxmtPwugiluppRl0ChN3br/hXJfa5Q2GnVsdM9RVltUnlge33hA+N7g/eHp9Kqm+WV2ZrTU2NX1EX8+xHUxxkkEnhm9fpUVshhjMzAFjwoXvWfZxtK3MhdR14xn2q+2JJAWkIUcBV6/WlOTk7sTbbux8aOjGXDDd+dXvMO1GA5NUiQEzlv8AgRp9vIxBHO2kIsXMywhPMdhkjKqMgfWtBDZForU7jckFwzHIdfQH+lZc8q5KFAAR9c1jvqhs2jtJyyJuzFMecHsPaqST3NaVm7SN3VJGsikiROdzMWA6Y7DFYseqCWYg27KCerngfpXT2epQ6jB5UxR+OSO9Yup6c9uPNwzRMcdeR9alw5VoaVKTjqKy7+Rcso9Exx79Ko3NrJEciWSRW/izkfzqg7ywklJRGPanQ6hLCCcq6nqqmpsznLOmWa83EnQfd/xq6fLkbeZMdgAOKhaVSoQEBPTFWFWPy1Ugn8KolhmMjh2bPAAGKkWMBsgZPvTRtQ/KCD0GBTxujXLMMkelAEjPJsyADz0FViQxxtwac0rABeue59KaWYNjbTA5/V9KYu1zbkrKOTjvWh4e8Rs6C3myHTg5NXpMSLlhjNcnqcI0/UUuISQr/eFaRd9DajVcXZ7HYX8DTSNdRMCrD51PYjuKyLmNXHBCt6ir9jerJEoJwxHeqel2C6v4ql02XUZrSJ1laLy495LqhYL7Dg8nsKnlu9C69Oz5kZ9vBJLMYic88V0KxRW8KwKcE9T3rnvD907iZ5WLNhduR0zmt2BkaUsTk98Cpas7HOSJ5KHAkP4LTgqPnBYj370u2PkhTk9yKUZc4Q4UDvSESR5QAKAAaZK7ZwyE+hFKZDu4OcDsKi81mycUwK15ax3dqUYfKa56C6uPD2oDcWaBuM+ldSHJGCvXtWdqtlFdWzq33gMj61aZUJuDujcS+j1SxMZYrvAO4dj2rKnheMlJtm7Hbv71jeH71oi8MmTt4rW1udm0vzYnxIGG0g/pQ1d2OurBTjzoy7qNkO6NiRWnpdmuftEvIH3f8ai1uws7fw/Bqmn6pfThro2ubmFY1uCE3O8QHO1ThTu9R7gWzKrKEyAn0qZRcTjJ28p28wvgdBgZp+YyOGdieBgYpFEZjVSCfwxTvlQ/KCDjAxUCHLGAcgZPvUrPJszgE56CoxujXLMMkelMaVgoXrnuaYDSwY42kE1z+r6U29rm3yso5IB610G85xt/OmybZFJYYpp2C7Tuil4e8SNJGLebIdBg5NaN/A0sjXUTAqw+dT2PqK5DU4V0/UUuISQjn5hXUWV6skS84JXvVtJo7ov20NdzPuYlccEK2OoFUreCSafyic5PGTWnpFvZ6l4u/szUL65tbWeTakscsUaxHqSxk4xjOAOScCoLVJLDWNUtJVnDW8xiVbhQJFAJ+9jgHgZxx6UnBpXONpp2ZqrFFbwrApwTwT3oURKcCQ/gtRwFGl3E5PsKnAj5IXn1IqCQCo/QtjtnvU0eUwFAAzUYy5AQ4UDvStIQ3DZwOwoASV23YZCfQiqV7aR3lqUYfKateazZOKQOSMFRz2prQRysF1ceHtQG4s0DcZ9K7RL6PVLExliu8Agjse1Yeq2UV1bOrfeAyPrWZ4fvTEzwSZO3jNabo66FTm9yRtywvESk2zOO3f3rJuoyp3RNx6Vpa1OW0vzInKuGG1h1A9Kh8Q+HNW8P6DpOoXss4nvjJ5sLRkCDAQoGOPvMGzjt06g0lC+qMqkOSViWMfORk8AVOjtuI3Giio6GRbkYwhdvJPOW5pFnZlBYKSc84oopIBiMX5bmllTEZbJzRRVMREGIQ1j64oe0OQOKKKcNxMi0iVjAMnOMVGNUuNI197+22edE7bd65HzKVPH0Y0UVpH4j0anwIj0EbRcAE4UKB+tb4JjUbSaKKznucLLluC6ksScc4zTVuX3AYXGTxiiioELJM2BgAZHYUqqDgdO/HeiiqEyFhtmIySPemysSpzg8UUUwOWf9zq7lOMnmtPUZD/Zh/wB9aKKvqjuo/wAIi8QeJ3123to5dK022aBVjiktkkUpGucIAXKgc5OByea04h83U8AUUUVTkluTxuxbG41blYwhQvOTnLc0UViSIk7MoyFJ55xTFYuctzxRRQgFlTERbJzUQYhTRRQIx9dUPaHI6VFpEr+SBnpiiitfsnVhd2L/AG42lXt5G2n6ffRTSB2jvYPMAZBwQQQR1ORnB7g0WF9c6pf6jf3kpkubhxJI/TLHOeB0+lFFVL4CKvxGuCUUYJq3bAuCzMTjnGaKKwMhFuH3hcLjJ4xRJK2AAAMjnAoopoQ4KCAOnfjvULDbMRkkAjrRRQIbKxIINcrJ+51hynGeaKKuBpR/iI09Rdv7MPP8a1R1LxDquo6Xb6bd3s81vbSPKgkkZiWfGc5PONvHpk+tFFaR2OnEbn//2Q==", 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", "info": {"video_id": "70719", "label": "holding deodorant over glass jar", "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": "2c05d5e12364963a736cdd52d66c7805d0b475d477c8da468392111a5ffbe1df"} +{"episode": 40939, "episode_seed": 2891301875, "split": "train", "timestamp": "2025-10-13T03:17:07.508477", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2891301875, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chalk pencil up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "217761", "label": "picking chalk pencil up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "217761", "label": "picking chalk pencil up", "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": "2ea25489610f8ce442f91657f90e5ed5028d6f4be7fb29aa3173a9be8f2691f3"} +{"episode": 40940, "episode_seed": 925863779, "split": "train", "timestamp": "2025-10-13T03:17:08.239134", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 925863779, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 knife closer to phone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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3R5+U+1er+N9Ck1T7TPEfni5C+teRSKVJBGMVlKKT0O+jVlUV5bmbc3MkUylTjjnFb+mXhlCljk+5rnL8fvR9KsaTOVbb6VcdjGr8Ro+K5V2W6dWZt34D/wDXUcKm4xeXIbYJtqqBkknOFX8v61l6zdG51DGciMBB/WulLLp1kl3KoE6yYtoD/AMnLN79P5UO0bWIp3bZzl2dsrru2nbjGB79/wAaz8cIPXNaMxhkacvMRIWOEC9apom67gTHBZR+tdFSXNJs5oqySPVPAkAkTw1A3RdRuJiP91FGa9tjbgV5J4Dg/wCKitItpAtUvJCPQmQKP5V65GvSshssg5FB4zSrgDFDcih7AiGQgAmvPdWfzNQmJ/vV6BKcI30rzzUhm8l92qUaGXMqiJhwAa8qtrqS71u7SAbUuZskDuM8f416J4ivDY6HdTZw/l7Fx/ebj+tefeFreWa/lSI7DtG6Y9I15yfr6fn2o5VZyZUG+dJDruKOCx8pGyUykhxxu3cj3x3/ACrDueZScgjb2XA/Kuh1e5tphHaW+2K1hleNHPfqSTWFdokbvscSAj7wGBzW7nzRj6EzjacjpPhgu7x3pntL/wCytVvV8vrmoMec3Mh/8eNUPhzdpZ+L7GVuzMf/ABw1upbR6hqF1cSuVtk3TSMOuM9B7k8Vz1TfDStJmZAWt5ROhG5CGH4HNfRWl3H2qxt5x0kRW/MV89pdW145jjtkt2X7uGJ3D0Oe9e5+EJRP4bstp+7HtP1FRDYrEO8jpAe9c94snKWSIrEZbmt5cjvXN+LPmhiHvWiOZnGSYZskZI71wPxDkRYrWH+NmL/QAY/r+ld+4YE8dq8o8a3f2rX5UBysCiIfUcn9TVqPMxN2JIo5tRja7uG+VD5jMxwAAcflz/SqVnpge4iMkgLSby8exgUwCRkng59q341js7VpdSAjg3M0dohyWYEcue/X6Va0OO31DxbYieIGC4uCGTOOGB4yPrTopTUrdDWu2rXOGWCSTUUgjXMhYKo96928HpLpujW1szcovP55qKfwj4dsNYWS204CVSHDtIzYPsCa3YRFgbECnuO1TcxaOhkIuPsy9Qc15jqmnJpmr6hK64BYlT7d69F05mkvogT8qiuc+KNoI7IXcY2sw2NjvWdRXRpQlaVu543c3jvftOGIJP6V654J1lL7SjbMR5qL0z1rxq4GGNbnhPV3sb1CG+6eR6ipgb1l1Owu1Iv5yOzmuI8fXoY2lmp6ZlcfoP6162uiw6pH9qgf/WcnmvEvFsLTeJL3Y25I5DEp9QvH88100ouTOSTsZemyzDfbxEhZSA2O/B/Tmrt5p2ZIopJFjEh8x3KltoIGDgdjz/Ol0SyuXkKxRx7jIg82TlU6847n/CtS4ubRka2g3SykrJLO5yXbBH9aVr1eQ1v+6uYNzZ+Vp0UoHLbs/gcCur+GVs66xFekYii3c+rEY/rXVeEvDWi6z4SafULTzZYpZRu8xl6HI6H3rc0ux0zTohFZWSQREkhVJJ/M0T0bRlurna2F0lxwp5xWktcxpsvlTjnA6V0yMCAagRkPbieS7QjqK8K1/T2tNbuLYL/Hlfxr6CgCm5mYDvivNfG2kGLXFu9nyEYz/KomdGHlyux5LrFmttICxOcc1QtJERi65GBk5rZ8Vtm6RR2HNc1uKggd+KcNUOq9RC5eUuepOTXTRxzak9xPcvwCXctwAAQfwHX+lcyqMcMBXbGNLMSzaiFCb2KWcZyM7SQzf3vqaqp7trkUdb2MaDT0e7RpGffJMQyGPAC9Qc5/TFVFhdNVgVRyHGPrniuo06aO98RWFxLEnly3UZZD0wSBivY4vDPh6yv4549HsxLjeGKZKkHGRnp1rWpDlt5oxTu2Z3gewf8AtbUtQkTYJUUKv90uzSEf+PCvQo1IXisq3vIAdixqv0GK14mBTOayuDQ9cYyaD0oX7tIx+ShsEiCX7p+lefaip+3zf71ehtjbjv3rEvdEiuXaQcE1FzRI8T+IV5sgtbIHl2MrD2HA/UmuP0qafdJbREhZiNwHfAOPw5rofHcHn+KbxEfKW7CBf+A9f1zWfoOn3LTlYEj3GRMyy8rH15x0J+tdEly0rsmm71dBt/peZooXmWIO3mu5Vm2hgCMgc4POPzqhqFmINNt5R1fdn8Gx/SuonurJ4za2++WXKyS3DnJdsEf1rqtA8P6Hq3g5Jb6z864jnlGfMZejZAOD70Rj+6Uy6r/eOJwvgfS5Jbs6gR+6iVwD6nFdJqMRsPCVngYlugof14yf6122l6VplhZ/Z7WzSKFiflUk9fc1i+PLVI9DtGjUBYpto+hH/wBasZ6oKWk0ebQzeRcrJ2U5New+BtXFpMLWR/3E+Ch7A9vzrxmQYcjtXa+FrvztOVCf3kDbR9OoqYG2IWtz3pTla5vxZkW8ZH96rvh3VRqNntdv30fysPX3qzqlgt/B5bdRVGG55vdTrbWss7n5Y0Ln8BmvDrqdrm4kmc5aRi5+pOa9v+ImlNpfhqTZJhrlxCoz26n9B+teLPZSAmumjFtXMpuzsawgu76S6kkLuTubcQSSCM8D/IrW0qQ2WsabLkZhuIs8g9wO31pfscklteG/njs7bHMcZ+Z8Djc3U/Sqk7QrIklmpWBWj2j6EVGFmm5JdjfEp8qb7nrDSmfUpWznaq/mcmrUTYNUdN/erLOekkrEfQHaP5VfAAzWRkbGmShbge9L46tBfeGp1xkquR7VUtZNsqEDFb99GLnSJUPIKUpFQ0Z8w3IyxHeqtvOba8SQHjODWrq0H2fULiLGNrkfrWNOvWsk7M7qi5onrug+KF0zR7maRsokLOv+8BwPzxXlU8rPIWY5ZjuJ9SetFxqzHQPsob5ncA/Qc/4VY8I6bD4i1oaddX0ltuhkaMpHvLuqFgvoBwefb3rvoTUVc8yom9CBpJvs5ihZsMys6r3xx/WrEdm8EnmPgAxjHOAfm7ev4cVX0j7TcRziJYnPyZMvIUZ6478+ta11FZwXEgkuWur6SNRvzkKc/pWcqi9urd0dEYv2P3naeDb3yPCmpw55Wdsf8CQVvRfKqjuBXDeFJWZrm0OR5k8TEewBJ/8AQRXdr0oq/GzCPwov20mCK6y0k326tXHQtjtXS6VNvh2+lZMpbl2KPyi3PJOazPEljHfaVKjj5scH0rWZsDoSailAmidGHUVL1LWh8ya5EzahNG/3kO38qwJYdtd347sBZa47qMLLk/jXF3RO3NTHRnS0nG7K9s4VyjdDW7Da3F3PK7szFk3kk5Yjaf09zxU+ueH9HtPDdtq+l395NuuvsubmARrckJud4hnO1ThTuH8Q9wLawK0crahdiK2MYYQJwX4ON3cn+ta1J2SuYUVq7ENky28lqyup8p42JVt3Rh3r2m+v/M1IRxtwkXP4k/4V4jcTRSQb7WPZEkYXHrgZzXqOlSG4WS5Y58xgB9FAH881tVd4xfkYWtKS8zbhkIfOTmuo0y682PBPNcpEcGtrSJT54GOK5yjo92BTckj2poNIXI4xxSKsDe1U9Su007Tbm8c/LBE0h/AZqw7gVxfxO1YWXhFrdWxJdyLCP90fM38gPxoiuaSQ27K54pdzvPM8shzI7F2PqScmmb5zAYoWfDOrOq98ZHP51c8M2unax4nj07Vbye1gnbak0c0UaxnqSxk4xjPA5JwO9ENleW2rarYRQkG2uPKIvQN8YDkDcoJUtx7j0rsrVI8jRnQi/aJhFZPbymR+hiXHYHnt6/hx712fg+4K6HqURb/VzNj/AIEorm7qCyguZQ9y13fyIo35ztOf0HtWt4PZmlurU9ZLmJz9ApJ/9BFRGXNQ+ZpWTVX5HexjbGo9BWR4yj87wxMMZ2OjfrW4F+UetZ3iEB/D1+uP+WWfyNYPYUNJJnjc3WtbwxefZ9UEROFmG38eorHmPSmRytDKkqHDoQwPuKzi7M7qsbo9h0vUJNOvkmQ8Zww9RXpdvNHdQpMhyjDINeO290t1aRXCdHUMK7Hwtr8cCfZJ2wpPyse1as4Fozlvi5qfmapZ6ep+W3iMjD/ac8foP1rzRcc5rT8a6wdV8Qalexv8jzlYyP7i/KP0FM8Q+FdS8N+H9I1C8eZZ74yebCYyBb4CFAx/vMrZx26dQcd8JKnFRZhJOTbMBpZJlmMjs5Axkn6VqQHGnSe3P6A0UVy4fd+h2Yj4F6nr2lYXRLEBQMwqxPckjJ/nVqiisDIsxEgrj1rqE+a1AP8AdoooYRPnzxlGsfiG6CjA3ZrlpRkmiisup6H2EZc/EmB0qzpGrXOianFqFps8+IMF3ruHzKVPH0Y0UV0LY8+fxMbayOkbhHKhiAwB6j3q9B/x+KfZf50UU4/GjZfw2dt4MwfEkm4BsW5bB9c4/kTXdtySfeiiqq/Gznh8KJYeord0did9FFZMa3Ng/cNQyyMo4xRRWVRtRdjVbnj/AMTFDMkhHzBq8xuThM4zzRRWOGbcE2dH2WaXiDxbJ4htreGbSNMtWt1WOKS1SRSkag4QAuVA5JOBknn1qiHeSSQuxYlckn6UUV2SOel1NGyGYCvYjn8q9U8Ntu8M6fkDJiDE45JPJoorSfwRMX8cjXjPzVracxFymDRRWIzpO9RTsV5B7UUVJZialfz28bOjDI9RXi/xC8RX2o6jBbymNY4FJQID1PUnJ9qKK8zCSk8Xq+5tJLkOZ0nX30rzkfTtO1COZ1cpfQeYAyZ2kEEEdTkZwe4NRtqt9qN/e391cM9xdSiSZhxvJJPQdvaiivYlqZwVplu14vlPfCfzruvBWD4ln3AHFvuAPrnH8jRRWsf4L9RYj+IvQ71jz+NZuvf8i/f/APXI0UVzvYmO6PGZ+tQHpRRWaPQkdj4cnkOiKpPCuyj6df61Nf3s1vp08kbfMI2x+VFFZ15NNI4XuzzZLiV1CFjjIrT1HxLq+p6TZaZe3s09tbyPMvmSMxLNgHJJ5xt49Mn1oorvm22RFKx//9k=", 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", "info": {"video_id": "36573", "label": "moving knife closer to phone", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "36573", "label": "moving knife closer to phone", "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": "16e5ff16765f439d37e324d5fabef7d5fa7b659e085a760095cc1d32bed0b23b"} +{"episode": 40941, "episode_seed": 1530417408, "split": "train", "timestamp": "2025-10-13T03:17:11.553596", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1530417408, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ear cuff in front of bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "20748", "label": "putting ear cuff in front of bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "20748", "label": "putting ear cuff in front of 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": "b99aa0f0bd37a2dd1a46def500c1498e7f4f8369885f1c0775cf1c6cdd34a6c9"} +{"episode": 40942, "episode_seed": 685444151, "split": "train", "timestamp": "2025-10-13T03:17:12.861528", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 685444151, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a mirror with a toothbrush'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "200901", "label": "hitting a mirror with a toothbrush", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "200901", "label": "hitting a mirror with a toothbrush", "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": "33559edc591fd828bc5669a95d20a63f06dd7e02aaf1665eb658b3a08b897a86"} +{"episode": 40943, "episode_seed": 982078958, "split": "train", "timestamp": "2025-10-13T03:17:15.948328", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 982078958, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "101190", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "101190", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e24c44433014cd0644f460c1b39583c5707276740a1e595029317cc360a8d883"} +{"episode": 40944, "episode_seed": 2146334026, "split": "train", "timestamp": "2025-10-13T03:17:19.435951", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2146334026, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 earaser on top of clock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "102363", "label": "showing earaser on top of clock", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "102363", "label": "showing earaser on top of clock", "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": "94146be94be5fdaee43b1f679a2bc26c95d4fe09ea5513e20fce502fc69dcea2"} +{"episode": 40945, "episode_seed": 300072412, "split": "train", "timestamp": "2025-10-13T03:17:20.033995", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 300072412, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pinset next to handphone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "19967", "label": "putting pinset next to handphone", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "19967", "label": "putting pinset next to handphone", "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": "42e35b3290284a3bf4eea2420c09e2aea802debeec7cd4867a4e0f065119b94f"} +{"episode": 40946, "episode_seed": 2793913097, "split": "train", "timestamp": "2025-10-13T03:17:23.094817", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2793913097, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ballon is inside box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115925", "label": "showing that ballon is inside box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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4iZdhs2K44wuP60+G68V7mKaeBu/up39etdbbeHdcJA/s29z1+5WnF4d1r5T/AGZec9Plq411CLjFKz3+RMkm7nFxReN5gBDpQZs53CPLfnnpXT6NrPxN8JiaKTSFEc/7wJMnAPqOeM1rJ4d13qNNvAc4xtNTSeGNflPOm3hPT5v/AK9dMsyrTpeyb93t0MfYU+bmtqctf+JvGGpW7rqWmW00+GCymLlMnPy4PGPxrk7n/hJCw/dDp/EAK9Mbwd4hUkf2dLkjuR/jWdc+D/EBT/kFzc9OR/jXFzxvdmvLG1kebs/iJAcquPoKhmv9dKFJAMf7o4rtbnwj4gXP/EruOPTFZdz4T14Eg6ZcflWqqryM3h6TlzNK43wUbmZr57hd0ihAmTjrnP8AKt/UpVt4CFxuIwoDckCuYtbm78KmQ32ny77jBh3ccrkH/wBCqKfxfNLcrIunrhRgA56VzzpSnO6Wh6GF5OZOpsdNpduLi3WWEuHJ2yDkFDnr78Vq3GmvC4MG8iQhQzddxP8AhXFWvjLVYXcw6ZH8xyTsY5x0q63jXxDPHsOkxOp7GJqqKr03eGnzO14yHPZxUo+a6HaaXDDOGWGbybyPhinG8euPQ1JPaXDb0ltt7kcSIuCfQnt+VeepqviJmEkelOkinKskbAithfFfjl1400D/ALYf/Xr18JnGNoaNqa83r954+Py/DTnz0XZP8D0e3jmayh+0bw4XlWOdvtT9U1+41C0isbmUiOA4XIxuIGASe5rzY+IfHrJk2YH/AGxFZ82ueNcSK9iuHGGzCPzrxp06lSrObaXM29Gc+IjiKcYKgk7b37f5nY3sBLN8+FNZksTRAEPwO+BXLxax4ygUqlt8p6q0II/WqsuqeKN2WskB9oRg/h0qo0qiSSkcv1bnm5VKK18/+Abd83nOpBjLL/dPNX7u+MU8cEc4izgFsdO34VxdzrHiCSMpLAqgkHKwgEfSuyt9OOogvcMC2eQB3pVISuuZ3PZybBwXM5QUUvO/oacIvfN+ztd8FCTuAINTfYpHlESxLO5kwO2RjPX862dNswlvEjgMUUDPWtKTT5JWWaAqJkRlUMOOf60YfH1KEv3bcfT/ACO72mEqy5KtNW7/ANaopWVlNbW4nsdssTjlH6/Sq8htnZt8TWs2CQCflz2IqKxu73R9QcEFojKBLGeik9xXfmxgm+/EjH3Fe7h+JJ09MRHm81o/mtjw8xyT2E/cej2KmlXc13pUbSzO69ACxI4rQTV5be1eyjlUBsnH8QB9KEtUijCRoqKOyjArE1GFf7UCuONgr5ypU9vipzpe6pN/icePxjy/CqpJc1rLsV9QhMiYQ4IOQawJtOG8uZGzWtL59pIfNlMkCnB9gehzRcWpc5tp1Kkfdf5gT7EU4Ua0FZM8h5vluJqKVWDvtd/8P+hzU8TxBtr9fUVzd5B/pgcgZPpXV3sMpZkZzG4/hVAf1PWsS+t2huUVm3cfe9fUVNR1VB8zPTwNbL5YhKgve17ozZo2hu7a6CkrGGz9e1QXOpzfbo7mJsOo5HtXTWsakAEAg9jWbrGnpBcxsiARy9Ao6HvXPTq39xn2+XVYT/cTR0OjXlvq8O1kAlUAsPb1FW5PCtncSeYN6E/3WxWN4TspbXWijrhHiYq3ZhkV38cWAD2rSnmeLwMuWhNpdt19zPOzHAUFWcbGXpmjRaZ5myR3L4+8elW5k44q9sUEbmVQe7HFMkjVlO0g+4rz8Xia+KqOtWd5Pqc9OnGnHlhscYwuDLIEnkJXJw2DmqLX5LBZEUHON3QCtXy3guZRIpDBjwage0ilEzEDa+VHsT3rojTTR+f0s3xlKpKDm/nr+Zl31pOmSEVxjOEPOK5+5aOUEoc46juK6Br19i283yvH8u71qvd2Nre2pkZdky8B04NbRhHoethc7qqVq6uu6Ow0HUXurT721+jEDPP0rp7a7bK7JnxIuFGz7p9c/wCNeeaQ7wy/KcBsA110Fz1Bc9eofqR/Sreup9CdPbXbIImWaRv4Svl4yfU+nT6VeiuWCBvPnMgbkeV9/wBunT3HpXNxXS8ksSW5B80j/wDUKvxXKkks2SwBH70j/wDVSQHQRzMQXlluA/8ABiMc+w45FSSSu+4u1ys/G1VQen8Oev41lwzIdjTYlDEgKJGyOOuB0qczDcitKhlPPn+Y2AMdPrXTDb+v69BMdNcM5YyvcBgMBQowfp71nS3Dnasj3GFXqQPm9jx1+lQzzqwwwBY/xbm5/wA+1Z9xNu3A4JPfeen+fSud7gLNMwCoXnAJLZIGR7H0rGu5mKuPMnUSHg4Hycdf/wBdS3E4IbJB3cfePSsW7uA2SCORgfMfu00hnLeLpUe6tDIhZRvADj6c1StWhKj/AEePPaut0yxsNSuH+2W6TLHjYG5KiuttNF0QYC6dBj+E7Rmr9ol7rNIysjz61mUHAgi4rWgutpA8uEH6V6Jb6bpEY/d6fblgecoK04dO0dXU/YYAW6fIKnnRXtDzeHVZExtig/FAa1LXxRd24ISCyJPB3Qiu9XTdM2FpLC3G0/woOatR2FgHBSytghXP3BmrhKXRic0+h5Tdavez5IWE5P8ABEBVCS6uTGd8fPtHXsuy2SEtBDCmWxgqBUM0ltvwY1yBknoKUpNPVhz9keGXNxOFJIZf+AVg3V7cjODn/gNe/TzRFT5kSPk8ADpWTdJZ5IEEJAPI2g5/Slzhznz3dXdw3BI/75rp1MtmpcHa6gAg9D6V3l+ljywtoec4XYMj9K5HXQirajy8nJJPtWtOalOMXomd2BrNTcEr3RoW+uS/MohRCMYBOcitPTfEErzP50aeShCkqDuJ9vpXHQrKxJWNsEhQAM5+ldFpGnzTOYmlECrlnyORX6BUyPLVSsoL11ufJSxddSu2b+q20yyG9tjFLbyr+8H9f/r1ot4kT7EjQ20jXD8BQMqPfP8ASsSKFhexRyXDrCcB3Xj5Txk1eOnwW1u8Fk0s75xu/vc8YFfIZhlH1WKlzXX3H1eW4yjmCjSrJqUPua/qxRm1S9FzHN58qsHBYF+Dz0wOMV2Vxaw3KqzrnuD3rnbTwxfTsfOTy1IzuYjg/SurWIxQpGTkqoXPrgV4lTSzia5zTwtWMacUmuq6eRjvpcO8IAdrHBBOetR6j4TbTz9o02VyVBYwtzkd8e9bttbNcXaKOincx9hWpcRlowFPzryv19K5a2Jqxaaex4VPKMA006S1/r5HllzJHdDngp8wYdjXB+Ln8v7CqP0MmWBxnpXqXivS1SJNSsx5Yc7JlHQHsfz4/GvJfGDEPZocZG/Pr24NfR5DWjiMVDmXf8meBVyqpgMYnHWDvZ/LZlXSLy8R5ZxMfIjIXY/O4+grrbpJNQ06Ke0jSVh/C3BH0PY1yFrKsenpbhCXJ8wke9b9hJ5NlKXkmgz3U4zX0WaZBHFJVaCUZr7mvke1gcylhqqlLVIvaPrC2V6gvAyBcqSy8gH3HXpXSP4qs9/kW4eSX3GFA9TXGu9zIqyJG5XO1Sw6j0PrWtp+jlVW4a22KedrN1/rXxuPyueHq8tZa/gz7Wi8HmK9un8ttfMuXlzaXQDyyefKeFUk9e5PoPQVe8JFhDdwFidrhhn0P/6qqQWTXG/ykCYBI2gCtTQrea0vZInGVMZIY9TyDz+dcVen+7djox0aSwsoR6WNC6gRuWQE+4rHuLVCTtGM9cVuznNZVyTgmuBNrZnyk8NRqfHBP5Fafwkmo6dHOkxiuGUtuIyp5wMiuKvobvSLk2l2oBGcMOhr161O2wiQg8RhSD7iuc1/TY9Y094mTNzBypHVh6flXPRx041LSd0zoq5FhKtJqMEnbdGLp0aKuSOQO+Oa3ra33AbWY5564FZencqAqjr1rorVhv25x2+letzM4CzbWuRksR+JrRgtDnq4zznNLAijgN1q7GF/vfrRqA23t3jcNGzhuv3jStbTLD5XzbM52g96tRkIODk/SnswHOD9atX7gY81lI425cqBgfMaz7ixI+U7zx61vSNgEYwKozORyCB6ZpAczdWh5OWA6cmsS7tgImYsQemQTyK6q5Jye4PvXA+Zc6n4xu9KfV7i1hJk8oRruyyoWC+w4PJ9PetacJTdkwLOl2zLeS4d1PBz19a6e1nmVSZIn/AdfeuD8F3t1fPdm4nMnEZG89M5r0e1GFXfgnHIx/8AWrGrKUJtMuK0LlvcSEBtpz0wBWjBJMFwsbjnI4os1QEYA+mK1YkU/eJJ9qSm2NoijlnyxEbAsOT71ajlkDQs4ZmCkFsfd/WrCKu/I7j16VY2JjOBmtoTkJoyJXnYKrRs5DEl/b6ZqhO1ywf5Gbce57fnXRtEmOFHJ5wKrSxxrwF+valKUmI5O4e4BOEbgYUVkXEk+SPLcDr7E111zDGVOSBj3ri/G1zJZeH3ms5THMJUG5epBJqU5N2Hcx76W4KMzIQAMbsgfhXA6j44sp518qKRkVccjHNdDrkzw+H47+y1vUJVe5+znz4lRZyEyzxgc7VPynd6j3A5+08J6ZIAXic59zXZCnyO9T8DfD1XSnzx3IbDx3aWdwrtHcKq5+7jr2rRtviPpMUj+ZFebGOSyhSx/M1oWngzQWwXtcj3JrZtfB3hZCN1nCfqK9jCZtLDQcILfuYY2msXPnqfgY8XxX0ZdOngNndln4VQFGcdCx9a07P40Qw2yRx6IxwOSZQCf0rqNP8AC3g1Mb7O2AHXKV1FhoXgtCPLtbXPbMf/ANaliMX9bh7OSsr3MIUo05ue7Z50PjPL5Z26Jj6zf/WqrJ8Zrktj+x4wCf8Anqf8K9rGh+HntxtsLMx+ojFZ114c8NYJGnxjr92KuGWFpW0Rt7RdTzSz+NUcK7U0XdJnJfzcZ9ulU9R+OdzvVYdJRCTk5cnArtbzSdGjU7NOjGO+wCuYvrXSVzmzTj0jFcMsJSv7yudaxFO3urU5Cb423s1vdW9xo9vJHMD0cjB9a5h9fbxNdJ9ojSDyegXJ3Z/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"info": {"video_id": "115925", "label": "showing that ballon is inside box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7a8b6cd17fd316992c9318ebff03513a86e4db8ed18bffc0e6852a7e3a198913"} +{"episode": 40947, "episode_seed": 746671301, "split": "train", "timestamp": "2025-10-13T03:17:23.785643", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 746671301, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping pen in front of basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "209855", "label": "dropping pen in front of basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "209855", "label": "dropping pen in front of basket", "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": "ee7e6152555bffbb9542d59ad39b8db2c98ebca8578e7f6d3b6d77c4aa126a98"} +{"episode": 40948, "episode_seed": 1704465792, "split": "train", "timestamp": "2025-10-13T03:17:24.541791", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1704465792, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sponge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "100217", "label": "holding sponge", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "100217", "label": "holding sponge", "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": "b5ece30270556e1f089134b8dd4731249520dc0dbdf5b8d289af379acd4009fc"} +{"episode": 40949, "episode_seed": 1996017005, "split": "train", "timestamp": "2025-10-13T03:17:27.495183", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1996017005, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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vY2ubdtcfbDGdweJ1HlqpDAHPc+prc0mZkmmldyC0xOEGQFJAArnn8HSaBo7a7aSQxF2Ikt1JG72K9z9PrSaL4t0OeO6S/wBRXT41YBcxGQsQTnJHpwK05LbE83c9Sk8QjymIAPlKAcHrnuK53XNXEts0mQCMnn9axrfXfB8UxP8AwmGnqcD5ZEZPx5qHU77w9cIfI8XaOzE7vlb/AOvWjUiPdvoULi6H2b9y4mV1AK4wD64Pr1rI1CQoZFRSEjywAHByORx7U++ntUu7fytQguY3JDtE3Ktj72Ow61nyXRubYiSMNCnzEc7sZwOPSsnfqMiiRjqLL5OzYRhgAMg854qzq11bWQWWSTylbEecZAxyMiks0aTUZZ2UL+7RQO465BqxqOk2+rWElrOSqPzuXqD2Io02Y4xTMtfNurm1ldl8vHzFDvDEejdcccn6VbaEzzx+ZcM/mR5MQ4zIO6ntjtn1rIjTTPCdq8Ml7JdMeVRyOPoBVmySfxVaQrFDNEsjYgaA4JIPUY75pcuvkaNKKudOlwXIIJ8pJQjgf8tMLg5/+tWja7hfQ5bCpCFRV6gls7j+HauduoNU8KzLDrKzSbRmKST7ykgjIPf8fer+la9oaW0VzceILO0ZmI2TQuzlemeBjntzVcjTJUk1c9DsfEBjtIbRW4kOcseR7GqN3rn2hZfMG3gg7vTviuY/tbwSksbzeM7bGfvJbyHt0pbzxb4HaB2XWp5towDHbEAn64NXyysReJRkvEeeZvOImRhlVXnGP8azLiZzD5pjAkkZlbZg5B5yMc1TvNYs7oyLpHnzKsYYeYpUjJOeqjIIxSG9KSqkIBLIMhjjac4A/D0rNjZUuPMZlCx7yZNhk2gEYwQfXpWzPqewklvlrDnQS24gijChZgZC5Iyec4PqDise6ubjVL37FaEZwSzdlA6mqirk3saOoapHNN5NsHnnfoAMgU3TfDksGrLfXM6A8qERSdjY6+h9PxrS0q2063tTFaRuZZIgsm7iRs9c+g7VNby/NgsuELLGij5UC8ZqJytojSD5nqVn0zbZy3EHlNdOf3iqoWOZs42n04JGa6f4b6FDdyRWl3O8SxbgQ3yyJySAfwPX2qpA0UFt5qxhpZMMwUDB61caWK1hikBUsfMJHVmORuyf8jpSjN21Kkl0O0TVLPw9NA1s93fW6MQ7rDgLjjPX5s+1a/8Awn2lXKK8VzGu/jbIdhX2Oa4q3vDNDHEpQkMdqgbeDg/nVd4tMvYHhureBnclcudv4ZFWpGbS6nQeINTid0aSRVjZhubr3/qK5y5lMsqwNiWMA/MQAVPPbuP61514ljh8N3Mn9javd28q/wDLssm9ffg9BWxo+oX0mjibU4pEu8ArkbS+Dxx+OaclpcldjRuJJJ2AKEl+ArLxwODz+Ip+hvtimkkAQEArH/d5NV2uGe4inkiDtyisn8OOpNULZjYK7yMn7wfMVPGQTn+dTHUa3OgvNYjtYyxPboK4XUfFV7qOoxWtrIY/McIB9TTr/U/Pn8i3zJI3f+FB6k0Q6ZDa6hFcRH9+T5fmt0z3ZRT0jqzTneyKM2l6ncPeRXcmF2Hypd2Vds5H06V1nhhtSu7a1NrLMJ+jxuOJBkjDDscY5FEMUN2qxOitCVLksOSfWum8J348P6uDEBNGrYj3YBGR0B7jrSjUvownHqai2l3ZXFqs0RhiSNnLDkHcRjnpgHg5rsNO14W9kIc7zK2Ax4xXAajr41nV5riZIxHIB+63nYFyAR9c8571RmsxEd9tcTwAvhWV8gdfXp+dNOz0E9VqeiXmuLO0iMuCuQRnHsa4m4u1kuZT5yI6FflxnjnnH5VkXk+sWdu1x/acE0CA5MwA/Oubt/Fsd3IY4QJbnDcRqd3A657jtRqydDpLibCvceTscuUOB1BHb2rDvGLKv7vzXDhFdVPBwMH24q4L0Q+UEUyF0yEJAxg47+9UpyZIJIYg5mMymT5sbeex9qklmQZpbK1t0iZ2GAq8Z5P979a07eOKaVZ8BJApWMsoAVsHBB7nrVe4gQ3MrpMQXKjk9PQCrVunyrbOMMvQjvn1pt3dyY7Ez3Vzay27zQb7eKPfNOpySVHAUd+tQXtlqGq2yXESMfn+XnBAzkfzx+FK8sbywWMqGWIyGM4J9DyfbpXQWqtHYwRrN5jmNV+booUY4HahO2pW+hStm8Uyaatlfa9J9ibcAgClhxx82MgZ96uItpMrn7PHvgydvlqPugbgc9Mdam+WLazMzF4tuU6A+tLYwWsNzLICrNdkO/zY/EfyPtQ5NlJJIckdtNOZnjjVPKXYfLXnk8Yxxx/OufuorCe9fbawuvl7ogY1+T9K0dYvpbJ8WsQdiAyKOdwHX6VlW7Rm7jkIYDyGdht+X5ug9zwaE2GhdstKs4bEsY4obgKcSKgXI/AfSs6SaSATMsh3OCgI7AYx+pzVy8uHk0l9rsDKnB9CBzj8qy7SQXsUNzHsV0wkuDyG9SPypebEzZsnEUc0rnDt1Udjz/jWbrWvPZ2rmNh5mPyqnd6ibB7oTOGwQVOeoxXD6pqr6hMccRjt61pThcTnyoUatcmeSdgJGkOPnGcc5rpfC3i3WtMmme0VJY2Ib7PInyE+2On4VytqyyyQxSAiJXGcd8mvUdIsksbAhNpjRnVUCDkE9SepOK1m4x6GabfUv6xrer+MUW51OxitEjRR5YlZnbpxg9BjPuap2mm6fbubbyIA+CPMEeSAW+U88Eds+tXAHREklYLiTkKc7h0FNFrDNqMN6X3eVlFXoHBP3SP88iudybNkkkSKsTJHAsMaeXMFcBANuM5zVXWLmOIiNZWK7x523C7xjg8DsKuai8drCJgrYPLFu2R1NctcXRv4ZJZEMEu5YsbTknPGPwBoVx6GtYoWu5AxKwlQoCjkY9TVW/jMNyVWQMiHzCV9sEfqaupOFllCtwhDMMcEEYOc+/NYPmm5vLq3fJl3b4jnGAfT14xSSJbJ5mnvYrnBy/zFecZPHA9O9Q6LF/Zcnksm+RxvmYrwf7uD6Zp8xkjithIxSFyUbsU4I5P1rRismCJFHLvAAPzck/NzmqT0sZyZP5S2qtJauiztIrOxXYSmTxj0zmso6hLFPP51u0XmHyoCvJOcnc3pVm9lF0zuMoUGSPTHHFUoZUvtQG4FZYjHIr9VX5vf2qd9zSDsdjBJMIoZAFVTES2RnB4zx+lV2txbXIlJGI9rlRlwwwQ2AfYD8qivLwWqKgmD7Dy8hyTk81Tg1He8ke9iGfOT0wRihRa2HzG4moqkMV0HGOEYgAqMjgjvg1nT6jPcRzCAsoaUlnOMYzwfz5FTabp9uLb7M5UQQk7U3YweuPp1xVK/vZYJTZxwKbfd5coGPlyfl5/z1poL3M2z0qJd8gzNeGXDTyfMW7jFdDqEcYtRIsjCUdVY53cH8u1Z0EqWxuX+cZnXG4YJ24BI9uv51Br1y9vHCdzFYHG4E9QfX8M0ndvULoaJZRsgRiwBLN3BJXJP6/mKwteWaC7aJDiOXDeZuyAuB1HY5P41uQxhy81vKiRzoXjKHAPoPbtVSCH7RGtxGf3mwxzL2Zhj+X9acHZ3IkxtnY2LWEUbIioAPN3KcyeuT6d6Zf3NxEHDWxmcysEVOiqeM+1TSv5MTwy4BkPDDOOMcGqM10bWGZXZgCN+f7o6/wCFDd2OJ0Gg3cdxfP5fzpEmASuPnHBx+f6VeupZZbbOCjxxk5R9r56gH15HWsK0uhpVpIYpAQz+YFxl2yoPJPb6VTgu7u5l3E7fnGMc5X0o5LaobndnTW0iWhMbtHkliJOpCnBBI7856dOKhutWmkhaytYzLKkqg/LxnPU+3NMbSTf3cE8k37qFz8gOAwOAVP1rWuobeygE8SMAxBb5cY7c/SkO5zOr6S8ilr673ZZfMjiGAV7fl6+1WtJsre1vDHbRrDAU27guXIzVO7vk1CG4kx5LRKY+c4Jz8pHr/wDXrWilCSMikEhVZhjO7jB/oabbDRFXUoXguCm9SD8zMvJwBnt7iq0s8t6LhVHPJAXjJwOPrUMs5uNRu7did+N8O04wOn48Z4pzSTQW9uSNitJsZsYZTyMk/WkSyITxSJLK7/Lt24x/F607w/ax20CteTndLMAWY5zx0/KsJJvNu7eFFDQKvzt2JNaq3ttHaNCPnkmw6Ljpg45PY9a0tYzZfluo41kFsQziT5QnXA4/Xg1NY6hHZXMULqyyOSUjC/fJ5/x5qOz2TCSYQl3w7RkgfIBgdfzqlIjLJJdzArLagGIkclvX8QamyuNM6xLlQVZ5VCRvjocDnis5TJZ+ZHKEkI3L5r/eAbnH68VSk1GXUdLgGmb3kbG8Yxt7n8qi1U3Ju7yRBmNlVAc4AI4/Qc596XKWpGrcTGGSMO7FHjy2RwhxwB+IqlezQ5e0RwpTAEYGCzccD8cfnU88Uz2CMJ1k2dB2wOnNZ+lqf7SlXBWPygGOcgsCM9en/wBamJsZdM8ehu3mbiCEBJwobP8An86qRySW0TtHAAkhLn5sAHpz+X8q1r2Im0ktVGHd8Euvy45II/Gs3RrX+3vFX2KbU5rVJYX2hI95aRU3BfQfdPJ9PU00ubRC5jnfE+QYWWQtvLK3P93HH61z6ru74rQ1S5luYbYyOWwCRntnFUoEDyYJwAM10QVomcnqdFotktsk87qC6YCk84PU/pXQ2N8ocSPOFEjK2XYhew49P/r1n6bbWzlS7YVcYKnBc4zgj65pbmP+0pFtidgXLkjjAzkcfh+lYy1ZUXY637UJVbYBskw2GOCRjmql00kd7IZV823dUdApxggck+uaqw6nE2mzXY8oyjcGQNlvlHIFVHvZvsWmNsKbt24DsM8cenHWo5S1I1bm4Y20k3GzzP8AVuNxY9R+VROYk/eKU8yV8LluDjGD+BOKr6c9xPpzgIAhLMu8c4zgVmXDYeFZA+FmVdjrlcHqT6A8flTS6A2XrQSefIokBVsD/f8AX8OayVkDXhuhG7SRM4U9TtPArodkdtco/wAsWEO0AdQM/L9Oa5+8L2+l3LwAQSiZXRVPO1ucZ+ooWorkzy/atjuH8oPv8s4y4U5z+vSkvItRSScC8Kxuq/ZgjYwpJ4PfOKuarp1hZaHBq+m6ney77k2264hWNbg7NzyRAc7VOFO71HuBjHUEleeWYFUDYj3flVcriS9TYQW1taFJJeYoVYIT15/XNVGuVEaonzxsu1tvQ/WsefUo3ZFHzGMFSwGPpz3qcs7WmIYzvLAOyjG44zQqfVj5rIsJqRvJpUP3gPukcIAP8a6jT7LzLKVXlKT3EZEZAwR0zj371yOnwx2PlX1ydqSviQbc4XPX8K7IXNzcatbS2wZrKNWZnYY5xwKJ9kKPcsQzvmONo4gzuDuA5YjjJ/CjzF+1PbzFpEDgKZBkuB1/kKxYVuUnt1dgimYurseo6j8T6VoanbuAkjyeYpADFuOOpx71nY0bKtzcpeBXSU5XkjH3VGOfqeKg1bIktEwX3qzEPyXGMf1zVzSUaSwmVhtzIzRpnIwcHiku2Ilt5AGSKAglSPmJJIYZ/H9KZNzP3zQhYXVUjRSAwY8gDgD8v1qWBliZLZmjSIozDccFx1z7dRTdAtrPUPFsmmX2pXNtayy4iljlijEfcljJxgAHgck4HesDxJcXFhrFzbSNcCSCaSDZcBQ6qG/ixwDwM44q407kt6EhvLmS9uGmn3RoCsQPTFSzTxRzOZSJSqZweR/siuZS5JLKzHaRjk1bsokvZEDuV3YDMDz1/XtWjgLmsWVvXublpHkxuGACcKMV22kQiNDIFVmkUAZPocGuY+wpdYtAoUuTgqMEDGK6bTruL7K7nyt9uBERuyeBnj8OaiT0shx3uW7xpEuQG3G1kiUfuzhtwPUn6ccU+4uWltp5B/qeNySc5BHAH41j/wBpSyaPaTIhTdcN8o7qe359asabLPcQXAWIPGXYqXHpjkfj/Os7Glyw/kBTPhcybVC54PcfkSKpwNcLeyjevPBPXOTnA+mRWfeuyRlZCw2SL8pXIJOcnPUDHf6VtCCOC5hICxKAdvp1yQP1oa0JbOfd1OomfbIWt5CEx3XGP51NNMb2Ijc/klgW4wXAwTj9ahvi0FjezQL5MpkWRMnLFWzkfTI/lV7XPDeqeHtF0nU717hLm+MrSwlMC3wEKBj/AHmVs47dOoNUo31QrmTZxqjTFRjaoIwfWpbbF1qEEcgARgeFGMYooprdks17ZjbTusfCiURgdtuzOPzp0sSTy3IkGVLxvt7ZIFFFTEnqT6XGlnLa28SjZIjE569R/jVJZnmFwXOQbkxlexUkDFFFBS3NpWL2BUngsoIHcViQDYyOpIaSXDe4z/8AWFFFT0A19RkMd9ZKACJXaJwe64rkUvZtC8QPeWZBlt5JFTzBuGCpXn8GNFFXTEc/qgwIVHQDH8qgslBmB75oordfCDOy0qRkuUUHIwZOfU8fyqe+YxzThTjbbgg46dTRRWPUXUraDAq3k4yT8/Un0rU1Kd4rz5SDmI5yPcHFFFEt2UtyXTSIYWZQDy74bkdM4+lZdzkaghDHjn9aKKnqM0fMaTSDKx+fJbP+frWDr7eVcFFA2siNj0+lFFENxEuteJm8Q2cEU2k6batAixRSWqSKUjUcIAXKgZOeByea5y5lfYoJyD2P1ooro6h0KMXzMSa6bRzu8pG5DIrH6kkZooonsS9jTS0hubK281c/Lt/DI/wrZjmaKz1BECgQJlDjn7oPP50UVgxlO2kZmsyTncm7nsRxkfhWnqeWsFyx4iZgPQ5ooqeo2VdNUQ3qogwojZgPf/IpZgLm+1C0f/VeQkox1DYJzn8KKKS3EzAg1ptIv7iM6fp99FO4dkvYPMwyDIIIII6nIzg9wa57X7+51TVZr27k8y4uHMsj4Ayx69P5UUV0w3Q2ZZre0P8AdzQkc5bPPt0ooq5bEnUXJ23UZGOYnbp3yBWbosQbUHZiSzIpOfXAP9aKK5+jGje1KZ4p4AuMFHHTpxT9JADO2OHkyV7DjoPaiipY1sZepOxvFbOMljjt9PpWqrtJpssjYLKzYPpiiikx9Dn/ABCfKaJU4DRK30Oe1VrjxBqmqaNBp17eTzwW0jyJ5krMSXAzkk8428emT60UVrDYR//Z", 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", 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", "info": {"video_id": "3408", "label": "lifting up one end of a spoon, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "3408", "label": "lifting up one end of a spoon, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "232c0fa7a0b259be1cf8e1196c4d2397fd30f1220fe82ddacfd6ee90935ef9dc"} +{"episode": 40950, "episode_seed": 3998996898, "split": "train", "timestamp": "2025-10-13T03:17:28.516727", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3998996898, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 something over something'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "79555", "label": "holding something over something", "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": "79555", "label": "holding something over something", "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": "add34610d8ad1aa5b69ea9d4fbd740238923c8f79c506dbd16a42eaf1e080cd6"} +{"episode": 40951, "episode_seed": 1703258991, "split": "train", "timestamp": "2025-10-13T03:17:29.432937", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1703258991, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen 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": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "169089", "label": "rolling pen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "169089", "label": "rolling pen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0a155f287b3ffa33de0e97850c6529ab2f6eae196f7703c9f149ea652da567bf"} +{"episode": 40952, "episode_seed": 1435444855, "split": "train", "timestamp": "2025-10-13T03:17:32.295592", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1435444855, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open a stone case without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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hkCMuGGQRXbI5eTaO1ZviLTTMkUqKPMGQf9qt/tHKneimceuQa6jwvIzJcpngbcD865xkKkgjBrf8MZH2r/gP9aufwipfGjrrIFpCfTvWhzI4UH5f51TtlKxgDvyauRsI1LseAK5mbyd2Syy7Nsank+lRXhK2mP7xA/CobVjPO0xPyjhef1o1GQgxp9TRBXZFR2gyrGMsPerMPzSD69arRMQS3oCas2TDJJ61pPceGXuNli6kEdtIcjhT/KsO1nLtu7Zq5fsZ4JTn5QMfXmqdmBnnpmlH4Rb1PkRXbAXbhjluP5VDuBqHWyY52dTzx/KqVteggBjW8djjkveZ10e4gD06UXcxjjWFSPMbjFG8RIzt0A4qpb7p7lp3/AHjFcZ3mlCPJh+90GTmsvcWOSepzV64k22rep4rNQ/4VrTWhzV5apFpWJlRQc4FXpHMjrGPujrWYrnz3I69M1pQLglmwWJrNnbLRJGegxcuccbj/OnalJ+7i9eaqNKfPZQAck5/On3oOyIt71tb3jlbvRIFJweKOpIxTQ3XFU9JgbV/FMumzanPaIyyGLy03bmVCwX2HB5Pp71oc0Vc17Tl846VopgAsegrl/Ct1Ndx3LTzM+0IRuPTOa2bq4+XYM4Jxgd655fEdl7pDldru8DnlF6CtRXCozHsKo20YjiGepqS4cLbsPUYpJXYSdlcohsvn8akZgPKGcZOTUIOPSnMR5kQ9q2nsY4TWTZfQmUKCMYqnqyITGrYICnt71fhGEFZerPuliQHkg/zqKa940rv3TCvNOR1aSBcEdQK5dl5ORXottErJjGa43XLEwQvPCcfNggVpDqKs9UZgGCPrXqm9YoxyM46Vwms6Pptr4ettV0zUr2cNdfZc3MAjW4ITc7xDOdqnCnd6jvkDrJyyxqgO52wM1NV3sFMli/0m6JP3VPJrTVgDxVO3i8lAg4A+99anUkknpWJoQXThrg+wFMiYAn1AqCRi0khz3pN2N59q6NonJT96tcu2TAk/U1buZxHExHof5Vn6cTtz9TUk7E7wDwFP8qx6ndUMy1OOT14JqfUPngjOPX+VV4yfw4qW+J+yoffH6Vr9s5l/BRzepWXmkyxj5+49am8MLmS4GO6/wBal0SO11PxWNM1K/ubWCV9iSxyxRrH3JYycYxngck4FWNDtHtNe1e1kWdTBN5e24ADrgsPmxxnpnHFVN+60KlozpYx0HSoL6cswtozxxupZZxEhwfxqGyXzGMx6ds965jY0bcCNFXHSqV8+66PsAKuBlAzxWY775Gb1NaU1qYYiVkkPBAic56DFTQyYj2jkkfrVViPKf3NW7RcgH1FE9zoo6UkLdJssX6dv51nRSqrAAjrWhqLhLOTJxjHH41lWibmBbqacfhIT/e/Ir6mvnzMp4+UYrl2LQyMp7Guh8RM9tEXiYo2V5HWqXibwvqeh6HpWo3sk4uL4yebC0ZAgACFAx/vMGzjt9Qa1i7JGDXvM6a7Yt8vbPSrduoWJAO4yaKK5DrGXhPlr/vVVX74+tFFbQ+E5Kn8VfIfb83LZ9a1PuoMUUVl1O+ZgW5zKzHqWP8AOrmocRQ/jRRWz+I5f+XJQB+Y1zzalPo/iKS/tdnnRO23euR8ylTx9GNFFWYRL3hVcC6QEgAIPyzW5bqJL1t38PT2oorGW51Q2NHqM1BeMdir2zRRSh8RNT4GU2PBpWJ+0L7UUVpMWE6mqDtQAelYt4xNxknOF/rRRU0/iHW2LNqTk1zuu/8AHk3H8Q/nRRVw6ixHxIzfEPidteitYZdJ021MCJHFJapIpSNc4QAuVC85OByea7OD97eOzc7BhR6UUVNToOBeViQPrUmflx9aKKy6lszFOR+NRSsdjD1OKKK6HscuG/iF6zOIsj0pxOVl/wB00UVj1O2p1MyE8mrF4f8ARFHuKKK1fxIwX8A5Ma22k313GdO0++imkDmO9g8wBkHBBBBHU5GcHuDWpoWo3WoXupX11J5lxdSLJK+MZJzngdPpRRRPZkU90a10P3iJk7W5PvWkihQFA4FFFYdDoEkYrCxHpWcD0oorWlscuI3QkhIh+pNaFnxFmiilI66f8JFXU3YptzwSKrWzEY+tFFNfCZx/iP0M/wAT/wDHqT3yn9a57UPEWq6jpdvpt3ezTW9tI8qCSVmJZ8ZySecbePTJ9aKK0WyMXuz/2Q==", 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", 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", "info": {"video_id": "184684", "label": "pretending to open a stone case without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "184684", "label": "pretending to open a stone case without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dcc7e68fe05daa3f85f20cf13610623ae6b0e256e69b4465215102fe59340be1"} +{"episode": 40953, "episode_seed": 554255866, "split": "train", "timestamp": "2025-10-13T03:17:33.764701", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 554255866, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 keys onto box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "115174", "label": "pretending to put keys onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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VNGuftVqEJ6gGue8eadv0oTAcxvmmpamEoWVjwqxjspppGv5pECkEKg5bnnntVvSFTzrkRklMjaT6c4qHUtMlhuWaJSY2ORjtTtGDK069Omf1rtbTjoebGLjOzNnIAwOvc+lSoMDODj+dQoCPmP4CrIJx7/yrBnUjrPhvG0nxA0kgE7GdzjsBG3+NfTQr52+EA/4rnA/59Jf5qK+iq0hsc1d+8FFFFamBS1ixGp6LfWJx/pEDxZPbcpFfJLwMGzIPu8Y96+w6+U/EtubPxBqdsBgRXcqcem84rGr0OnDPdHNXDIqbidoHXNc9e3ZllKo3yDuO9aGvlkMKZ4YEnFUL20trWNBHfR3EpJ3rGp2qO3zHrV0o6XJrTd+U31PQdBUckuG2r1/lTDL1VDz3NR5AHFRY0uD8Vv2XivTrLQILC/0C31BoJXeOSViNoY5IwK54mq8w3IQaqO5EtjqF8f2kIItvC+lxj/rnn+tKfiRPtKpoumICMcW4rhCWBxmjc3rW1oGH7w9z0GcSW8R7Mua6OJxtI9q858Hal5mnQKx+ZflNd1DP849DXmVI2dj1YO6uct4xG94W+orzfXpCIY0zwWJ+uK9I8XgiJG/uyY/A1xelaRb+JPEZ027vZLdPLleHZHvLOqFgvsOCST6VthlsYYl2RlaRAiQeaJkdpPvIOqYJ6/WrksnzbVPTr7Vk6SxXzgO+3n860MgVvNe8Y037qFPArq/DdzoL+Hbi21XVLjT7mO686KS3B34KBTjgjHBBB9q5EmoWOetJBLU7s6r4QhOG8Q63cfU4H6AVXfXPCAbIu9Yb/to3/wAVXnUoZJCB0pm5q25YvqYe+uh6WniLwhwGbWG/7bH/AOKq3HrHh65kWDTEvluDyTcSbgVxz3PNeVguT1rU0KRo9atnzxuwfx4qKkYcrszSm58yuj1OGQhFXHBFa08aTWTQOqlWGwg981j2uGA6etP1+6nt9JeaCVo5A6gFTzg151rux6Ddlc8v8V6TcaZqmyQloiP3b47f41qIFWMfrXQeKbG2ufDkV9Dql7dKbk24a6hVFmITczxY52qcKd3qPcDnA3y89q7NeVJnLG3M2hxcAH2qXRJDJ4l0zGQouoz9fmFUGk38dv51Ppd4mn61Y3kilkguEkYDuAQTTSCTPUr/AFy9MDv5/wArjIO7rmubtbl4NS3ysTvI5qtqHibwtFM4tbG4fLZBJ6fTPSs6XxNpdxOnlaa0RHG4SHNJ020KlVUZnqUKrdacRwQwrz7VtFkgvSYx8pbOK6/wrqCXdmFBOPc1oX2nrMc7ec1yfCz1FNMd4ayiID/dFaPieAXGiXCYydhx+VVdMi8kgd609QHmWbqehFBnJ3Z8w393cXV66Rbyq5AVRnpVjSonhaVJo2Rztb5hgkHOK1PC2nafceOW07UruezDzNGlxHNHGIzk5LGTjG3PHUnAqOeOeLX9StLgXCvbTGEC5AEihWIAbGRn6ZHpXoNWhoeTFt1NSdcsRt//AFVLkIpA/P1poCqox0qOSQKuT0rE6tj0H4OOP+E5kLEALZv/AOhpX0Kbu3X70qD8a+W/h9cNFrN7N5nlYtgoYtgDMijk16DJqKqf32pwLn+9cA1aujmmk3qevPqtkn3p0/Oq8niLTY+twp/GvJk1Gyc8XjSn0hR3/pU43y/6iw1OYHutuQPzbFO7J5Ueiy+MNOTIUlj7V4T46kSXxdqMqJtS4ZZ1B77lBz+ea7F4tVB/d6DOR6z3cUQ/Vq5DxlDJbalb+cbc3TWi+asEgdUO5uAfpj8qipexrRspaHn+sWTXEPycyIcj3rmnikj++pH1rqdZuWgtN0TFZHYAEUviXwdqOgeHtH1LUDOZ74yGaFoyBbgBCgY/3mVs47dOucaUr2Jr8vN5lEcKcU00UVJQ0k7TUchwhoopiZRcck0KBRRV9BHTeF5nSTap4zXplpIxEeT1oorir7nXR+Ep+KkV7CbI/hzXmEGq3Oi6z/aNps8+Itt3ruHzKVOR9GNFFXhupGJ2RWsFCGTHoKsHpRRW73MY7Af4vpUSc5z70UUAU5/v1F3FFFUiSSMA8Vf00AXSEdnGPzooqJFR3PS7Dqv40viY40Jj/wBNE/nRRXHH4kdc/hZg694jfW7eCKTTNPtjAixxvbI6lUUHCAFyAOcnA5PNc/KTwnbGaKK7HuckNiI8A0x+goooQ2UrrhQR1qrC7b855zRRWibsZWXMem+AriTcV3ccV6eoDICaKK4KnxM9Kn8KGxjE3FWZzm3bPpRRUFHgWp61/YfiTV4xpunX0M1zvMd7b+YFZScEEEEfeORnB7g1nWuo3Wranf6heymW5uH82RyMZYknoOg9qKK9Ffw0eZ/y+fqaJOVJqrISXOe3AoorJG7Ou+HCwzatqdtc20NxBLYtvilXKth1Iq9e+J30aYx6bo+j2uOjJaAt+ZJooq0YtamDefE3xUdypqAiXpiKNV/lWSPGXiG/dxcatdMOuPMIoorWysc0m7kC391cXEfm3Ej7nGctmtqLmMk0UVz1uh04XVMwPEXFvERwd9Vr7xZrWpaNb6VeX881rA7yKJJGYsX253EnkDbx6ZPrRRW1L4Sa/wAZ/9k=", "info": {"video_id": "115174", "label": "pretending to put keys onto box", "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": "1bf5373c5b8583791d67a5694344255158a81401c2abcad2c83d11e06c2fc6df"} +{"episode": 40954, "episode_seed": 2611408888, "split": "train", "timestamp": "2025-10-13T03:17:34.948377", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2611408888, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving pencil down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "143274", "label": "moving pencil down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "143274", "label": "moving pencil down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f25532f1c8e4db6e2e0de430f13ebf06c0242c52366f59b2df70775a4c1444b9"} +{"episode": 40955, "episode_seed": 1142060116, "split": "train", "timestamp": "2025-10-13T03:17:39.433143", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1142060116, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving nail polish and cloth clip so they pass each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "133302", "label": "moving nail polish and cloth clip so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "133302", "label": "moving nail polish and cloth clip so they pass each other", "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": "09d02dce4337d9338649ec99e8e120c700809785e9aca45140c4032c5f39bcec"} +{"episode": 40956, "episode_seed": 43486778, "split": "train", "timestamp": "2025-10-13T03:17:40.291924", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 43486778, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scrubber next to shower'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199001", "label": "holding scrubber next to shower", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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0gisrRLWEYjQYAqBrjauRUAvMOO9dkVCMm0tWYyqVJRUJO6RV16yGp6xZ3ctnLm0thEpjcFZWDHDNnlcDHHPNa1nJMkKDOdoAqrJdAjrinWc5OVJ96mEYwk2upMm2tTUW438dDSMc1TZ8NkcVIswYdea3uZco8tUMhyppzNzUZaobGkcD8QWK/wBngd/M/wDZaxtI0DU75rG7tIC8X2jBc8BSpByT6e/tXoV3olrquo2013862u4rEejk46+wx0rZRFgRY0RURRhVUYA+grgeF9pVc5PQ7Y4jkpqMdyae0tbpszwRSYJI3IDWZY+FdLsL77XEjlgcqrHgVoCcDvUElzz14rslCDd2jGFWrBNRk0mao+yzSpHeTLFbtkNI5IVTg4Jx2BrifCkd3ZXZvLt1Yz7hEobOU/ve2cCuiF0HjwTmqqxwwMDFEiEnnaoGamUbzU0yVpFqxvxXMRZm2hXfG4gfex0ye9SM+RxWeGV4wR1xTo5sfKTW5i0TOeaiZqcz5FRE0mNIguOhPsa8Ut7a5lngMEMrlpgoZFP3uoGfXvXtk/KGobGzttOthBaQrFEDnavc+pPc1x18P7aS1tY6qNb2aehDqHhrS9TcyT2+XwQCrFe/tVBvAlh9rR4ZWjiGCUxk59q6FXpWuAtbyoUpatBTxden8MmWrZI7WBIIlxGgwBXPeLdZktIEtnAjhuB8jYyXwcflmthbjcMg81j63DJqctgs1tbzQWRkaLnYwZsfeP8AEBjge9Oq5KNoGMVeV5HDax4Bv0jhvdOxdQzBSyD78bHtjuM9/wA66TwX4Hl0e6Gpans+0qCIoVO7YfUnpn6V0ViJFhC7+V/Cr0c7Z2v1rKGEpqXPYudeo48lyd24qEn3pS2R1qJmrrOdIjm5Ga5nX/Dr+IJ7PFwsMcJbfwSxBx09+O9dK5ypFQw9WrGpCM1yy2NoScdUVNI8PadpF5cXNpEyyT9ctkKOuF9BmtxSKqhsU4ybR6VcFGKstCZNyd2W1YKOMAe1KZOMB9meN3933rO+0/N14p7TAjFU3oTynMvDcReOLu0uoC9tZXG1ncZDnsPQ9RTLv4d6Pe6l58FxLbW75Lwrzg/7JPQdetaws4IW3JvC7ywQuSoJ6kCtJApjBWuaNFSVqmpq5uLvDQm07TrPSLFLSyiEcS89clj6k9zUrtzUMc3G1jzTmYV0pJKyMXfdgxFU5uGNTk1XnPQ1MionE3NxPGMJDuHdg2f0qib5weVwa5c6tfn/AJe5fzph1K8b71zIfqa8F1bs9VUrbnWJrF3G2BKwX0zmrkGuTBwXVX/DFcL9tuf+ez/nTl1G8X7tw4/GqjiGuoOjFnpS6rFKAWjdfpzV22vIWb5ZgO3zcV5WNWvwMC6kx9aX+2NQ/wCfuX861WNa3Mnhr7HsTNkbgc+4pVfB614+uvaon3b6dfo2KlHifWh/zErj/vqtlj49UZ/VJdz1/fkdaaXxXkf/AAlGt/8AQTuP++q3fCN3qHiHXBp93r13bBoZXjKLvLuqFgvsOOvtT+vw7MPqku51WrTpAY3dgoOazV1xw+2OdiOmM8frXCza/qs4AlvpXA7MarHULonJneuWpiby5om0KFlZnoz+I5Ijh0V/XjBqRNehmUExsh9jmvNf7Qu/+e7/AJ0o1K8HS4cfjQsXJDeHjY9Zt723dQBMob0bipwxdsggj2ryIavfjpdSfnT11zU1+7fTL9GxWqx3dEPDdmezwuRHtPak8zn3ryEeKdcUcancf99Un/CU65/0E7j/AL6rX6/DszP6pLueyLKSOTSl68b/AOEq13/oJ3H/AH1R/wAJVrv/AEE7j/vqj6/DsxfVJdz2IvkEZqqNStSP9ZtP+0K5HXLmS08M2+raX4i1SYNcm1zcxLGtyQm53iHXapwp3D+Ie4HGHWtSPW8l/Ooljl9lFxwj6s9jF2jH5JEYezCmvKeteOnWdRIwbuX86cmuapH9y/nX6PQseuqH9Vfc9cS4OSAaeZsDJryUeJdZHTUJ/wA6X/hJtaP/ADEZ/wA6r6/HsxfVZdz1u2mKv14NWXlG7rXjY8T60OmpTj8aU+KdcPXU7j/vqmsfBdGS8JLueypcZGDTjIDXjA8U64P+Yncf99Uv/CVa7/0E7j/vqn/aEOzF9Tl3PY9/vWTqU/kOhEuzrznFcl4N1abWvEMOnavrd9bQznas6TxRrGepLGTjGM8dScDvWNr+o6tbazeWE9zeD7NO8QS52iRQDjDAZGeOcEj0rOpjYyjZJlwwsk9WdwuuzK5RZQ+P+BU//hIl6OgPqVNeX/2leA5FxID7Gj+0bz/n4f8AOsVi5o1+rxZ6qus2smMsyH3FWo7uCY4WZST2zg15D/ad7/z8yfnTv7X1D/n7k/OtFj2t0Q8MujPYHJIx2qxby7UK142mvarGfkv51+jVMPFGtjpqVx/31Wix8eqIeFl3PXzLhutTJLnvXjX/AAlGt/8AQSuP++qUeKdcHTU7j/vqq/tCHZi+qS7nsZb3qOU5TrXkH/CU66T/AMhO4P8AwKup8R2finw14c0fUbzUr1Z78yebAyYFuAEKBjj7zK2cdunXOE8fDswWEl3PPqKKK8o7wooooAKKKKACiiigAq9pGq3OianFqFps8+IMF3ruHzKVPH0JoooAo0UUUAFFFFABRRRQAUUUUAFKDgg4zRRQB0HiDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrXPUUUAFFFFABRRRQAUUUUAFFFFAGto2vNoyTRnTdNv4pWVzHe2/mBWXOCCCCOpyM4PcGqepahdatqVzqF7KZbm4kMkj4xlicngdB7UUUAVaKKKACiiigAooooAKKKKAAHByK19Q8T6xqmj22l3t9NPbW8ryoJJGYlmCjkk8428emT60UUAf/Z", "info": {"video_id": "199001", "label": "holding scrubber next to shower", "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": "c189e4cb15b2a3eefd02c4fdbc9f66bada459c1deba094a55f6345112c889094"} +{"episode": 40957, "episode_seed": 780707233, "split": "train", "timestamp": "2025-10-13T03:17:42.203578", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 780707233, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open a gate without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "104314", "label": "pretending to open a gate without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "104314", "label": "pretending to open a gate without actually opening it", "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": "828d26e574fba9a3bad1fbbd48fded1382d8266c4e510624623a7d701c4c29ee"} +{"episode": 40958, "episode_seed": 3569713603, "split": "train", "timestamp": "2025-10-13T03:17:46.115552", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3569713603, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175914", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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vt4pXacahCE/h+YVQn8WWw+/fFz6ICa89oqVhYrqHtGdjP4ttf4VnkPvgD+ddJ4D1QapcXuYdgjVcZOepNeWKjOcKpY+wr0X4ZW80Et+0sToGCAbhjP3q1jSjF3RLk2eiaHP+/mTgfKDtH19K6JGyK8/0jV7U65O0WWIi2FeB0auoXV5GXEcCj6kmtJK24o6nn3iXURo/xbW5kfZBJHEkpPTay4JP0IB/Cub8Z+K21q4NrasVsIm+Xt5rD+I+3oPxrqfFPhy98R+IWumLRosCKCF4Jyc9T9K5ubwUI5JEa4JZDhgeo9O1YupFS219DTldjK1LK2rSjqVR1b0zg1ty6iLeyF2ke91RXK5xlTjNVp9LkubprFAXyML7gc/0q5NYvHZzW5Rh+5KBHXDZ28fTtUOzWpXUpN4vtmG4xzgkfdGMD9aqyeLV/wCWVqx93f8AwrmWVkYqwII6g1JHbTynEcTt9FNWsPTXQj2kjYk8U3jDCRQp+BNQLrGrXj+XEzMx/hij5/Si28M6xdf6uxlwe7DFa0HgTVlHmSOkOBnhuf0q+SC2QuaTPY4bAYHLE1nppNpBEYUtwFye57k/411MQGBWe0QMjfU1LipbjUmtjmk0FyCryrwflYLyR2z71FqOiwx6dO/zMypnJ/nXWCIYqvcWwmt5YzjDqVNPlXQV3c8vsh8tzuwWjIH50o8AXGtXTX5u0iinO4KFJI7f0qPTz5txdqzYDFen1NemaDDs0q2X/Yzz9TUw3KnschafC/TIsG4lmlP1wK3LXwZo1pjy7KPI7sM10zRvjIFVmMmM5/KtGzI5bV47Sx1XSFAijUSuSBgdEPpXEeIxoGp+IHEV81rGyu00rIWBnGBjHoRXW+JbG2Osac+Vt2keQvJ2JCnkj1ry7WY1j1W4USpIN7fOmcHn3oRR0fhKxvY9ZENvIJrYsC0qZKgc/lXrVvp+FGWJ+grzz4SoGk1Qnt5X/s1evxKMCqk72QkYt5pUMkSNLFv2OGG496z7rSlm2GILEynsOCO4NdTdKDAfrVMRj2rPlTd2h8z2OL17SktdOLBmO87efxqLR9KguPDAmMYEuGBYdTgmtzxgVi8PTuQMgrt+uaqeGMf8Iajt0xIx+mTStZjb0OUHhtPEuYPP8kQHdkLn2rUsfhlpcRBneWc+5wK1fCJW4gmmjweQnH511iwkDFVD4RS3OftfCmkWYHlWUQI7lcmrcsdtZwmRykUY6k8AVemSRTgt+VVZFO0g8g9cnihsSOG/4SCz0+HVZHtzdRtcH92AMMCAO9d1G3zQ+hb+hrzDV4bCO31USM8Mn2j5VjX5SOO1ekJIqCIuwUbl5Jx2qoAzD8P+Hr6HV72e7f8AduzCNFbPG7OTj2rso9OQL9zn3NPtSrhJF6OMj3rQTpVTk5O7BKyMSe0WK4O1FBIGSBWZJosBldyW2uc7OwPcj0z6V0d0oM/4VBIg28daiyBs820u2V/E4jdQSVkUgjuKs+ILWOyvlEaqisikAD61JYgH4iTovCoshx9R1/Wrvi2SK3vLN3YAyBk5/D/Gs7e6aJ+8YkXwysZ5PPe4lCOA2xQMDNa1t8PdFt8E25kI7uc12EEW2BAOcKOR9Kc8TFeOvvWlzMwodA0+1GIbSJPogqURLDPEFUAFu30NXJA4OC35VkajqcGn3Nok/mtJK52IkZYtgc9PqKSYDdA8K2+najcXKs7yTFjlgAACc4Arq0s1Axn8qr2W4tGWGG25YehxWkpqpScndjSSWhlXlqFmG3P3aomyjkl8wxKWUY3Ec49K2L11EgyQPlqklxGiMW4HUmpA4O3gEXjJID18x8fQgmrOt2zDWQiKDlUYgntjH9Kit7qC8+IRlhdTEd21unIXB/8A11b8VTNZ69YOkbSDygzbepUN2/DNZtaGi+I1V8LaT5nmvZQtJ/eZcmrsWmWkAxFBGn+6oFaax7lDDoQCM+lK0AYYP6VZBnNEi+lZur3K2Vm8ggllBUjMYB28d61pYNjEEfnWdqCsLSYjrsOMD2pDOmQ4Aqo2d7fWrkZGOlV3A3tkd6okryXATgcmsPXtbk0uw8yKPfK7bEAGcHHWugMUfPyjmmLZRK4kK8+lA0eTQ6VfxW897dRyWquwKgj5mPPavT/DMpk0K1eUqXCbSQuOnHSpdR0ldVs5LckRlhw+3O0/SrekaMml6ZFaq7Shckuw5JJzSSsxtpotKVfjFQNaM3K9KuBMDpSkcUyDjNetEaaLzYQ4TPUcZry/WvDEonkmtjuBJYof6V7lfQLOwR8YKmvPYdPbUfGNzpUupzW0X73yvLTfuZULBfYcHk+nvQhlT4SxPHLq6SIVYeVkEf79etR8AV5x8NJZJ21F5GLMRF1/4FXo6HimwQTgmE1UAIq7L/qjVQnPApAcb4p0XWta1BYrVwLUIOXb5Qe/Hc1a02xutM0cWMvzxpHsCgYJznP866tcL9aaLdZ2YNjOKLA3c4jwZKttqdzbNFtlcfdGflC+td2JATjac1Ha6dDbvI6Qxq7feZVGT9TVsRj0FCVgk7sgkjEigYqrNakISvJrRK+1YXiy5uLLQ3mtpWilEiAMp5wT0osI5HWrBbiOaCaEYdsnI5/A1e0zwZYLJHPdCS4kU5HnSM/8zVTXEX+wotQtNZv5g1ybfNxEqLOQu5nixztU4U7vUe4HbxLhFHsKew7lqFMEccCrQ6VDGMKKmHSmgK1yMyZz2qhfxzy2UyWrbZ2UhCTjBrQn5k/CmDCjpSEcRp/hG/0+8a/lug07KQQnRAevPeo/FkUkttDI8QcxNhnPQBsZ4/Cu5lbIGe9NudPimiKtGrq4wysMg1Nik9bmd4dvI7nQ7YoPkjXy8jp8vFa6lG6UsNrFDCsccaoijhVGAKftA6UxbsqTW3mElcA1RktVWdGdAWH3Se1ZUN9JdeNZ9MutVu7S2eXZG8UsaLH0JLFxjGM8dScCnaPPetquqWt5NcubaXy1W5xvXkjnHGeBnHFFgudBAMPuq8uCaqRYCirCsTQMr30UbOMjnFZk+mrdwyQs7hJFKtj3rVueXX6VDk4wOBQIxbLwrpmlxs1ujNcN96Vzlj/gPpWX4g0K7vIlkhZi0a/6r++O4rski3DmnvAjBc8YFJlJu9zJ0D7eukQi+jKSjICHqF7ZrVXceoxU+2jbSE3crvEkmd1Zuo2bNbOIiDkc0zxXdT2WiNNbStFIJEG5euCea5/X7fxDouh6deXd/diW88zzIiuBCAFKgnH3iGzjt+dUkFzuI+lV5P8AWN9aKKBIVR1PpTgSSKKKBlmMALVoH5APaiigQUw9DRRQIy7liznPbivNNS1CfSfFlzfW2zzopW27xkfMu08fRjRRTQzX+HKhTqAA6CMf+hV6EnQUUUdQEmOYzVZOtFFICRetEJxIaKKBFlTxTxRRTAU1zPjnjw25/wCm0f8AM0UUuozhdZ8RNrUVvFLpmn25hVY43t0dSqDogBYgDnPA5PNemR/dH0ooqmJF2P7gp4oopIZFN9/8KZRRSAawBIqZCQcUUUCJc5AzSYoooGjzbVtWOmeIdTQ2NjeRyzhil3DvAZRwQQQR1ORnB7g1d8M3k+oXup3lzJvnnZZJGxjJOaKKb2EddEfkFWUHFFFBRHcjlaqSMRIoBxRRSEWIJGZsGpHPzYoopDJqdRRQBznjX/kXn/67R/zrgdQ1zUb7ToNPuruaWCB2kUPIzElsdcnnG3j0yfWiiqQmf//Z", 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", 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", "info": {"video_id": "175914", "label": "tearing paper just a little bit", "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": "03fb3af677230170a9b1222c1a3dabc220f90eaa747e98e9a35248addb690fcf"} +{"episode": 40959, "episode_seed": 3225533799, "split": "train", "timestamp": "2025-10-13T03:17:47.361916", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3225533799, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a light bulb behind a jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "203911", "label": "holding a light bulb behind a jar", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "203911", "label": "holding a light bulb behind a jar", "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": "b5e5f00833a480449b3784f07d629a7d308caad9c385faf78ab0e448e5a0a29f"} +{"episode": 40960, "episode_seed": 2654028456, "split": "train", "timestamp": "2025-10-13T03:17:51.621594", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2654028456, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 staples box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "116600", "label": "uncovering staples box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "116600", "label": "uncovering staples box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5b3bf9eb15778e56527e676399aa99bac77f04124a5c48cc3777ad8f2997140a"} +{"episode": 40961, "episode_seed": 3371126161, "split": "train", "timestamp": "2025-10-13T03:17:52.617323", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3371126161, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take laptop from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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G2AKl3b1+Xke1UbiUxg5yKyVz0BZJgg7VRnu8d6p3eoRRg75UX/ecCsK61+xjzuvIB/20FaRZjUsUPF+qXttJbtaTiNCH80EA5HHPPpzXFGW2GoyzfaRc28rb1lMZU4x3B6HrxWl4jul1ua3gsZ1lUFvMEZzxxwadFpsbXMWnqgQxJ500n14VfT1P/wCquuDXLqeFiF+9di/o8Uep3FvEInYO4HPcngD6CvXY4IbOEBkwiKEROmAOlY3hrRLbQ7eK/uxsm2/uY26/7xqXVNaTk71JrGfvM2oycItLqZWvamsDMQVhGDtPVjXAalq0VpZtBYsxurlsO38TZqfxHqn79pX+cEcAmqng6zWa6k1W5G4RnEQIyAfWpbSVzelT9pJROj8OeFZNPCXt9cNLcFfliH3Ez6+prbuJQnAIrOuNejDMDIqjpyaybnW7fJ3XMI/7aCsk23qeolCkrI1Jro8/NVR7k+prCl16zXrdRH6ODVc+IbHPN0v6mtEmYVKkO50Dzkr196zLJ/skxaGKTY+WVXIJyexNUz4k03p9oJJ9ENdfp1vBqd5K5QLbWpECbRje3VmPqeg+lbU3ZO55eJ5XJOLNbw3a3F9eWqyxgAn06Dqx+pr0R1yxJ6msvwxaoVnu9qjAEKY7dz/Stpxya5qsrs7MIkolYpxUTxj1qyVPpUTox/hP5Vnc7kym6+9QsverEu2MHe6r/vMBVGW/sIv9bf2if706D+tNXLTSFIpjGqM3iHRIgd2s6eP+3hf8aoSeLvDyHB1i1J/2WLfyFWrkylDubDsAK4/xLJFBfWruVC7XY59sVdl8a6CvS8Z/9yFz/Ss6VrLxbdJJb3AitrXPmvNEVOW6bQfvdD+lawdnqcGM5JU3Z6lrSJIr8xLDAz4be5A4Y+n0Hc+1ekxz6fbwLG13EkES4Oxsk+v61wkmq2mlWLWunJtDDDyt99/8B7Vyd7rTpvw5596J+8zloXgnY9JvPE9u8siQ4ihGVAJ5b3zXOaprhmQiHGQPvV59LrDSEjfz9aSPV5EUoTxRaxpvuW77U5IslmIcc8dqoaRql5ea5bxwOQm8NIQeoFZup3bSxbADuc4zXS+F9KNjH50oxM46f3R6VLdjoo0+Z3O1WTIq7bHJzWTHIOOcVciuAo61NztUTbRhjqKZLIpU81QF2MdaZJdAqec00yZQuet6ettpljBZWqqkMCBEUVd+1Ky8GuHn1tYxjdVyw1lZl5atD59I6K6uAqFs14P8Vda85Xt1bOX5Fem61rqQwttf+GvnfxhqTXd8/Ofmpbm8Y2Vzkrhi0nHatrQLyaw3vFJIjPwdjEEisuC2kuZPlUk11miaOVkUuMjuDVWuHOou5dS8vLgfPd34XB+VJ2XJx9aqtZPJGS7TS4+8XmY/1rqnjh8lVEQAAxxwTVGWKNchQAO4pWsQ6sm9zlJrBAc/Z0x6kZqpPZjIZUjUHpgV00qDBI5zVORFwN600ieZlnwJo015cXiocKNhaQ8Kg+bk1117No2jag81vErSttLu3O4qMA4rjrTWG0e3uViO3z8Z/DP+Nc5qOsSzsxZySap7CSTdzsNb8byzSsRJk/WubPiiV5TvkJ5rlpZ2kbJNMG88gEilYr2iWht6vqn2vbtNMs7dZLfMjSgdThiB+lZG496sR3dwkeE347EChIHJMtT20QYRxx7nPqTmqktpKnyGMBs/jWlY/aJQsk65G7Ckjkf/AFqvvGCMl8En0zVIzlY5prV19/wpogkJ+6a3njTJHHFMEa5+XGaYrGRHauWHBz9K9p02xkjVLSFvKBYlu5LHkn868wVSrAnFfSWiaMj4n8v5iMdKT0C2pRtrPUdP0yOCzvHQZLEhFJJP1rlNW1DxJDMynWLxU6YTav8AIV7F/ZyeWPkHSvOPGVttvAAMYrJpHTCTta5xskuqXIYPrWqEgZ5uGA/Ss02cshxPd3cpP9+dz/Wt+FQC27nioGiDnIPGMU0kKUpdzn5tJgKkrGshP99yf51ENGWEktZQ4ZSAWXI5710a2eSDj5RwTmrqW7su3qAOM9MVTRi5tnK2+kKIgypGNpxgp1qYWbxEOgXg+ldHJAQRkD5umD1qrMu0lcgEVI02YksRB5DAnkY7UlpMbRJMO2GxwTVm4lZQFGDgVhapdtHsIGCQaLFRepcvNTIzhq567vySeainvGdTU+maS183n3AIgHQdN5/wpG3NZGbFHe3shNvFI+OSVBIFaBjuYIx5qk+vFdZF5lnEi24VAOBsHGKgv7v92zvEoP8AdNVYlVLbmNp13YSMguFAeJ96k/1rR1TxX/Z4U2cUUvHzbyePyrnbqWBZnIt03dSQabY2Ud9veQEJngGhQu9S/rMoxtFlp/Huqn7kdsn/AAAn+tQt441tuk8af7sQp39joDwFx64p409O6Lx7U+RLoZe3qv7TKreLNek4/tCUf7oA/kKifV9auPv3123/AG0IrR+wx5GRipGs0HINKyH7Sb3Z1114rLPgSGr+m+KXZdqMSfrXmthb3GpXSxoTjucV6Dpmix2FsJHYk47jvSZnexZ1HVbiaNgW5/pXFTad9qmZ2JJJ44rrJo9xxv7Z6VXSFYn6g9+lCVhuo7FPS9EEMIPAbPcdq6EG3hxGh6kDOKyJtQaMFVI49qrx6uFdlaMHJyGz0pozeptzSiMlQwyp21l3U56b+QeOKY19FLwVw1Vp5xksBkU7CG3DSbiwIK+1Q7w2N3JFNkuCwwcCmaBZLrXiRtNm1GW1RkkaIxpvLOqFgvoBweT6e9CHcyNfl8tYApxnd/Sudkct3q1qNxNOsLSuW4JGe2cVJoum/wBoXWZMCCPlsnG72phzdC5ougfbEFzdHbCfuJnBf3+lblzFbImxYUCrwoHStFQwhyFiZeihTjFY+oyeVyiYAHUHqaAWxRZYYm+aJRnkVXm1AYCKNuOwFQOZpmLBsfUU+K32ZZwCT7VVguSW87swfzD8wIIx0q00hGfmzxVdZMcbV49Ka8qYIII/GmTckEq87jnNR7vmyOlV5JU5AY5zUcjkJvViM+9JhcvGUZXdnqO1fY+nWQjt4wFxhRXydrWk6dbeHbbVdM1O9nV7v7Lm5gEa3BChneIZztU4U7v7w9wPsSBAsKD/AGR/KpYXGGMBenavMvG9uWui4HQV6k33TXB+LIg0bsRzg1Ejamzyf7QEdgT7UQ3KkY4x9ay72cJcPz3qlHeqrYJ71KZ0SjdHZRF5NvlqpQEbh7f5zU8rFScxkDPBx2rC066jklXLkcH8a0ZJ2RBtYMMZ5PSrucklZjbiVd23aCAayL1wHZsnJ560t3PJu6EcdjxWTNMcdifTNCBEs1zxjgVgazJ80Z3A5zWpoEVlq3ikabqd7cWsE77UljlijWPuSxk4xjPA5JwO9ZNzpVzP4nn0hFuFeK4eLbcAB0AOMvjjOBzg49Kqw4vUf4e0GfXLtsKRbR8yv/Qe5r0RdNVrFIDCkaRcIFPQU+10+30nTYrO0cFR94njce5P1ptw8cYAGAVHPPNSNu5lzWRifAHX7vuKzLzTxOCGdgwJyB0rSNxIsxIbJxnOe1NWTcxY5z1GBTSJbOcGkxLIxCksO5qwtqYxtHStlkXGVQgk9cVUfeN4cAknjAxgVpcgoNEBjLYJqI43EE4I5q5Ick8Yx6VWOXfJA6Y57VLLRCWUjn8CajlHHBqHUW8qEtGSpBAyK0fEHhnVPD3h/SNQvZJ1nvjJ5sDRkC3ACFAx/vMrZx26dQaQ27Gz4ctYrXT1aJcMRkk810NzO7xRg4wT6UUVLJe5iXkjeY+DjHpWPNLIOfMbP1oooEZ8s0hZmLHNUJLiUE4aiimMu2Mru6ljmr7gMOlFFNC6lNv4qz7bU7jRtZ/tC02efCW271yPmUqePoxoopjZg3QwEHYcV0UQFvYwRRAKpAJ9SaKKEJbk11PILfcG+bb1/GsUTSO+WYnLd6KKaAsFQOmRSCRgOtFFUiWKzZU5AqGRQHPFFFICpKf51XMjZOeRnpRRVdBm/rvi6XxDDawzaRplqbcJHFJapIpSNc4QAuVA5ycDJPPrX2zH/ql/3RRRWbERynEbEVwvipj5Lc/wmiis5G9M8B1R2+1Sc9zWUZGB60UVCOo0tMnkFwnPrWrczuPlBwOtFFaI5Km5l3NxJkLuOOtVhIxfk9qKKZJTg159JuLmNtO06/imcO0d7B5gDJnaQQQR1ORnB7g10fg3ULjUdV1bUrtllu7plaWRlGTuJJx6DpwPQUUU2Stzrrh8yFSq4Az09qxpfnYuepPTtRRUrcsqzRqFDDIJPrUSscjnrRRWiJZO3Cd+oqnNI/mFixJJ5NFFUyUUZpGOeaoyStk8+1FFSzRFG9djbnJ6MKW+8R6rqWlwaXeXs89tbSPKgkkZiWfGcknnG3j0yfWiipJkf//Z", 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", "info": {"video_id": "53628", "label": "pretending to take laptop from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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eWyNS3s4tNs0t4iSqDG5zlj7k1VnucfxVm3GuwsDm4jHrlwKyZ9ctM5N1D/38FTG7O+UoR0RsSXJyeahNwSeprn38QWQJ/wBJj/A00eItPH3rofgpP9K0szlnOD+0bTXMaXSNIy7QCxzXRaRJFfmJYYGfDb3IHDH0+g7n2rmNCitvE1xK8V3Elva4MrSKc/N0wO/Q12smq2mlWLWunJtDDDyt99/8B7Vpze7Y8uUE6jtsd3HPp9vAsbXcSQRLg7GyT6/rWDeeJ7d5ZEhxFCMqATy3vmvNr3WnTfhzz71iS6w0hI38/WsoxsdTm5adD0HVNcMyEQ4yB96uIvtTkiyWYhxzx2qpHq8iKUJ4rJ1O7aWLYAdznGaoErs0tI1S8vNct44HITeGkIPUCvSFkyK4rwvpRsY/OlGJnHT+6PSusjkHHOKzcj0KdPlRrWxyc1oowx1FYkVwFHWrIuxjrRc0cS/NIpQ89jXn2iF1kFtGjyys4jRVByxJxXXyXQKnmtr4a+HYb2+bxB5RjtEci1jbnPYNnv3P1NbU3ozycwjZx+f6HoPh/RY9G0yOEIonZQZWUd/T6CtGdcQPjripqhnb5CPamzhjueY+I9LS0sbi9bAPJrzm38RSQXAYSZXPc16P8TL9LfQZ0zg4r5zn1FlYDd1NZtXO2EuXVHv+ka1FqTLGrgtjOPpWsy968k+Gd6brXmZnO2KFiR7nivXN29fl5HtWM9HY9SjJyjdkTYAqvJMEHakuJTGDnIrGu9QijB3yov8AvOBQjRlye7x3rifFrJcyW3yOZELOpB47DBFXbrX7GPO68gH/AG0FZbaxbXKSNavDcXDMIIxw21nyM49Rjit6b9487GW5GO0q4uZXjjiixgcswzg//Wr1Hw3ZmDRwzKF81sgD+6OB+uTXL6VpkNqEtoRmSUiPLHJz0r0byEt4khjGEjUIv0FKtO+hhhIrmuVdntxTGjFWGBzxUbKx/hJ/Cuc9VMqOgHeoGXtVt4z1PH1qlNPBGf3lzCn+9Io/rRqaJojYYqM1BNrGkxf6zVbFfrcp/jWfP4o0CPO7WrHj+7MD/KrVwco9zTJqpdhXjYe1ZcnjLw8Ompxv/uIx/pVGfxrohUhZrhj/ALNs/wDhWiuc9R02rNjhollDpUz6sgZZcFIGPOAc5P5dKzrrxdDYWbwWxCK3LY7/AFrldb8Uz3jkmQ49M1yF3fPKx+brWzPFikjp77xdPIxxIQM1VPiHzIWDNyRXJlmY9yad8y9QRSsNVEXIma4vMktgnPynBq/NaQBdzl27ncxNY8UskcgKZ3e1Worm9mmVF3cnHzDj8aEJtPqI1ozjzEhGwH8Kri1kbJxgduOtdFDGfKwQE5wew+tMkjQAndnB9OlXYze5zpgkHalFtITypraMaZ5IpQmBxjFAWNHwg7WUd7kkB9nHrjNat5qZGcNXPxTmBWAxyO1Qz3jOprOW50U9Ikt3fkk81nxR3t7ITbxSPjklQSBWlpmktfN59wCIB0HTef8ACuqi8yziRbcKgHA2DjFJDlM5Mx3MEY81SfXirmnXdhIyC4UB4n3qT/Wtm/u/3bO8Sg/3TXK3UsCzORbpu6kg0crZSrJHRap4r/s8KbOKKXj5t5PH5Viv491U/cjtk/4AT/WqtjZR3295AQmeAam/sdAeAuPXFUqaSFPE1ZPSQ1vHGtt0njT/AHYhUTeLNek4/tCUf7oA/kKtDT07ovHtTvsMeRkYpcq7E+1qPeTM86trNywD312wz/z0Ir7N00W2m6dbWdqqpDDGqKor5H+xoGBB7g19Gza2saAbuwoIm3Lc7n7UrLwaq3VwFQtmudsNZWZeWqtrWupDC21/4alsIxPMvirrXnK9urZy/Irxe4YtJx2rrfGGpNd3z85+auYgtpLmT5VJNNGstjU0C8msN7xSSIz8HYxBIrpUvLy4Hz3d+FwflSdlycfWqWiaOVkUuMjuDXWvHD5KqIgABjjgmhxW5LrO1kcq1k8kZLtNLj7xeZj/AFqhNYIDn7OmPUjNdXLFGuQoAHcVnyoMEjnNFjPnb3OZnsxkMqRqD0wK2/B1gRcXE5+YxMjJ2w2GGfyzSSIuBvWuv+Htil3PfR7cgmPPHT71UtBSZ0Og6bcTXUV5553RnKADgGrWszeIIoS0Wpzr/uxoP6V3GnaSkMQUIMAYHFQ67ZKmnSEJ2qZal05NaI8em1HXZGYTa1qPHXZLtH6CqF1DfSMpfVdRkU9d1w/+Nas0RWV+eM0TBSqjodtJWNJSl3OfbTYpF+dpGJ6b5mP8zVVtESR22WkbAc+projagkZ5OMVNBbNEeOGxzg1fKYOpI5caVGXjH2aJCox8qfzq3/ZflnaBHweqr1rpvsr46DJGewOKgePCF/4fWkCbMEQSKhQjheeBVWWIEjBcenpW1MdnIYHisqWdu6jGKVh3PO5Zy5zupttazX10kEI3O3r0A9T7VAMsQAMk9BXb6Hpv2C3HMf2iTlyTnH+zWhDdxbLR7XTYCcLNMRguT/IVUu4oWfKwrgdTWzd8KS0a/KCBhhya5i7nkLeWMj174oGSG5igXciAe+ORVX7YZZAocqD3x0qIW8jkBiCPpVkARcBB+Ip2JbLEUrmEbn5Axz3pskmTjPHeozKMcr+VQvLH1yQPSmInkkVunJ+lNWQjjn8qqb1ZiAx5rW8LaXFruvf2dcahLaq8UjRlI95d1QsF9hweT6e9JjuUJJVPTPvmtLw9oM+uXbYUi2j5lf8AoPc1laXa3Or38dsmS7kcnoo7k/SvXLXT7fSdNis7RwVH3ieNx7k/Woe5ope6MXTVaxSAwpGkXCBT0FZk1kYnwB1+77itS4eOMADAKjnnmso3EizEhsnGc57UkriuZt5p4nBDOwYE5A6VmDSYlkYhSWHc10aybmLHOeowKayLjKoQSeuK0joQ2Yy2pjG0dKRogMZbBNX33jeHAJJ4wMYFV5DknjGPShsaKZxuIJwRzTCykc/gTUxy75IHTHPas/UWMMBaIkMCAKkomkHcGuouvFZZgBIawta02wtfDtvqmm6pfTq10bXNzCsa3BCbneIDnapwp3eo75AwtPt7jUrpY0Jx3OKTC9z0rTfFLsu1GJP1o1HVbiaNgW5/pVbTNFjsLYSOxJx3HeiaPccb+2elRa5SnbY5ObTvtUzOxJJPHFbGl6IIYQeA2e47VcSFYn6g9+lNm1BowVUjj2pkym2a4NvDiND1IGcVHNKIyVDDKnbWJHq4V2VowcnIbPSpGvopeCuGqjO1h91Oem/kHjiqNw0m4sCCvtTp5xksBkVVkuCwwcCgpDt4bG7kivTfg7bpNcao23O0Rf8As1eX+HYLPVfFC6bqN9cWsEzbUlilijWPuSxk4xjPA5JwO9esfA+3mtta8WWc/nj7NNFEEuABIuDIPmC8ZwBnHHpQDZ67FAEHSs3X492myADtW2Ris3VVDWzD2pMqD1PCdWU28xz61ntdKWTnJ6Vs+MwIZRjjk1xEt2ARz0NZnUldHUwTKxJwM+uavxrKsbb4gX3dsfdx0+ua5C0vkLYLda6G2mRoIykhztzya0TOacbMsSyhFY7cEcYIrNuHVomGMZOSQaddXMhU/KDwTw3INYk8z5GTge5oIQ6SfYxxz9aozTbwRuAqnqdzIlsShKncPmFWfEfhvU/D+gaTqF7JcLPfGTzYTGQIAAhQMf7zK2cdunUGqG2cnoUaPeM7KGKLlc+tbsEzmR8t1zmiiqJWxm39xL5mzedvHFRwkupLdQaKKfQGOyVIwTSiQnriiimSNcAhsgcVWkGAMUUUkMqSMV6VY0rV7rRtTj1C02efEGC71yPmUqePoxoopsR1vw2bZLqD7VLFY0yRkgHOR+grvrh8yFSq4Az09qKKykaIxpfnYuepPTtVWaNQoYZBJ9aKKcQZErHI561O3Cd+ooorREMpzSP5hYsSSeTVGaRjnmiik9yolGSVsnn2qjeuTbnPOGFFFSV0LWveKX1+3t4ZdJ0y1NuiRxSWqSKUjUHCAFyoXnJwOTzXU+HLWK109XiXDEAkmiikyVsdDczu8UYOME+lYl5I3mPg4x6UUVC3EjHmlkHPmNn61nyzSFmYsc0UUxooSXEoJw1XbGV3dSxzRRTQPYvuAw6VTb+Kiiq6Aipba42jz3MZ07Tr6KZ1cx3sHmAMmdpBBBHU5GcHuDXsn7P9/c6pqPiu/vJTLc3MkEsrkYyx8wngdPpRRSZLPb2rK1Vj5bD2ooqZbFw3PDvHrEMvPrXnE0jZ60UVmdkdhsMrh+DXRWc8n2JTnlehooq0Y1SvLPIMtuOetZrzSMDlveiiqMUVNQdvsY57g1DqHiPVdT0u30y8vZp7a2keVBJIzEs+M5JPONvHpk+tFFMTP//Z", 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eWyNS3s4tNs0t4iSqDG5zlj7k1VnucfxVm3GuwsDm4jHrlwKyZ9ctM5N1D/38FTG7O+UoR0RsSXJyeahNwSeprn38QWQJ/wBJj/A00eItPH3rofgpP9K0szlnOD+0bTXMaXSNIy7QCxzXRaRJFfmJYYGfDb3IHDH0+g7n2rmNCitvE1xK8V3Elva4MrSKc/N0wO/Q12smq2mlWLWunJtDDDyt99/8B7Vpze7Y8uUE6jtsd3HPp9vAsbXcSQRLg7GyT6/rWDeeJ7d5ZEhxFCMqATy3vmvNr3WnTfhzz71iS6w0hI38/WsoxsdTm5adD0HVNcMyEQ4yB96uIvtTkiyWYhxzx2qpHq8iKUJ4rJ1O7aWLYAdznGaoErs0tI1S8vNct44HITeGkIPUCvSFkyK4rwvpRsY/OlGJnHT+6PSusjkHHOKzcj0KdPlRrWxyc1oowx1FYkVwFHWrIuxjrRc0cS/NIpQ89jXn2iF1kFtGjyys4jRVByxJxXXyXQKnmtr4a+HYb2+bxB5RjtEci1jbnPYNnv3P1NbU3ozycwjZx+f6HoPh/RY9G0yOEIonZQZWUd/T6CtGdcQPjripqhnb5CPamzhjueY+I9LS0sbi9bAPJrzm38RSQXAYSZXPc16P8TL9LfQZ0zg4r5zn1FlYDd1NZtXO2EuXVHv+ka1FqTLGrgtjOPpWsy968k+Gd6brXmZnO2KFiR7nivXN29fl5HtWM9HY9SjJyjdkTYAqvJMEHakuJTGDnIrGu9QijB3yov8AvOBQjRlye7x3rifFrJcyW3yOZELOpB47DBFXbrX7GPO68gH/AG0FZbaxbXKSNavDcXDMIIxw21nyM49Rjit6b9487GW5GO0q4uZXjjiixgcswzg//Wr1Hw3ZmDRwzKF81sgD+6OB+uTXL6VpkNqEtoRmSUiPLHJz0r0byEt4khjGEjUIv0FKtO+hhhIrmuVdntxTGjFWGBzxUbKx/hJ/Cuc9VMqOgHeoGXtVt4z1PH1qlNPBGf3lzCn+9Io/rRqaJojYYqM1BNrGkxf6zVbFfrcp/jWfP4o0CPO7WrHj+7MD/KrVwco9zTJqpdhXjYe1ZcnjLw8Ompxv/uIx/pVGfxrohUhZrhj/ALNs/wDhWiuc9R02rNjhollDpUz6sgZZcFIGPOAc5P5dKzrrxdDYWbwWxCK3LY7/AFrldb8Uz3jkmQ49M1yF3fPKx+brWzPFikjp77xdPIxxIQM1VPiHzIWDNyRXJlmY9yad8y9QRSsNVEXIma4vMktgnPynBq/NaQBdzl27ncxNY8UskcgKZ3e1Worm9mmVF3cnHzDj8aEJtPqI1ozjzEhGwH8Kri1kbJxgduOtdFDGfKwQE5wew+tMkjQAndnB9OlXYze5zpgkHalFtITypraMaZ5IpQmBxjFAWNHwg7WUd7kkB9nHrjNat5qZGcNXPxTmBWAxyO1Qz3jOprOW50U9Ikt3fkk81nxR3t7ITbxSPjklQSBWlpmktfN59wCIB0HTef8ACuqi8yziRbcKgHA2DjFJDlM5Mx3MEY81SfXirmnXdhIyC4UB4n3qT/Wtm/u/3bO8Sg/3TXK3UsCzORbpu6kg0crZSrJHRap4r/s8KbOKKXj5t5PH5Viv491U/cjtk/4AT/WqtjZR3295AQmeAam/sdAeAuPXFUqaSFPE1ZPSQ1vHGtt0njT/AHYhUTeLNek4/tCUf7oA/kKtDT07ovHtTvsMeRkYpcq7E+1qPeTM86trNywD312wz/z0Ir7N00W2m6dbWdqqpDDGqKor5H+xoGBB7g19Gza2saAbuwoIm3Lc7n7UrLwaq3VwFQtmudsNZWZeWqtrWupDC21/4alsIxPMvirrXnK9urZy/Irxe4YtJx2rrfGGpNd3z85+auYgtpLmT5VJNNGstjU0C8msN7xSSIz8HYxBIrpUvLy4Hz3d+FwflSdlycfWqWiaOVkUuMjuDXWvHD5KqIgABjjgmhxW5LrO1kcq1k8kZLtNLj7xeZj/AFqhNYIDn7OmPUjNdXLFGuQoAHcVnyoMEjnNFjPnb3OZnsxkMqRqD0wK2/B1gRcXE5+YxMjJ2w2GGfyzSSIuBvWuv+Htil3PfR7cgmPPHT71UtBSZ0Og6bcTXUV5553RnKADgGrWszeIIoS0Wpzr/uxoP6V3GnaSkMQUIMAYHFQ67ZKmnSEJ2qZal05NaI8em1HXZGYTa1qPHXZLtH6CqF1DfSMpfVdRkU9d1w/+Nas0RWV+eM0TBSqjodtJWNJSl3OfbTYpF+dpGJ6b5mP8zVVtESR22WkbAc+projagkZ5OMVNBbNEeOGxzg1fKYOpI5caVGXjH2aJCox8qfzq3/ZflnaBHweqr1rpvsr46DJGewOKgePCF/4fWkCbMEQSKhQjheeBVWWIEjBcenpW1MdnIYHisqWdu6jGKVh3PO5Zy5zupttazX10kEI3O3r0A9T7VAMsQAMk9BXb6Hpv2C3HMf2iTlyTnH+zWhDdxbLR7XTYCcLNMRguT/IVUu4oWfKwrgdTWzd8KS0a/KCBhhya5i7nkLeWMj174oGSG5igXciAe+ORVX7YZZAocqD3x0qIW8jkBiCPpVkARcBB+Ip2JbLEUrmEbn5Axz3pskmTjPHeozKMcr+VQvLH1yQPSmInkkVunJ+lNWQjjn8qqb1ZiAx5rW8LaXFruvf2dcahLaq8UjRlI95d1QsF9hweT6e9JjuUJJVPTPvmtLw9oM+uXbYUi2j5lf8AoPc1laXa3Or38dsmS7kcnoo7k/SvXLXT7fSdNis7RwVH3ieNx7k/Woe5ope6MXTVaxSAwpGkXCBT0FZk1kYnwB1+77itS4eOMADAKjnnmso3EizEhsnGc57UkriuZt5p4nBDOwYE5A6VmDSYlkYhSWHc10aybmLHOeowKayLjKoQSeuK0joQ2Yy2pjG0dKRogMZbBNX33jeHAJJ4wMYFV5DknjGPShsaKZxuIJwRzTCykc/gTUxy75IHTHPas/UWMMBaIkMCAKkomkHcGuouvFZZgBIawta02wtfDtvqmm6pfTq10bXNzCsa3BCbneIDnapwp3eo75AwtPt7jUrpY0Jx3OKTC9z0rTfFLsu1GJP1o1HVbiaNgW5/pVbTNFjsLYSOxJx3HeiaPccb+2elRa5SnbY5ObTvtUzOxJJPHFbGl6IIYQeA2e47VcSFYn6g9+lNm1BowVUjj2pkym2a4NvDiND1IGcVHNKIyVDDKnbWJHq4V2VowcnIbPSpGvopeCuGqjO1h91Oem/kHjiqNw0m4sCCvtTp5xksBkVVkuCwwcCgpDt4bG7kivTfg7bpNcao23O0Rf8As1eX+HYLPVfFC6bqN9cWsEzbUlilijWPuSxk4xjPA5JwO9esfA+3mtta8WWc/nj7NNFEEuABIuDIPmC8ZwBnHHpQDZ67FAEHSs3X492myADtW2Ris3VVDWzD2pMqD1PCdWU28xz61ntdKWTnJ6Vs+MwIZRjjk1xEt2ARz0NZnUldHUwTKxJwM+uavxrKsbb4gX3dsfdx0+ua5C0vkLYLda6G2mRoIykhztzya0TOacbMsSyhFY7cEcYIrNuHVomGMZOSQaddXMhU/KDwTw3INYk8z5GTge5oIQ6SfYxxz9aozTbwRuAqnqdzIlsShKncPmFWfEfhvU/D+gaTqF7JcLPfGTzYTGQIAAhQMf7zK2cdunUGqG2cnoUaPeM7KGKLlc+tbsEzmR8t1zmiiqJWxm39xL5mzedvHFRwkupLdQaKKfQGOyVIwTSiQnriiimSNcAhsgcVWkGAMUUUkMqSMV6VY0rV7rRtTj1C02efEGC71yPmUqePoxoopsR1vw2bZLqD7VLFY0yRkgHOR+grvrh8yFSq4Az09qKKykaIxpfnYuepPTtVWaNQoYZBJ9aKKcQZErHI561O3Cd+ooorREMpzSP5hYsSSeTVGaRjnmiik9yolGSVsnn2qjeuTbnPOGFFFSV0LWveKX1+3t4ZdJ0y1NuiRxSWqSKUjUHCAFyoXnJwOTzXU+HLWK109XiXDEAkmiikyVsdDczu8UYOME+lYl5I3mPg4x6UUVC3EjHmlkHPmNn61nyzSFmYsc0UUxooSXEoJw1XbGV3dSxzRRTQPYvuAw6VTb+Kiiq6Aipba42jz3MZ07Tr6KZ1cx3sHmAMmdpBBBHU5GcHuDXsn7P9/c6pqPiu/vJTLc3MkEsrkYyx8wngdPpRRSZLPb2rK1Vj5bD2ooqZbFw3PDvHrEMvPrXnE0jZ60UVmdkdhsMrh+DXRWc8n2JTnlehooq0Y1SvLPIMtuOetZrzSMDlveiiqMUVNQdvsY57g1DqHiPVdT0u30y8vZp7a2keVBJIzEs+M5JPONvHpk+tFFMTP//Z", "info": {"video_id": "53628", "label": "pretending to take laptop from table", "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": "7a89f5db0eed0839954362cf32edfbcbb4f3346658367408fae04f4e9c29e219"} +{"episode": 40962, "episode_seed": 16116388, "split": "train", "timestamp": "2025-10-13T03:17:55.753625", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 16116388, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 steel bowl and steel bowl away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "45546", "label": "moving steel bowl and steel bowl away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "45546", "label": "moving steel bowl and steel bowl away from each other", "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": "b1cd88f864b87bef5ab5fdc20024bfd14171c906cd6489877dacef5162297099"} +{"episode": 40963, "episode_seed": 2045711703, "split": "train", "timestamp": "2025-10-13T03:17:58.022688", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2045711703, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 3 pencil onto towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "97176", "label": "putting 3 pencil onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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nouP5YFeHQxTVVOtdx9T6B4OpLDv2dk+mhiWmpy6dKxEccsbHLI6j9D2rS1TVEj0xLmC2IaX7vmJgL9fWpNM07TTqDLdXCNKpGyJvu59M9CR6Vt3kKFWjZAVI5Uiu3M61KU06ad977X+X6nl4KEofxNUuhp3eopZRRM8LmRxuMZ/hHuenWsS8vU1JXWfjoV2DG30+v411TojoUcDb1Ncx4hu20y1Mtkiy5PMuciP0yO+fyrkwcXKqlT+LodkpU4037RXQmg+GbnVbva00fkKAzSKcnGem3qDx9K9MtdDsbew+yJD+7B3cnJLep968R0rU72DUReQ3Epu+pcHlvYjv9K9r0+91SXRIri4sFju3GWRWzgeoX19q9XOKeJjGPtJJrstNf1/rY87AulzvkVn+hm6nYW+lRSzvHvQ/OSq5J7dO316Vykut3iXSTWzCFV6InQj39a6y5vVc72LE55bIzWRNBoA1RBcFkwxEscf3AffHT6D9KjLnSjdVIczt2v8AgbZk68oxtOy+407HV3vtNkuHs5VZO6LuVz7Vk3t09znzbaVkP8OwY/U12OIvs6eRs8rb8mz7uPasHVvLUERLmb025X8a8rni6rcI2XTyOqi+WFp6s8/1HTLRJULO9pG5w29cj8MGtq30+0s7UJbKpRhkvnO/3zXN6pHdLcsbvd5h6MRwR7e1WNAg1FAZA+yzOcK4zuPqB2+tevjaNR4ZSlVvb7n/AJ/1sedRqwddqMLfoUtdtWhv0EDsqSAF1B4yCcfzqa2ZY4i87jy8cJ/f+n+NX7i5S2E8d1EkpmA272+Xjv8Ahmse7tpJ5/MswZC3Pld1HovY/TrXnYOjCrXTqSsu/wDweh69bEVKeFcYRud94R1vSin2JY1trkn+I5Enp839K6y/1ODSrcvKGeQj5Yk6t/gPeuE8JeDnuQl5qStHGeVhPDN9fQV2Wt2dtHbJciNRNvjjz6jPSqzONBV37KTffrr6nHl/M4pVVZdDip7261WG6m+yw27RsZFWPIBBOACO596tW2mxqr+YA58jJzzg88/pVxxFJczpGo+aUu2PyFSIQbe6kbgcr+A4rh+s1VBU1KyR6DoUnN1OXVnQx2FjNpsEIhQRmMMqjqMjr61zWraSbDe0J8/C5EY4b8f/AK1bEJnKFbWPdLAqqzFsEZHAH0A6VRuEuyxOIs98kn+lXTipS5pa/qKClCLhCVv0PPryWWeQySsd44Hbb7D0rc0aXVp7RjLtaHb+6abO4n+opdVmtre8Q3EMNzKhyyrlcD0JzyfatW21O01GPNu4yBzGeGX8PSvXx1fnw0eWlZd+3oeNQpcld3qXf5+p514mtriK8R7lizvnJP8AT2rQuYms4N9lIZIsnfJjDKO3Hp71a8bFZLeDAyySEE+mR/8AWqvFBOqbppljUZJZiQAPc8VnColRozava+nzO1JzlVjzct7bFO1El7IkcKtI7HhRySa9j8PabqlvozQXN3tlZf3eRuMX49/6V554V8TaNZau3nWgG8BReImM+5X+EH2r1+1lSeJZYXWSNlyrKcgj61tm+JqyjGnKHKnrd/p2/M4sFQhCbkpXaOUufDzR3avLuKgE7sDDN65qtd3FvpO5VG+5PHlk/Kv+9/hXaXV1bmGEefsy4Z1MBfco6gHIwc9+axTa6LDKJotLDEPuY3Mud2fbmvNw9fCUnzYl7dF+vY9WtLF1qfLS0v1ZS0fxdFJGtvfKIyuFWRB8uO2R2rW1DU4LbaqyRszruHzdvWki0aLUb8ajc2lvFEoAhgiHDY/ib/Cr1zbRTfeVQQMAgciqxksNOalRWj1fb5HFho1YXjV1scPqD218GFwplLdwhJ/Aiub/ALFtZNQSKW68qFuQrgqzewz/ADrstcd9OhkZI/NkHQDkD3PtXnN9LJO7SysXduSTXpZdCtUi/ZytEwzCrRTScbs7U20VtEIYo1SNeAoFctqegC9vpJLcDeIwfL/vcmrOhXWpTRsrgSWyjCvIec+gPeq+o39xaSsgDqZeGYdcD0PYc15NajOlUlTbuzuwtTmSnDQz0kXT2AlizORkRk9B2Jq7p/iK/wBPvBPBJnefnjblSPTHaqbuL63RJIpG7LIFJdee3HP0ro/CPhW1u7mSW5uoriOFgPJTIbpn5x29Me1etgp4KlQl7RXfXS9/Q5swWLqVU+bTp5HcabrcV3ozagbeZdpwyBScn2Pp71zOryapqupQ+ZLLEkR8xIowVVfQ57mvQLeNIoxHGoVFGAoGABVG/sLVZIQgCTzsVSPBxJgEnHoa8R8k6j5VZPZbnoYaqqUff1fc4yTThcRSTTnyHUczYG0n3Hqfb8q6bR9NsbKzWS0dZ2kHzTjv7D0HtWRc+G9e1C5iiuEhtIyx2K8g2rj1x1NV7PTdV0vXXsrO7im2YaVkOYwD/e9/1r3alCcsL7N1tV06W7Nnj1KkfrHtY0bJ/n3sdBqFrDcwlZ0BUc5PauA1qxmgjf7CS6ZOW/jx7f8A1q7XV4b2SQMpi8pV9DnPfNYE8F0MkzIq9SfL6fiTXjYblhJVGr26HrOLnScOZq/Y84uIyDtCnd0xjnNdDbWurDSmjmnw7f6sPyyj0JqOTVbaz1Xz/IS5xw0oXafqo/rW0t3BexedbyB07+o+o7V6OZ4ipOnFOnZPq/60PNwdOEKjtK9izrzXkUXmxyMLcAZCLyD747VgpqbyQM6t/D+8djgKvfJ9D79a29b8UabosTLKwuLjoLdDz/wI9AK89n1H+3QsMKrbTbywtgcJKck/Kf73bB/DHSuPBKM5qE3yruehPnjTcoxud34Pv/DEesSsYRBcsVWOaRv3efRQfuc+v6V6qjrFE0kjKsaDJZjwB65r588MeHtQ1++kghiMUcbYlkkBCp7fX2r2K+8MR3nhdNIF3LmIZjlk+Ybvcent2rszmjShUjao2+qetl/XQ4cFKUrpxsu5i694rs7y7lgsfNgA/d/blPfr93suM89awLe0u/NjhCCR5QChi+YPnuDWXd+HdW0y/nhu7aKNcFjNtHlhOm7dj9OvbFbWl6/Lprwx6fhYkJLeYoBkJGDkdh7VvlM6qjKNGN159/X9PyDNaFFKMpy18tdDs9K0e50+zdZbpw0g+4hysZ9vesXU4Z7J+ULpnhv8iujsddtNTtWfcIZI13SI5+6PXPpXKa94ge4LQ2e1YQeXbGW+noK8mrUrKtJ1V73XodWFpqUEqWqMDVb9IlaPaskpOSrcqv19/btUtn4gtr4CJ9sNwBjaeFb6f4ViXUYmOI9qyHogOQfp/hV3TtAFvturwAy4ysfZfc+prurLBvDX5ve/G/p2/q5y/wC0xr2kv8repYureLUpHjTDvB94KeRu7fpXMahrEEcptrBVZwcG429P9339/wAq29QmWwn/AHW5WuPvbT1x04x71jXNlaanJJKjx286LueVjiNv97j5T7jrWeW+xU06y06f8E6cQ6vsrU2db4O8aXdtJBYXglvIpGCIyjMif/FCu08V6i8FiIERlzJGSzDAODnj15xWd4O8OWWjWUNxHKl1cMgP2heRj0X2/Wr3jW6WLQ4Iz96W5TH4cmsMyq4epXboRsuvm/ToThKdRRSmyHR4U2kNgs/JJ71bv7WOO1ij2jDOFI9csKp6QCSvsuTV7UZMvagn/lpu/LmvLuesXNEiI+3yn7rz8Z/2VAqtq8sc26KElZCCPNVhkfTmrGlWzTaNu8+T9+zPjP3eeg/KsjUILm0l2+WzqeFwc5/+v7V10Ur3ucM/ek7nE6lp1xasQV3qTgOnIz/jVzS9AaErd3eVkHKRg4x7n/Cl1XVDBuitnHm5+aVeg9l/x/KobLxUJGW3vxhjwsqjqfcV7uJnjKmG0jo9+9vQ8elDDQr2T/yuVPFVpjTmmQnajqWUn3xn9azPEFtdalGDZs5ijGXtuQc/3hn730q74p1MfZns41JLAF2PAx14rFiuy8ImZxHBGQWkbHB7AY7+griwlWcKcJJXabt+B6E6ak5KTsrL9SHRLS61G/WytY2aQjkDt9fSvcfDXh1NI0NrN5XleY5kw5Vc9wvoK808MePLay1CUXNmi28m0NOi5lOP4m/vfSvXbLUbOex+3xXcTWm3d5275QPf0rqzjE4mUVCcOWP33fr+hy4SlTUnJO7KmqafeiQGFJJrZSFjXcWZR9OOPxrltR1pYJjDZzo0iE73RAAvtznJ96h8VfEb7Qx0/Rp2jiP3rhASz4/u+grLs5odauBFPbvDfttAnRNqSsf7y8YPuv5VwZdQwyrc+Jjv/WpGNy+dSm3Btvzb/BXsdHpHiW9s5NrubmFjkox559D2rrL2+dbVJI4JFZxn5lxt+vvWd4X8ORWcK3lyY5p8kKFO5UwfXuf5V0FwqspVgCp6g1rmVXDSrWox23fR/wBdy8BTqwp/vHp0RxM9wm5ywXP+1iuZ1GDTY54pbpWQO2Skf8Q9cdh/Oul15bWzuCIJEM+MiJmwAe2f8K8+1KWVpnM5PmZ5zXRl1P2zbjLlXluPH1FCKTje/fY7BZIHt1NsyGHHy7OgFUp7ZLlW3MAUGea53Qra+a4aeKRorYfe9HPpj+tJqks9hfGR5N6znjJPy47dcd687EYdUa7pxlf+uvmdOGqOpBStYp69q0+nz/Y7WNoX24M5/iB/uf4+1U9Gv59OulurSZ0nT+JTn8x3q808F4qWk0AmRm+7zuXH91snB/ya6nwL4d0Y3U90t9HfzxvgRgYEYHcj+I+/SvbwuNw1DDSUoarfS9/n/mcuKoVZ1F72+3kd5o2o6pf+H47m405Y7uTChN+AwP8AFg9PpSX2szpMIBNcJsXZIsk6p82TnpzWrbsDgEdOlYfijUNB0oxm8LLeO24Jb53kH+J8dv518zVftZPk9276fkdbVeKSptX7tX/yMu51K3Ta0zx4JwD80mSPc9a3dEv9MubTyrPbHJks8ZGGY9z7151eyX8lwLq6dbiOT/VXEf3CMnhR/D9DzWloWnXmpzh4SY1QgtN02fT1Ne3TyOhSw7rOpq1vfQ8qOYYx1uSo+bsrJW+47q4ZUUsxAHqa43XITqMUkdufKBOSNw+b/e56V02pWk0sKhZnYoOhwNx9frXJzzSJI0TK27JHJOPfPavNw9oy509UexKKnFxfU4W+tZ4pfKaNt5OAAM7vp61raVorWSme4dhK642K2No9/U0zUNZNvOn2UqxjbJdhnPsParNpr1tqAKkiKfHKMev0Nepj62KnQV4Wi9/+G6HnYanRjVdpXa2KviHwop86+sImkBy0kCnkepX1+lcgsENpte8V9xGVgU4Zvdv7o/U/rW3rfxBYhrfSH2KeGuCMMf8Ad9Pr1rAivLfWSI7qQQ354S4b7kp6AP6H/a/P1rzcDGDqL6xdR/rfyPdqyrqi+S1/xO78LfESTTZRbajHvtHPDIPmi7f8CHHfn3r0fUvFumaXpcN+0vnJOMwJFyZf8B6mvM/Cnw+mnmju9aBigU5S3B+aTB7kdB+pr1C40jT9QsVs5rZPJQYjCgKY/wDd9K3zh4RTSw+/W23/AA552C573rfD+J5nfeMdR1e8LXYRrU/KLXB2AfnnP+11q7pOitrN2o0+T92xw/mnBiOM/j7Y/Sn6z4XTRbh7m4ud9mi7wIv9Y2TgDHb/AHun8qyIdWkuJ45I8wRwn90kRxsx3z3Pqe9bZLHFvmdJ2h566+SNs7lgeSKSvLy008z16z0m00y08iJA7MMO7gEv9fb2rlte0FUje4shEgUZdHAx9QT/ACq74b8S3WrRNBeQM00ce8zRrwfYjsawtc1yS7kKNBcRxof9UyjOfU5715mNhWhVaq6yNMvtNJ0dInLalOIGaCIAOow8oXaT7D0H86pWeu3doVhIa4iJwIz1H+6av3ksdyRE1vKx25U/KCo+vp9ayPD9rHf+JZbIatLA22Xynjj3EsqFgoz0Bwcn2969ShVw0sLyez1/Xvc48TQxEcReU7329PQva2gupICziHYcKrEbpCc5CjPUYHX1rkrzUHndoQphhjOBEeue5bPU/wAu1VNQu7q/WE3Ezy7QSM84zitKwSC+gU6w0kUQICXa8yEf3cH749+3r2oyyrChUSmr9rdPka4mlKdHmT0Oz+HV9rh1JYLItJZcGZJP9Wvvnsfp1rqPGT3r6xBHM6m0yrQIoHHZie+eK2vDkWm2mkQR6UYzaYyroc7vcnuax/FEnna/axdQI1I/76NcGY4qOIrOcY8v5v18x4Ok6aSbua+kDajE+gFR6vPteJs/dOamtRshx71nXsE+o3qWluAZH4GTgD1J/CvOguaSR6M3yxbOt0iSFNAtmWVCiR/O2eAepz+dctrmvy3LNFaqFt1P3nHLn6eldJaaBZ2eltZsDL5nMrk43H29MVy2saBNZkvawrcQnjn7wz6/410VHCE3yaroc2FtNXq6NnJ3cK3BAj2pMf8AlmGyG+n+BrR0zQks1W6ugGuCMqOyf4mqF/cJArRW2zzMYkmT9VX29T3+lc9f+INR0/TWSC4cKHGBnkfQ9q91wxtXCe87fnb1PJm8JDFWpr/K/kdVrFhBeW8gdAX2na3cHFedzSnWo4vsRO+JebM9Vx1Kf3s/n9a6DxHcSweG4tR03WdRlWS4NsTcRLGJ8Jud4schVOFO71HuBx9jajeLh5/IijOfNwc59F9T/KuDCSqYaacdX2PRdGNWDcnZGv4b0i817UvslomD1d2+6g9TXvmheHbLS9GbTsGZZR++YnBc/wBK8x8J+P7OxuXgvLdY4JGH+khRvPGMyY6n3FeswahbPafaknja327/ADQw27fXNdeb4nEytCceWP5/PyOPDUqafNF3Z514l+Hmp21x9p0qWS8sy2fKJJkTJ6e496zYJDoqy28UiyXzZWadTxF2KJ7+rfgK0vFfxGe636fozPHATh7kZDSD0X0Hv1rJt9RttWAW/wBsN03C3Ua8Mf8AbUdf94c/WuXLq1CFZPErTp/wT0cXh8XPDWpb9e9jc8P63eaa4NvOSp+/G3Kt+Fd/qmqXi6NHcRWcscsi/Nnkxe9Y/g/wmtkn26+MckwYiONTuCYPU+prrpmyprozjEUKtW1Jard9/I8nLqdSmrz27HlF5HJJlmRiW5JZuSazLlVij3XsamL/AJZqGyzfQ9hXZ+ItN02CdJsbZXOTEM7W68nHQZx0rgNXNx57m5UhyOOOMdse1c+WUnXq/Fbl7b/13O/MsTGFFWhfm7rQ6S21Cyu4AtmwUKMeURgr+FYXiKygvLIzTXKW5g+4X+6xPY/l2rm/D8EWp+LRYX2oXdnC77UnhmjjER6ksX4xjPA5JwKyPFH2pdXntrmW6ZreV4gtyRvXBwMgcZ9ccUsThVSq+5L7yMLJ1EuYt6neSWkrWESNEOkkjKA0w7dP4fQDr3pNIv7uzuY5bKaSK4VvkaM85/r9Kp6VcPcGPT7iGS7gbiNU5kiPqh7D1B4/nXqvw/8ADWk2aPfxXkV/cBiquBxF+Hr7/lXr0Mxw9DDNOOvbvfz/AMzmxGFqOorvfqdfBdeIZ/CXnJDHFqxXIG0Ekeu08BvavGb2/nk1KT7W9x55J8wSKAwOec5zXvscnHJrlPGyeGE+zy6xHm9ZhtEJAkde+/8A2f19K+cVdKbaVr9j0sOrWi7s5Hw9cLawzXlyZP7PdiDAxGLgjgAAAdOPm7fXivQvDXiDTbuzhs4o1tZUGPL7MfUHufrzXmd/DcCQXEhjmhbiGS3/ANVtHRV9MenWtLw9p91q9wIrdcKuC8vQIPc19L/Z1GWD5p1PO6ei/wA/zPEr42o8T7sLW0t1PULyWOCJpZXCRqMsx6CvO9e1pb6R1EDLDjbuBw7DOf8AIrr9Y0ea6sIYEvZS0Qxlzw/ufeuAv4Hgn+zyi4EucBccn6etfMKShK/bY96jRjVj733HPX0DjLpl09QOR7EVe07Qxbj7VdqDKR8kZ/g+vvWb4guTpduzWk0gudyhpM/c5+6PU+pqbXote0LQdJvtSvbpLi+MnmRmPAgwEKBjjhmVs47fUGvZrYjFVaCTVr/e16Hlxw9CFV8jukYHjnTbbT9Siktk2eem9lH3QfYdqo2TfYdIivYQouZZmiEhGSgAzlfQ+/8AKiiuXArmlTUtdT0q0mqLa7Hd/DPXL86qukvMZLRkZwr8lCP7p7fSvU7q8ks9KvLqMKZIImdQwyMj1ooqc6io4p8qtojjwjvBXPHLfVr+71dr6e5ke4djuYngj+7jpt9ulbV7awx3OnvEgjF0EZ0ToCTzj0ooruyWTVZxT0sb57GPsYu2tz1SGyg0+2+zWybI1H4sfU+prE12wt7yCR5Yx5iLw460UV4VSTlUbb1uVQ93ltoec64fsxjgiAVXhV2IHLZ7E+nFcImrXWja8dRtCn2iJm271yPmUqcj6MaKK+kw6X1OPz/U86tJvFzuxdNjW6I80bgkbNj12g4z+VVzPJcN5kjZPAA7KPQDsKKKrK4r2s3Y1xbfsoI6zwNrN9Y+IbO0hnYW9zKEljPKn3x2PvXXNeT33iy8M77hDOYowBgKqngUUV5+fRSxCaW6Nct1jI7CJj5bVDol06eKreLCkSpICSORgZ4oorxaXxff+R6Ff4H/AF1O0kJFcv4nuJVVbdWKxlQzbTgtz39qKKVT4SMIr1Vc4bVYY5bWS4K7ZVYAlf4s55PvXN3drE+g3N0y5kjmjVcngZzn+VFFfSYecnll2/6ueRioRjmDSWn/AACnrXiR9cggil0zT7cwoscb2yOpVB0QAuQBzk4HJ5rA1lyuqTQrxFC7RxoOiqDRRVZal7dvyNMQ3yWIYySFNe8eEtAsZfBcNnIJHhvE82UFznd7enSiiunPn/sq9UZYP+MmeZ39vFa3s0Ua5VHZQT14NbeigW2iXepIqm5idI4mYZCbs5YD+96HtRRXy+ESlWgpa6r8z67MG44WbjpoX/DOu6hpVzD9nmJS4m2ypJ8yt7/X3r1y4lZLSSYAbljLAds4oor2s/jGNVNLofHZa24tPueeahI8szSSMzMx3HJNc5d3BaRbZo42ikcAggnGTjI54NFFfPU5OM046M+rrRjKm4taWMG91FNB1K+to9OsbyBpQ3l3kPmAMoyCDkHucjOD3BrmtUvrjUb2W+upDJcXEhkkbplj7DpRRXqTbauzx8Kvfj/XQlvZHsUjtbdiqTRLJIf4nJ7E+ntUuk6zfaNepcWMxjfOCOoYehHcUUV9HgIReESa3Wp5+Mk/byd+p7Zq2tXdl4NOqweWtyY0IyuQpbuB/jXj9xcT3N1JPPM8srnczuckmiivjUveZ9Hl69y5saPfzwzRQja8E7KssTjKsCfT19+te3aZp9tpemJb2kQjTOT6sfUnuaKKpTkoOF9LrTp1McyhH2sZW1s/0FnJKE5rlfEzYFqm1cuzAtj5gMY4PbrRRWUv8jkpq7s/P8jyLxIvl28iKThZAB+dZM2v6nq1lbaVfXk09rbSPMgklZiWYD7xJ5xt49Mn1oor6zF7X8jyMJt8z//Z", "info": {"video_id": "97176", "label": "putting 3 pencil onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3e4163bc56a3057b6afc3938369873e3f0b49f4a17224ea16cca560cbcd0f4af"} +{"episode": 40964, "episode_seed": 2986306835, "split": "train", "timestamp": "2025-10-13T03:18:03.772782", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2986306835, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 feather up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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7n35pgNljcN1XcRyf6Gqks2yRgoYR9lY9Bx1/xp8m5Ey7yIc7dvZuewx1pESOSfyna6cYYJ5coUswyQxOOnt9KlspIdGoXzmiIA75zgD2/wDr0+ZzI7lgB0B2+wx+FVUtohIuDNvA3EmZjnHtnHTtVyYblcFvvYxtH9aaG0IzI0iqBufp9AelEm3bjhsjHHftUfzMQGwWHOcDkjrUmznJHB/nQS0cBp+kXXh/xcJAoNjcEgMG6E8gN6Ht6V6BCwEjIu3aBypbp7Vz3iWym8yxnt3JVJVEiE8bf7xretgdxIPB+bc30wO1NkJWHvG7EF3yyncARn86sYZ0LjB29eec/T60xWMkpZxErbcBYlwM8f4GlyrHhl29iD3zSKGIpkLLkcDIBPX8KhlykLYB3fwkH7vPIwO1PZRwYuVBwSowPTOe1QNhGYBpZNhA27yOo5z646/lQUQ7hMhVwxI24IyTjvj+fPpV1y0UUqhwFKBSCuMD06+1Ujb200ETmORx8yuXuGO8jGTjt1HSpbREihIjG3cMkjJ579aSY2iZXCu5IYYXk+3/AOquSv7Ox0nxLZ6hB5scs8hR16xuDzn2Pt711Ug/e+Yu4HGDnv6VS1TTl1C2Uum5klWWPnBDA9R+tVexDVy7Nhl27OBwOef/AK/fvQRsTLoAMBuevtUNxfWdq+2eTEgGfkBYj8qojW7WdypWRY+BvIx+JFK4+VmtuUqT8zHqCMnA/SmhhIxCg5yMtng+1MSJ2dWMmF2DKLx36+//ANalZiM4Uklc56A+x9DQIdEzeY2OvTIP9aidd8qTA/eBP0Gccj0zzSJIpQlSOSMD0P0pI2Dyu+OjdfXtz9TQA8hVlQCPY8nzlvXkZGKmlK7j6r1XJqN45FzJvVxj7oHof1NOJMoR8bcZGOuPxpDb7C+Z+8AO3GwgDoT60issiHaQM9l4IqK4TeqlOGX7pzjH/wCumQHdJkqWDg4G0ZXnnP8AntTEWC2Yyu4B3J5U9R/Q1DIQ64QbiV2lTxnr3z6djThJmXy5DkOpKM3r3Bz0NBTJVtuJWB3kDHT2oAfE8sUhVk3DGMDGV/P8KmMh+6AvJBAJwfyqFAqRsAWAUcZJ5B/nUghj3NIoyWGMs2QT0zQAKcgk7VVSe3P40RE7fXjjjr7Co5JCqkgqDgFSRz+Pbt1oR8RA7WAyTnb045/z9KBhtzKHjI3Fckg9Ce3v6dutOyPtIRVVQoyMd854P402HLfNIhDEkdMdf/rUPGyAurmUnB54x9PSkxpoxPEU6i1mIB3FSoHfPtXGXdvHcyQ3ZKs7gZAHcf5xXVeIEMkbueMg9uMe1cZYyiO5MZ6A5ANTJaGkGr2Zs3UrC1iwTnGK7HSbo3GkwFWKsylc88gcZFcPfybkjIOQBXY6Ouy1jtSq744QysDnORk9PerRFTU0ZCdpMeTuXBC5Bz9e496tCUgq+zacgHcQP1qtsAYOnys4+Yc4U+3pUgiS4A3E7lfI56Y4/H60yEPDElQEU5Bxzxj2NJnbL8rA8Y4GKVyF+6FwCMgHoPUH1qBJQXYn5gAenQj/AD60hklwvmgjPzKQBzySe4+lQzAKomMY3DCI3TaDyKUt5koQgkAYyVORn/61LMjuFdJBtyDtPU59/wDCkxq3UbkBEUcNjjHf6U5JslOCctySef8APH61XDF0Axtx0P0pZAHQryCT1HYdqB3LibS5KZ9Tz607du3bgOByAPvDNZ0EpMiliB8wDsDjBH+f1q27puVGDDzGwCM8kcgegNMkhukjk8sSkKTJgY7dafbXRWae18snyuCQRwD04rM8RrJFprXcTDdavuYccjpkenFN8OXwv4Jp2I3llQ4645P+NA0lY397bVVduQem7kcelICTHvO1eCBxn8xSLEkauwHLHccnP1I+tRySlflwN2ccc7h/Q4NAiUMyRFuWwucHqagEeJjsIbPBIAO7pnj9Pwp/mFIgQGwFznHbP+f8KbEv7sdVcgjvjjnP50MCDKJOUjiUCPKlRyDwO/6UivskJJJDf7XFJNuhbJYSjd1P/wBbgCoi3zsSx+bGR/n8KRTfYuLInlsGUYB6D/PeoNWlli0qWWM7jGN5x3A5NVpmCvvz8rfKfT2NWYQk0UsMwBL/ACupJwVIx+tBLdjz7xLeXZ0+DVYJSu59soB49j/T8qoaTrd7aRiW/hcwTH5HYYz9Paty2tVCXehXoLJG5AJ43DOQfyxWb4j0U3/iLMVxttxAu1mXOzA+7gVm11NG5XTR6SLny41B4BPAJxnnn6Uwy73YOg8sAEOOmT/nNPjEewMqM0xb5mZ8g88ADtiobdNsZRSV9XYknFamJIgkH7tJCM/NyOep5J+hqeIgoAPu8BfT2qAIjl8lJQDwnGB+FPdwihgcjHYf59KAZYkcIMH7x6YpibWBRSMfe5HSqu9ncbyQuO3anK+xlUgYbjn0oGiRySxIbBODg9MVWHyMMkhWbDbj90/54/KppTuJHXqDuX9Kh2BwEJLLjaQecf59aAJ4/wB6uJSCVJDbvUYwQO3FSJIqMcR7sKQqs33W/wDrVBaSE5WYEyBiAcZLDs3b/INYVkZdV8WTadJqtxaIRJ5flxhiXVCwX0A4PJ9PU0m7Cbsb7SMsw2ApuGCfUent/nrSm4YfdYnbncyYO3g1z/hS/ur5J/tM0koVUI3NwM59K6TzDLAkXyKFQptChcjnr+dNME7kayu5dyVdGb5Sp6DFIAkYSJ2KqAMKT97jGAKRCFQCTKhT8qr606NkVNyggA9SMZ/zmmUi0jZ5b7xOc+lJK6rhcdugqvNIykFM8jHSmBvMY7iWBHQUCRmasiyRsB0Uelee3kbwX3mL1B5H9K9Iu+X2EZJ9Oa43UrYNOSvJ65IxSaGQJILq1DIc/wBK7vSZ0vrGGYgnHPGBsfkEfjxXmzbtLvEIOYJuRnsR1FaY1WfTbeR7aVkSVl5Xsf8APFJMctVc9JjmiHmFjK2I/kx3J9f89qiE7qBufc7AkKOCf8K5zVHEGhwajp2uahKJLn7Pm4jVEnIQMzxAchVOFOfUfQdLG5RZUAjG/BJK5Ix6Hr1PT6U73ITuN893dFBDAH51Yc9Bxj8qT5l3SAupYAHnjpjnP1pNnlzORtQsMs4AyeOtKPLaXAZmAXgHI4/lTGSxOv3dwdRnLA8Me9OmIEZZjjjj+lML4j4xwcEKOOO1VJZXcDIwpPTHagOo5ZRuIDHLcYNISy4UMBweD61BkRPnqM8Gld9oByNwyAM0hjd7I7HdgZAPHC9v/rfjVsSLMzxMoBBB3Z+YHnDfWqQBZSHIKn5TnuD2NSW0jGV4yxEkQVSw7qehoEXZIku4WtZ5Y9k3yO23p65/OuU8Gpc2dxqOnu43QSKpPZhzg/TAzVywmS98YyaZe6pdWlu8pjjkimiRY8dSxfjGM8DknApdHgmj1rXI7jz/ADI3ERFxgSDaWA3BeM4644pXJUuhvG6IYOHPl45kyMdR/nNNG6WBklw28sAVOOOwJqadzdqdwQ5UAoFABx04xjtUQI2gu7ZAIAXp70yhWYB8NKflOVRz1PsKsA7hwOff09KhjKJGm04U8EtnP6/SmzSspIVSST1I6UwZHdsmdmT6NiqxZWw+enGcUkoLkliSc8elVxKCSp4K9zSGOeRinLbgeCcZp0Nw8atn5gqg7X6FfX/PpVdiT9w8A9f/AK1Ds0QaZcExgkjrlT2x/npSEUPEn+j3Npf7MRufKdwMZ7qT78kU+R0mtS42k4pPFYD+FZRG5zuQoM9utYuraHrPhnw5pF5eT3KTXxk82AxkC3ACFAx/vMrZx26dQcTLcqNRR0O6iJ/dNk5YnP5E1JMNlqzdWLhNx6445+vNFFWQR5KFkBzjjJ6nnFNnkaNWQYKqpIz680UUARlitwGBOdo79etSSSP5CtnkfN+pH9KKKAI5ZGXzCPvbs5NSxjfzkrwOn1oopjRLGAyAsAxwScjr0rib7UZtG8WXF3aBBJHK20MuRyhU8fQmiioZMtjS8F/LHfrjIURgA+nzCuj2gTeWOFLpHj2LYP8AKiimgjsIWM7XELn93GcBR3+vrStwY48kqR/LpRRTLI2dtzDcSN2OeahgYjDjgucHHSiimJCXxKyJhiOccHHYen1rlrsjeg2jBPP4miigDN1aNZNHuGI5jKuuPX/JrN8xn0j5uRuFFFZsa2ZuXvid/EFnbxTaVptsbcJFE9qjqUjXogBcgDnPA5PNd62PMTAA3uA2Pqf8KKKcTOAizsi2m0KDcKWYgdDkdPzojQJuVeAHP86KKs0GyO0RiCnIfO4Hv/nNVJCT5JyQST0NFFIXUY8zSJJuA4OBxSkszMzMSQqj+f8AhRRTGNLFNpGCSR196nwNjSEAsFzk9+e9FFAjlrvVzpetalE1jY30UsoYpeQbwGXoRjBHXkdD3BrV8MXk+p3WqXd4/mz3MivKxA5J3Hp27UUVC3M1ub8H7ydEbo7EH8FyP1piObu23y/wvgAcAe/1ooqzQlxucAk9Afzqq0ruPmOeT/WiikDKolZEOD1OcGoXZvOfaxXKHOO/X/CiigYwLhlTccbCfyBP9KkgkZmZTjAGf5/4UUUCKfiFAujSIvChkOB9T/hXCah4j1bULOPSbu+nntbSaSSMSSMxJbA5JPONvHpk+tFFRMiW5//Z", 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", 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", "info": {"video_id": "41563", "label": "picking a feather up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "41563", "label": "picking a feather up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d350b4c37cde572a93f6989f2ea43f9dabfd3b126ed28a1257fec675bc22dba3"} +{"episode": 40965, "episode_seed": 2977557879, "split": "train", "timestamp": "2025-10-13T03:18:05.083139", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2977557879, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a bottle behind a pair of glasses'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "64097", "label": "showing a bottle behind a pair of glasses", "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": "64097", "label": "showing a bottle behind a pair of glasses", "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": "0d59e129dc70f99ea17e339a5fe10c09a8d0d203423d4a720151b2e5af03ba63"} +{"episode": 40966, "episode_seed": 2342507434, "split": "train", "timestamp": "2025-10-13T03:18:07.309297", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2342507434, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting (wringing) cotton ball wet until water comes out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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WN1O1CPmOcfTFNDAnhscdaYh/3QPUmnxyFHX1/lTQeD2781ieINcj0jTnlz+8Iwg7k00gbC/1oNr1polrJie4kAlkB/1aYyQPcgfhT/FV2lrbCJMKMbVUdhXkun6/JZeI7TUny7JOHf8A2s8H9DXZeKr83GqnBPklQ0Z7Mp7ivTwaVn3PNxfNzLsVrKaVZGKNweGVuVYehFVr+2Q3aPbDMWSSucmM46H+hp9i45NT3Fvb26JcXC+bPON8cWcAJnG5j7kHA9qrFUoON5aCw1WalaOp6ApBQAdcUoyAS3emqoUFqViWOMfKvBPvXkHqD8llKjp3NSOd0MewAbciq7H5iOgqRT8gz0z+fFUJkiHKnB69Sa5nxbrY07T5FRv3rDaOea27q8SMcEALxx2ryjxvfyXJmngPmeQyq0a8lcg/MfamkTc5TUL3ywXkbLMSfc1r+BtUlie9yVIbb8jDKkcggjvXIX9veW0y/bY3jeRFkUOOqnoRVzw/cmPVYoMkC4YR5HYk8Guik+WSZhUvP3UemrJorv5jSXNnzyNnmJ+ByDWlqd3aWWkiKwZpJbxdjTtgERk8hQOmea878T6gJL82sXEUXygCmaPetDKiSMTEW6eh9auripOLij11kKjrF3kunQ9V8JEL9qzxnb/WumwWII6da5fwmBILn/gHP510+5uVUEsTtA964Ucb3HBhn36VLCQshyAWcYPtVfpHxjOetLG3zjGM5GfQU0Sxy53AHJ7jFMvLhLaBpWbp+QpzzpDHjueOeprkvFWsRQ2PlSTiISME3Htk1SRNzgvE+sNqOpSys/7tCQPTFch9vZr2JkJCrIpz64NX9T0rVne+drd1t7T52ZuNy7sBh/e7HisAZGfatI6Gc5X0R7D/AGnFNGkNza/ao1HylW2ug9m9PY1d0nU/D2+RQJGkjUt5U8q4JHbjrXEW2qeX4RNyeJpnMf8A3z/nNYEEjGTfuO7Oc10zxUo/Cejhcmp1aUZTerPR2u5b++nu5yC8knYYAAwAB7DFekI+9RjsK8m0S5+1QouMyhsEepr1lRheB9a8+7vqZV6LozdN9Bx+QKuetGQRk9B2poyzbiR1wBn0ppYByCevQUzEsSsZFVieQP60D5Vw4x3xUYcIqucdTz6Vm3+ppHE0hYBQDyTVIVzlvHetlIfscbEFvvY9K8mv77afLiOWHU+ldbqkN14vmn/sYNPcxykOoONyY6r+VcTqOnmwvnt45kuVTH7yLoSQCR9QePwq4ozlLTQ6jwZftbWtwFkZZBKHDA8g4rqLnxHDYyq2o6faSSk9QpV/xAIGa8+8LSPF4gt42H7pz84PsCR/Kn6rfNe6nLJnK7iBXR7ZxiuU7MBl9KvGVSrqr2PR9S16HWIrSGyZVtUIYxou0b8E8j1rb8LkBp89Pl/rXlWkXRtblCT8rfKR9a9V8MJvtpZcja+MD6Z/z+FcVSblLmfU3xeB+q2UfhZ0Zy33e9G4DrgYpNwjz6KM00AqG3DD9x6UHCTxMFnWRhk9hQQRIQckE8AdagU/nj1qdplh3sx5zjP19KdhXFuJViiaRj0HT0ryDxfrJ1DUnAf91F05ruPEutR2emzM8gQYI3eleR6vpWpXF1cGJCbNIzOszHasi4z17n29qpIlysY13etK5WMkID19a9Ot9V8y0iie3S7iKhhG3BU45KsOV/lXkwByRg11+jamYvC93O/+tRhAp9RjP+H5V0058lxUMP8AWq0abeh2em634eS78qWBo3HO2W43KT6cAZqrNeS6hfz3UzAszBQAMBVA4AHYCvOo5GkkLMSSTk11uiXfmx+S/LqeD65rGtWlUsmepUyqFCDq0vmeyCUBcn0xigHa3LE+3vUbJ8/yjA6kntUFzciFTtbp1PrWCPPJ5XGc4y3YelQXV+ltYysT8yjd7mqQvs2ru7KAMksT0FeZ+KPFM1/I1nYFhC3ylx1b6VolciUrG34n8VfZI1tLR1eeaNZTKDxGGGcf73UVQ8KfZtO8nVzcfaLiaQiaApuCID95yeuSf0rn9f0r7PZ2N9E0jJPCBLv6rICRj/vnaag0e+htLKQTq7BpQVKc4I6qfqMY+laWMtW9RmpRznVLldSZnuUkKtu4754HYc5AHrTLOGKG+t5lA3JIGH4Gqd5JJLfzs5fezlmDnJB9D9OlQwMRdwjdxvFA4RftF6kt27/b5vN+/vOfzqwshSMEHmr15ZR3SLIGKSgY3Bcgj3/xqPw9oqat4iOnXmotbpskaPyl3l3VCwX2HB5PpWdrn18sSsOm5Hq/gqZfsMkWcvhXb2znH8q6gvv5BIx6V5p8KLybUF1aWeRpG/dEZ99xr0dmESZcgt/d9PrWaVmfO4iUZTbirbfkSFxsGeB/OoPPWNsnCqOgrPe+b7UF3A/Wuc8VeJk02NoomD3TDIUH7o9TVpXOduxpa54itrRr2Z5OLdVdEB5kLNggfmD+decRXlv4j8QRHWrlobYk58obio9FHcmjRrKTX/7Sa88x5poW8h88eaOVH9Pxrn4la31KMEhXSTAJPcH/ABrRIxbudf4rnubzRdPyxW1tJGiaLeCMv8ynjrwCPbFcptgbggVb1m8F3bhktXgjWY/e/vED5ffAzzWK3TO7tTFJXNS8yNIhWMjyo5GyB2zjn9KqWrA1oaQUexKOAyksCD3FV9R042cTSRySREkYR15wfQ+lRJXZ9Tg5+yowm9Ukbvhm5FtNPdPnbENw/wB7a2K9pWXKgdcjmvENSsrKw8OW97pWrX0sTXht2NxCsa3LBMvJEOu1SQp3f3h3yB7cFA2lmwuO3U1k42lc87G4iNZqSXV/oSAhWJAHuSelQyyfKcdO7GqV9erGnXA7Csy81qCw0wzXE2ABkDuT6CqR57Za1vW47HSpT5iowxtLHjPSvNvFnif7bdy2do7JYoRx/E5wCc+wOR+FZmq6nd+IdURMgRs/7uLPA+tWvFumJGtpfQosYkiWKVF6CRVwT+IwfzrRIxbua2hX1jHp1r9kj8l3DxXcpY5k3AqdvphT+Oe1cbJ5NrPLCsiSiN2QSL0YA4yPY1b0m+ngtVhtvKJ80MTIceW3QN/u4/UVjMUMrgHjJAI74qhNXRqWU8Iu4yhw2e305rPmje3umik7Hg+o7Gkszsv4j2z/AEro3shfWzO0SskIyzbsMoPoamWp7eVK1J27/ojKhDSzQRR5LO4AA9c16v4RvhNPdQr/AKuGKMLjuSXya838NQabP4rSwvL25tElby4rhZ4kEXqWLjGMZ6ck4A612vw+ilt9V8Q2FwLhXtpVjVLkASKAz/exxn1wcelYzhszbG4yNRSgl0/Vf5HeM4Ybc9BzShvlPJ9yajxsUs/A7L3NZ11essqqGHXpTR4rL5lCMD0XqfesXXNdt7eU+ZIFRYWlPPUqOF/HFU/EfiCLS7bLMGnYYjjB5Pv7CvPdL83XtbaXUd7wspRivRM9OP1q4ozlLoF9rA1/WITqEphtC+Nqc+Wvr7n3rT15jN4d+zQO0dpaTh1iZx8yMAoJx3GBx2ya4+8tJLC9a3uPlaJgrkdvWtPVbyS6spQ1rsCsheQHgtggbfUHqa0IRRDQdDgVLLltJkSE5VZRIwH0xWYcFfvc+laeiOBHIP8Ab/pSb0OzLY/7Qvn+RRtm+at/w9KE1NpXGY4trH6gjFZuqacLWHz0EkAcgqMAhh6juK09b8Pan4W8P6TdzS3CTX7u08Rjx5JUKYwxx94q5OO31zjJxbTPdq4uNOKpSWrPbZXYMVBwqkgCsTU3YkLnA9qKKSPnWcnLPJf6zNpk7H7KlpLLsU4ywQkE/QivPbSZxe2755Dqf1oorVbGMtz0HXYll8MTs/JUo49jkD+VebPcTWsjGCQpk84oopoJbiBmkIkdizsSzEnknNSDiWMgc7hRRQOHxI7HSP8Aj2vm7i2bFcg2r3Wi641/abPOiZgu9cj5lKnj6MaKKD38d/BR6P8AC1Ft4tQEQ25SEH/x6u6unYREg80UVgjyKnxHFeINQuNP0+Se3YCQnGSM4rkPFkaw3FgUyGmsY5ZGJ5ZyWyT+QoorWOxzzNTwVK0ltJGx4R9w+vWsLxVCkWuXioMDzN35gH+tFFUhPYwRNLMQJZXcL0DNnFSp9yiigSNLSSSjDtuNaPjGQ8cDiOLj8KKKD6Cj/unyKd54qfxFAI59I0y2a3jWKKS2SRSka9EALlQOSTgcnmvc2Y9yTj1oorKfxHlP4V8zD1R2w79SoJFefRahcXem69dTsHkWFYVBHCqz4OB2PvRRVQOeZy0U8lvcpPG2HU5BrvtXb7V4SkkkVdwEcowMfMTj+tFFV1JWx5xMoaTmnLwygfSiimyUORyLiI/7VdVb3EiafPEpG2RRu49DRRQe1lnwyOfh159JvriNtO06/imkV2jvYPMCsucEEEEdTkZwe4NejfDbUbnVbrxDqd5J5l3LLC7PgDli+eKKKzn0Oap8UztppG2sScnrzXJ6xdS2tpcXMZBkQEjdyKKKSOVnC627TaNpl5Id1xcGUySHq2CuB9BU3g2ZjeTQHlHXJ9aKK06GS3F8axIurqwHMkKM315H9K5JWZmCs7FV6KTwKKKYnuTIcA/WrulMfOkHbINFFI68F/GRp+JpWbS7PoNsagY/3jWV/wAJPq+o2SabeXktxb2rPKglkZiS4Gc5PONvHpk+tFFKezO/GfxUf//Z", 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", "info": {"video_id": "173200", "label": "twisting (wringing) cotton ball wet until water comes out", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "173200", "label": "twisting (wringing) cotton ball wet until water comes out", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7278b3265584ae16d9f96c7ae5d2998c414ec8b310c2e58a04f1b5cdc2ab4e49"} +{"episode": 40967, "episode_seed": 2770256553, "split": "train", "timestamp": "2025-10-13T03:18:10.009302", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2770256553, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a brush against a door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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XfswH6Csqx/4/mP8AsP8AyrT147tavD/00IrO00A3Uh/6ZN/SpfwsqPxIqXf/AB9y/wC8a9k+AJ2xeJW9Eg/9qV41df8AH1L/AL5r2H4FyCPTvFTekUR/JZa1jsQ9z0f4dKV8CaX6Mjv+bsf61zXiQhvFWpHOQrxr+Uef611Xw/8A+RE0QetsP5muP1d9/iPV2yDm5YfgqgVMyoHY6THsgjXGMQRD9KamP7PiPqGP5sTV60jEfmADGFQfoTVJvl0qA/8ATEH9M1S2Ie5zl6f+JJj1hP6k/wCNRakcNce279Klvh/xK4l7mOMfmR/jVbVmwl23s/8AWpYzGuDt02H2t1/9BzXkUp4Net6kfL0//dtx/wCgV5HL/q/wqRsl0/iyuD/tD/0E1l1r2Yxpk5/2z/6DWRTh8THP4Yn1NaTf8XL1gsrAx6XboeOhLE/1qn8QJc6jpqL0EEzfntFXNJuoW+JXiJs8vBaxj0yE3EfqKoeNsSeI4EGMR2RJH+84/wAKqb0CG5a8MpiwQ9Q12cfgoz/KtZ/+Pu6PokY/9CNUfDkYGmWYXjM0zH3xkVfnt3SeWaKYqZANylQRwMCnHYmW5gzfNcXX/AF/QmstR/ov1mlP/j2P6VuXCuS5cJkkEleM4rEDeTbeXPDICruQy8jBYn+tJoDIPJvD/wBNlH5JXmviU51y4z2Cj/x0V6cyp5c5Rw2+Xd7j5QK8s8SuV167HXDAfoKlhcz9OG69J/2HP6Gqt5/x9y/71WtMz9qcf9Mn/lUbsF1CRsj7xBGKS+P5Ff8ALv5nYeA2P9i6hHgnzNU04f8Aj8h/pXvPjGcf8IjqrDPzKU5GOrCvBvAcqQ2svmcKdZsG/AeaTXunjmVW8KyKrBhNPEgI/wB8f4Vo3oTHc5bwwCdWduMLHKzfTgV10gxFp69P3kf6KT/SuY8Nx7b2+f8AiW1bn6t/9ausubYSRxAu6tEQyspwcgY/qaUNhz3MfUs/aLYf9NQfyBNYzg/b2Ppbt+rKK37lZsjdKHAOfmXn9Kw5klivDKsYkjMXlkZwfvZ/pTaJTMq6H+nWgPIBc/khryHWYzFqt1GRjErfzr2Gdo5LmN9rxsgcAMODlSOted+NNO8u9W7QfLKMN9RUMpHHEc1d1j/j4Ue7fzqoVO5frVvVyBdjJPBJ4+tL7SKXwv5GeikTIpBByODX1V4ddh4w8XERscTW2cdv3Qr5bl3vMr4PGBX1B4avYk8beKomIDyXcQXJ67YgD/OtE9DMz/HJL+JYkH8FoP1f/wCtWv4eUf2dZEdGEr/+PYrH8W/vPFkwz922iU/ixre0FQdM044x/ozHH1YVEfiZpL4UShS/2vAz+/I/JFrCeNkE+4EEzsefTC10VxaQ7mcJtdjlmUkEn3rA1CWOFjAZHMhQyANzwCB1+pFaMzRjRr/oFr/1xB/PJrILotoQ7AF7iUKCepyOB+VbAWa2tI41kR1VQBvGDiuT8YLINGhmiQJJBc+aNpyOf/r1DRSOD1oA6lfyHoJSB7mqOlDMsp9Ij/MVPq04nuZWUYDSNIfqTmotKG2e4B/55f1FRL4WVD40U2i867lXcFO49frXq3wXCjQ/GLsAfLtUYfgkteUGXbcuSf4jyB716l8JpFi8K+N2Un/jyXPH+xLWkSHueteAbfb4H0JtzBhaqcZ4IJNcRN++1W+kAPz3koyf98D+ldx4HtLi18L6aZJFMclrG6IAcoNo6k/n+NcZYqJJYu7S3TEDvzN/9apn0LgehKp33gUc7sD/AL5FZshIsI4Z4ZY2WIIxGGGQuO1a0Rz9oJ7zN/Sq110NaGZyupBY7aLJ+RWhXPToy1S1WIy2tz5ZVyytjB61vXSqR82Md89K5m6ktJHbyguM4yhx/Kk0O5la4Cmn3PosB/8AQK8gmbKYr1zxFJs0e8BbLeSw5PPTFeRHG/BqBMu23/IHlPq7/wDoIrPWNPs0hZfnHIOavQsF0SQdy7/yFZiyFRjapHuKUL3ZpPZH0/4WtILrxP4ou2jV3S5hiRyOVxEM4/Ss/wAUSBvFlyODst4U/MkmtrwMoZ/EcndtVdf++Y1Fcxrspk8U6u2eFkRf++U/+vVVAgdXoCMum6fubOYpHH4t/wDXrRuOlU9DTZp1gv8AdsU/M8043W6NmlBA3uAQOMBiB/KrS0M3uULgferktS1yCO8ltfmQw/fZxgdM8V1t1LGITLuymCcj2rzi7e11XWJndFKsxC5GCQOMH8qm+th2LU2p2qaat80mYZG2q6jNeW6/KJdavHHeSvTtT0iO80ZLGMrEiuGGF4A56D8a8w1iJRrF7HnAV2A+o6UtbiexDp7Yu5Dj/lk3FUp2P2mQjg7jV3TubiYnkiFv5ir/AIY0S08Q+JH0+7vHtg8crxlI95d1UsF9hx19qUfiZb+BG/8ADOMXmr2VtKokV9Vt2ZWGQQElJr2rxvsi02wgUYV75DgD0y1eMfB8eZ41sI8/dn838opP8a9e+IEhW40iMHH7yR/yTH9aqewoblPw2u9dRkzj91GuB6ljXXTcE1ynhZf3F+Qch7mFP0yf510dzM63ewDcgiLkAc53AD+tOGwp7lO661y2v6oNMjjJiZvOcoGBGF4zzXTTTRyFgpIZRkgiuE8V6hG90lnjhAWkzjnJApN2YkiGz1WC/uJoomLPEm9uK4/XtUh1OS0CAiOTehDdjxjp/nmu0sYbdYWaFU2yKQdoGDmuB8V2KaU1lHC7MctJuPUnIqXe49jm5hhyPQ1FdzGdkZvvAc1oapGq3LOn3JAJF+h5rKeiO4N6CKSGGCetfVvhCFG1nxbMyDedRVQ2OcCJTjNfPeteH9HtPDlrq2l395MGuvsubmARrckLud4hnO1ThTuH8Q9wPozwZhrrxO3rqzj8o0FaCRz3iOXd4p1I54VYUPHopP8AWun0dAlnZgdrKP8AWuI11y+u62xJ4nwP+AoBXfacu2ONf7tvCv6VnDdmk9h8/SuF1K6S51K88pi2zZb/AEI+Zv1I/KuujkmFnE+PM3AtyefvGuWuLGOzt5L23DPvZ7g7ucH/AAwKqT5VcmD6HKX2r38NzcRtAZTGSsSxggEduee9U/E1zKvhu3LpseXl1POCMcZ/Gm2GqRyXpaTJM2X9cZJq54sh87w5KUXOzDr9M81L1QLRnlExPOal04FpLg/9Mxn8xUco61NpnBus/wBwD/x4VMvhZUPiRmP/AKxvqa9K+GjlPB3jhs4Asl/9BkH9a5fwnpGl6v4igsNZnmtoLk7UnSaONYznJLGTjGM8dScCui8MrJo0Hj/SvLnijSydClwAJFKybRuwSM4Y5wcVsjNrU+gNJBt/Cun9vLsE/SMV51oBEt1pSsfvTRn8dxavRZf3PhMn+7YDH/fuvO/Cy79W0mMjkMD9CEJFZy3RpHZnoaypFZyTtnb5jMcf72KiuBnOCD9KJRnSUX+86/rIKp6mojBePKsZFHB9WArToZmRrpiXS7rzsFDGykeueMV59aaXJM8LLdyCKJwQq8bsetdX473jSw6MVxN8x7Bep/kK4/w9qTzTSKSAgYcY9azUrtopqyK/iyzuTfXt4FItha4LdicAY/PNcMYljvXcqfLjBI+vavUfFo8vQNQUnpGR+oFeaai2FjTGDsUt7nFK1tAWpD/zB2bPLO+f0rKrQVs6cyAkfvOfxxW14n8EXnhjQdJ1C780TXzS+bCYyBbgBCgY/wB4hs47dOucOHUc9Uj6E8Cf8eGsHudYuc/mBXFaw5/t3Wm7m4f9FFFFOYQ2PRNPULDCAP8Al1hH6VXi5so/cuf/AB9qKKtbEMxycaUWwD8spwfq1eOKzR6pbxA/JxkHvnmiisn8aK6HeJ/x5RN3Oc14/rjlNcvWGM+e/X60UVb3IYzTR+8nPfyf6ipbLUZ9DvYdTswn2mNpFG9dw+YMp4+hNFFZr4zVfAdV8F+fiFa5/wCecv8A6LavVviAxOq6WOwjlI/SiitJ7Ew3JfCSgabKwHLagM/gorbf/j+m9oE/9DaiiqjsTLczJudQl/64D/0KvLfHZ2azI68MQq59gM0UVlU6FR2L/hxt1hyB/qs/jkVyvxAP+k2f/XNv5iiirZJg3ZL6TYu3LbCM+wNZDHBzjNFFJbh0Oj1bxW/iU2VtcaPpdt5ASKN7VJFKRrnCAFyoHJJwMk85619HeBjz4kP/AFGph/46lFFWCOL1n/kMayf71zJn8hXpUICySY7LEP8Ax2iiohuXMoRcabbf9clrFlRZdEEbcq1uQf1oooqfCyY7njFo7HxDGCf+WpX8K77Am0mASDcHiw2e+SaKKmPwg9zx/UY1iu5Y1+6rECk03mO7+ifzooqZ/Caw+ItWOvPo9qEOm6dfxTFWMd7B5gVlzggggjqcjOD3Bre8M39zq2keO9SvZPNuri0R5HIxktMpOAOn0oorWGxlLc+htT48JXGO1j/7IK4Dwl/yNFgvYRE/j5dFFJ/EUvhO7cf6BaDOcyxf+hiqOqH5YveeP/0KiitDM5nxkofw9dBumQf1rznwwg8925yXQf8AjwoornX8Rmr+E3PGh/4kOofT/wBmFeban/x8f8AX+Qooq3uStjODFYJsHGCpH1zWhqPifV9X0q20y+vZp7a2leVA8jMSzgZySTnG3j0yfWiinEHsf//Z", "info": {"video_id": "21285", "label": "throwing a brush against a door", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "21285", "label": "throwing a brush against a door", "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": "b6bc632fdb34dfd2c23df6714c5a08526e42bc06a5b56cde41c77b097df324e3"} +{"episode": 40968, "episode_seed": 1468024933, "split": "train", "timestamp": "2025-10-13T03:18:11.041660", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1468024933, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lock down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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4SjDaqB2EQ/8AQq9SSiitVsZlhOlSLRRTAdmgniiigCNzwaq3UMdzA8Eq7o5FKsPUGiikUeQ38YgvpYlJKo5UE9cA1h60f9HJ/wBoUUVww+M6pfCPv/F8uuz2MMmk6ZamFUhjktUkUrGucIAXKgZOeBknmvaYfuD6UUV3I4i0lTCiimA8dKKKKBjW6V514hhjt9QukjXaquNo9OM/1oornxHwo2o7swZwDbk+opPCdxJbeJ0hjOI50ZXHrgZH60UVlS+I1n8Be1DWW0vXNSjNhYXsUswYx3cO8BlHBBBBHU5GcHuDWn4SvbjUdQ1W+upPMuJ3WSR8YyTu7dqKK7TiOxSrCGiigZIKwPGo3eHth6NdW6n8ZFoooE9jzbxJPKt9cv5jF1uWIYnnIc4rX8LeJ9VN1FDLcmZJDgiXnH0oormi3odclv8AI9GlO6IE96xNRQFelFFdRynI+IVA01iOvmLWFfa/qeoabb6bd3k01vbyPKgklZiWfGcknnG3j0yfWiikJn//2Q==", "info": {"video_id": "173915", "label": "moving lock down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "173915", "label": "moving lock down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7897e0027ab50ebd0683463e4a21ae015dcbe08680650493ce2f30142848596f"} +{"episode": 40969, "episode_seed": 2233544403, "split": "train", "timestamp": "2025-10-13T03:18:13.846624", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2233544403, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 egg into fridge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "60374", "label": "putting egg into fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "60374", "label": "putting egg into fridge", "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": "96641f71d4a8c51076e3189ad7bcf7ef42c3f61199a95323b5917945be61abe9"} +{"episode": 40970, "episode_seed": 774432811, "split": "train", "timestamp": "2025-10-13T03:18:14.998457", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 774432811, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy race car onto pizza box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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VzJRbeh0Ud9YwaJpMT3sU+yZJ5TG2/YoHPTk1jTeJr17y5jtraVLW+laXymY8BuuRjGSD26HHpXKWHhBrrXop7aURQhCWQAjnHU9sH0rutF0qz02/k+3N9qlKr5PmZwOufx7Zrujj6ULqKu3dvbr8jGWX1G/edrf13OZ8c20Wu+KFdJJIFnjVY3mQqQVQkgg8+1cIgm02doySGEmwOpzg969U8YeCLi+ZNR0aeUugJMEkrOB7pnOOnSvMba1ur7UIbPyiZnYAKBgliO/49axq1/bculrKx3Yej7JNXvd3PZPCEv8AoSAcL0UZyT6sfrXbaTN/xMWTP3o/5Guc0DSV0fS4bYNuZVG9/wC+3c1oWc2zW7baerbT9DXLB2kjSquaLIvG+kxanf6U0w3pCJT5ePvH5cZ9hjOO/FUo4wmAUbnrW/4kfbLaEDnD4Pp0rBdsoqr97kDnmqq6zZzQ+FEt7OIfC17OuApfauf9lGb/AAryuwuJtNhnuPsztHcQPbrIcgAnqc9+nSvS/FR+zeA4+uZvMfn3KqP0JrhgjXXgeKJBlhf7B/wL/wDXVL3Vb0/zM3qzOGpBLbSYJIpoktXZ2kUZLhjnKj6Vv6h4wtNXa4TR5MRgxoJHUrIPLHygDHBJOfwxVbW41l1sRDmOziSBPYgZJ/Wp7Hw40Fobm2jSMs3nCML8ztnOT9cVVPGKktFr/X+Rp9S9olKbshnieG+TwnZxatE5kFyHDCMkHOBh26Djp+VcjcWtsutWo0WOTbJKoCsd25iex9q9b0TWItQje21BUZm+WSOQZz9QamtfA2iWWrRajZiSMx7ikIOUBbqeefp9aKmIlVXvdL/ibUqMaN0upetoWtNMSJm5CYOOnSup0WYzaTAx6gFT+BxXNXS8EE9Ola/heffZTwnrHLnHsR/+upou0rEYhXhc2JR8p+hry/RtGh020VUUuz/NJJjBc/0HYCvUJDwfpXCRycJ2A6DtVV+hhS2Y+DDyxxBCJJGCL+dcd8Qme88TeRChkbL7VQZJ+cj+S13OiR+drVrknYrGQenygmuBv7kn4gWzn+GSMH8Rn/2apirK/wDX9ajnq7GVFrLx6tYTmyc/YIPJMank4BGenHWjTtbSDTPsi20skw89gyYxl12j8ua1PLa0k8S3Y4dpDbRn3c5P6GqWn2BdRFCMALkn+p96iUltY1o0XPVuyQzR2EtjFpM8UsLGKeNpyAURWwc9fY8V1GkXXh7VrJtEx5irGtuGZv3jL9R9KpppmkrNc2c0cssxWT94rHGFQ8cdDuwc1yfgjSGj1/Spo58sfMkmTuqjOOfetqlBwjzSav2HSnTlJxinbua/i3Rzo+vaG6F5IoykXmkdcNwD74r17ws2dCsc9gy/kxFcZ4ytjdaO5UfPG6zL/wAAOf5ZrrvCbltGi5+7PIB9N5/xopO7SM60bHSmuJ8b6PHquoaSZ/miiEpMePvk7cA+3GT68V2pNc94hbbPaEDnD4Pp0rWq/cZjS+Iw44xGANjc/Tp7VPcziLw9eTqCqhgo7fdVm/oKid8oFXO7JA55qLxGfs3gcsQMymV+eT2QfzrmjHqbTZ5pp9zLpqTXX2Z3SaF7dZOQoZhjOccn2qW31ZLSPRkktZdlnM0zHOPMyQeM/SrqK1z4G8peWW/CqP8AeH/16m1uJZNZSAcx2UKQIOwIGSf1FOc0txUqcptJFJ9UMur6ZepZziC1Vt4wMsWZicc/7VUx4ghttXjm8mZYlsPsjoQA2cHB69M4rol0CafTzMccrlYyCWauT1O2KuNykPGw+91xnBB+lZQnGTs0ddTDpRbg7tD5fEFrJqdzK0cptp7EWrLgZ3BQAevTIrr/AISPiWNSf45h+aKf6Gsxoox8SETy0CG3+7tGPuelXPhiwi1lo27XjqPxRh/StotaW8jjaet/M9ui/wBUKHpID+7/ABoc11mB55awF0AQEgjAwa37LSpdOW7uXK/JbPt2nnJFVtHH+kb0A+VSelbWsSBNAvJOBuVV/Mj/ABrjpRSXN2N6ktbHgl9P/wAVY8oP3LpQD9CB/St3xQVtGitgRuubmS4cfgFA/wA+lciXNxqe4H5pJ8j8Wrd8V3JPikoRuEcaKPb+ImoqR1XoXSfvfM1rJ7hLFFhk8stngIORyAc9TVS/aaMxTSXrySoQVRuD6n8OlLaPH5TTzSsmAI1C5HAH/wBeqV9PG20R/wCrUElmHzE+pNca3PWULyO88Pa5BdxBPMBIHK+hrVm0TSp76PUTboLtAQsq8HB6/WvK/D8zxSXs6PtNtEshB6Eclh+VehaZrEd3arIjDkdM10rTQ43ZvQ0bhNgwvQ1mGT7PdxzH+B1J/Orcl0sg96oXSkxk0mUlodB4jAkltMcnDkfTiqltpU12GZAoCD+I9alnmFzYadI3UxnPHpjNb2nAi2SJgOQCPxrdJSmcDbjGxwPxN/0PRbK0zyscan65JP8A6DXN+EY0uNJmWQ/JBdpOc+gXP9K1vi3cZ1OKEHgN/JR/8VXN6JI9v4U1yZTjIVB9SMf1p1VeLt3/AOAKO6DS7g3d+1zwxeRnYlQ2Op6HvW3K98+Wa+eNQOoAA69T7c/pXMaTIXjMagL5mEz7HAz+lbVxPbRcJI8jIDtDcrntkVxVFaTPWgrwiZN5eTW+ofaUmMroxxIf4gBXe6brEjxmOUbZkwGFeX6peRQRt5jgEIT+fArqBqsA12OISL89sjA/mD/StIJ2RlXklOx3QmEoyTzVzw5KItUljzgSpx9Qf/11zkNydw54NaMEzW80dwvVGB/CrjLlkmROPNFo7iQ8H6VxVtAXX5FyCMDBrsTIskQdCCrDIPtWHpA/0jegB2gnpXTVV2jgg7Jk9npUunLdXMhX5LZ9u085Irxe+n/4q15c8JdgZ+hA/pXvWsSKmhXcnGGCr+ZA/rXzoXNxqe8feknyPxaqcUtPIm99TrvFJS1aK2BG66uZLhvyCgU2PzjpDRpK0Surbtg2nHOG3DnIxVDxXcn/AISgofmEcSKPb+ImrVu0TQPLNKUGBGoXPIA5/nXBNNJM9PD2cGvMzNF17/hHFjSSZ5s4DtIcyY65/WvRNO1DS72D7baw2++YYaREAY+xNeSa/aQwwh7Xe0aZLl+v1NS+ANX8h7iB5h5OFO3PKuc5/DpWsbyTkx1Ixgkj127iW4t2HXKkEVf8JZTS5k/uXTD9FNYen30cjbC4Oe4Nb2kSRWjzQk7TNJvB9TgDH6VVJ2nqc1eN46HUGue8QAPNajvh8fpW+TxWLrGDJBn/AGh/Kuqr8LOSn8RTttLlu8lQAEHVjwaw/iNmz8PW1qSMhEU49SxJ/wDQa7vTgVtkjIGGXIrzj4sXH+lQwZ6MOPouf/ZqlRSiU5Nsx/B0cdzplzHLjZDdRznPsM/0qnplybzUXuuCXkZySobHU9Dxmm6BI0HhnXZlJH7tVH1II/rVTSJGeMxABd+Ez144Gf0rlrR3Z14R+9byOrXUYIWkTU9QEZbaY8vtLLu+cqO5xjpnFcxr72U0Ed1DNOZXdo5Fn4PCryPxzVrV4NMuAgkTz3hyYt65CmuTuNOtbaVpkQCTYcn68f41tRrwVP2fLd9x1MLPndXmsux1V18vxGsm/vQrn/vlv8Km8Bt5Piy6Q/w36/qXX+tQ6kSvjvS2H8UaD9GpfDLmDx1qCjtdRsP+/o/xrOPT0X5nO/6+491gPyN9aVjUcBxvHvSua7jmOY8PqxLlu6/lVzxdJ9k8H3DZ9T+QJ/pVDwlIktvPIr7uQPfpnNbXirT21HwvdWyD5jHn9K5qa/ds1n8aPnCylSC+t5pclI5FZsDnAOasaxqCX2uTXsO7Y7AqHGDgADmq1xZ3NtK0U0Lq6nBBU1XIIPNVaLdxJtG1b3UbRgbxtHTJwR7Gq95fRFWVWDAdcd/asvHXNMkOFJzwKxWHje51vGz5eWxt+GtRt4L+4hvGAhu0KM7HAB9/rk10Gnm3064EFldie3K/89QxBrzGXUY1Ygc1oaLqyW92smQY24Yfyq50ftIwp1LPU9hhuQUGTU8kodMZrAtbtZ4Q6EcjPFY9ldXmpeLbjTW1e5tI/wB55QjUNllQsF9hweT6e9YRg5uyO2dRRV2d/aztJbw24P8Aqmb8jgj+tdzYxZMJ/uqP5V4h4I1W5vrmZb27dyfL2bzwMk5/pXu9mBk46AVvRi07M4azT1R4h8UJzJ4pZM8KGP64/wDZa56HU4IfDF1p3z/aJpQ/T5cDHf8ACut+KmjXKa/9tSJmikXkqucf55rztkcdVI+oq7J6PuRd9C3Y3IiO0sFIPyk9PpUOqasLabAlAwB8oOSagIPFVLmxjuG3N1x2qJUYyldnRTxc6cOVIxtSvXvJWLNknrjp7D8K6i1u9NvvsOoS3Cw3EKbChkC9PX27/jXIzwCG7Mb5CZ6+1S6hFGtpHsx8vT3rWVJNJLQxdWTk5M9F0LxUL6UouTGHKgnrjtmvQrOYSQgHuK8H8FRyza4Y493+rJwO7DoK9G1PVbm10JntpmilDoAynBx6VzVaaUuVHVSqXhdnqujXoMJs3b5kGU919Pwo0BWJkJxyv5V5RqOpXVppNvquna/qUhFx5AaeNUExCZZo8c7QflO71HuB6n4SkSW2mlV93Kj36Z/rWii00mc8mndoveLZPsvhK4fPqfyBP9K+fbKVIb63mlyY45FZsDnAOa+jPFNg2oeGLq2QfMY/6V85XFnc2srRTQujqcEFTW0vi17GK2LOs6il9rc97Du2OwKhxg4AA5qzb3UbR48wbR0ycEexrFKkHmm9eprKdKMkkdFHESpNsv6hdxPE8akMpGGx39q4y3cadqk0cjFYrhcB84xXQuMisjVLI3UOFGHU5Bq6dNRVhVa8qkk2df4O1yOK4Wy+1ec+NyktuJA9TXqUM4mhBzyPSvmPTLuTSdYt7kgqYZBvHqOh/SvoPSboSRrtOQQCDWFenyNNG1CfOrM9A0nU/tcXkyt+/Qc5/iHrUGskme2AIA+bP6V5fb6pcTeOpbGbWLyyh87ZFJDLHGsXQkkuMYxnjqTxWlo2t3t1q99Z6leXTyW03lql1t3p8xB3Y4z0JxxW2rp6nO0lU0PWrKP93D7KK8g+KM5k8RrHz8oY/wAh/wCy17Na4wApyAvBryj4paJdNqyX0MTyIy4baMke/wDOtJaRRkt2cZbapDb+HLzT9snnzyKwIA24GOv5VTsboRNtZtuDlSenuDUD286/eikX6oRURUjGQR61m4Raa7mkKkoSUkbkt3AkeWcE/wB0HJrDu5fNcjPGcnHT/IoK1E4PNRToqLubVcXOouXZHc297oupfYdTubiOG8gTbsaTGCPUd/UfWsbw9frdeMLy6jG1ZfnUE9AHXH8q5hwcVueB7VrjxD3VNmxmAzjcQBQ6aimzJTu0j6KhP7yT0pzmuU8aajd6Z4dmuLK4eCcSxqHQ84JOa47V7/xZpGlWF3c6xfCW6374yMeVjaVBOOpDZx/9eutK6MGybRr6e01HT7eFtqNcRxtxyVJxzXrXns9z5BC7GU59aKK56OxdToebeKIRb3DiBniyRyhxj6VxBvr0Wfmm6dm5+8iEdSP7tFFYVErm1PUyLnXbxYmYrbOcfxW6f4VhHXZZd6SWdkwOR/qcfyNFFSi2iIRWk2C1hbgk/wAIYf1rV0vSLAXEUothnIO0sxH5ZooocpW3EkrnSai7WVrpd3Adr3hl81f4flbAwO3Fc02p3Gm+JJb+DZ50cjY3jI+Zdp4+hNFFa0/iKn8BseDz5Utw6gEqEUA9Mc17P4I1G4uNEupZm3vHcMgJ9AAf60UVpD4znnsXvEMaXWkpNIo37eCOMV5PqU9zHfokd1KiOzArwRwPcGiiprpBSMi81S8hkaPzUcY/jhQ/+y1mya/OpCtaWLjOPmt1/pRRXOdDRR1C4t72NWl0yxDDukZX+tUVsLK6IR7VFAzjazD+tFFUpNdSbI63wJp1raeKLNIItoLFyc5JIBxVnxtGkA1COMYRbsYH45ooq1qrvuC3foYmqeIn1qCGOXTbC3MKKkb26OpVB0UAsQBzngcnmvQ9Fvp7W/06CFtqPPHG3HJUkf40UVrP4kZLY9Y89nuvIIXYynPrXnPieEW9w4gZ48kcqcY+lFFXVV4mdPc4k316LPzjdMzc/eRCOCR/drKm1y7U7mS2k4/jt0/woorjOvoV11xpWIk0/T2/7YY/katEWk6EtptoD/shh/7NRRRdisjD13RdODwXCWqo7LlgGbB/Amu48Ouws4OTwgH6UUU5tuKuXTST0MDUdYbTte1JGsbK8jlmDFLuHeAyjggggjryM4PcGr/hi9nvNT1LUrh/MuZCsjsQMMWznj0oorf7CMJfEz13wdf3D6ZePI/mMkny7u3yg/1rRviNS0MTzou/nG3jFFFbR+AwfxHmWpNOt6oiu7iNWkKlUk4xg1k3V9fxXPlC+lZcfxqjfzWiiuNpcx1Q2M+41u8hAB+zyY4+e3jP9KqLr0krbZNP05/+3fH8jRRUlWJYZ7a5uUjfTLIBhztVh/7NXZeFIYLfXLKC3gjhjbdIwTOSQpxkk0UVUW3JESWjNX4prv8ABcq7mX/SITlTg/eNeMXusaleadBp1xf3UkFvI8i75mZiXxnJJ5xt49Mn1oorqkzGJ//Z", "info": {"video_id": "46655", "label": "putting blue toy race car onto pizza box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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VzJRbeh0Ud9YwaJpMT3sU+yZJ5TG2/YoHPTk1jTeJr17y5jtraVLW+laXymY8BuuRjGSD26HHpXKWHhBrrXop7aURQhCWQAjnHU9sH0rutF0qz02/k+3N9qlKr5PmZwOufx7Zrujj6ULqKu3dvbr8jGWX1G/edrf13OZ8c20Wu+KFdJJIFnjVY3mQqQVQkgg8+1cIgm02doySGEmwOpzg969U8YeCLi+ZNR0aeUugJMEkrOB7pnOOnSvMba1ur7UIbPyiZnYAKBgliO/49axq1/bculrKx3Yej7JNXvd3PZPCEv8AoSAcL0UZyT6sfrXbaTN/xMWTP3o/5Guc0DSV0fS4bYNuZVG9/wC+3c1oWc2zW7baerbT9DXLB2kjSquaLIvG+kxanf6U0w3pCJT5ePvH5cZ9hjOO/FUo4wmAUbnrW/4kfbLaEDnD4Pp0rBdsoqr97kDnmqq6zZzQ+FEt7OIfC17OuApfauf9lGb/AAryuwuJtNhnuPsztHcQPbrIcgAnqc9+nSvS/FR+zeA4+uZvMfn3KqP0JrhgjXXgeKJBlhf7B/wL/wDXVL3Vb0/zM3qzOGpBLbSYJIpoktXZ2kUZLhjnKj6Vv6h4wtNXa4TR5MRgxoJHUrIPLHygDHBJOfwxVbW41l1sRDmOziSBPYgZJ/Wp7Hw40Fobm2jSMs3nCML8ztnOT9cVVPGKktFr/X+Rp9S9olKbshnieG+TwnZxatE5kFyHDCMkHOBh26Djp+VcjcWtsutWo0WOTbJKoCsd25iex9q9b0TWItQje21BUZm+WSOQZz9QamtfA2iWWrRajZiSMx7ikIOUBbqeefp9aKmIlVXvdL/ibUqMaN0upetoWtNMSJm5CYOOnSup0WYzaTAx6gFT+BxXNXS8EE9Ola/heffZTwnrHLnHsR/+upou0rEYhXhc2JR8p+hry/RtGh020VUUuz/NJJjBc/0HYCvUJDwfpXCRycJ2A6DtVV+hhS2Y+DDyxxBCJJGCL+dcd8Qme88TeRChkbL7VQZJ+cj+S13OiR+drVrknYrGQenygmuBv7kn4gWzn+GSMH8Rn/2apirK/wDX9ajnq7GVFrLx6tYTmyc/YIPJMank4BGenHWjTtbSDTPsi20skw89gyYxl12j8ua1PLa0k8S3Y4dpDbRn3c5P6GqWn2BdRFCMALkn+p96iUltY1o0XPVuyQzR2EtjFpM8UsLGKeNpyAURWwc9fY8V1GkXXh7VrJtEx5irGtuGZv3jL9R9KpppmkrNc2c0cssxWT94rHGFQ8cdDuwc1yfgjSGj1/Spo58sfMkmTuqjOOfetqlBwjzSav2HSnTlJxinbua/i3Rzo+vaG6F5IoykXmkdcNwD74r17ws2dCsc9gy/kxFcZ4ytjdaO5UfPG6zL/wAAOf5ZrrvCbltGi5+7PIB9N5/xopO7SM60bHSmuJ8b6PHquoaSZ/miiEpMePvk7cA+3GT68V2pNc94hbbPaEDnD4Pp0rWq/cZjS+Iw44xGANjc/Tp7VPcziLw9eTqCqhgo7fdVm/oKid8oFXO7JA55qLxGfs3gcsQMymV+eT2QfzrmjHqbTZ5pp9zLpqTXX2Z3SaF7dZOQoZhjOccn2qW31ZLSPRkktZdlnM0zHOPMyQeM/SrqK1z4G8peWW/CqP8AeH/16m1uJZNZSAcx2UKQIOwIGSf1FOc0txUqcptJFJ9UMur6ZepZziC1Vt4wMsWZicc/7VUx4ghttXjm8mZYlsPsjoQA2cHB69M4rol0CafTzMccrlYyCWauT1O2KuNykPGw+91xnBB+lZQnGTs0ddTDpRbg7tD5fEFrJqdzK0cptp7EWrLgZ3BQAevTIrr/AISPiWNSf45h+aKf6Gsxoox8SETy0CG3+7tGPuelXPhiwi1lo27XjqPxRh/StotaW8jjaet/M9ui/wBUKHpID+7/ABoc11mB55awF0AQEgjAwa37LSpdOW7uXK/JbPt2nnJFVtHH+kb0A+VSelbWsSBNAvJOBuVV/Mj/ABrjpRSXN2N6ktbHgl9P/wAVY8oP3LpQD9CB/St3xQVtGitgRuubmS4cfgFA/wA+lciXNxqe4H5pJ8j8Wrd8V3JPikoRuEcaKPb+ImoqR1XoXSfvfM1rJ7hLFFhk8stngIORyAc9TVS/aaMxTSXrySoQVRuD6n8OlLaPH5TTzSsmAI1C5HAH/wBeqV9PG20R/wCrUElmHzE+pNca3PWULyO88Pa5BdxBPMBIHK+hrVm0TSp76PUTboLtAQsq8HB6/WvK/D8zxSXs6PtNtEshB6Eclh+VehaZrEd3arIjDkdM10rTQ43ZvQ0bhNgwvQ1mGT7PdxzH+B1J/Orcl0sg96oXSkxk0mUlodB4jAkltMcnDkfTiqltpU12GZAoCD+I9alnmFzYadI3UxnPHpjNb2nAi2SJgOQCPxrdJSmcDbjGxwPxN/0PRbK0zyscan65JP8A6DXN+EY0uNJmWQ/JBdpOc+gXP9K1vi3cZ1OKEHgN/JR/8VXN6JI9v4U1yZTjIVB9SMf1p1VeLt3/AOAKO6DS7g3d+1zwxeRnYlQ2Op6HvW3K98+Wa+eNQOoAA69T7c/pXMaTIXjMagL5mEz7HAz+lbVxPbRcJI8jIDtDcrntkVxVFaTPWgrwiZN5eTW+ofaUmMroxxIf4gBXe6brEjxmOUbZkwGFeX6peRQRt5jgEIT+fArqBqsA12OISL89sjA/mD/StIJ2RlXklOx3QmEoyTzVzw5KItUljzgSpx9Qf/11zkNydw54NaMEzW80dwvVGB/CrjLlkmROPNFo7iQ8H6VxVtAXX5FyCMDBrsTIskQdCCrDIPtWHpA/0jegB2gnpXTVV2jgg7Jk9npUunLdXMhX5LZ9u085Irxe+n/4q15c8JdgZ+hA/pXvWsSKmhXcnGGCr+ZA/rXzoXNxqe8feknyPxaqcUtPIm99TrvFJS1aK2BG66uZLhvyCgU2PzjpDRpK0Surbtg2nHOG3DnIxVDxXcn/AISgofmEcSKPb+ImrVu0TQPLNKUGBGoXPIA5/nXBNNJM9PD2cGvMzNF17/hHFjSSZ5s4DtIcyY65/WvRNO1DS72D7baw2++YYaREAY+xNeSa/aQwwh7Xe0aZLl+v1NS+ANX8h7iB5h5OFO3PKuc5/DpWsbyTkx1Ixgkj127iW4t2HXKkEVf8JZTS5k/uXTD9FNYen30cjbC4Oe4Nb2kSRWjzQk7TNJvB9TgDH6VVJ2nqc1eN46HUGue8QAPNajvh8fpW+TxWLrGDJBn/AGh/Kuqr8LOSn8RTttLlu8lQAEHVjwaw/iNmz8PW1qSMhEU49SxJ/wDQa7vTgVtkjIGGXIrzj4sXH+lQwZ6MOPouf/ZqlRSiU5Nsx/B0cdzplzHLjZDdRznPsM/0qnplybzUXuuCXkZySobHU9Dxmm6BI0HhnXZlJH7tVH1II/rVTSJGeMxABd+Ez144Gf0rlrR3Z14R+9byOrXUYIWkTU9QEZbaY8vtLLu+cqO5xjpnFcxr72U0Ed1DNOZXdo5Fn4PCryPxzVrV4NMuAgkTz3hyYt65CmuTuNOtbaVpkQCTYcn68f41tRrwVP2fLd9x1MLPndXmsux1V18vxGsm/vQrn/vlv8Km8Bt5Piy6Q/w36/qXX+tQ6kSvjvS2H8UaD9GpfDLmDx1qCjtdRsP+/o/xrOPT0X5nO/6+491gPyN9aVjUcBxvHvSua7jmOY8PqxLlu6/lVzxdJ9k8H3DZ9T+QJ/pVDwlIktvPIr7uQPfpnNbXirT21HwvdWyD5jHn9K5qa/ds1n8aPnCylSC+t5pclI5FZsDnAOasaxqCX2uTXsO7Y7AqHGDgADmq1xZ3NtK0U0Lq6nBBU1XIIPNVaLdxJtG1b3UbRgbxtHTJwR7Gq95fRFWVWDAdcd/asvHXNMkOFJzwKxWHje51vGz5eWxt+GtRt4L+4hvGAhu0KM7HAB9/rk10Gnm3064EFldie3K/89QxBrzGXUY1Ygc1oaLqyW92smQY24Yfyq50ftIwp1LPU9hhuQUGTU8kodMZrAtbtZ4Q6EcjPFY9ldXmpeLbjTW1e5tI/wB55QjUNllQsF9hweT6e9YRg5uyO2dRRV2d/aztJbw24P8Aqmb8jgj+tdzYxZMJ/uqP5V4h4I1W5vrmZb27dyfL2bzwMk5/pXu9mBk46AVvRi07M4azT1R4h8UJzJ4pZM8KGP64/wDZa56HU4IfDF1p3z/aJpQ/T5cDHf8ACut+KmjXKa/9tSJmikXkqucf55rztkcdVI+oq7J6PuRd9C3Y3IiO0sFIPyk9PpUOqasLabAlAwB8oOSagIPFVLmxjuG3N1x2qJUYyldnRTxc6cOVIxtSvXvJWLNknrjp7D8K6i1u9NvvsOoS3Cw3EKbChkC9PX27/jXIzwCG7Mb5CZ6+1S6hFGtpHsx8vT3rWVJNJLQxdWTk5M9F0LxUL6UouTGHKgnrjtmvQrOYSQgHuK8H8FRyza4Y493+rJwO7DoK9G1PVbm10JntpmilDoAynBx6VzVaaUuVHVSqXhdnqujXoMJs3b5kGU919Pwo0BWJkJxyv5V5RqOpXVppNvquna/qUhFx5AaeNUExCZZo8c7QflO71HuB6n4SkSW2mlV93Kj36Z/rWii00mc8mndoveLZPsvhK4fPqfyBP9K+fbKVIb63mlyY45FZsDnAOa+jPFNg2oeGLq2QfMY/6V85XFnc2srRTQujqcEFTW0vi17GK2LOs6il9rc97Du2OwKhxg4AA5qzb3UbR48wbR0ycEexrFKkHmm9eprKdKMkkdFHESpNsv6hdxPE8akMpGGx39q4y3cadqk0cjFYrhcB84xXQuMisjVLI3UOFGHU5Bq6dNRVhVa8qkk2df4O1yOK4Wy+1ec+NyktuJA9TXqUM4mhBzyPSvmPTLuTSdYt7kgqYZBvHqOh/SvoPSboSRrtOQQCDWFenyNNG1CfOrM9A0nU/tcXkyt+/Qc5/iHrUGskme2AIA+bP6V5fb6pcTeOpbGbWLyyh87ZFJDLHGsXQkkuMYxnjqTxWlo2t3t1q99Z6leXTyW03lql1t3p8xB3Y4z0JxxW2rp6nO0lU0PWrKP93D7KK8g+KM5k8RrHz8oY/wAh/wCy17Na4wApyAvBryj4paJdNqyX0MTyIy4baMke/wDOtJaRRkt2cZbapDb+HLzT9snnzyKwIA24GOv5VTsboRNtZtuDlSenuDUD286/eikX6oRURUjGQR61m4Raa7mkKkoSUkbkt3AkeWcE/wB0HJrDu5fNcjPGcnHT/IoK1E4PNRToqLubVcXOouXZHc297oupfYdTubiOG8gTbsaTGCPUd/UfWsbw9frdeMLy6jG1ZfnUE9AHXH8q5hwcVueB7VrjxD3VNmxmAzjcQBQ6aimzJTu0j6KhP7yT0pzmuU8aajd6Z4dmuLK4eCcSxqHQ84JOa47V7/xZpGlWF3c6xfCW6374yMeVjaVBOOpDZx/9eutK6MGybRr6e01HT7eFtqNcRxtxyVJxzXrXns9z5BC7GU59aKK56OxdToebeKIRb3DiBniyRyhxj6VxBvr0Wfmm6dm5+8iEdSP7tFFYVErm1PUyLnXbxYmYrbOcfxW6f4VhHXZZd6SWdkwOR/qcfyNFFSi2iIRWk2C1hbgk/wAIYf1rV0vSLAXEUothnIO0sxH5ZooocpW3EkrnSai7WVrpd3Adr3hl81f4flbAwO3Fc02p3Gm+JJb+DZ50cjY3jI+Zdp4+hNFFa0/iKn8BseDz5Utw6gEqEUA9Mc17P4I1G4uNEupZm3vHcMgJ9AAf60UVpD4znnsXvEMaXWkpNIo37eCOMV5PqU9zHfokd1KiOzArwRwPcGiiprpBSMi81S8hkaPzUcY/jhQ/+y1mya/OpCtaWLjOPmt1/pRRXOdDRR1C4t72NWl0yxDDukZX+tUVsLK6IR7VFAzjazD+tFFUpNdSbI63wJp1raeKLNIItoLFyc5JIBxVnxtGkA1COMYRbsYH45ooq1qrvuC3foYmqeIn1qCGOXTbC3MKKkb26OpVB0UAsQBzngcnmvQ9Fvp7W/06CFtqPPHG3HJUkf40UVrP4kZLY9Y89nuvIIXYynPrXnPieEW9w4gZ48kcqcY+lFFXVV4mdPc4k316LPzjdMzc/eRCOCR/drKm1y7U7mS2k4/jt0/woorjOvoV11xpWIk0/T2/7YY/katEWk6EtptoD/shh/7NRRRdisjD13RdODwXCWqo7LlgGbB/Amu48Ouws4OTwgH6UUU5tuKuXTST0MDUdYbTte1JGsbK8jlmDFLuHeAyjggggjryM4PcGr/hi9nvNT1LUrh/MuZCsjsQMMWznj0oorf7CMJfEz13wdf3D6ZePI/mMkny7u3yg/1rRviNS0MTzou/nG3jFFFbR+AwfxHmWpNOt6oiu7iNWkKlUk4xg1k3V9fxXPlC+lZcfxqjfzWiiuNpcx1Q2M+41u8hAB+zyY4+e3jP9KqLr0krbZNP05/+3fH8jRRUlWJYZ7a5uUjfTLIBhztVh/7NXZeFIYLfXLKC3gjhjbdIwTOSQpxkk0UVUW3JESWjNX4prv8ABcq7mX/SITlTg/eNeMXusaleadBp1xf3UkFvI8i75mZiXxnJJ5xt49Mn1oorqkzGJ//Z", "info": {"video_id": "46655", "label": "putting blue toy race car onto pizza box", "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": "253774a6d544f2b304b106e7171f2ef514c6d91b4799f5fbefd94caa3b21b019"} +{"episode": 40971, "episode_seed": 1752462565, "split": "train", "timestamp": "2025-10-13T03:18:18.604712", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1752462565, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spreading body lotion onto circular disc'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "177102", "label": "spreading body lotion onto circular disc", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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3q0twcYqlIpQsaV0fPtpI15Yjge9cdq96ljayNdcAcbScEn0FdIk3rWVq3hmXxTremRqo+zxB2nc+ny4B/WhrmNIy5Xc86Wwvr8G7a3YRufk2jgDtT00+VeGQj8K+gRotrDapbJCgjQAAAVmz+G7V2P7tR+FU6YnVueQw2JZSGXIIxjFdZpWrG2to7a4TaqDCyqOD/vAdD710M3hyND8qD8qrnRhH/Dis+RoG1Iv2TLJF5iyo4P8AdOarXXOeKqnSYvvGMA+o4P6Uw6RATh0ZgT0Z2I/nTVzNwZj3zp53lQ5lnPSNOT+PoPrV7ToJLO22u2ZGYu5HTJrThsIoF2xRKi+ijFPNuM9KNRxjYgSU+9Zuob1uS4B2P37ZrYEGD0p7W6PGY3Xcp6g0WZdzoI44Y0AjULn0pW+tRxOCoprNyeTWpkIx96jJHNI5NQsx5oGK7D2qtJ6jvRcLLIiiOXyyGBY46j0prnOewoGRnnoajboaexwaiLUANzTScUhbmkPekI6TwnDDM90ZE3Mu3b7da6gxKe3HTFcx4OIDXZP+x/WurcjbTRLRTltI2HQZqnLYLg8cVpvyKibPNMDIksVTtVaW1HTFbjLuxntVRbeRTJ5sm/c2V4xtHpSsi0zFa2GcUggxWq8FQmKp5QuUTCPSk8n2q4V46Um0GnYLlLyuvFcfN4SQcqpB9K7xowelXBbRSD7vNHKnuLmaPLz4dMfY9aUaS6HpXoc+nplsAVQk08A9Kh0+xopnKRWbL26VbWEjithrMKfu1BPaSMqiJ9h3Ak4zkelTyFcxnmMgUCInpWgbc+nFHkgHkUcouYoeTxSCMg1oeVjmmmPnpTsK5VRWB610vhiKOVrjzMkrtxg49aw/Kre8N4ja4567f61UdyGdCyc8HioGTFTORt68VC5yK1IInAye9RvCjDkCnsTzTckmgZTls1YHgVTe2Oa0I/OHmecytliU2joPShlHWpaKuZwhxSNEM9KusAfSonAxSC5V8qgpjtU5UGmsuD1oEMhkyo5qQnnNUbaT5AatK240AKzE96iZjuNPY44FQvnJNAAXqJ2oJ/OonccmgY1jULHBpxfIzUTnmgBrcmm57UE1j6csuqeLJtNk1Se1jIkMXlpu3MqFgvsODyfT3ppXE2d54Sb57v8A4D/Wur3ZHrXmPwzv7i7N+biZpOIiA3bO6vSVkpAPJ4wDUbEjJqTjH0pjcrigBpJ701j1pD1pjPgYzxQA1+RUDqMVI0nOM1EW60ARMoxURXFSk8daw/FF3PZaI81tM0UokQBl68mmgNYn1q3G2QDmuE1O6mt9Fh1Cx13UZQ1x9nzcRqizkLuZ4x12qflO71HuB2ts+UB68U9hFlgD1qJo1apQdx6dKMY470dAKMsGM8cVWaIA9K03BJ/CoHQUmUjNZB6Uwp0GBV2ROpFVypPNRYZXMYzTHiHY1YYHPSmkZ70wbKxQY9609GOxpffH9a5OyuBeeMpNMvNTurW2eXYjxSxxrH0JLFxjGM8dScCtHwzNdJq+r2l1JcH7PN5arcYDrgsOccZ4GccVVibnbBsrSE44FRK/FP4wKaENY9aYWpznK1ET70AKTkVEzelKzYGM9ahZ+cZpDEY1GTxSs3FRFjikMXOKQt71j+JLue00ZpbeVopBIgDL1wTzWVrdt4g0PRdMvbu/u1mvC/mRFcCEDaUBOPvENnHb86aVxNmrZsSvJ6VoI5CE96KKABWLZzUbklTmiigCrng0x+9FFAyEk/pTGPB+lFFAEfU1yE+pT6R4mmvrbZ50Ujbd4yPmXaePoxoooRLOl+GZKPfhT2iH/oVeoxHpRRQ9xrYmZjuA4x0prnGMd6KKTArSk76ax5oopAQvwT9KYxNFFADX61z3jL/kXX9pk/nRRQtxs5HV/ELazFBFJpthbmFFSN7dHUqg6KAWIA5zwOTzXotixZBk9MUUVbJNFGIXPelU7jzRRSGhjE7WqvnOc0UUnuBFJ0JqAnH5UUUDIWJ+b6UzNFFIRw9/rB0vW9RjNhY3sUswcx3cO8BlGQQQQR1ORnB7g1reEr+5v9S1K9uZPMuLh1kkfGMk5/Kiir6C6ndxE7V+tTu2GA7UUUIBrnGMd6rSkiTGaKKAI5Dg8dzUTE/pRRSGNYnmo2NFFIDC8Wf8gFz6Sp/OuRu9d1K/0+DTrq7mmggd5F8yRmJZsdSTzjbx6ZPrRRVR2Ez/2Q==", 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"info": {"video_id": "177102", "label": "spreading body lotion onto circular disc", "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": "bf7d4bc4238f9247ee951945b3c7147f982098728550b213ba67a9d55fbde21f"} +{"episode": 40972, "episode_seed": 4165808506, "split": "train", "timestamp": "2025-10-13T03:18:19.530214", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4165808506, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 kids car roll along 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": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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"info": {"video_id": "166730", "label": "letting kids car roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "166730", "label": "letting kids car roll along a flat surface", "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": "991a81874a47bf0d5b0775cdd8b206080eceb919c41cacb2a0533b36d80bf764"} +{"episode": 40973, "episode_seed": 1494617499, "split": "train", "timestamp": "2025-10-13T03:18:20.883594", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1494617499, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pair of glasses and a coaster on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "64351", "label": "putting a pair of glasses and a coaster on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "64351", "label": "putting a pair of glasses and a coaster on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b5a8cbc8444a46372d36b9624ac3c2f2aa3505c4c0580e3bd0a56b2801ad0455"} +{"episode": 40974, "episode_seed": 1621691196, "split": "train", "timestamp": "2025-10-13T03:18:23.257771", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1621691196, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "46319", "label": "picking bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "46319", "label": "picking bottle up", "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": "abefa94d952177a29b3d067383ed9c81fdb9856c9afdfffd18ec457502723aa1"} +{"episode": 40975, "episode_seed": 3065565465, "split": "train", "timestamp": "2025-10-13T03:18:25.448627", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3065565465, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book with container on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "172402", "label": "lifting book with container on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "172402", "label": "lifting book with container on it", "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": "840c06d8f263d29b409a20a8c3bfbd43acfeceb7b244ebd4f2ddb0257713dae7"} +{"episode": 40976, "episode_seed": 36984237, "split": "train", "timestamp": "2025-10-13T03:18:26.994160", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 36984237, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fork so that it deforms'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "66596", "label": "bending fork so that it deforms", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "66596", "label": "bending fork so that it deforms", "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": "d334dda678ef3f6bbd311a41b1ac60fbbfa25984a6895de8729da299f44cbd10"} +{"episode": 40977, "episode_seed": 2179385460, "split": "train", "timestamp": "2025-10-13T03:18:29.356183", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2179385460, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 telephone and a pack on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69700", "label": "putting a telephone and a pack on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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tFMAUZXxyPavnvR9Ua3uAq4MqN5kSk4DEc7f0r0C08b224JqNlcWUmBkj51B/nXRCaejPl8TQ5KjseiscDIryP4u3GdT0q3z92F3I+rAf0rpZfG9rCge1lFzDtz5inofQg15Z4t15/EHiF7lhhY0ESD2HP8zROS2LwVJ+1UjNQ8VKDUKHipAawZ7bHdSPrXrqKFjz3xXkIPI+teo/b4dwjEgzjOPatqNr6nJXu0ixFdtGwXPsKsO8gXep5rNeSI/PuHBzWrbNHLApHORxTqRbdjnm4xSZzfj++LeDZQeC7qv60vwcs8WF/ekfeZYgfoM/1rK+JEoTRYYQeWnBI+grr/hXAsXgqGReskrlvwOKzpxtIK7UcN7vV/1+R17PIkPIDMP1ptx5TIqv3YYHv2qeQgKSRmoZolkUZ7HIrc8o474kt5fgm4UfxSxj/wAezXjCGvX/AIpybfCiJ/fukH5AmvH0PFYz3PYwC/dt+ZMDXa/D2yhupr6aVFYw+WV3DIB55+vFcTurv/hoeNUHr5X/ALNRT+NFY+/sJJf1qdbHFFMZC6L5TDawI+8PQ+1WYfKIVFhVQnCD0HTikaJY0WNeucmorlvKVSDyOa6mr7HmYWhyw97dltYoogxVFAc7mwOp9TTtkcjb9ik9jjpWWl0867d2cdTRDczRT+Wx3K3Q+9cVVPozaeGfzPIvEsvneMtXZf8AnuVH4DFe92FvJp+mafZxRqVgt0RyTjGFA4985rwTTov7V8eCI8i41HB+m/J/QV9BM8wuWOIzCQMD+LOefw6VdFWRrjnZRh2I45YZLidUVgyMEZivGRz1qOxRY+VlaTLZJLZHXNOimWaCRnUxHc3B/nUNvHDBbM8G3yypO5Tnd1Nanno+epn8y7nb1kY/qaXNQo24lvU5qTNYvc9+OiPpCRsVUkfmppmqm7c1J5MUNdqqzPxUzNxVG6lCIzE4A5plpHG+PNW+zad9mjbDzcceleb2sOSDitLxHqR1PWZWB/dodqiorVAAKEerh6dkXrdMYrbteFFZ1vHnFasK4xWiNqpdj6U/NNjHy1jWIm1PxbPpkmqXFpGRIYhGm7LKhYL7Dg8n096tHBVmoK7IfFK5Np/wP+lYKrjrS/brm9VDcTvJgZXcemaSuap8TPSwkuaimv61LER5qznIqmhwatp8y1KNJlC/d1KMjFWByCDyKtWfi3VbOMRTCK9i9J1y3/fQ5pl1FuAOOBWc8DDntTvYwnShUXvI2bnxUJrYR21j5Dtnf8+V+orPgJI3McknJNVFiOc4q9GMAUXIjQjTXullTUgNRLVfUpJIbEvExV9wwRTWoTfKmy8Otbx1GP7XHIHUnaQTmud1eztbXQINT03Vr+YNcm1zcwrGtwQm53iA52qcKd3qPcDJDOP4z+dX8Duc9Oarp8p6KNUjeJ1MyEMpBGa1NJ1byrCEGRQUUA8968nTeTwx/OrkUkhXaZG/OtliPIxxGXOtG3Nax2PxBmhv7CC4jI8xXAfB4Oe9X/h34tTSbGXT7j/VCTep9M9f5VwszP8AZTD5hZSc8nNQJeNYzrKOVzhh6ispTvLmRUcJy4f2Unex9LQ6jBPGG3AZGR6GpDIrDIYV5HoniW4Fmn2eZLmJBjYT8yj0rabxgFiVolZWHDoRjHvWnOjy3SadiP4tzAaNYQ55e5LY+in/ABrypelb/jHxK2vXVvF/BBk/ia59axk7s9fCQcKdmS5rsvAerW+mfbRMrs0zRImwZ5+Yf1rjfD8NnqfildN1K+uLWCZ9iSxyxRrH3JYycYxngck4Hep7C6/sjV9SsrtLwi3uQqpLtEibGbG7BxnpnBxTSa94zq1VUvSitT2Y3aICzK1V0v7e9iMkZZk3Fc7T1HWuGi8YWYQKYZ8+p5/rSQeKLOFPmkuGAJwqrjqa6KdRX1HUotapM7WK6t474Qbj5jgsF2np61JqN1b2sXmy7kVQWyRwa4j/AISWya8S4WS4QqjJ90knOP8ACkvvE1ldQyWxeZWcYAkHFDhB31OKrLEKorR0M74axi58eWzv/AZZRn1CnH8694LY4r5s0XUZdE1mG+t2+aKU8noQeDXsei+Nf7UgLvb4aM4fBz+I9qxptLQ0x0JOakjqdizxOpV1G4rhu+O49jVS7VbLR7kIiokUEhAXoPlJpLfU7e4OEk2n0PWqvie48nwrqsxI+W0kAx7jH9a00OJRd7HgEJ/dr9BUwNZ11I8VoWRirAgZFamveHNV8O6DpOoXktws98ZPNhMZAgwEKBj/AHmVs47dOoNZJXPWnXjB2Z9CzdTVOTrRRWZwogc1zviieSDRbl4zhtp5oopmsN0eNRks+TyTWpb0UVR7NHY3bIAqK0YxRRWiIqbl1OlcZdahPpPiie+ttnnRSNt3jI+ZSp4+jGiiqR52J+EzYBtGB0GBUtFFc1T4mepgf4Efn+Y9au2/IooqUaz2JHAwRVFwAxoopmcSMqPSpB0oopFSJk61W1fjTjx/EtFFXHdHNW+BkOteJ316C3il0rTbYwIscUlskilI1zhAC5UDnJwOTzVYHiiiqq9Dmy7aRJGealUkc0UVkekti0OV5qjf/cH1oooM5FGGaW2kDwyPG3qpxWlHrd9NZuryA4I5xzRRVnJUSuQQsXbcxyTVtKKKRvHYpx642kXd3GdO0++imkDmO9g8wBkzggggjqcjOD3Bp0F9capfXl/eSeZc3D+bI5GMsc9u30oorV/CcOH/AN5+/wDUsmlQZNFFZHrsnwFHFRP0ooqnsZMqP/qm/GrejzTG1E6TSRzxkqskblWxk/nRRSRwYnY6jRPEeoXUd2szRs8EZZJdmGz744P5UzxF4k1K60L7LJMPKlYBwBjI6/0ooq+hxwXvI4a9P+hn/eFJe+ItV1LTLfTLy9mnt7aR5UEkjMSz4zkk8428emT60UVUdjTEfGj/2Q==", "info": {"video_id": "69700", "label": "putting a telephone and a pack on the table", "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": "76f8b40dbc8d9b60c0b341a71b96f72124b00cc4d5163605e61209fccbc30f07"} +{"episode": 40978, "episode_seed": 265608301, "split": "train", "timestamp": "2025-10-13T03:18:30.322763", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 265608301, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a tablet with a straw'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "97892", "label": "hitting a tablet with a straw", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "97892", "label": "hitting a tablet with a straw", "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": "2ed4c1258c83b92491592c8f40b1264177dc8ca854463e73eb4c20b1850a62bf"} +{"episode": 40979, "episode_seed": 2369973333, "split": "train", "timestamp": "2025-10-13T03:18:31.367353", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2369973333, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book next to basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "147178", "label": "holding book next to basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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18/S91ps9yVRtWR5fexXMV00d1DJBKoH7uRSpUEZHB9sVXWrurarc63qc2oXbl5pSMk+gGB+gqoi7mAHevcheSUzi20LNlB50vOQg5Y+1dlZ30EVtHu+8oxsQZxisCyezjt/s0qkFnBaZCSUHf5e//wCutiTRzHpkN7bzRXNsSA7xNyjHsw6qa8zFYmc23T2R7uW4elBpVl70ttbW+a77GlNcJdRwhFZQOSD61s+GLb/iazzY+5AEz9Wz/Suetm37CRj6V3Hha0P2Ga4I/wBbJhfoox/PNa4GLnVTlvuPOqkKdCUIaLZGkVpFgMkirjqauCGrFvBtVpSPYV71j4pyPnC+ikjdRKMOUUnnvjFVs5XHapZGaWNyxJKSED6HpUBr5J2vofTwd4psjzipUkDMMg/hUJxu56Vbt5OcDB4AAA5rSMFLczVRxehchuUjdHMeQrA7cZzV2EteXsUMUeyKWTCOx4GfWs8NFGDJKSWwdqjjJ9KIbm4eQFJGSNj0AwoI6Vuv3cJRbvc1dR1KkZLodRHo+oWmqW1qS0X2mZYfNjb5SGODn2xk819VDT7Ga0jRURkCBVdMcgDA5FfOvwzWbVPETC4maaa0tS0SsPlXJCk5+nH4175phktoQhBUenaqp0XGHPFnHmOJdSoqcleyOI+IRGlpBYxTkfalZtwOGAGMfr/KsLwzJLcWLTSzPK2SnmOxJbn1+mKPHt8914j1GaJVl8uNIEVugxn+pP6VqaPYmw0i3t2++qZc46seTX0kE44eEZbvU+c0lVbWx538U7aW61DQYIFzI7ygD8Ure0+xj0vSG8tBvwScDqa1ddsoptQsbh1y8SuFPpnbn+VVbu4EcO3ICivmMwk3WlHpp+R9Bglampf1uec6vDrusXq20SOE27nYnCge5qlr/he30bRLe7fUlmvZZAhgQcKMda0/EHi4wtJBa9xtLDua4iW6nu33zSMx7ZPSrwd/gXU0rvmlchIpw6UuKkghaaRUQZJOBXoqHK7mDY+0tZLudYY1yW/T3r0jwdo0h8d6XpsrPDbF0ebc2FdE557ckAfjXENH9mkW2hbbjlpAeXb8Ogr174WWX2zTbu/y81w0wilaQHgKMgA9+pP5VyT/AH1VR2SOiNR0KEqvWSsj2i90W1ugXRRFIecqOD+Feb+Mbq60OZbW2cRXbJ5qyDnAzxj64Nei2Nw0cARycAd+1eI+L9UOo6zqF80ckzPKIrYL/CgAAH8yfrXoZbGbqNT1ijwsW04rl0bNrStY1HV7Zp76YuygjAUAZz7ew/WvG7vVpZGYK5xk9K9t0rThp+kw25HzKmW/3iOa+eg+6Yx9mD8+4rjzZK8bLTX9Dsy5OzXoTS3BUZZsueg64rPZiXYkk5PelqNzgmvJR7DSgizBJE6+TOdqMeHAzsPr/iK2bqK1tglvbXKXLY3TTx5Cs3ouedo/U5rDhiQkB93JxkdKtLCdypCrEk4wT1roiqns+VbCpuCqKcuhrwJJb+VLFP5UkiEqyPg88EH2xWhYalbLbJDeWpxkkTwnDjPqDww/KufBtoWWO6kkIzwV5KGuhtjp2oaZbW8EbDUwFiVEH+sYnAJ/Mc060UuXkSTS/wAjswtdty527Np/mer/AA/8PyXeiXGqwETRTTFEYDBKpx0PuTXQS2JTOQa2/A0cek+GrLRyqq1rHsLr92Rs5Le2STTfHtzb2HhyebG26mIhgK8Fmbt+QNd+Gq1IzjRkj5zGtVZyrRZgw3+hi0kVdQRroEq8YPzAjtjvXIeLrewe6sri7jDtDv8ALB6Anb/gKpaJAbjxCf3TIVTdLkY6EcfmBVT4m3bWi6cF6yeZ/wCy115lS9nSmk77fmjlwE3Oomyve+LIbFRhegwoXua4XxHrs+syjzio28gY6e1UpZ2YPIzbmHb0rPJzyTXzSPoIRvqxDGChdOg6r3H/ANapYwIcHI3N90+3r/Sq6ttkBDYI71fMwnkaSYRknABAAHHYDtXbCpKUOS5lypSuWIfK3AByFLbckdu5q87RI8ixyruVsEg43DPT3rNSAMGkcqsQGcGp7e+ghmX/AEdmZGXZIT94BskEd6FTUKclO2ux2e3lKpBwvozpYdYjnGy6tR5+3aksAC7j0G5eh7civeLTwjPpOkW0GA4jiUMV9cc/rmvIfDFnaeIPEtreWlt5Edoy3M28fIzAjamPc/yr6Osb4XcCs67JCOV7fhV0ZVaS51tscuaVYVXGktLa/P8Ar8zgbuKO0ieaZtsaDLH2ph1fQ7y3jXTZ3lJx/CRjjPOaj+Jl7Gt/aafaJmdUNxOFOBtOQv48Ma5fwlAWS4nCbYxIVQep4yf0Fe/SgqlCNaT17HzM5ONV0zxV0bMpODvGcj1HNUm6Uw3c5OTK3NR72PevklBo+nVXSxPBbNOHfkKo/M9hVo2klpYJcTMY5XIMUYHJX+8fQenr9KpJczRrtSQheuKdcX1zdMzTzPIzNuJY966aTpxvzIwblfQuWlxEyhJCMg5ycVcldSijaMKeg+nSufp4mkUEByM9aftn7PkNac1Gak+h758C7GSWDVdVlHyyyLBGxHUKMn9SPyr2sRgIK+NdK8ceJtDsVstM1m6tbZCSscTAAEnJPSr/APwtHxv/ANDLf/8AfY/wo9rokck6UpScn1Pa7rwnf2viGMyBZbFpDI8+clguSqkdjnH1rZlXA6188P8AEzxpIu1/Ed8w9C4/wrW8J+JPEHiPXBp954pv7cNDK8ZRQ5d1QsF9hx19q9D+03KzqI41gHH4Wej+K9QjsIrdmPLbsfpXn+oeKlaNoIRuc8Z9K4vUfEus6qI1vtRnnEedu9umcZ/lWetxMoIEjDdwfevLxLVWq5rqelQTpwUWWLt/tFyQgyxNOns3tQhOSrDr71TjleJ96MVb1FTSX91NH5ckzMnoa0o1FTdxTu3oORC7AKCSTge9X4Z7eyYw78ykfO4GQD/dFZSXM0ZBSQggYBHaoq3q4xytyoXJfc2proY84Ek7cA5r6V+GGjvpngjT0nXbNMnnuOnL8/yxXyl5j4A3cA5xXVJ8TPGkahU8RXyqBgAOOP0rCNWzbfUquvaRjFbI+r9Vtp59KuYbSQJcPEwjY9A2K8m0nSp31x4bq2kiW0Pmv5oxlz0A9QMZryv/AIWh42/6GS//AO+x/hUMnxF8XzNuk1+9Y4xksP8ACuzDZg6MHC2jPPq4FzkpX2PoOQAKfoa+cJIwtwjKuEQ4A9Oe/wCddjruuaha+GbfVtM8V6vOGuTa5uYljW5ITc7xDrtUkKdw/iHuB5019cs24zMT61zY2vHEJW0sdeFpyot36kjDaxHoahCNLKI0GWJ4FMaV2JJYkmhJpIiSjlSRgkVyKNtzrnU5loSRHYxUsQfrwa0IH8wSCE+URjGOecetZJYsck80qSPGcqxFawlyvUhSNj7AEjZ3kLHg7emf8mus+H8D3PjbSoIhGCHLyZXooHJ+v+NcAby4Ix5rYq1pmu6po199t069lt7naU81Dzg9RWjqQ51KKskU6j9lKC3Z9lWdmtuv7s4HoTXFfELURdahYacrf6li7f7LEf4fzNeDj4oeNh/zMl//AN9j/Cs678Z+Ir+aSa61e6lkkADszDJA4FdWGxkKdX2lRXPLrYSc4csWe4eFNOeC0mvZnLy3b7gW6hB0H0rnfidA0n9mSIM+WJf121y3grxPqOra7baVqniPULW3lxHHLHcRRLFjuxcYwADx1JwO9YfiTXdeXWruxvL+/P2SeSJUutokQBsYYDIzwM4JHpVYnHQrQcbbjo4WdOSd9ilJFtjlxyCO/XrWe3Apr3txISWlY5GDURdj1JryVCz0PVVXSzJhbs1u054GcKMfe9aWGcRkMAAwGOlMF1OFCiQ4AwBUTMWOT1rRO2xkmzXiiS5jjLOc9T81TfZ44XjMQOR1ZucViRzSRfccr9DTzdTt1lc/U1tKrBwtbXuaU6nLNSeyPevgxZfarbVblm3WxlSNEIH3gMk/XkV7FFEtvHkNhVGfpXx3pHjTxHoNp9l0vWLq0gLFykTADJ6npWh/wtHxv/0Ml/8A99j/AAp+30UTjqUnObm+p6h4kvZNa1a/uoXYGXZHEVOCwPAA+n+NdHpmnR6XpkFon/LNcE56t3P5187r4q11Z45V1O4EkbbkIbofUV2fiS48beG/Duj6je63qKz3xk82FlwLfAQoGOPvMrZx26dc49SpmlJpRhFpI4IYCoruTVzzOiiivDPWCiiigAooooAKKKKACr2karc6JqcWoWmzz4gwXeu4fMpU8fQmiigCjRRRQAUUUUAFFFFABRRRQAUoOCDjNFFAHQeIPFsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tc9RRQAUUUUAFFFFABRRRQAUUUUAa2ja82jJNGdN02/ilZXMd7b+YFZc4IIII6nIzg9wap6lqF1q2pXOoXsplubiQySPjGWJyeB0HtRRQBVooooAKKKKACiiigAooooAAcHIrX1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRQB//Z", 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", 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", "info": {"video_id": "147178", "label": "holding book next to basket", "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": "c63892d2e181efb8cd6b2f8ee13cadbd63bbe988b0fa22271b8d68ce8f046847"} +{"episode": 40980, "episode_seed": 1775988058, "split": "train", "timestamp": "2025-10-13T03:18:32.799096", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1775988058, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting pen on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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y0+9h05ZZL0iG4nyQAQMR59Bndk46Y5pWdilob0tnc4uP7UnhOmyRJtY8GKQAKQMcBSec+46V5H4y0k2N9JFJGBIjf6wDG5e1evW+l3Oo3P8Aa9wy2zC3MSWj4KpyclmHUY5HpnmsLx9pR1HQYdUVFM8WFk2dCCSDj23AfnTSFfU8dtLD7TKsRPBP869rsWW2tYoU4WNFQD6DFeZ6PZhNRgP3gSCD9K9AtXeaaOFBl3YKBn1qE3cto1A/NXrZDL5rltohheXPuq8fris2P53A961r1VstBu3JAaRBGM+/J/lU0Vo2bV5WVjS1q0tr3wxJdwvk6lBFKpJ6FDtOPchsY965CwgLadFpaGJrmFGkhE+Xc4YgsSfu9SM/XFN8Ma4b3w+8MKmea2BktoyfvddvGfWrFiJrC8udSup9zSCON7RT9xuATk9hyfpXTGfNDX+mcbjZlm60vUZ9T0y6Ath9kl5cg8Rso3YH97jH0qr4giGr3UNvZX6ia3R3NvkFWYcgHBypBxz2zT/D97PJrmrWckU5WGdpvNkc9HIKrt7fKMiuEh0fxDZ+OTMkMrut0jytbrhdjvnOemCOv0OaT5oSXl+prG1tVc7uwisZdJj8P6hpk0ZjtRMfl3/MQSxDDgODn6mr/hbzUEDRStdWsiMxuV+RW+YgblxyQMA+9U9Z1ATasvh+6CxW0yiVpFchniAOdpH3WVgD7j8a37CCWytJbXaI4WfZAgbcxXGWcnuTz+I96bbUbvqZySb9Dj/iLAZZNMlCBlKbGOegzn/GuXidpr+CziwfNYA46qM8n8q73x+qppVqWCh4pAH/AL2GBx+Gc1xPhxWfUZpG+byvlB7ZPb8v51yVdZWOilpG7Os1u3S7tLfhR5YIUHHA4/wrmmshnjH4V21nELy3mVgG246/jWRc6QrTBBCuWOB8vrWyV9TK9tCzZRW+m+Eo5rmNGja4M0ivHu3AcAD0PHBP9aoTWmjXeq21/PBuurgqbdpEYuoUnaxTsM9z7V6B9liays4EgzCIJIXGcbShUfiSa4axubjUrDULtGVdRglkS3uZ1AVVbkAeoA/Wr9mnG7EpWZzPiGYQ6dq8FnavBLBPtnmDli5IUs2TyBgnAz0Pasaw1HTh4tgg0O0aGJJPLBBJ85BnLNn6ZrvC0Gk+FLdWeC4cSr5sjHGFJO5yOT049+lNvtG0vwpbnUrKyQ3ErBI2SE7VJ5BYcnHsMVMotuyKT6mpFBq8aSRX13DHatcFBtXGYXXOFI5Ur0Ga0LaHTtNurXTbO5IKqY3t9+ccE7mP97JB7ZrOtVvde0yXUohbxXbFo7UO5kj8sMOSOm44OCKm0WePUb1JLy0igv2PlyNsVJC0YGQ2Tlhz0Hrmmot3T6EyZ534v0aOw8RXQVAInxKo9Aw3cfiSKs6TKsGnxjqfT3roPiTbAy2NwiFmeFo2x7McfzNcuJCskNtEAWlIRcdQcgVhUdma01dHqPhRRFpK3BJJuD5gz6dB/L9a09RsxKucc1nWkqQ20UScIihVHsK6eeLPauykrqxhN63MLRU/syVr1jgGZIiD/EMFiP8Ax0VgeMbKS01qKBpjKkceYyTkBST0rS8XT/YdItirbWW487rjpgD+v51kXskmqzWk+7cnkhQB2A//AF1nN6uJdH4kzNtYixXd/Ef0rtdFhyygDgCsG2tG8wErgDpXVWCC3i3kgDHeuXd3PUWkbHK+LLu/j1lRbTTW1thLdp4mBw0jjkr1GAOG9TV/VYBeWsWp6HfEz2bMogE2xJjk7gRx85OeT1rmPDvieXVPiDqtqCGs5GaSEtnPybVBX2PJ/Wtl4rLXvNttLCW1oD5145gyZm3MNoxyJFZT+ddkHey2t/Wp5tWzba6nSaROJ0uRIS1xCRGWZTuwcZyxOG5x9MV594zgA8YznyiI3kEuc8Zx/iK9MspRcWFr5cHlNMA+D94gYAZvc/LXEfEGNYtbjdAcSwkqW7nJ/wAazqtWZFNNNGBpbm61y3tAoMaNvcjnCgdD+lemAC4hOSePQkV514SBPn3DYLbvL3DocdcfpXoOksZopx6bT/Opw/5lVvyOb1XTSJGYPIPxz/Orng7T1FzeSSksxiZIvlHXGT+lbN3brIvI5qj9vXQZdIO0ESXbO/uuAoH5it5JR1Zincy9aa0g1Gwt2tkSLV1AnyvzvlQFAI/2gTVe302efxEtvcwRDTrNALVWOWZ8D94R68sM+1bPiSYXEs9w8SwwWzLJHMoO8gj5lHsAAc+p9BWdENOk0e31K9VQLgJCPILEZd8LjPJOcZPsaqe2n9MUb3OHk0DTte8RttjMMcizIwdsMdhGGIGeoH4j8663RdUt2hXRtEV4t29IrpEDIqqo+cg+/G3r0qlrsFn4TuBr8AciWV1eFyFLO/VsnkYC8DHpVjw/Da6/p/8AaekzNZX3kNbyCIbVWQkNlgAN31HXNYrk2ZvZ7lm4miae50O+trq3BkE0MkdyFaVRnLDA6cHI561tTaWk3he6tA+5Xt3aMgEYA2svB5HI/r3rMmmnvtWhsLny5I7eJvOvfI2qrMCu9GzjuVKnmulitTHB9iR3lKQFdztkn8T9B+laPRJGNrPQ8TtI/wDTjIOAig/ma6zwqI7jWTcK25YU3Z7Fm4H9a5y8jj0+4udgC/vWTgehIFdL4UhFpYGQkl5mLsSPwFct/wB4dH2Dd0i28+5BPQVY8YhV0gxEgblcgHgHCn/GtDQrbybbeRyazfHCiWwgiyBvMg5HYrXTCHLAzqz5pnkmiandaPqA2gL9nVdig/eX+IfmeK9EtT/bmr2mrW13GqJFs8tlyQed2P068ivKJoP3DhwVuGITcf7oP+Brc0vULiCcNBMI5G5K43I/1H9RzXMqnJJmrpOUbnb6lqGpaTZSzIyLPeuXXzVbcm3AYdwMKMjr+Nal9qd5YaPBfxQR3G4EsIiWGT91h7dc+lZNn4juJkVbiyLlDkFCsgzjGQCQw6mti01d3RIYbW4jVRgAQKgA/Fv6VtzxdnYzs1oTWmm6bJqL+Ig8kjXtusaxsMjBGPlHUkjjFbUayiKS6cYlKlIVHOCeAAe/OCT6gDoKrWw3OHbrj+9uYj0J7D2FVpddRNXlaWYG1tdsPloBuMzEAAD2B/nVRvJ37ESaWhxfiua7MF1a3RPmwW1vv53DdvI4P6/jWZpDNb2Ydv4gXPr7fyrqvGumq8V1cK5WSRkVz1Hy5x/TP0rjlnEMgjZ/k47dOORXJUlrzHTBacp3vhBxOl2y8owRh9TnNbiWq/boXYAKjbznpxz/AErB8A7WW/CY2BYyuPfdXQ6sxt9OuJV+8EwPqeK66K9xMwqfG0ZOma9d3OgatZwgNdee0iY4IJ5GPTr+lZJkW18QWds0sRnuW3O3lZHA5VfTJ4z6D61zWha89l4iumn+WFpzEVJ528AH8/5iuluzaaD5AgCyG8JSOVj88ZblnyB93Jzj1qaUm1ysU4pO5oqumTXs+lnTg4t0jLkqNuGJYDrk4K5rk/EPjuTTPFv2JlWS1t5BvCZ3k7csM9M5I49vetmKxtv+Eqi1Ca+3i1s/nLNhC33Qc55wuc59aZqHhfQfEFyupzPiOdNh8tggkYjIYk8hsD8fwpTSuupcJNbaGg9jp2k+Td2cnkTxqVitlk2LM0jkqHHJwWJHpVzQISkZbUw0mo2wMmHcOYQ3IQsOCw7d8Vm6hp1xfeKtGNnCyWUMBZrtPmVlyCEJ6dQCPfmuntYQ0iQgAlQpuZFXG9gP8n8h3qrvlSvqyXa9znvHMAXQrSYnJSQKRjp15rhdDBk1zLYIiXeMDp2H+faus8W60up6TLHGu2NrQTBQcgFZVH8uK5XQWaKNpSOXOM47Af8A665qvx2ZtT+A7iOc/KOnSvRpkAYqOQOM+tePW10XlVlkYxsNw9+g/CvYGPGa68K73Ma0bWPNPiakssMMUZYYlhG1RktyW/wp2hWptrNYpDmQncVJzsB/h/Cr/iWRG1OSQYPCBR6EDrVPTg6sGNYV5XnZHRh6do8zOmgtVMQbbzWdrWsw2LW9od5eckYRSxAA5Jx26VrpKsdrvJ6Ak1xuLLU9STUUup3kR1MZgkVlAGcjg9DnnPpRCMb6mlSo4x0LmnJo2lapHp8FrDb3LZRNseMhhv69cf1GKl8N6DNpCXOoapKrX012ZmMLEhhggDGOpz09hT7m10++uoJp4E+0QkeW7zbGGDnGFJJGe2K6GyhDSCWcsxHQn5cfQfw/U8/StVK0bR67nG97sJ7qbTrE3zoDLJKiBAN21c/NjHoM5PqT6V5n4wvnvNkx5MV9cRAjnoV4/wDrV6hZakl/JPJsWPazQwIeN4UAsVHp0HHYV5x4j0l7dI4i6nNxJPvA4bceQffAX8air8PKVS3uQabILKyRZPlAUEn3P/667fwbFLPb6iwYusBjBBGeCDzmvOluFd2glZe+OcZHavRfh1dGG31wY6JEgJ78NWdCV5pIqqvdbNaaIE8V5z8Qr2SCazhThRKis3ZRyxzXpb9DXlHxGaOS7eCXOPMIVl6rmMf4kV2VV7rOaHxG1YyweItOiu5ZczWsTRtEzYQ5+8SeuCO/brVS8m/tfw5cvZTi1iygtoMcq6twQAMgEnOfp05ridA1e4024hjRGVhCPNiY/eTpj6gf4V6LpM2jalZxxwxRJBG5MsSp8pyMEMDyvY/h1NY06tt+hrKOouteHbXWtGi0eS5D3dvGpSWQ72VsY3MO4IB/yKpDQbfwn4L1dIrm5mRv3ilPlaNsAAjHYEA5q7oujvZa5LezG0ZXBxJHJtK7TheM45Xr7ir2mac2m6xcyw3izWsyYFuoLGPByBnoBy3WqslK7d+oX02I9DsZRodqdTjVUXZdhYyRulZixBXvnI49Titi51CLTbKeeY/6X5LXGzqAAcdfTIA/DNSxBJSbq6lVYo8kbT8o+h7n/a7dvWsrxRapf6Bd38Qdp5bdo4TH2jPoPpzSbveUiU9Ukea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", "info": {"video_id": "10444", "label": "putting pen on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "10444", "label": "putting pen 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": "7d437658c7bc6715844096ec74249545c48661faf39724aabff4a236b767adc1"} +{"episode": 40981, "episode_seed": 2237845779, "split": "train", "timestamp": "2025-10-13T03:18:34.126042", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2237845779, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing book from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56691", "label": "pushing book from right to left", "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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QHhhkTRLd5HCqCy898mknfGSfl/kDVqCRc1ePOmXGfVWAP4VzCoNwrpLu5N5BesgAijjA5HOd3X6VgxlQ2D3rz8zV6ifkdGE0i0Iq7Jk7DNM1G+t7F4lnfaZXCIO5NWniLICOSDmuR8SXMZ8XacskirFb7GbPQZOf6CvN9nzySZ3Qe5oeINTi0mwaZ13Ox2og7nv+AqkmoQ/Z7R53WKWfGxG4JPpWPrVxBq2rJJNMVtEbav8AuDlj9T/hWTLci919b2/YQ21v+8weiKD8q8dya2pYZcqvvv8A8AJSN7xvrcN5opt7GYDz0y8wzlU5yB9cY+ma8jtZnDKlwCFdAEDHr74962ru4kt9e1GBZC9u0vmKWOQFbkBR6nP6VhX1yq6m0sbCTAwPQfSvqoz5oJngSjaTRVlAivW2gYV8gdq+grdSUXjqK8DudkwSdD1wDX0FZ4aFT3wK8nNfs/P9DvwXUvWK4kIPFOsNcF7r0ljBGGiiU75PcVk6vqiabZPtP+kSDbGo7e/0rD0i9FtYXEMAdWuCBJM3DbfQfX1ryY0ea7O+LOh1bxBc3uoLp2kEEh9ryf3vofT3rb/4SuO21G10ogTTNhJGX7oP+NcnZzpaWE5tE2XEo2GU8eWnovufWp7BoPC2271K2ke8mx5EB4ZEP8Rz0z+dbeyUFZf0yr3OztLyO9uLu1SRTcWpXzgeAu7JUe/Aqnrcy6bYSzvLEH+7Eu8ZeQj5VHvXKR6omlfE++jvbtLHT5FFzK8rY8wmEBVx7BWP/wBfFct4k+Itpq+p3Tx20htoV8qxiAw5BzuYnsW49wABX1uGxC9hH0PmMTTbry9Sj4B8U/2Jr9xp1zNG1nMZJbi4bPVIyRj8QfrxWt8RdZXU9O8i0kKwKBIzKOZDxtX6ZP5/SvO7zSbhdPk1CSNLVAAFhAOcE45/+vS6RfmK3MckwWMMeGOST/QD9TWak+pdtLojhZpPNgul+f8AuE5wMfpVrw9KI7S8jJPzSRhR/wB9VlfbFjvZZEy6O3LN1xVyOU20cskJXLyKRkcdGqUnJpI68LUVKspvZHZadevaqfJWNZSc+btywHoCen4V3PhbSm1O5eS4kdVUfO79TnpjNcB4bZNQdBIh3K21tnPPr9DXtv2a0s4I4rWDYwALN/e9M9z1rod4rU+hxOJh7NOnvLqZ+o+HxatiOTcj8KNuCO2eOM5NYepWLRBBlIyPlJJ9PX34r0jT3W4tfLkjA2jGOxWuH8QXUKtLDK2AeBlcEKOgxj9acHfUzwOIqTnyS6HMrq01tlo52jA5OGwK6/RNRi1izm2Ph7aQQSNJxufYrHH03Y/CvP8AWNODeF72WRHZ2iLRKpwcDv8A57CsjwF4ts9Eubu41i5mkRYpPKgTJaVyysSx9TgAE+hq+eMZHFn+Ip1H7CC1W7/Q9A8Y3Mdjo1xB9qiW4uInWMAnIGPmb6Ad/wAK4L4eeLY7CO6068dUs4wZUfHzM7Oq/wAiOPY1n6p4r1DX2u55dOaaW6bagCHy44uy57gfh1NcxqWly2dslxO6+ZI+DGg4XisalRyd0eFSgoqx1nj3VJNRvIjbsfJifCxr/wAtG5+Y/h/X1rjZWE1nuYkyp1OeRzVq2vQtjslmwApCgckf/X9u1Z8EqgGJgNrd+9ZN3NErHaaVay311Fbwrl2bjHWvXdAtW0zTRpzxqszQyM5BzngkfoK85+Go+23puhIFNsB5gI65zXpVq7NdiRmJJ3DJ9CCKirdRcT6HF4pVoqMHpubvhUH7bOinBaPP5MK6W6uEluYbSPaxbJbJ6Agjj3rk9GnazuvOVQ7FCu0nHWtaTVrlP9XHBD/uoCR+deZh68adKzPLqU3Kd0YEpVWANUpCA49jV6bZyRnNZs/fArxZQszvUiSchQSeBWVNJFLEzq6lRnJB4FLrszSaUsCsVe4kSHIPOCct+gNYt7biK2OnQHBu3Ctj+GMDLn8sD/gVRSw7mr+Zu5FC51Cyu4J4/MARlK5PGQeK8uimW2lktWwYwxXdjrXpl5p0Ul+jBF2QIcgDgk9PyH86801tVGsXGwYTdxXvZfBU20up5+MXMkzrPAEey51FR0Bj/wDZq9k0nWbizskto44toJOWBJ5/GvH/AIeOj3GoMoOMRdf+BV6nZRlyD61jiZSjXk4v+rE00nTVzfbVbq5haKZ1EbDBVEAzUJgTywVNWrHTXmKDH3jjiuli8N+VEWefYMcjoMe9Z+yq1t9SlKMDhr3VoNHsJbmcbgowqd3bsK4YRT3sz3t5gTTv5jKo4HoB7AYq/wCJtUstS8RCO3lL6daMQrqp2yydCwP93sPxqYyRyAFQMdqzUOTQ6odzOls4jGTIgO4cZrlZ7ea6f7CwO95QFAP3s8A/gM/rXW3c3TJ4FY+n3Pm66ZVCDZGURmXIJ/iA98Y/CtqalJ2juKpKMVeRyvj/AE/7HrULxLiJrdFGP9kbf6CuRrsNT1Z9X8SS2t9bmZIHeKJYAFY4PcHOenSra6Vps0ZB090P/TSIofzBr1MNGcaajPdHkVaidR22OKRk8koc7twIr3qbU49Nst7Lvc4WNB1ZvSvGp9BeK9yrhrYnO4HkD0+td9ZXjXtyJrrJkHCJjhB7f41y4+PNy/P9Drwety5JDcXs5uL05lbjYvRR6CtSztduCUwB0Bp8RUjdgA1OZsd+K4Nj0EQvutrtJkCkKQcEcA+uO9begaV/bmsnVNTaWSJOUlfkyOOhOeoFcxqFwsqOhOI15cjqfYVk3Hi3XLe3W10m5+wwgZJXBJ+mRxVRpymvdMMTiaVCN6jsVfjRC0HjGGTP+stl5HsSK4jStTms5VR7yeC2OSfLQMc/Q1o6v/autPHc31zPczAlA0zbsDPY+ldBq+m+HLjw7a/Y3Ed3AFRyEIduOdw6cnvzXrYePJTUb7Hh1sVTnNyXUpX7Q6xok6Wc/wBobZuGPvZHPI7dK4aSApEsgOVI59q9P0TS7NnS+WAGZUKpPH8okGMYdOgcfr15rjNAJ+2y2j2ccsgJwkkmxlweQO2fauhu6TQRn7t4nPVdjkjNnsGdwYE5+h/xrtr3T7SW1kNxaJBgfeO3K++RXGXVhJYSf6xWV87GU9R/k1tQ/iI0U0zoPBerLpPiewuZivkhwkg/2Txn6jrX0SytJO5bJOcV8z+G9Kl1bXLOzh5eSQbsdh1J/LJ/Cvp+JdzA87cda6MU72OmjJovabErpJFIoIZec9x6V5L491G203U7iKNnuGUYUL82PbNetLbPOPLjuJbfIBLREA/T6V5R448Ly6dqDbbrzA67huGD+PPtXMpNLQ1jiMVTn/ssbyZwY8Y3l1eBb+YR2wRt6ogG4BcBMc1xbkk100ugNNcGKNJjMTkIBuJ/Cmy+GrmzvrOK6tirttYxEgeYM9M9iaxc77nle3vJ8979brqZGnXhs5wtx9rMfZIpSvP071r6s0WqaO81q+8QEOw7gdOR+Nb/AIrnsL2e2d9OuLS6j++hURt+eOfY/pTZ7JJfD99Nbwxy3E0O3zYxhpR1+ZezDv61SethwqqbPO5YjGfUHoajrpNAdpoWiWG2kdD0LbJMfXuKn1bT7eaJRsjgnJ+U8cn0JHWkrmyl0ZN8N72W38WR26E+XdRvG4/DIP5ivaYSUUsBkjnArxz4cCxh1eS5uLuKO42mOCJjgsT1P5cfjXskALIQOpBFOtqzqouyOotYQ0MUEMQHAd2xyxPbPpVqXRrpVysR2mq+natdxqjQ6aqNsVC9xJ6D0HNYPijxnr1rcNaxXEUIwctDF1+hJJrzo4bmWp0UoTqS5YGldWIgyZWC+uTXLalrek2RKy3sIOegbJ/SuNvtQu57rzru4lvULYKSysAv/fPUVT1lLWw1iyu3jiWGQKZ4wm+MqOCQcc8Vi8DffQyxFWrh5OMo/N7HRy6hHqOs28EX+qtUMzHIOWbheh9M/nTpIwJ/OJJlcbFz2HU1n+HbaKK3mukhWETuZNi9FB6D8BgVqF1LbvSuaUYwlyw2R3U3JwTnuZOok2VvKU+Z2Bb8a4vVtNtzaQQl0WRufNPc4yf1rvbsJImXxXI6dpMXiDxVc6XdX0sFvtlEQSPeWZULBfYcdfb3rqwqbnZGWJklATwNaXFncXUSxGWR1DEIeFAJ6k/WvTrEX+BhYY/95938hXieh282p30duuqy2lwBuhbBIPGTkg8YFdhYeLNZsbyay8+21ZggVZ0G2ONh64HzH1rsqYenJ88jjpTduU9UlvW061Nzf6v9ngXqUULk+gzkk+writW1y88Q3Bjhnv49P6FZpzum92A4A9vzqhFZ3WpXQu9Tna4nxxu4VB6KOgFawt1hTCjFcNWtBe7BHbTpPeRFFEkVv5eBjGMVV84w5AOBUlxNs6msK/u5HdYoELyMeg7CsYRc3ZG3oT396zFYogXlkO1VXkknoKf/AGXqHhSXzrtxPp8p/ePECfLY9CR+ma0PCNotvqDzXkYa5YbYmHzCP/DPrXX3KxzQvFKivG42srDII9DXtYXBpRu9zxs0nUjOMWrLc8j8UadaTT2mqwSrGZZVV5BkqQejcc8Y5ro7nSXt7RWEryMcLg/Nz7NwcfWrWu+HLa5tLe1hUQwRndjJ4A9/cE1kXl5eQ+G4ibhvMjYRI4P+sUEgN9MYrpUOVvmOFzcmrHOXcBtr4eX+7WVwHQ8AMen0z/hXWRlRtI4NZ/iHTLI+H4tUtNUv7gtdG233MKxichAzPFjnapwp3dyPcAW8CLktXmY1bWPXwOnN8joYrraMFqSa+VVJLVkaZbanrlwItOtZJVzzJ91B9Sa9I0fwFaWFo9zqrrdXIHyp/wAskJ6dep9zXNDCzmzsdVJ2ZyVrY3D2S3jxuBI2VDDHy9N3NUbuzVZ2OxY7hORlQR+IPWvUfEsdubK3Ibd8jB0AAKkY6entXnN1bym7kaTOSxxnqRXr0qMYw5bHo0adHEUnSqxuiDUt174Y82T97PbMGIVFjMI7kY4I/L9K6fTtO0vxB4dtGvbWOaZYgkjkYkVh1+Yc+9c8LdgpQbhvGwhTgkHtXR+G7G50u3MDriAgYLn5sjpx9K1hCMJa7Hg5hk8aSlKnLS3Xuv8AgHNalozeEpWvLbzbnTZPllQ/fhPY+4rntS0+xk8Y6dI42C5B3kAYZv4cg+vT16V61N+9BXbuzwRXE+JtJtp5mlk3C4ClYQnUOehH4gH86qdFL4Twqc3GLRBq2l+SAkCMQVJ2s278OefzrzPWIfs1wsa58rkoM/d9RXoWluuo+LW0vU9SubaOV9nmxTRIsZxkkl+MYzwOScCuO8TWcw1ee1cyiS1maLbcACQAHHzbeM8c4/ClFqM0ztw9OcrJajvBsV1ca3HDYauNOvH4iYhsSHP3MjpnHfg171oNzrkd1HY61bxtuXEdzbj5XI5y3YZ9MCvE/CnkaNqkV9hZZ4+E3DAGe4969z0LxTaXxWIMQ+3OGGOfQVdV87uepLB1qceZo6aWdbO3aRxnaOo64rgfGbPf3iyu4VVAAPpzjmus1m/QWwSM7mdguB2HeuU1hw8ETApvACMeMYLdT/hUxR1ZenCXPbU4C9hSQvEcHaflcDv60axi40W1aMxo1s4Dq5JIzxuBJzjPUc1dks1V2CncM8MOhqe30aS/BQxBojwxYfLROEWrs9HMMFh8TBzlpK251LLZ65pUTXNsksUi/ckGdp6HB+vcVxl5pNxod+sVlE82m3DZ65aBsevpxXYWFm1hamLzS65yBjhfpSTRPICwIGOa0fJUjc+LxNH2NdqDuuh5lo9lZSeKdSheJdxAdFJwvQbvxyc5HvS65pwMcoC7oM44bJHoasa/HFbk3FnuSZJQ0ky9gcjH5fyp/iHRdX0DQdI1C+uLhJbtpPMhZMC3A2lAxx95g2SO3TsayaUVZlQvJ8xjeCNA07XoLhL2E7omG2SNyrcj64/SvQvBEZs9R1PTVlkkt7d1aPzG3MCc55/AUUVjPc74HoqZZoU3EKSAQO4rlfFf7jUXKf8APV1APIHy9frRRQj0cF8R5/vYsVyccHFVNckZtOgticxmdAPVQTggH3oopy+FnrY2KeHlc6yAbLQKvAHFNkYheKKK+cW55rM+7kbym56VxtpqtzpWpjUrfZ9oRnI3rkfMCh4+jGiivRwXxs48X8CMd4VW7iRSyqylWCnGR6V2uhW8UaqFQAAUUVWNeiJwh10AAA47Us5IFFFeV1PQZzmpyMN2DVvQLGGYQF9xafJds88dvpRRXp4Be8yqPxHaQwxQIEiRUX2FJI2zBABy6rz7kCiivTwz1Z4WYu7VzF8QEyala2hOIpSA+OCRXD+NL6W10+JYwmJHwcj7oU8AelFFbS+E4Y/Gc94h8Yz+JLeCKfStNtmgVY45LVZFKxrnCAFyoXnJwOTzT3ldpVQsdpIoorzq3xRPawe7+R3XhzU7qwliEEh2fc2NyMH2rvZdXupInR9hXzAvf39/aiiu5rRHo1Yx9qtCK8u5ZWXdtxIxjIA4ANZF4uJ3JJY5xlue5FFFETpoG5YWcEVukyoDI4yWPb6elWWYhmGAcJnmiisJfxDyMa23IcyABGBOcZ61w2qXTpfT3BVXfzniXdnCgHHGD196KK64ngy6Hmw8W3Npf3wl07TL2GaUMYbu33qrJnBByGHXkZwe4NU01G61bU73UL2Uy3NzJ5sr4xliSTwOg9qKK5pbnr4D+NH+uhqW3UVv6fcyo+FcjiiitIH1S2OqiuZZGAZjgkZ5696fO5mSHdgdTgD/AGqKK0Ryte+iTTLWK4v9ki5XaWxXQsAoCqAAOgHaiiufEPVHHjm+ZIhs2MqSFznErDHsBXG+OfEd7odzZQWaw7bpHEhdMnjAGCDx1NFFax+E+cnrN3PNL3xRqFxC1sRAkQfcAkeCCO+euah1HxPrGq6RbaZfX09xb28ryr5kjMSzBQcknnG3j0yfWiis57mkUktD/9k=", 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", "info": {"video_id": "56691", "label": "pushing book from right to left", "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": "467d6d7c78d018f9fb0bd3481ba9053d75263a2c251d51ec251d4c142f4022fc"} +{"episode": 40982, "episode_seed": 1958018485, "split": "train", "timestamp": "2025-10-13T03:18:34.585065", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1958018485, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 key'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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MsGuW4iCFpcp85IHI9vpXRfEW2kuzpxjHEaysf/HeK5vwrbvNrls6g7YjvY+gAraNuVnPVk+dHqsJvGHzTwx/7kZP8zU9xG/2Cdnu53IjY9Qo6ewqrDL05qxO+bG4HrE38jWRsXEs7ZwGePzCecyMW/maJERM7I0X6KBSQynyU/3R/Ko55CaAKjglzk0gUetIxyxpV6UAOpnnLBcqzsFVkIyTgcH/AOvWFq/iJbcGG05c5Bl6gfT1rm0u3uwXnmdiT/E2TUuVjaFFtXZ383iPS4G2PdAtjHyKW/lXhVlKBE8bdCdykdj/APX/AMK7iOKEs3OWHPJrkrHTJpLF7kKdqdBjr61dOV3qZ1o8i906rwNPOmqyQQtGu+Ek7wT0Oe1elxLcsPmvCP8ArnEB/PNeceCLSQag94VKxohQEjqTXokMmcVVT4jCjfk1J7iLEcJa4uHPnIOZMdTjtirIs7UfMYVY+rksf1qndSfuYv8ArvH/AOhCrvm/LUGpBNGiA7I0X/dUCqBViTk1dnl61RLEk0hjwmO9L0pB0paBD7dsXEy+u1v0x/SuI+J0vly6TkZRhMrD2Ozn612Svsuh/tR/yP8A9euQ+IFnJqM+lovCqJSx/wC+aa3BtrVHHaFPJb6vaPG4VvOABK568dPxr16GKYj95eSH2RVT/GvJtC0+a41aBCjBY3DSHHQA5r1aGXNXUtcxoXs7l4WsJifd5kh2nmSRm7fWpdPjhWzgdIo1YxqSQoyeB3qGN8qR6ijT5D/Z9vz/AMsl/lUGxcmJOeazJAN/Jq3LISDzVBzlqQyvqDmKxmePJdUYj6gZrypS0t33Z3HTvXrpQOhU9K898QWa6P5lygw8u6GP29/ypMuDszLguUjdlBGc1oR3KnBzWHPbmwsInm/4+Ln5lX+4g7/U01JZlj3bGC+tRymymdfaFSiggEe9bdvcIo5YCuNt5mOMsfzrVt5OnNXc5bHWRXkYx8xP0p0l6PtVqQp6uP8Ax2sWCTpVhnPn2p/22H/jpouM2zeORwAKYZC3U1VDZFSI3FAEw61KDxUCnmpR0pgKTUWcXQ/2k/kf/r1Ka5q1M+peMZdOk1W4tI/3vkiNN2WCFgvsOCcn096BIteI2Be0B5+//SqdgIoBiNFQMcnAxmubbVLy68sz3DyYGRu7Zq7bzMcZY0XA66K5QdWFWXu4/s0oBzmNv5VzcD5xV9XJiYeqn+VFwNqC+zbRYX+Bf5UpuGf2rMs5CbSA/wDTNf5CrKtzRcZYzTLpJJrKeKJtsrxsqH0JHFIGqLUZJYtLupIATKsTFcdc4oBbnnM0cumqRcD96QwkUENsIOMZFY82qbP9WeM9qfdvczTSRwjELkSYcdfp9aypVXyiQgR1PQUkrnRKUlozbsdSMjbmP510mkkLbIMDGKwta0XSrLw5b6vpWo3swa6Nrm5gEa3BCbneIZztU4U7h/EPcCzaTMFUbj0otYynLmsdrazIgAyABWlFeRj+P8q5G3k9604JOlFyDfub1fITAJxLGf8Ax4VaN8ccLWBPIfsw9pE/9CFXw/ancC40zPTQcmoUang0gJ16UtNU049KYEMpxLCfcr+Y/wDrVieI3/e2n0f+lR2ky33jF9MvtTurW3abbHJHLHGsXqWL8Yxngck4Heuf1me8j1a4tLmW5P2aZ41W4wHXBx82OM8DOOKBG3ayqg6getakV3GMfPXIW8hOOTWpBJSuM6eK+XIwCabYXj/YIAABhAKzLdySv1qTT3IsouegI/U0XA1fPdjyaTdmqwb5qlBoAnU1narpMeqTW4lAMcZyRV9DUlML2OJk8Nvqet3N3cHEK5CL6ADgVq3egwSWR8pRyoqz4huJbTSWlt5GifzFG5euD1rO1ix1/QNB0q8u726Sa73iSEpgQABSgJx94hs47fXNIfMzk7c9K1YCcCiikI04D0q2x/e23/XX/wBlaiigC+hqQGiimBKnWp16UUUwYp6VwV/qM+k+KZ7622edFM23eMj5l2nj6MaKKBGKBtZVHQDFaNsTiiikxmrbk8VpRfcP0NFFAE1kf9Dt/wDrmv8AKrY60UUASKTmrEfUfWiimB5Jeux1SVCxwrtGD3xuNVdYtoLdvLjjGeGLEkls+vP8qKKlHVPYk8Q+K5PENrawzaRplqYESOKS1SRSkag4QAuVA5JOBknmrtt0X6UUVbOZmxbHpWpAeRRRUCLUx/0U/wC8n/oQrQB5oopoCVDUoPSiigCVO1SHpRRQBwuo6y2l6vqSGwsL2KWUOY7yHeAyjIIIII68jOD3BrHvb241HUJb26k8y4ncySNjGWPt2oopvYCe3PStSAmiipA07cnIqaxJ+yJ9W/8AQjRRTAuA8VIpoooAsLUlFFMGYnirjRGx/wA9U/nXJXOvalf6dFp11dzTW9vK8ieZIzElsZySecY49Mn1oooEf//Z", 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", "info": {"video_id": "95409", "label": "throwing key", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "95409", "label": "throwing key", "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": "b8656d2615eceb13b2fc08b835451e8677041abd51c907891e0c209da7016746"} +{"episode": 40983, "episode_seed": 2381297996, "split": "train", "timestamp": "2025-10-13T03:18:36.212742", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2381297996, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glass upright on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "182453", "label": "putting a glass upright on the table", "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": "182453", "label": "putting a glass upright on the table", "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": "4af3609ffc45753089bb0b7e233ac4fddf30ad32e0ff21136378027546673c2c"} +{"episode": 40984, "episode_seed": 4027211396, "split": "train", "timestamp": "2025-10-13T03:18:37.585930", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4027211396, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 car key up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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H+DH93OWP975R0zTr7QIdM8KXfmR+ZqF0qrJIeW3EglQfbB+tehSnFQTmrtk8vRHWWWi3MENrLY3aQ6jCpU3hTezZGDjPSutEciwI0zb5No3vjG49zWFocofTbOQMGVoYyCDnPyit55x5WO1crVm0JnmRmVFzmq73ShwM5rMe4LHrSicIMnHFYXNCxe3+wYHFZdtaT6vMVGUhH3pO30HvTAx1G6KLxGp+ZhXT2WIVSONAka8AAVlOfRFxjc1NFs4bK0WGBNqr+ZPqa6GEkLXJHXFgl8qFQ57t2rU0W/uLuRw4yoGc0U5BJGxJ81UYbSG1V1hjWNXcuwUYyx6mrzkioGJrR3JRhzaHO19JeW86x3C3S3FuT0wVCyI3s2K6dHPbpVQGpFYjvVc7asxNGD4vbm0z/t/0rkXkIz2rpfGL4+xZPHz/ANK5Ca6VeM1EmCQrytzzVSa9S3Us7DAqCe97ZwB3rELSalckZIgU9u9ZuRaiPllm1e4yPkgB4wK6fw74biuSJpIx5SnAJ6saq6Ppf2u4SBPljXl/YV6VYWiRokcahUQYArPWTK2Q7TbL7OyeVGEAPUCtCaFGkVygLoTtJHTPXFWFXZGAAMConJzmt9kZ3uyje2Ju1t8PsaGdJgcZzt6j8QSKl0TTv7JtpLWKUvb+azwIR/qlPO36Zzipgc8cU9W2nrRGo0rDLbMSp57V4fc6nLJIZJGIOflX0Fe0ljtP0rx7RfDV1q8xmmzFAp5Zh1HoKUo81io6EumXuqX7iKBSFHQKOPxrq7Sye2XfdTbmHOAeKtww22m2whtowoAxnuayr67CDLtimqcVuJyLNzrMEEZIHSq1l4meS4O6Laijdn1rk72ae9kS2tkZ5HbAUd663SfCjLMk9/MGKkHyk6cdqrmWyFbqd3A/yI3PIBp0h3Co0bNK3pQ2TYrLCseVjQKuScAepzWWdADXYuo7ho50vDcxMB90MAHQ+oYCtcnBpV55qYzlF3RRcVz24FZOt/MYM/7X9KvKxrN1gn9z+P8ASpqO8Rx3M8LUiRCogxFSI2e9c5oTCPFSomOaiVuOMVOhrSJDZetgQPSr275cVnRNjv8ApVvJxXVF6GTIbmGOXb5iK2xg65HRh0NUb+yN5FGgfy2SaOVWxn7rZx+IyPxq/ISaizzRdp3HYj0WwOlW8ltHKXt/NLQIf+WSnnbnuM5xWwZCVxms5WI6E1KHPvT5m9xWPIpbhUGd3FZlxfNI2wE4PFQTzk9elQQgtJuPbpXPKZpGJ22k2qQ26HGSwycHrUt/qCwqYYWy54YjHFZFtqssFkIySH7HPQVDbyGWXJJ57nNY3NDT02AzTKq8s5x9K9K02wS0t1jRe2Sfeua8NaeFIuXBz0UHP513VnGzDHrXRRiZzZUkiwM/0qo+Pf8AStqeMjOc1kTgqxwT+tayVjNMi+UetOUrmoizD1/OuZgnu9Q8YXWmNq9zaRfvPKEa7ssqFgvsODyf61OxRB8QZ/JXT9p+95n/ALLXAvOzEkmr2tand38du97dPKqAld56ZxmudkuXun8mAEL6jvWUnqXFaEk8z3D/AGeEZP8AEfStGytggWFAc/zNMs7UQIFUZY9SO9dnoelC3VbiYfvTyo5+UVjKRZoaBpn2SAbh+8k6+wrrbaBQo4OazrNWJBy3H1roLOIkd/rk1vSRnMDF8nANVZVwcEGt14SI/wD69Zd0mDnH6mtZLQhFAgD+E0qkE9xUZZgxH9ayfEl5cWejPLbSvFKJEAZTzyayKOgGNvSuSF2Il8tMD2qLUbqa30WHULDXdRlDXH2fM6KizkLuZ4x12qflO71HuBWQ5yzGtEInnuNqNk81y+oyy30wt4QWZjwBVrU74/cU89OKdp9uttEbiU4kIzk/wis5yKijZ8P6PHpUW98SXL8s2OnsK6eIqCM4FeenWppSywhkjzgMepq/aPcyyxqu93z0z3rOMimtD0aKInGF4qSSEjJ2mp9OgcwxhzlgozU08PUcGuu2hlcx2XnpSHjoKdcJt44/KoOnWsZLUpEyY7j9az9Yx+5/4F/SsW0vGu/Gc2mXeqXdpbPLsjeKWNFj7ksXGMYzx1JwKihnuzqV/aXsly5tpTGi3GA6YJHOOM8DOOKmfwjjuXQc1KuRgAColwKmU4xjP5VgjQkXPHIqxFjPb86rqST/AI1chQk+3vmtYkSLcA5xVzyzjPH51HbQ5x/9etIW3ycZrritDFsyZV2+n51CSPar9zERnrWeykE80pKw0Cn3H51KhzxxWD4jubiz0VpreVopBIgDL1wTWbrEHiLQ9G028utQu1muy/mRFcCHG0oCcfeIbOO351NyjzCRiSOatWoB57iiiuZ7GpaHPWtvSokedFYcE0UVkxno1ioUKq8ADArq9NQEA47UUV309jCe5JeKNpOADWBd8N0ooqpkxKZb2FcBf38+l+Lbq9t9vmxStt3jI5XaePoTRRWTLRxfiDhbZMnb83H0xSWUKRwhlHLdTRRWNQ1jsdP4ftYppmkcZKdPSust/vAUUVh1GbVnzXQWA5FFFddIymb0kaeT90dK5+9A3NRRW0tiEZEpw5rC8Wf8gFz/ANNU/nRRWHUs5zVPEL6zDBHJpthbmFFSN7dXUqgzhQCxAHOeByeahlmdYGIPOKKKtAZdiouNR/ec4yavai7EpHn5SOR60UVhLc0RSTAI4HX0r0Hwpawi3W42AyHue1FFKHxBLY9A08DaOKfeqApOOcUUV2mHUwbr7xqkzGiisXuWtjgr/WG03XdRQ2NjeRyzBil3DvAZRwQQQR1ORnB7g1PpV5PqF5fXl1JvnncSSNjGSc/lRRUVPhY47muOop6sd23AxRRWCNCwn3sdqvWvzOAaKK1huQzbtR8wGTjNbUagwkmiiu2JgzLvANxrGmJ3miipmVE5zxY5/sJ/+uqfzrlLnXdSvtPgsLq7lmggdpF8yRmJLY65POMcemT60UVn1KP/2Q==", "info": {"video_id": "51598", "label": "pretending to pick car key up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "51598", "label": "pretending to pick car key up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9757d1dc67e75a695b9381cb0855d0aff7d7ff28a697401c53999b63049447e5"} +{"episode": 40985, "episode_seed": 4182388178, "split": "train", "timestamp": "2025-10-13T03:18:38.448983", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4182388178, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen cap from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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"info": {"video_id": "193959", "label": "pushing pen cap from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "193959", "label": "pushing pen cap from left to right", "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": "d14beee647163a44f0b7c57c12a9b6adacdb323e11946a9b7c72dca739236cb6"} +{"episode": 40986, "episode_seed": 750005330, "split": "train", "timestamp": "2025-10-13T03:18:39.206746", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 750005330, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mouse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "182394", "label": "uncovering mouse", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "182394", "label": "uncovering mouse", "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": "6b523a088d2145820688b5af8b289b59e760ca43f790791d30fd9065ec7fa975"} +{"episode": 40987, "episode_seed": 2744458082, "split": "train", "timestamp": "2025-10-13T03:18:40.953097", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2744458082, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pour water out of vessel, but vessel is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "101437", "label": "pretending to pour water out of vessel, but vessel is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [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": "101437", "label": "pretending to pour water out of vessel, but vessel is empty", "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": "e55c911306311fde1f87d3d457472dcf7a92bfbf1d5435fa742e5be1175718a5"} +{"episode": 40988, "episode_seed": 2099205835, "split": "train", "timestamp": "2025-10-13T03:18:42.873968", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2099205835, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "38252", "label": "lifting pen up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "38252", "label": "lifting pen up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2a1119eea3a4d07aab0b06978b3c23d5aa3ecb6f60db95f86c983082e4a0e252"} +{"episode": 40989, "episode_seed": 2785924678, "split": "train", "timestamp": "2025-10-13T03:18:43.891636", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2785924678, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a lego in front of a toy train'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "163235", "label": "holding a lego in front of a toy train", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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UURsSAcgDt9at+EL7/hLrjWxqm4zmFZIdpIWLaGAwPbd/OlBc0rIJaK551FpEu7dckjPRF5b/AOtXa6L4e0a20VdS1qaa0illMcCQjLy4HPOM9eK0rbTNL0rTIr7XkkeWdd0NlG207f7zHtWH4k1qz1f+zrfS4XtrW1jYeU/Ziecc88d/etuVRM02zWj8cJpurWxt7bytIijMK2uckoerH1Ynn9KxviFbaVGmm3WlxGNbyJpsZIG3IxhT071hyWE08jSykAdFHSt74h29kdC0zUbDUI7iO2jSzeOMcIcdc+ue30qZttFRSOG094mvIopFZ1JOVBwTxW/Joduur2ENtHIbia5QfeJGM8/pzXN+HJvN8UxL1BikP47a6y71WfSYLq+WNRKAyxEHOxmwufwrjqNqotT2MNSjLBzk4pvXXtZXND4katjxDBZKcxxQBlx0DMTk/oB+FcY7O5IHArsNPh0Dxw9ik91dWuqRW+yVUQMJgozkMeh69fWudiijA4XP+9zXQo6HlNlGJZy2N25fSvQfCNre674e1HQpMmMKJLaSTO2Jgemew/xNc1pZdtYsUUKVa4jBGO24V2ni7xv9ge70OwtzBID5csowAARztA74OM1LsCXUd8QvEUtnfCxkkDRxIreSP4nIzk/QEAV53B9o1W5Ludq9Sewrv/F/hG61u7bxHbskttJEGkG/GAB94eoxiuRWWMTCztYuM4J9fxrou5avYytbYtXM8Wn2Jfg4GB7muMlvJp75LhiSI3DgZ6kHNbOoyPqV39ltI3lKfKqxrkmrFp4Rv/tMAukjjjZl3DzBlRnnNRUmr2Kpwla6RteKvD+jWM93r+pKXjuVQxWy95GHPHft+tc3piPcaZE9vLFFFFCDskbBA5PHrXZfEq2aRdJKsrxSSSAbTkAgLj9M1549teW4dYJIii5wjDkCuapSlKKPSwOJjQqNt2uv1K8paXWrpj03Lk++0V67ol/4W8RWGm6TfxTJdxQLbxSMNvzf7LA45PTIrx7TxI8kkkgy7nLEdM1vWEuxlcEo6EMPqOlbU7xSRx4iSnUlJdW2dxp3ghZ/EF/ZahOY7KwAeSYfLuU8rgnpkcn0xVrxRL4fbwxFpujTKwjuRJtAYk8EE5PXtXSeKpFm8D3F9bjbLeRweae+046/nj8a8tyUA3EdOT2pyiZXNrw9eNpHhvXLhJTAztDHvQ4PO7p74BH41yV1qVzqUwjjGI84UDvXZeGNJh8TafqukCYR7hHIrE8gqW5x3HOPxrH1HTx4ZupbNhDJdIcFozkDirjdxt0Je9+omn2sVqh3MGk6sfSud1zUnu5miiOEBxWre3rW9iqPxNPzjuFrEt7Oa+u1t7aNpJXPCj/PSnOVlyoIxu7nUeDdIh1zwvqWm3Xywx3EcquOoYjn9AfzrDvL3TpNelttNtVtreGNoxKoHz/MoJ9T0713GiRQ+HtImsp2/ezsWLIc4O3ArgrrRJ7W3jaVxEwOPMj+YdOlczSndJnfQcqM41JLREfiBFgszDHdrcAuhDIMAcnj8q1/BWuxeHb6Wea1Nys0XksoYDjIPfr0rk7yC6FzEkk3mqcMMLjJrShzGUyvHQinSg4KwY2uq8+ZO+lj1DW7DSte8Orrmh2oglikEc8CgL1IHIHGQSOR1BrWhj8M+CnhiuImm1TYHklVN7KfbJwo64xzWX8MLmN5NRs5FDQuiSc9Mg4/z9KyPFwb/hMNSZ3B/eAAZ7bRj9K2kr6nCmZWrGK61q6uYQfKmnZ13DBwTkV1XxC1+Wyv0smmLiOJWEOeCxGdx/DAH41xj3SR46M46Driu28UeE38Q7fE1tNE0LQAyK7YyoHUH1xwR7UQ00iJq+rPPLdbjU7hpJmKp1ZuwraubiHT7AuMcDC+5qqJ185bS1iAXOM46/WszWLxbmdokP7uL5Qe1Wnyq/UVrsxbqeW6uTMxPynI57ivQ/EulaRbI3iTUYBK09vFttgMgyEdcd+MfkTWHo/hOW6gW8vWMFseUXHzuPX2FbfiaRdeghtw6QG2bOGzgjbgfTArmlJX3OunRm43SOU0rbeWUbJcRWiKrMEf03E4HvWRcEyazIxOQETP5VeutMvLOZ0jmEYOSqlcgj2NZdgsjTO8vzMT8xqYU3GbkdmJxUalCNLqrfKyseseG/Efh650rT9F1jTywhXylmfDKCT1z1XJqeLwREfF1xYzyMumQxfaS5OCUPAXPrkHJ9BXnVq68owwema9pu7gXvw5lvVAW5l09Vds84HB/qfxrp3R5b3MLXdS8Nt4YuNK0ZCm50ZQIyA5BHOT14pnw8kTT4NavGhDmKJfqR8xx+JArjh+7UEsOO5rp/CpN9ofiDT7RgLm4iQIc9/m/rgfjUxtF3Ynd6GJ4k8TNe3cjyANcycMF+6gHRR7CqWl20kjefLwpHHvUaaHJYSu2pxywunLI64Oati8jSCS45CINqjPGa1WrvIh6KyKmu6mtovkxH94ByfSm+GLCTXtD1zTGLNcMI7iLPTcp6H68CqFrpd5ruoMsC7j953Y4VB6k12Wg29r4Vkm3TNPJcIEZgNoABycVhVqLqdFGjJ7I5C70nTvD2tW9vb3TTaikT+dz8q5TsO386j1tbuDSZ1uowm9Ay853YYc07VdJvFvJ9QQxzSPKzF1bpuznPp2rE1C4vGRYJogivgZD54BrCUHKSktT1KGIjSw86UtG76eqsjqfAGoWmk69FdX8hjhETpkKWwWGO34112t+GNK/sM614fummt4z++Qtu2juR3GO4NeaWxCqhOQDx9K9L+HEkU9zqGlTMWgu7ckr244P6H9K6o6qx47L+g+EdL022tNX1u9EM0m2WGBn2AdxnuT046Vy3itILnxRqE8LpLFLKGVlOQRtHStnx5JK3itocnyoII0QexGcj8T+lcy0iqmXJAHPuahx11C5qWt7fW/wsmluZ5AtzdeTAjE42LgnA9MisjRtN1HUbaUWKAzSHDSucLEnqfc/nXSWXiGy8Y6INGa3Fu0MXyw4+6R/Gp+vX61peHrO40bwoEuhi5mkZ5AO3OAPyA/OhzSuXCnztIrafYWnhywa3hbfOwzNcEYLn09h7VzOu60trdwAPktuyK2dZuRFZyyScReW24+h/8ArivLbCaTV2uLm6xmNQFJ/hrminUfMz0k1SSjE7C31+C+YxXI3xpJlcHlTjGRUMtukOoywxyiZAgIcDBO4Z5HrzWJpUUeo6pFDEuIo1Zmb+8FBYk12UMqRjHmhfotKrX+rtK1zWhg1j4OSfK0c9FCkdoqlQDk5+tWbDT5dQ1KC0tlLSSuEGO2ep/Ac0+4t988hQkhmJGK9Sn1vTPCei2MgsVe7ntFZDFEBu4A+ZvrXZF8yUjxpx5JOPYfrJW9stS8O2jZmgtEKjPf+H/0FfzrxczTOxWQsCDgqexro9M8SXFn4jOqyMZXkcmZem9W6j+WPoK7HXdG8Pa7od9rtgENyke8tGxU7uPvr61m73H0OU8EWVxdeKrDyy4ijDzTFegVV7/iayLu6F7rt1eSsTCJXlYnvzwK1tH8UjwxMYTETDdALJIn3kC/zHP6VS8d6dJDPDqNrj7Lectt6b8Zz+I5/OruotIndXMvTILnxH4jigWQI0znLEZCKBknHsK9Ch06y0CJ4rRP3h4kmbln/Ht9Ky/hzoNxbNJqlzA0ayw7bcuMFlzyw9uAM1q36lzLnJB4IrGvJpHZhYLdnIeINXkbZDAuZvN5A9qzbXVb1G3zQO0EzbFJXKPjgr6Z9qryMwg1e6uSVeSZ0jXuMcD+X61vW0E//CI6NaphmaU3Ui56A5xn8/0qVFKHmdKqyVVR6MpPp00lzHKkPyKpHJHFVCgcthec1pyajFayeXLbtu6j5evvXW/D21a0m1O7lt5PLW33ruT7wBycE8Zp4arUq3U1axGY4Sjh+V0pXvcXwtA3hrwpf61dxlHlKiGNhgsoOB+ZJP0FYvxDs549Th1SMlrW6iUeYOm4Dj81xS+LvF0viB4oYoHgtYjuRCclm/vHH8q2PCfiOxuNNTRNZQNF92J5U3KR2VvTHY1tLfQ89bWPPLZS7jk11djJd2Xwvu57mSRRd3YhhVicFVwTgemQaf4s0m00fxFLDZwrDF5SMEGcAkHPWrek+J7fxZpY0S5txCyQ7ViHQgfxL796PhV2JauxxBu2stPdw37+4OFPdV7mur8GaFatoh1a9iEsrSHyFf7oA4zjuc5/KuIutP1D+2pNOkjeS5STylVBkse2B9Oa9jWyWw8O2VmuAI4wv5D/ABzROXumlGCctTn9Z1I28Lys2AoBOfTOK4nbeaneXJS6ht2kYCJJyV3k9ADjAzjv610Pi+2mm0rZEcKZEDkdkyM/0rmmnim8UafbRtiKB1Ln6HP9K56KT1Z3VpyjH3TQii1AM9pfxeRJC4ysh5BI7Y7YNVnsfsVsA7RtuY8oa3L83Ml3dX6lSJn8wI3BACgY+vFZL3M2ohY2iI2tlcc5NTCdX2nKl7pvXpYeWG9rJ2qWK9rZTXt5Fb2sZeaRgqqB3P8ASvXZTBHjwvG43f2f1/Db/wDXqrBrVt4V8KaVNJZNLPNb4UIoU7gOQx6jrXn6+ILz/hIf7YLk3Jk8w8fL6bfpjiuyS0PGizFuEube6ktbkMssTFHU9iK1fD2q32j63YvYkedPIIvmGQQSBgjv1r0aa38O+MNLuL1YEN7DAzEEFZIyFOM46jPeuL8NX+j6RrVrcaoAGjBa3ZvuiTjBP55qYrqDLHj7VLq/8VyWjPuEO2JV9OOf1JrN0uxj8Ra9HpKu0djbI0krp1OP8ScU/wAcQGw1BtXtlLJeMdxznY5549j2rW+GNlt0vUNQcfNK3lqfZR/if0qua6uOMPesakqW2l232ayjWGIHHH8R9Se5rg9a1Wa7uLeOEhdsm1mJwoJ4wTXcX8bMjgck9q8081bHRpZLvDXM0zOUP8LbulccPeldnpSfJD3Tck0jxBo9wfPjjlgdv+PiCUSRYPGCR+WMVVl0ZZkidpUPlgkrg81f8OT3H/CMXELqVe4m84M3ZRjoPfFVp7y8hmMGEYdCQeMGipKqqlqWx0UIUK1C+JdpLboZrxJubb09K7b4eQNbvqOqykrBaQEFj3P3j+QH61R8E6RbanrzwX0KzwiB32kkcjHpWv4q8SaVDo40XQfLWJjmZo1IXGfujPUk9TXbY8NMofEGaf7fZajGT5N1AoDDpkcj9CK4+OSSaQFmLZr0Pwve6Z4g0UaBq2wsn+oLNt3DsAezD+VYviTwxb+HdUhht5JJIpIvM/eEEg5IxxWau9Cnbc5/wt5sXifTjFnPnAHH90jn9K9e1QBbSJD6Zrh/AekjzZdQm/5ZgRxD1Zup/AZ/Oux1aQnC56VFXRG+GV3c5fXdO/tLSrm1VtpljKg+h7frXk+k2uoBriyS2kZ5MxsAOh75PavbkQOOTTHWNONo59q5qdXlTR2Shd3ON0jRotGt98oHnspBb+Y+lXYNM02/0jVtQKyCezjV0Kt8rHktkeuBVbxTqkdrEEBG88AZqX4cLLqaarbvgxv5YK9sHcK2ppy9+SuZzreyjyU3Z+R1ei3mk+EdDhu78f6Xc8kBAz57KvoAMZrI8U+L7DxB9jECSKYd4fzFCkA4xjnnpXO+OLh38UzWpcEWirEoHQHGW/U/pWFIN6rIvB6Gt7tHnvV3OiRIQAwxtrsPBv8AxMNK8QadbKGklgUKDx8xDAc15Ws0qj75wOetbHg7V7+LxRcWNvrE9is6OU8tNxdkQsq+w4PJ/rTjdsl6Il8S6Re6XeRW95btFJtJXJBDD2I613enw6bafDnTNS8QKJILXdOkJ/5abSwUH25/lXBaZq2peObq0+2Xcsrb9o8w5EecZP8An0rd+JWoB9KtdPtsrZqwiQeqIP8AHFU7J3BdjqvDWuXmvaIdWvAqtcFvLjUYEcecKo/AVUl+eRh71NoEX2TwvaRAYCwIMfhUBOHJriryuenQhZHP6l4Tg1C4Msk0iKzb2RQME4x1ou410y1Xyz90bQOvAGAK6CVl2fN0rzzxJrTT61BY27ECOVC598jAqYc03ylTkqd5dTd0CzkudfEuqQ7I7SNZdr9MnJXPsACcV0s3xRsVLxRQXMsOCvmAgBuMZwe1UfF0DaZ4WurncEe5kSHPc56/oDXnEGCNpGVauzVI8+pLmlc3YZ4ZwMlQwHrU/wBpityrL94EEY9a5kq0bYB6VFd3MsFm7RuyyBlIINF29DOx7V418Oajqtx/atpFHJGLZQyb8PkZJwO/WvM/C0U3/CU6WIAS7XKDj0J5/TNa+oeMNSi0K1urXxLqVxDJdfY91xEsSzEJlniA52qSFO71HPUC54EtFspptYnGWtkxCpHWRsjP4DP6Vco9yU+x0ms32neHvE0dtZRJNrWqyhHmIz5EIXDY9CQP19qvam+II17AV59YPLqfxQmnmJY26Mg9sDH82Nd5qRywX2rCtL3Ttw0OplSWyXUTRyAFWGCD3FZsWh6dZSySwwKkjHLtySfxNaytg1jeI9VTTdNlm4L/AHVB7t2Fccbt8qO2Vl7z6GZNBPqE14LeZVitI2kkyeTwSAB74Nbnhq70/wALaFHqd8pFzdYOAuX5GVVfTjk1zHw6WbUtS1NZGLmSJS+e+SR/WneOmaPxCmn7xttYVAUdAzDJ/TbXfGPKrI82rU9o7s2/EnjS0161t4EimR4pS583HQjHBBrDQQkbwRisF18yMMBhl61EGkHAY0+ZmNj1PwBOk2rX9onPm2hB+uQB/OuN8XeHr7RZbSO+gVd6sUZXDA4xnpVTwXq8kPjD7O+rXNglx+7WaKWJFQcEljJxjjoOScCnatreqazrFxZ6jLdvJYzyRBLnbvUZxyBwCcDOMj0q7PlJurnYeGdLk8UeAp7CRlQQziNZnHEaghs/gM10um2tlpmjvbaaWa0UkI7HJf1Y/U5Nc3q10/hf4df2dAdt3Mhllx2eTAUfgMVvWUX2XQLaH+5Eq/kAKznaKsjpoLmd2UWHmORWTd+GtMuLlbi4h3urFgCx25PfHTtWuThvemXEqpGzHHAzzXApNPQ9FxTWpz2rlYBFBCyo8jbFycDJ4GfQVFN4bkh8TWukvdby8azSTKMAL/Fj8RgfUVx+t63JfajK0TYhQlUx3x3r1S88y10u414pmWKyABI/Ef8AjxFd1Jezjtqzz61T2jt0RrW+reFvD1wsKtaQXC/K5wS6g9QWrzeYW9zcytH93exX3GeKwI3aRm8xizOSSxPJPc00STQNgMcg1fM+pz2R0IihijJbaOK7bxhZ3OpWWkahbW0ssYsh5jRqWC9Dz+ZryO/vp/sbsJWDbhgjriu41DW/E/hfw1or3mo38D3YZGiA4twoTYGOOGKtnHb8DVQ11Jb6G54PcyQKT0LOcDoMNtH6CtfUSTIaKK5a3U9DDfCiiCQSKgu5GSFiMZ96KK4+p1vY8k1WeS81WYzNnDlR7AGvV/g/bRJZ6pIF+bfEufbaaKK9mitjxqj1ZwniUl/FuqO3LG5kz/31iqiqDCTRRWMgREB94e1YMWq3Oj679vtSvnQswXeMj5lKnI+jGiinT3FLY6b4clo9QuEViFSIMPr93+RNdL8Qo1RtIiUYUo5P5rRRUz+MqPwndhRHpkar0CgY/Cspj89FFcdXoerS2KuoSNHbSOvVVyM15l4fhS71+0abLGS6TcT3y4oorfCdTkxvQ9X+LHGiWUY4U3BOB7Ka8ttwCUBFFFdVX4mcUNkOmUb6zNa+Wz3D+8KKKyjuU9hNW8Tvr8NtHNpOm2zW6JHFJapIpSNc4QAuVA5ycDk816t4V/0m2iEn3Wkdio6cHaP0FFFXV2FT3M7wcofxnrMjDLCRwP8Avs/4V1uoEmSiiuWrsejhtij0FcH4+Yn7GmTtMjEj14H+JoorKh/EReJ/hs6X4PW8Ym1OXb8wijAP4tXOeNSW8bakzcnzsfgFFFFenP4UeTHdmZGoMTGoQMEiiiuc0MZNdfSLy7hOnaffQyyBzHeweYFZc4IIII6nIzg9wa6HwpdTatrN5qF6/nXNxMkkjkAZZm547fSiit1sZPc7DxWTcadC8hy0uoRq30yeK7K5+W0QDpiiiuSXwnoUPiMkfeNZmvOyaVdMpwwiYgjtwaKK5I/Ejsn8LPI7aMOcHOMV7347iS2+HJjiGFbyFPuMj/CiivXWzPEfQ8ehA2D60+cDINFFYPcszNXJS1BXg7hVO78Rarqen2+mXl7NPb20jyoJJGYlnxnJJ5xt49Mn1oorSGxMtz//2Q==", 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", "info": {"video_id": "163235", "label": "holding a lego in front of a toy train", "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": "95eacfad7007e98bc43241aee3a7d869f61d6ac0794dd27811277ce754eac07e"} +{"episode": 40990, "episode_seed": 2977628893, "split": "train", "timestamp": "2025-10-13T03:18:47.770342", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2977628893, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 film camera in the air and letting it fall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "176043", "label": "throwing film camera in the air and letting it fall", "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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zyxOo38CzNC5tl5jT37tirYXJo1e53UMvjOHMpHY3Pi3SZ9bmmt7+RQJMGORSquMYBB+vrXWaVZ70iurdRGjR4JxksT3NeTPYwT2+JUBOatWxu7FQLK/uYMHOEkOPypON3cJ4KtBNR1PVl082gkDMXLsWyfc5q1axxWtvJtjVN55IHWvNYfGniK2IEstveIP4ZFAP5ilvPH2ry3loy2cKW68SQqeT6nd2pnJKjVvrFi+MdHt9G1az1pFVJLyWSG4P99iNwP4YxVaNy94CYjkRkiTHAz2+tcl4p1rVNdR7u7bdAlx5sHOPLXodo9/XrxXSQs8ukwvbxuWIV85/z9a4sSveTKUZRdpI82gMXkRhjtO/DN+Fa3hmRU1yGMMCNxUn1BOP61gpGXiUgdX2gD6ZrT8PERataSZ/5ar/AOhLXWhx3KVgyR322UkRmQAkdvmq3d2tq2oXJRODKxH70DuaqmL/AImtzEo+7MwA+jVBfoy6ndA4z5r5/M0EyR0fhSJIfGGmNGD/AKxifmB/hNe0CcHGK8N8FEr4ssckfeb/ANBNexCTjrWFTccVoXWPOai3ZcDcF926VGJPl61Q1CUqgAPU1CY7GpNH+6V4yGyOcHNedfEucraafGUyDI7H8gP611dnqD2UDrLyg6Zqjf6hpepNGtwVGzPDDNUnbUOU5f4awRXM+o5XO1Y8fjur0W00yG2n+1YO5UKj8aw9Nn0yyucWAXMuA+0Y6dP611G/K4JAHU1tF3VzJ3UrFfUtOX7KNgVXkbaTj1qjD4OjaFnKDOcA10lttukSRvuoN1XbadXtyq4IycVoilVcVocbN4OEe0xM6hQTwauweFZjAzGc5XoMV27RDCrtHQZpiulruknIRGdUXPcmkX9Yk1qcE/h9nuBGHdgvBI6Zqtc+E7pZY7oPhofm4HJ7mvR7SzTe0oPDOT+tTyxpKWAAIwRTuEq+miPO7u5Fw0LKcgJub2NSajpn9p+HG89M7iSB7dKNLstj3UMgwUkKjPcA9a2byVY9PKLxjAArkUbSbJcrxsfOBU2d1eWLDncUH4Guu8O3Ye1ETt84yCKxfFelXcOu3l4sZ8nzeGFFxK9hfPJFwokZTjpwa3hZ3ZDd7JnSshtrrcufmbO4V2Wh6otxGsMz5we561xlhdJd24kYg5HSrV1IbWBJI/lYsACK0uQ6Uua0T2S0UR2rmL72RiooUaHVpJ3c7Io8Y9zzXE6F4xxc7JyVU4Az04rTi8UQ3VzdKHG13KrSZo6c4bo3ZZodWuQUYbkxjHXqKvXU5l08oncjJ/Gud0WSKDU5DuAHl46+9dMVhAwhBz2pRIkknoP09i0UjP04FeZWWozy+IdVklBRZZ98Sn/nmchf5V6b5sccawBgHfoK848XTwaf4gsEhK4miKnHqGwKyrq8Bxdgkupbq/kPVEGFFYWvzJHfafKyj92WJ/HArZtyEaV+m5vlB9hXLeKyY/7PDEgsJNx/KuSlrJHRTspJlfWnNlq1jqPRGBt5MfmP5/pT7S8GraqthajC9Z5R/Cvp9T0rLN4niLULDTnZ0t3lTzHUdDnGAfXmvRLfRPDnh3VJ9JtZ2iu9qgF2LbmPr2yfSvSi7I45w97Uiso0SNHUALGGjwOQMcCp0ghkJeaFHz0yo5q6+hX1qt2mxZQXVgIySeRzx+FQbW+ZSpG3gAjr+H/1qDSM5R+F2Ko0u0cSsu+MqM4znH4VVk0gzpiKTO3h89CfQVdkZg3lwDLPxjsPUn6fSrsarCioD90cj196Z0RxtaPU5eTTbm3BBtigHdRn+VU7m0mmiRIgSZG2nA5Cjqf6V2bsFU44qpZ4kaW5IzuO1MdlH+JoN/7Qk1qjkdStx9gkjMeEC7cEcfStfwzM40mIFSXjBXaTgHA6H8K2bsBreQNzlT1HtXG2esf2Lq90J1doAFcKvHzngn6cVz4le6mZ1sSq1tLHFaeDLdRIv8GWx+FaWlBWuBMRtPnZH4MKq6EArXNy4+WNAM/Wr8TRLpAdXy8b5JxjIJ61qZRdpFTVo1t9c1NFyJEuJf8A0KvQrfwdpd9aQ3X221LzQrIwdTncRk/zrhNZRrvxDqkyLzIom47bgp/nmu20OfdpVm/byV/lUTCxJb+EodL1O2vIDAwjc5MbeoIreeXAqKJJJQPLQn6UsttcjA8sgnpmsmmxqxJHcrt5NQXc8Ukec5INQJYXVzfC0X5JSu7DelXpfCcywO8lwcqNxUelLlFzHN/bDcak1szAxhCcZ5B//VXG+K7g2uuGOIkDylJx6nNXHnfSPHctvcPhdxj3H+6eVP8AKo49Lt/EvxAvNPu76S3UpJ5RSPeWZI8hfQDg8+1XCOtmJy0uSeDblpdQeViSsRUnP412Sa/5uoTxFsIF2A+5rz/wXJiS7Unlgn9a3rqMxShlGQx5xW8V0MJ3uen214p0x1hIJK7RitHRoSI8sOgGc1wOi6rHHtjkJA9TXodhcwvblFf5mQfrTJTuWn1IHUIIh/y1YgfQVkfEtpB4QxBu3C4jYleoAzzWiUgj1WPOMxR8Z9SazPEF/Ks8cWA0bhgU67uOlItrsbmlXJh8M2pcnzBbISW6k7e9WNNn87jPITJrPtreZbZIpjnEahsdM45q/YRLbxSH6Cgk4a41VT4x1S1UYSDbGD6nGW/U0y91EzXnkA/Ki80viSzj0u4hvScPcSsG9yxLVzmtXE1rZz3EEjJKGjAZevOc1w1U+exsrGhf2cN9avCwHK7jXDCyE9xewP8AeWRm/Pmt/VpBa6DFqen61qEyvc/Zc3ESxrPhdzPEBztU4U7vUe4GReyfZNdDDpNHyPpXRh4uLdzKrsVbG3khs5eSNpwK17S0muYk8zJ4yM0zS0N5dN8hEagk8V0logWFGAAwMV0NF4etKDuY4sJA2FHSpFtmVMFSCDW7FGmNx6mniCNkkJ9OKSPSjjovSSMaOWa2O9JGB69avweJL+M84cCpxYiWMcVXk0zHQc07IbnQqboS58UXa3q3J4CJhV98cVyWqy3Uz2d5cSFpIpM/ma6J9MM7on8Knc2O/tVbVdLdrFwOuc0pJNWBUaFnY2gjSpC6nhVya5DxHp95q99Ywxq4jXzA7KM4HFaXhy7+36+ul32p3VrBIwjV4pY0WPHUsX4xjPHUnArS0aSa3vdZs7nzy1vNtUXIAdAC2c44B6ZxxXHSptSTPOlKy0KVzFFp2mactvAFnihjIAUAbwR83vz/ACq/J4euE0mS8uzvllkMjs5yS3XJ9+lbk+jhNHiu5pFeYiNSoHCqSDj8avTLPexXGnj5izDYR2yea7olYefLv1N7Rz5kMDt3t0PPqRV2+W0+xt9sjj8tFLOzjhR3NVLcRo8MakdlX/dUYrJ8W6ipsmtEyfNkWNz29SP0rKcuVNmUI881FdTml8TabdanATot19kMm1Zc7fkHAOBzjPNdRN4cZpCIblcMAyq3HXpz/wDWrnH0+WK0WZ1xyQF9BjitTWNZvLXR7RdOcfbZkjYuw3eWo4OB6ms6VVzdmjavQjTScXchvNC1EQSxhFRwMJz94n0wfTJz7VD/AGfdQQBRbS7IwBwMgflmpX1/VT4euLtjCb15hb27KvyqCoLMQe4H6moPCmqX0GoG3v7xrmK5PVwAVb29q6EmzGNOco8yWhWmDRriVGXjHzDb/PFeYeNY5YtTe5VlMThQw3DJ/Xkcda9w8ZTPZ6FcSwPskWePDAA4B69a4PxZ4fvYNDsrnU3laTUNwnjaIDy8bWQM2PvHOcf/AF6l66MlHHaXaRf8IfcXGDvMxB57AVX8tR4ZnlA+csFz7ZFFFI36mnoaJLFf3cihpVt4iCfpXS6cFFrCFRVUqDtUYAyM8UUUMVT4mbMUzxrhWwPam3l3MiKQ5JPGSeRRRVGTKuhTyxfEALvZhLaAnec4PzDj0rpri8m/tbO7o4THYj0oormr7mtM8m+KEEcOv2syDDyQYY+u1io/QCuYi1a60fWodVtihuQhbMi7hllKnj6E0UVquhPQXQJXiuWKHGcCu2tGMmd3NFFMr7A+5/dWUjpwQP61saFqd19oVfM4CqBRRVswp7M1ZtSuX8QupfA2r0pZbqaTXrMM5I3n+VFFJmp3SXMhUZI5HpUd/dyw20ZQgbm54oooZmee/E29nP2RN3yrOcfkKyfERxoG7uZUzRRXJW/iRNImJrviV9bgtoZNL0+2MKrHG9sjqUReiAFyAOcnA5PNSIouvF2lxy8qc5FFFbw+Iiex21jawxteBUA/fY/ChoUitTtGMS4oorcmOwo6U12OMZ4NFFIovwgCMYpzHg0UUDRBYgFZmIGd+KbeqrW7ggdDRRSKvqecQ64+karqUP2CwvYZJ93l3kO8KVyQQQQR1ORnB7g1Fc+JdUW9ubwzhp70s87Mo+Yn27daKKxj8QpbHoEur3bjTrZmUxzMgfj+4eDWhZX9wviaJA3yvC+73whP9KKK3F9k3JryWzsLO4i2+Z5LH5hnqBWXr/3tPB53Xa598nmiisavwsvDfxUamt/8erqAAFGRj/fNYd3xePGCcJHHt9RlR/iaKKUP4j9Bv+CvVkLnOlRp/CLqQj/vkVbvbWK3traWIEOD1oorrjsdNH+HH5lrxwxHhxz3MkRP5155qmt6heaKLK4upZYYC8qb5GY7mx1yecY49Mn1oorFnAj/2Q==", 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", 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", "info": {"video_id": "176043", "label": "throwing film camera in the air and letting it fall", "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": "14c3d6d8989ab999b04e426bb77540b58466dd54f4a08a3ffaba1b73d500acd3"} +{"episode": 40991, "episode_seed": 4041650050, "split": "train", "timestamp": "2025-10-13T03:18:50.950299", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4041650050, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a magazine rack from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46239", "label": "pulling a magazine rack from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "46239", "label": "pulling a magazine rack from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "465da10d65347d0ea36fd6b225ea3d26a5aaa6f5b687c88dd76e4a0a0645bbe0"} +{"episode": 40992, "episode_seed": 1536937615, "split": "train", "timestamp": "2025-10-13T03:18:51.809876", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1536937615, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting box with apple on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "90035", "label": "tilting box with apple on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "90035", "label": "tilting box with apple on it until it falls off", "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": "1a8e6c4ff670e68ed62344f7d102e377ebfb5cdd93c4a1de02eea7d123544100"} +{"episode": 40993, "episode_seed": 519342000, "split": "train", "timestamp": "2025-10-13T03:18:53.188795", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 519342000, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing plastic bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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XKFJLe2w1r/fxyPqvtXTizYW1yWliUbkGME/zNc8+oBkhWSMYaJ4+fXn/ABrofsQNg58yIb5uvlD096uBwKEoyin3JbGzi3jM8BPH8A9frXTR21q086GaH5pV5EY7ZrC02wR50BuVH71R8saf4V0kkaW9tcMt1J50txtUhwvOD6DsK2iTjE24oz5znXZfKcEPJ5SMwGNvPPHYkmta3VPK2ucFm7DPJrNRAmZEHI4Bxmr9pONgDk5A+UjtWi0RE05K5baCMmQqWGFKg9CO9cveI0u66XJXcFbj7pxXWzT7sISHLcE9+fT3rIgVka7tPJ8xZl2kg8DnrS3NIR5Y3OYd9/HTmp9LaMTyebGXVQTt3AD8c1FcgpO24YcMQwx3rT0ryrS3mmeASPJ93Pb1pSdkXQg5ysi5c3Fm0d3/AKBHzGjD548fw+9WtCt4WvNQkiiWBWjhPzFTnIPTB9qhkubYoCbdcyWnoOv+RVzQhBcyTtCqxgpDnCjn71RfZnK6UlzJr+rnQtFF5nMygjthanAUJjdx68U3yvnZvNbnsMcfpT9vGCSfxqGzqSsKy5Uj1paQcnNLUlBRRRQAjEgZFRE4+b3qY9KjUZJ9KpGU02x5JCkjrUe9icYGNuec1LSZwQPWpNGfLN0QLph/dAH6VtaQBHZ3jnr5P6k1lNc2cl/IzRvtDf8APM81u6bc2v2K4f7NKdzKvERx61CWp6dWso0NuxX8T3X2Owt7cHHnbFb3AG4j8cCsqwhWWSSJlB8wgvkUvjO5+2eKLaBUCRRoihcEdcDJz7CptNxHbPd95JWKj/ZzgVwYt+8Z4d80bmnK17pFzFJpNuJQ4/eRkcEYPPtWnp3iq/vZ4bFLZrRrdjtbcGPPUHiprIlVVWPOcfhS6LaLJq122B8u3n06mjDVZOSgVWfLFyN2204ROJoWJTBQ591P+BqlFHn7G2CxVZMfrWo16luUVchGkG5O5IU/4/rUMV40RsALUIjO6/vJVXr7fjXpSXY8/wCtS5bS1OJGNmzoQTitS8Cyyyf7dqGB+gH+FQTXIS8KG2STazD93IrVe+3bI7WSS1UK8bRY81M9x/WoSPRxle8IuxyutJ5l9pcmDt8s5z3K1yuqDfYzN3zu/Wuz1S4F9HZlVCeTHMTlgeuPSuS1C3dNGupCy4CYHucgVMkThaqlCTZsO4W405x1zt/StqDH2ybHXaprlEnLXNmD0Q5/z+VdBYz/ALyWQ/xbQPyrxpaGkToZN8WiSxLk+e+zGeOT1x9KfKEUxwFNyADcAccVEk3m+UvZTu/GrFpp91fySzwo7Kp2ADv61tRvUnGL6E1GqcW+50umXkcmnpZTqAX3CKRzhQcYH9eK4y3u57W9eNsk7vmyevPr6H+tdJepqGmWsaPtSBlDN8gPX1z9K5ZUaW+ZyWYMcKOpPPAr2UccmnFsqxaevlarcAACE4QDsS3H6CltGA1S2J6Fx+tdI+jyQ6TfxF/nMaSsMe54rmorWaO6QhlPllTnPvWEtzvwdWLoyjcZOoTaCuRHc4/z+Vbe8/YbcH+Jmf8ApVK/sZf9OAZflmVx+JP+NXZWxHbKRjEQP581tA5KbU6isbGgxedqdsgz9/ca1Io5r+7ITcys5KjHbufxrO0OUWzG5J5CMF+pGB/OustFR1VIJGgjjww29Wx6n+lawMcbK00ia106OBDHcKZEcYBQHIzTLuzjhk2Rnd8o6dQcc1akufOf7O5ODgq0jf4VVaTfISY93z43L6VWpgtrlyxtliHmTAZK5U56A/1rMvVFpeiJhkcNv9ea07eWMCWRozsXJ2DpWXqt6lykcaxEspIDEjIHpxTjfmCTvEx9Wh+16hHNGozMeVUfxdP1/rUtzD9nluLYHIhfbn8K0ra1eS6gk2krCQ30JYCqesJKmq3Z8ttrN6VlV7I7MuklJ3E2jyNOfs25D+eP61c8KKuGC/eMnzfhk/1NVUjlOm25EZzFcfocH+laXh2JoNQvY3XbtcsP1H+FEdjnxFudrzOhjOXP1qVyeACAx6VDCckVYpS3KkFFFFSSFFFFABSAYpaKACmMeh96fTWXIoEz5RtpbHcxM5GSf42rqLL+zV0ov54yZgMmRh2NctYwnOPtjjPPAX/CuvtrU/2RAq3r5abuqn+lQtzqxf8ACOR8USxp4uu5YXLokigEsW5CDv8AWtiyTctrb/wxoCw965vXpVufE+obJvNVrgL5mAM4wuePoa3LSbY7HPJOK83EazNcPpBHSNc7Y8g85qWwvDa6ZdTNgv5mSc81izXASHJPNLaSlo4o5TvSW4VpB6DPT8hWdKTjO6NZQUlZnZaU0FxeQ7raeZ2yGDjABP1PrSwSRwwW0h01NsNztIyhY9Pf2osG0t7+3xaqP3nZMU6X+zvsEifZkGLvGSn1r2Ezhx1GSkrLoYmqvavfMXsJAodhzCP6VNBPbLY2nl2EhCTkD9wPY96bqkeli/uVCFXDk8FhXKaeF1XxLPpT6ncW0Id3hCKXyyoSBz0HB5Pp71KN8RFuirrsTeJOVmaG2aHbI6/eCdSPT6VyOp+athDCS+2WZBgy7gec9Me1Ok1G4nWUebMwdgx2qD15qlcyvJqVnE7ylUBkw4A9u1TN2TZnh48tM1Y2H2rPZEGf8/jXQW4KxRDu2DXNWA85yneWUA/Qc11EP7y7TH3UNeRM7I7GzFJsc/7K11ug2t4+hwxgNi4kyCvXGa42H5os9yTmvR/C05OlW1tFJiQjfy23B6jHscYrqwC99s5Mc/dSJNcuZH067hnRQY4Ni445GMdeowfwrz+wEvngwgM8bbhuOBxXpviKSK/028hMSrcJH5igcsCCMg+hxmvPbKyk8nUtiOxiXaCsuzBLetek3Y5H8DLNxa3CzXAEcb77IOQkzoO3rmuQkS6imkQJcAY5EdwCPzIzXVXEd5HNAEW8QtZkHEqyZ4PY1wuvXt/bWbTRzXCOSoy0G0/mKhnRgXaEjor63vGlkEImXzLcOc3IOSOfT2rVlm0971U85QFRRyfauN1SeaHRbXU9P17U5g0pswZ7dUWfCZZ4h12qTtO71HuB0iFReS7rxwM4yXUVpDYxppxqNo6S0ntJJIli+ZQTkYPPynHNeg6JBElhGrAGQoCwI7dq4KwjtU0qef7WDIsiFd03A9ePpmuv0O8tpSztIyyKAEXdwwwB071p9kxqzbramvNBaFBJJCvDccck9KVIbeCGNWjwSeB71Qvr0qyOiySrGc7sYVW9/wDCrVo8ckkbTOHuCCcA5C0rDbdtOpPA6MsmUVRuwOOtc1fxLFqsoUYTjA+vPFdZ5SbduOM5rmNZjkju2djuydoOPpVU2rktNRSY5bzytOlMLgBApbMTNzu7kfhWXr2oOt6zLNAcqpKlHHOPWtiS5eFLy3At8RRKAPOx2Htx1rL1nUZJdh+y53Rq3yzKRUy7l4V2na/QrQajNcafdEXMWUKviOFn9uta2g3kj6jfS3WQGiR1/csvDdfr0rzO1167uPGV7pVxqt5YWksmxTHPEixgYJJL8YAz7k8V0ngXUL25vdfttUvbkm0aOGNZ5AJEAZ+GxxngdMiiFm7EYiLVTnielQzwlQUVsn/YNTxncpPPU9aoW01mVAFwWOOhlJq6rKJmQHnrj0pTVmaRlezZJRRRUFhRRRQAHikzz3oYkKcUm75gMjkUCFJwe/5VHIXJYLu+7wQR1rmvH+o3mmeGHuLK4aCYTRrvQ84J5rgdV1LxXpOm6fc3GsXqyXW/fGVGIsBSoJx1IbOP/r0weqPIbQ/KK6ae4kt/DiyxnDRq7KfQiiiskeviP4aOK00mRQ7EltwOTXVwnCrRRXm1fiIhsS3UjGJefWptJZpJ4AxJAy34gUUVNL4kaQ+JHV2DsLy3wf8AloKuXPFvcD0u/wCjUUV6qHjviRjawf8Aia3J/wBr+grg31KfSfEN3fW2zzonbbvXI+ZSp4+jGiiktwxP+7xMuOZoZcJjovX6VWeZ5NXkZjysQAooqKvws5I/Ajd0P/Ws3dQcV0umc/MepNFFeVPc3Wxp2/8AqD9Wrf0yeSGyt3VuWBHPtjFFFdGD+JnPivhOulmaW4tJ3wXuUZZOODzj+RrkLeaSGz1TY5GVBP50UV6bMaSTUr9v1Gm+m+1Wu4hv9FPUezVw3ia9lm0Vg4XAkXGB70UVB0YeK5J6GPq3iqXW4rKOTS9OtmhVY43tkdSiL0QAuQBzk8cnmtuC9KyEiCDOc8pmiitoHLH4mdnY6jKNBkYRQA+b2iHpXSaQRc6x5TqojfLbVGAOnT0oorRHBV/iMu3V/dQX1xBFMyRJKwVQBgDpXSWUYjSF1JGU3Y7DpRRTRdb4EaqsSgJ64rK1lFae1yOsq5oorOO5t0Qs8UZlvsxpyoz8o9BWNqFjaSLButoj+4H8Iooo6CpfxfvPG9T1BdK8UavAun2FzDJMWMdzDvAKjgg5BHU5GcHuDXReBdTubiTVbudlknuZEeR2Qcn5vyooq6H8RE4j+vvPUtJmllCkyYBxkKqgfyrYOfPf5jjb09KKKuulzEJ+6TKcqDS0UVzG62CiiigYUUUUAcd8Tf8AkT3/AOviL+deRXOr313Zw2VxcSSQwuzrvdmJLY65POMcemT60UUCZ//Z", 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XKFJLe2w1r/fxyPqvtXTizYW1yWliUbkGME/zNc8+oBkhWSMYaJ4+fXn/ABrofsQNg58yIb5uvlD096uBwKEoyin3JbGzi3jM8BPH8A9frXTR21q086GaH5pV5EY7ZrC02wR50BuVH71R8saf4V0kkaW9tcMt1J50txtUhwvOD6DsK2iTjE24oz5znXZfKcEPJ5SMwGNvPPHYkmta3VPK2ucFm7DPJrNRAmZEHI4Bxmr9pONgDk5A+UjtWi0RE05K5baCMmQqWGFKg9CO9cveI0u66XJXcFbj7pxXWzT7sISHLcE9+fT3rIgVka7tPJ8xZl2kg8DnrS3NIR5Y3OYd9/HTmp9LaMTyebGXVQTt3AD8c1FcgpO24YcMQwx3rT0ryrS3mmeASPJ93Pb1pSdkXQg5ysi5c3Fm0d3/AKBHzGjD548fw+9WtCt4WvNQkiiWBWjhPzFTnIPTB9qhkubYoCbdcyWnoOv+RVzQhBcyTtCqxgpDnCjn71RfZnK6UlzJr+rnQtFF5nMygjthanAUJjdx68U3yvnZvNbnsMcfpT9vGCSfxqGzqSsKy5Uj1paQcnNLUlBRRRQAjEgZFRE4+b3qY9KjUZJ9KpGU02x5JCkjrUe9icYGNuec1LSZwQPWpNGfLN0QLph/dAH6VtaQBHZ3jnr5P6k1lNc2cl/IzRvtDf8APM81u6bc2v2K4f7NKdzKvERx61CWp6dWso0NuxX8T3X2Owt7cHHnbFb3AG4j8cCsqwhWWSSJlB8wgvkUvjO5+2eKLaBUCRRoihcEdcDJz7CptNxHbPd95JWKj/ZzgVwYt+8Z4d80bmnK17pFzFJpNuJQ4/eRkcEYPPtWnp3iq/vZ4bFLZrRrdjtbcGPPUHiprIlVVWPOcfhS6LaLJq122B8u3n06mjDVZOSgVWfLFyN2204ROJoWJTBQ591P+BqlFHn7G2CxVZMfrWo16luUVchGkG5O5IU/4/rUMV40RsALUIjO6/vJVXr7fjXpSXY8/wCtS5bS1OJGNmzoQTitS8Cyyyf7dqGB+gH+FQTXIS8KG2STazD93IrVe+3bI7WSS1UK8bRY81M9x/WoSPRxle8IuxyutJ5l9pcmDt8s5z3K1yuqDfYzN3zu/Wuz1S4F9HZlVCeTHMTlgeuPSuS1C3dNGupCy4CYHucgVMkThaqlCTZsO4W405x1zt/StqDH2ybHXaprlEnLXNmD0Q5/z+VdBYz/ALyWQ/xbQPyrxpaGkToZN8WiSxLk+e+zGeOT1x9KfKEUxwFNyADcAccVEk3m+UvZTu/GrFpp91fySzwo7Kp2ADv61tRvUnGL6E1GqcW+50umXkcmnpZTqAX3CKRzhQcYH9eK4y3u57W9eNsk7vmyevPr6H+tdJepqGmWsaPtSBlDN8gPX1z9K5ZUaW+ZyWYMcKOpPPAr2UccmnFsqxaevlarcAACE4QDsS3H6CltGA1S2J6Fx+tdI+jyQ6TfxF/nMaSsMe54rmorWaO6QhlPllTnPvWEtzvwdWLoyjcZOoTaCuRHc4/z+Vbe8/YbcH+Jmf8ApVK/sZf9OAZflmVx+JP+NXZWxHbKRjEQP581tA5KbU6isbGgxedqdsgz9/ca1Io5r+7ITcys5KjHbufxrO0OUWzG5J5CMF+pGB/OustFR1VIJGgjjww29Wx6n+lawMcbK00ia106OBDHcKZEcYBQHIzTLuzjhk2Rnd8o6dQcc1akufOf7O5ODgq0jf4VVaTfISY93z43L6VWpgtrlyxtliHmTAZK5U56A/1rMvVFpeiJhkcNv9ea07eWMCWRozsXJ2DpWXqt6lykcaxEspIDEjIHpxTjfmCTvEx9Wh+16hHNGozMeVUfxdP1/rUtzD9nluLYHIhfbn8K0ra1eS6gk2krCQ30JYCqesJKmq3Z8ttrN6VlV7I7MuklJ3E2jyNOfs25D+eP61c8KKuGC/eMnzfhk/1NVUjlOm25EZzFcfocH+laXh2JoNQvY3XbtcsP1H+FEdjnxFudrzOhjOXP1qVyeACAx6VDCckVYpS3KkFFFFSSFFFFABSAYpaKACmMeh96fTWXIoEz5RtpbHcxM5GSf42rqLL+zV0ov54yZgMmRh2NctYwnOPtjjPPAX/CuvtrU/2RAq3r5abuqn+lQtzqxf8ACOR8USxp4uu5YXLokigEsW5CDv8AWtiyTctrb/wxoCw965vXpVufE+obJvNVrgL5mAM4wuePoa3LSbY7HPJOK83EazNcPpBHSNc7Y8g85qWwvDa6ZdTNgv5mSc81izXASHJPNLaSlo4o5TvSW4VpB6DPT8hWdKTjO6NZQUlZnZaU0FxeQ7raeZ2yGDjABP1PrSwSRwwW0h01NsNztIyhY9Pf2osG0t7+3xaqP3nZMU6X+zvsEifZkGLvGSn1r2Ezhx1GSkrLoYmqvavfMXsJAodhzCP6VNBPbLY2nl2EhCTkD9wPY96bqkeli/uVCFXDk8FhXKaeF1XxLPpT6ncW0Id3hCKXyyoSBz0HB5Pp71KN8RFuirrsTeJOVmaG2aHbI6/eCdSPT6VyOp+athDCS+2WZBgy7gec9Me1Ok1G4nWUebMwdgx2qD15qlcyvJqVnE7ylUBkw4A9u1TN2TZnh48tM1Y2H2rPZEGf8/jXQW4KxRDu2DXNWA85yneWUA/Qc11EP7y7TH3UNeRM7I7GzFJsc/7K11ug2t4+hwxgNi4kyCvXGa42H5os9yTmvR/C05OlW1tFJiQjfy23B6jHscYrqwC99s5Mc/dSJNcuZH067hnRQY4Ni445GMdeowfwrz+wEvngwgM8bbhuOBxXpviKSK/028hMSrcJH5igcsCCMg+hxmvPbKyk8nUtiOxiXaCsuzBLetek3Y5H8DLNxa3CzXAEcb77IOQkzoO3rmuQkS6imkQJcAY5EdwCPzIzXVXEd5HNAEW8QtZkHEqyZ4PY1wuvXt/bWbTRzXCOSoy0G0/mKhnRgXaEjor63vGlkEImXzLcOc3IOSOfT2rVlm0971U85QFRRyfauN1SeaHRbXU9P17U5g0pswZ7dUWfCZZ4h12qTtO71HuB0iFReS7rxwM4yXUVpDYxppxqNo6S0ntJJIli+ZQTkYPPynHNeg6JBElhGrAGQoCwI7dq4KwjtU0qef7WDIsiFd03A9ePpmuv0O8tpSztIyyKAEXdwwwB071p9kxqzbramvNBaFBJJCvDccck9KVIbeCGNWjwSeB71Qvr0qyOiySrGc7sYVW9/wDCrVo8ckkbTOHuCCcA5C0rDbdtOpPA6MsmUVRuwOOtc1fxLFqsoUYTjA+vPFdZ5SbduOM5rmNZjkju2djuydoOPpVU2rktNRSY5bzytOlMLgBApbMTNzu7kfhWXr2oOt6zLNAcqpKlHHOPWtiS5eFLy3At8RRKAPOx2Htx1rL1nUZJdh+y53Rq3yzKRUy7l4V2na/QrQajNcafdEXMWUKviOFn9uta2g3kj6jfS3WQGiR1/csvDdfr0rzO1167uPGV7pVxqt5YWksmxTHPEixgYJJL8YAz7k8V0ngXUL25vdfttUvbkm0aOGNZ5AJEAZ+GxxngdMiiFm7EYiLVTnielQzwlQUVsn/YNTxncpPPU9aoW01mVAFwWOOhlJq6rKJmQHnrj0pTVmaRlezZJRRRUFhRRRQAHikzz3oYkKcUm75gMjkUCFJwe/5VHIXJYLu+7wQR1rmvH+o3mmeGHuLK4aCYTRrvQ84J5rgdV1LxXpOm6fc3GsXqyXW/fGVGIsBSoJx1IbOP/r0weqPIbQ/KK6ae4kt/DiyxnDRq7KfQiiiskeviP4aOK00mRQ7EltwOTXVwnCrRRXm1fiIhsS3UjGJefWptJZpJ4AxJAy34gUUVNL4kaQ+JHV2DsLy3wf8AloKuXPFvcD0u/wCjUUV6qHjviRjawf8Aia3J/wBr+grg31KfSfEN3fW2zzonbbvXI+ZSp4+jGiiktwxP+7xMuOZoZcJjovX6VWeZ5NXkZjysQAooqKvws5I/Ajd0P/Ws3dQcV0umc/MepNFFeVPc3Wxp2/8AqD9Wrf0yeSGyt3VuWBHPtjFFFdGD+JnPivhOulmaW4tJ3wXuUZZOODzj+RrkLeaSGz1TY5GVBP50UV6bMaSTUr9v1Gm+m+1Wu4hv9FPUezVw3ia9lm0Vg4XAkXGB70UVB0YeK5J6GPq3iqXW4rKOTS9OtmhVY43tkdSiL0QAuQBzk8cnmtuC9KyEiCDOc8pmiitoHLH4mdnY6jKNBkYRQA+b2iHpXSaQRc6x5TqojfLbVGAOnT0oorRHBV/iMu3V/dQX1xBFMyRJKwVQBgDpXSWUYjSF1JGU3Y7DpRRTRdb4EaqsSgJ64rK1lFae1yOsq5oorOO5t0Qs8UZlvsxpyoz8o9BWNqFjaSLButoj+4H8Iooo6CpfxfvPG9T1BdK8UavAun2FzDJMWMdzDvAKjgg5BHU5GcHuDXReBdTubiTVbudlknuZEeR2Qcn5vyooq6H8RE4j+vvPUtJmllCkyYBxkKqgfyrYOfPf5jjb09KKKuulzEJ+6TKcqDS0UVzG62CiiigYUUUUAcd8Tf8AkT3/AOviL+deRXOr313Zw2VxcSSQwuzrvdmJLY65POMcemT60UUCZ//Z", 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", "info": {"video_id": "172447", "label": "squeezing plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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T25q94h0+WwvVMh3LcRrOjeob/wCvml0tmtEedAN7jbz2HWumTsZYeDqT0L76ix374YDutiPmDL0+q+1ZLxR3mp20ipBGfLUtjD5Iz9MdK2Y76QxWrMgO6OROPXn/ABrGvbpZ3glVQCkD7vrnH9aVzndCXtJJ/wBalaCwDyf62D5m/wCeQ/xrpLLTx5Vmvmxcys5/d+n41yNuSAOK6q1V4/sq8/u4Gf8AEg0RZ3Yuj+7SuaBguY9NiZCSDKTiNsdsdGzV3TrtlvokmSIsuciQ7D09CMfrWPe6pBptraRy3KxttZiCexPf8q1dA8QW11dQ/PExYNgE4J49DT5lcdOi1h2k+jNK1uLieSxCBguJP9XHkd+7YH6VlNZTzPmdoxnoJCXP9AK2YLuaSSxRABhJDwPrWbdWV1aFftiMnmKGG70qpMjBUpRTvu7FqG0towEnff8A6K2FTKjv2B9qw7mztftB8p40jKK3zxBj3Hf6VsKu17UAZDWzjP8A31WJfqAlnIP44mB+oY/41LehdLDqOIevcfFZQGKMpOhCXCjmNOMj6e1Z2qaYgsnCvCQsz9YwD09jViBC9jc4PKOr/wBKqalE5iu9pyi7ZsfUc/zpX0M50FHE3ue9QMTbKx/jcmrifdFVIyBBCMfw5q3H9zPrW0jjgrU0Cktk5BGeKdRRUAFFFFABSEZpaKACkPaloPNAHDeOWP23SF7BpWP4Ba4qBt0hY9zmu38efLPZNj7sUx/9AriLQbpVUHGTzVdDqwkdGzp4Q8Oi2uxisk0zMCBnGO9aOm6VNJGJvu85XcDzTLCeERwx7QzQxgLnoCSSc/8AjtbcUklrCzefNKT8+Dxx/T6VqtjhrSvVYSWNtJC8qq0Tqu07xgEg1VgtWklIQcAZ59PappZVZRIu0+a4yqkk02N1AIMRB38H0HtTDZFq/t4/se6IA+SpPlg9aw2kjuLCW3IGZPmBPYjpj+Vbs97FalV2Nvx8xOMHPrWBAfMlkkjj2LztUHOOvSnFaE1X1M6yszHYy3hyAkqIPfPWrlkgbU1Q/wAasv5itCWzkh8OSw+WdwlViPqP/wBVZlj5o1KBzG3yuAeK55P3rnqYdp4dorSKrrahum9kP44/xrxjbtsIVPVnZj+eK9wu7aaOCVvL/wBTckjPpg/4V4tPbPttkDKfkz+ZzU1Ohjg5x9oVtEAXVr9T/EimtbTWB0iZeyMwH4GsJGa01m6XIJWKPOPXBNaGnyEWBiHVnJP515OIXvs7G05Ox2VmheeEAngg9as7jLqV5cuPugRgnqcdf1qhZXQWQkdqtYeSERJkyTNgY9SawjKVuRdR2SfMzR0Wc29+k6xtvLfMF6svb6VL4smWeG1u7bCoSwkUHkPn+L88f/rqaw0bUIC8iR8xJvBkGQcVj6zcXMwaKeQ+cDhuAOPfHWvcpx5IqJw86m7ozNUlN/p8G9RvWQAeoBHT6cUy/tRZXktsv8EaE/XbzWnY6a1zbs4OEgG5iR1OOlM8SWEkeqyyBwQUVhnuCKVTU2wFSMajVyjHj+zbWTHKTkH9DWTeKEtpxjDLIy/hkVtR2kv9lSLlQUlVhz6iszXAtnLOsw3ebICu1Sff+oqVsOc4+3t5mXbKHkx0AFdigBuZMdI7ZB+JxXM2k1oPLQRSMWIziM5ro9R1GG20zVpIrd1cR7QzxkY7Z/SqQYyuvdVjjLi6/tC9uZXOVEnAPYKdqj9M1vWljDcRSzOgEhAKleCMDiuW0aHzUgiPJkn+Y+yjJ/nXZ2DnzmRekZGT9a8mrJubZrD4Rln4q1nSRHLc6d5nlErFLnbkEnqO/Wuk055NWtVe4d1UEmKPsmTk1l6sol0/sTuwK6a0hjtrZAVwWA247Gu/C1JVPiObEzdNe71I5bZ7ee0ic8osiH9awNTXy7aw+UgAP/OunS/+0XsbCEzSeZId+QBz7msfUbwvpVtI0MAKSOu1p1zjrXS0TQxTdZXMqwIMF6uc7otwH0NIyK0m3BPnWuMD1x/9ap9MuS0qxrZ/fRlJLqB+eaUaqizWeYFDKGjJEqYzz7+9SkVi6/LVvY9kjubfESHJIQfwGrIlViu0NjOPu4FZgktEvH3XRAwB/rqvo8BhLRyZAx824mumcUjz6cm46lmikVgyhh0IyKWsTYKKKKACkJ68GlppJy3I4HpQAueKQt8p65x2o3ZTIxXlN9rOr3HjnUdMXXLq0hV5PJWNQ3ITcF6cDg80CN/x7JFFDbvcPtzGwUMR1yuf6VyVhPp8aqxkVmJ6DJxWN/bWpaxYs2o6lPLsK7NxAxnr29hWnpywyyIr3rc4H+tAxV9DSi3GLszsPDscU1zGzfdUMXbGM/Nx1rtWjhIUGNWz0OK4iK4trTU7mGOXfGXH3X3EDIyc/UGutF1BFbKIZmdAvykfMW9Bmql0scUJXbbHR2lp9pxHCP3ZO7A4yaV2hXb5UQbL45FZ9rcu0rQuGhjBJk3nDEmte3SFoIzGBsHK0ttWaS5n7qKOtxpJp0jqAXXBBHUc4rCtpEiIZzghTt+UkbsYHArpNSgZ7R/LOCxG4evNc7au0MNzMBHmMKg3vt6kZq4P3Saly1e3zhNQjeWNcKjAvC4NcyurSxyn9/bA7gdxV8/lXT3GoSrLcARxPut1b5JxnoPWvPvF+sXlno809qklvKZUxIsik4PbNZs6sM1yM6bU7u6U30ccnmAqJSRat+Pf3NeFyxzrfbPn/dqAMTn/AArt9Z13UItITUbPxFfy+axtSbgKiz4TLNHjnapwpDeo9wPOJLuffNMz3IwCc7AOlZzewsHT5ZtkdvIWl1CZySWk25LZ6ADrW7pYJdV/uruP41zFgT9ggBOWkfex9cmuq08hYZpv774X6DivJru8mejDY27JvkkYnvit3SUmudYs4oRlly5/KsGzGyKNT/ExJro/DrrFrcUrsVVQSSOuKjDq9WIq7tSZ29m13brdXZQlZT5Z3AnA9vzrjfFTq+rxuoAzGgIBzzjnmvSILxo7R5pFjeKQ55f5VbpjpxkAYrz/AMYWqf2mbiAYikCOgxj7w5/UGvbPMpFS3guJNMuF2xBFiMqbi2T09OnT3rL1+3udsEhhI/cJ8y3RJPHuK3JbOeK6uUWG4CrZ4+W6xztHaue1R70WtsC15tMRA3RK/QnuKhlYR/vvvIbKO5mt7xXS6JEQYbrhRyD7Vj67vSW2N9I48xA6Zlz04PQD0FN0G8kvvFsml32q3lpBOTGskZjiWPuSxk4xjPHUnFZt6182qT2l3dXi/Y5HiRblEDqAx4OOM9M44pdDeSviEzX006dJdQqbgnLKOXb1rS8QvYjw/qohm+YyxqFEh5+f0qnodtvvoM3sn3gei/4UviphB4evN94X826QKm1ecEsenpik37rJxKbqRRhaDJskdj/yxV/zY/4Cus07EMIYn5nOTXGaTkJM5/iZQfwGa6i3uNw68CvJnud8djRecyXMKZGzzFzn61rvfpLfyQyCTYmDiLJ5I6flXJ/aC95GqvtVXDE/St/R5bR0uJLuBXkeY4JXOFAH/wBet8JJqVg9kpyWlzfUQxR6dKum5/eFMyFR3HXJ9Kq3UsMenSW7acdyXDDMaKw6e30q0n9miys2Fqv/AB8EfdqrqC6Y0N8zQqFFyOikdz6V6V9DzlTnHFbdTG02Syi1C3b7C+8Pg/uKluZohaDGnv8ALdcExquOKwfEU9tZWPn2UskbiVcEM2RzVTxDpWp6HoNhfXlxcedeyO8kLIcQ42lAx/vEPnHb86SNMbBuSParS9mlumHyLk9VQV1MJdrRi0jE+uBx+lFFd+ISsjzafw/IsRk/KCc/KKkoorjZ0Q2CiiikWFFFFAAeleEeJb2XT/HepXUG3zI7htu4ZHKbT+hNFFAHLSzeTGg8tHGf4xnpWvol+/2yFRBbgF1/5ZiiitI7Fx+BnWm9klubwFIgVdSGVACOT3rpUY2/h+C7iOydpFBcdhg9KKKroefS3RY0aaW+uG+0SFiq5U4GRz/9eultCVRUzkbe9FFEvhNZfxUWJACjA9MVg2kaGwvCVU5nHUZ7iiiojsay6klzbQPcPuhjb/Re6j0Feb/EGytYfDJeO3jVvNj6D3NFFDLobSOH1TXTq8dpHJpthAYowkb26OpVADhACxAHfp15rh7u7lOmTjgZUjgUUVlI3w32hLYkJCOwArroBhLeMfdAHFFFeTV3OuGxuR9YP96tPT8tqcKZIDKQcfWiiopfxEFT4GdloN1LcrJaSEGKRMsMc8A4rL112l0+xdvvBiMj2wf5k0UV7XQ4aHxx9SC8vbgalc/vM5tOcj/ZrFv9QmW2scBOY2zx7miioZvQjH2y07nAza/JpmuXqGw0+8inlDtHdwbwGUcEEEEdTkZwe4NZ02oXOq3sl7eSeZcTyNJI2MZJ5PHb6UUU+hUV/tCN7QCRqMJ9D/SsfxPcyvqkFuW/dBd2Pc9f5Ciion8LNcR/ERZ0wY3D3zWzA5HAoory5blrYqpI4uhg9f8AGul0zIs42yctliffNFFdGG+I3w/xm9AxOmxEnOLoY/KodRP+jakP+ngf+hGiiu/oc8v95+Zw/iUn+yD/ANdFrG1DX9Tv9OTTbq7mmt7djKgkkZiWbbnJJ5xt49Mn1ooojsLH/Gj/2Q==", 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", "info": {"video_id": "172447", "label": "squeezing plastic bag", "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": "5b1ca17934c00760b306e83de8d181183abb93ba45b5fe24589a0113db4bfcbc"} +{"episode": 40994, "episode_seed": 109479310, "split": "train", "timestamp": "2025-10-13T03:18:55.757610", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 109479310, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to close a bottle without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78250", "label": "pretending to close a bottle without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "78250", "label": "pretending to close a bottle without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "89cecb85e8bf7e0278b6f67409a8a893fc39f30fbbe782bb23a2499375973ee0"} +{"episode": 40995, "episode_seed": 4110148783, "split": "train", "timestamp": "2025-10-13T03:18:58.460249", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4110148783, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 clock upright on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "153254", "label": "putting a clock upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "153254", "label": "putting a clock upright on the table", "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": "8a706b5eb5f8696f5049ed799ed6b354fc77a03fe9c7e535560bf58a23d0dd39"} +{"episode": 40996, "episode_seed": 2970211580, "split": "train", "timestamp": "2025-10-13T03:18:59.051014", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2970211580, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 curtain stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "16258", "label": "taking curtain stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "16258", "label": "taking curtain stick", "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": "0deed9feab4cbc40550d587a3fcbdb82df36f23f32a5875c055cb4832989ecd4"} +{"episode": 40997, "episode_seed": 4033326084, "split": "train", "timestamp": "2025-10-13T03:19:00.309434", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4033326084, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a tea spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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Fp/8ArtH/ADoooQjzLxn4hfWNFSKTTbC3MKpHG9ujqVQH7oBYgDnPTrzWShPFFFOQ0W0dlXIODXV6AgWxB6liWJbnvRRVQ3Nqf+R1rH5DwOoqzAfnHA6CiitRL4CaYBo7kFQc+1a9jK82nW8jnLNGCT60UVMxVNvu/IkaoW6GiioMDyLxbrTaRqWtg6fYX0ck6sY7yHeoZcYIwQe/TOD3BrhLLUbrVtT1DUL2Uy3NzJ5sj4xliSTwOg9qKKHsNGtGTmrYleNDsbBIPIoorNGkdzu9IgjC24KhjjknqeO9bLQRb0Hlr+VFFdCWhp9pf11ZctbS3bOYUPX+GpLbFmbYwDZulAYDow6c0UUNKw+j9V+pvMahc0UVmcxy/jkn/hGn/wCu0f8AM15L4v1zUb3w3Dp9zdyywQzmRd8jMSW9cnnG3j0yfWiigD//2Q==", 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oq6e5tHb7/wAjZaCLeg8tfyq5a2lu2cwoev8ADRRWqSD7BJbYszbGAbN0oDAdGHTmt5jRRWctya3xP1ZC5rl/HR/4pl/+u0f8zRRSMjy3x14hfV9Fgik02wtzE0caPbq6lUAOFALEAd+nXmo42IxRRSkM07JiZBXbaZygoopIGdLZdq1f4aKKQIZS0UUDGk1E/Q0UUAeWa1q7ab4k1VDY2V5HLPuKXcO8BlHBBBBHXkZwe4Ncet7cah4i1W9upDJPNIryNjGSRRRVdBG1bMcCui0tiQM0UVI0dHaj5hXR2v8Aq6KKRRYNFFFACGmHpRRQBy/jn/kWn/67R/zrzTW9c1G90BrC5upZYIPMkTfIzElgM5yecY49Mn1ooqkSf//Z", "info": {"video_id": "60072", "label": "pretending to throw a tea spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "60072", "label": "pretending to throw a tea spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "11cc98d2a042508a2d544e83c6f9b2ad954822fcbd219ccbdfdfea1ed2a27254"} +{"episode": 40998, "episode_seed": 1660519821, "split": "train", "timestamp": "2025-10-13T03:19:06.800083", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1660519821, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 koala bear keychain so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "136800", "label": "spinning koala bear keychain so it continues spinning", "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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cf41j3kX2SQ3DSxvCq4L5ycf/AFumenHFb2ixXCadlliEbpuLAcFRnI547DkV035Yrl8zSLual+whlaHP/LNV+U/SiTULWwjubi7njhhUB2kkOAqjGSTVG42SFJkZjv2E7sjcSM/hx1ryr4neIRfXFho1vhjK/wBpnxkZHSNf5n8RXTCbnoimtLnU3HxAvNRkW60hoEsYZRHJNeQktNyAFQA9Tn/PNePeL2ivPFGoXSTSTrJMTvfqfYew6V10DJDYpGMBLck+b0CNjk+mcZxXE6m1zcXkl3dRGPzGKJgfKAvy7VPfFdcUZTM5VA7Up+U5p23mmuMmrMz6A1i5ij04RpIXZUaFdgH3+oHHTAP61m2fiomKNHN7LIHOyXaItm3lQNpzjoTnP9Kk0cTR3VnNfRCJlvAWhfjywTz3wePXqBVHWksIZYbi0gVrYIwTLnIXIUEk8kk7j2z9MV81CPurqKT1uW4tR+2agI9S8pVaN2DMhdzjJwDkAZzngdSakn1W0trZFvJ5BM0YkWFxkKjZIyT3x7c5zVHRvshaOO8uHVX3tIGjyNwwQAM5PTBPT9ah1A217rcMF39ofzWRWk25cZHA3Y4x+XSu6mr6S7FQTZ3emwxtaRtLwkEW6MrznPcN/d9ueO9Zviq/tdF0G+uoZFaZLQyJF5hyjOcDPbqc49qd9uhs7UwlWEMcBgVQfT5cZ+lcdZ2zaro9+msRPInlxpcNHIUBbAZee2PT1qoK1kj03QtGy3OE0FVW2a6u3wspCIB6ZGT+PP5VPNrFrd3MhRSHSRmhWQ7VwBhBuHIOcH0+XrUIhs/sM6tcywx25AR1jDbgTjpxzxzVG60iWztobxZYri0m4SaPOM+hB5B6/lXq9Dzpdi5qumeRZNKrBmhdYpZSxJnc5JOenHAx9fSsQ9APSrV5eyXZiVydsSbQM9+5+pqr2NBB2/w6u3sv7RkWXyyDHgYzlvmCgD1zwO1d/aeILieBoLaaYuFfenmAK8gAK4HY9Tx0OD3rz34cSL59+jEctE+XQMqBdxLH37ADqSK6y78u2it5Q7JMwbbEckRqRj7uMDkjBrw8Y2q7aBGh9vN/dxubMwPy7uZizcA726YHQfmOuK1PJmuNEgvLuR0inj/c7mHzsc5xj2A44rntIRtS3PEoSVYsvKzhcoT/ABD1q5r4lTTbfTLuPy1tZCVCSd8A89u5461pS+JDhrua2n3H2OwkRpVaFdoAx34HDdSO3NZHie7Mvh+/kCYdZDGoP/Af8an8O6IbrRLoG98yRGZ4Iych8DnHpkg1Be2ct9YXEy48pboK4PUEqD0qb8t0evhrcpnz2UHhnTLK+cRzX2BPDIckxvxnHpx6dq9SsrqOazjucgxSYH5ivFfEVzHaWyI05duFUOchB9KhbxXr1p4bl0GzRJTGG/ewybpEDdyvUdeKI4T6zOFV7RZGKqRheK3ZQ1y2huNa1EDf9lW4kkaURBmIyVjVW99vT+tcrcQyW1xJBMu2SM7WHvVnT9QNks275wRuVWGQX7Ej8c/hVSWeS4laWVy8jnLMe9eyeURnqD6EV7rPrj2V/Bma3b9yqOJmOEJJz0BJPTp0yK8Ic849692TSre+sIDLsa4aSVY1VgGkOVIbPTaACSceorzMwTbj21/QDTHjCS3tFMV200LyBETaGdABzn2Oeh9Kp214/wAl7C05hfNuFmADN0zgLux/+vFcxDJmRIbeVZZJJCpZlGDk5JOccED/AArorC1ltY01COAmCN3aIPISFc5+YHg9MED8a5INsFdstIsltqcMyskLttAjfLIB7j0x3+nvW3c3f+skZmKhdsecDapxn+Q5rgNHs5xrdt9nu3SPeVYs275SOeB1HQV1mowy2srRGUSEoMMowCGGRx+GK3kuWW53YWKb1HTtLqsF5pUJJnlhKphuQCCM/hXknhnTXs4ltbzFvMZykwc4xjOc/wDfJ/OvQBq09lrsF9a5zFZyCbC57AjH/Ah+tcT430++h1Yywv5xuU8zDMA4ZvvDHc/SuvDSWxeKjZ8xT1i/g1ORbhfKltISxiiILA4JVQcfMNzEVz99ZtZlckNvABKqcI2MlM9yAR+dVbV59PuwwDxyIwJUgjoc4Iq/qeo/aQttHjyUbeW5zI56sfzPArsPPZnnpXZ/D9J501W1gaIF0SQiQD5tgZgPoSOcdq4s9K7z4XTtBeapcRrG8kUIKI54ckMMfTnJ6dOtc2LV6L+X5iOjivdQ09/s0x/1SsBHsKqgK4B4wB1756Z64qxZ31yt6n2i7nnsgknG8iMkDoeo4JGPXirXiiC7tGgubxrdJjjfiQM0rnklRuO0DIwCP1NUNEFuqiO+kmQNxsVdxZj/ABAD+FcDjrXkxhKL2sJb2RoT3VvpNlZrqHmJc3cJmATA8oFj6d8YPbHStnSJbabTYEDL5MjeYpHzdfT+72z79q5DXLmFriNJVuJotgwMb2Vc8KOuD349a39MFlb6RBFbjN5GuSckZB+Y8fpW8lFRizqox5pcpu/aYVkMTAPFvJG8kgnp06dOK8W8VacIPiXdzeZ/owVbhWI4A6YH0IP5V6JrN49vo97dxDebc+Yq/wB7ADY/nVDxrcWOvaNpd/YWpktIgq3E44ZVdc8454OPxrooS9468RTShocBf+IYI0gt47dtgMksmCAWZs7Rg8YA6j3plvYw6goVDHIJAIYiAx8pVxukK9iScenNV18OyajYyalZLcrEHZVFwvEhXrsYcHHpWWt3JHYvbqcLIQSc9h2+n+FegtDzGyDBBOSCc9RTDTs0xzigR7TBqy26xLpyxDySHL7SQM5ABJOR3GPesjWfEepX1hBa/IIuI3MUSqxJzjcwGcDOPfHNFmPkWFVTe0bNknJVc5BzjpjBPXrj3qhfXNxDeJHcOxhRyEfKspTrxt65H1/pXh07pkNs0tHumsLqSO4WWYum1WMmApGMAnGeSOxBxSvMyarMJWge8WQOwjkJVxwMgjqOoGO9VLPWLPFx5MEM10qhkW5AGQ5wcdcMuc47g57YqNGSPUI578I7vIpLhsFx16dh6+ldMfhuy4PVI9D0S1stfvruy1BriB42E0AjYKXXG1zyPXH5iuJ+JOp3vhK7v9GtoAbHVds9tOccKFVWAxySCO+OtbnghHuPixrEjEsttpMKImc5DFGOPbOa5b4531hceJ9LtLOVzLaxukyEcIWYHHrn/wCtV4d80uSUeid+9/8AI7J1pP3kzj4pQPDjROCzSkY4zgknmrtuiw+EbyKXLbXDrhuNxbH6YqOaUW+hQNHCT82F/iUlSMk47f41UlElto0sTuSJJxsB7jG4n6ZNeicjMzOSTSE8UqIzthVJPXAprAjqDSEdr8N9Wk0ufUlRbU+fGqg3KBlDDJBwep68d81rahq11eFWuZi8srBmUoqgj+EDA4HB4H/165fwepee4X7MkoJXLNnC8HjI9a6SPZc30pgVX8oMF2Dg9cD6+/1FeRif4r+X5Est6PdKbwQ3M0EMJbLS5IZhn7g4P0Gcj+uhqbQXFwtmijEO7cTHlGJAyd3cAHGe/wCOBmXVkkCJfXN5FbMFEm103yMp/hRcjJz+A5plxe/2itmvnSx+SMqWJAbPLBcdFz29fargk7Nji9LGq+q2vhvw9easvmK9vHstYwoT524Vcem7kj0X3qHX9euLPw6wjmI+QSYX5dz4zk/nWZ42sLm6+H3noN4t5o5ZSByd2QfqAW6+9cPquuzahp0MLAgKo3E98VNOl7SzXfU9CjVVNST+Qmm3VzqmpRi6maY5LMZDnt/Lmr0oa28VC4tnISNxvcHPbkflVTwhGjXZeYnb90AAkknt+hq9cTL/AGoTaIpInBcj7rFgFwPx3V6sbJaHHJt6sqeII1h1q5VCDubecDAyeTWZVzWJDLq1yc5w5XP04/pVMdKZA08sPrXs8evx2skbPp9tcHypE2O5UYznIxgk5IByeRXjHevTruYRqk726yswAXziVUkjknaccenfjmvPxu8fn+gm7EV5rE17fTTm3hY8jyUQgIBxtA5Pqcmt6G7todGS5kuFkuCCMIxcxtg447YXvWBayK6yyMVjRnG92wAQOCw/Srz3VtpaT2sc87TvFsdEQKixsBzn+JSMHj1HNc8VfRii7Mn0i0hF5Gu0I0gCkBcnZ7nt26evtV7WNdH9vXWjWlwJHtbOOSSWQcq2c7PfGc5PqKqeGoJnnCef5zgbV3E5LN2zx0wK5SdJtH+KeoR3AfZcTgb1XgqcEe3Xirspzkup20JcjR6P4X0TWJl1O91LT5YYkhJtmkIUOW5OAeeOMH3rzHxvPNftHJMjpJE2wRsMH1PFfTN/JBLpkT8MFUMB+HpXzv4zkin1l7l8NcSSOEx3OMAY9AQK6aKgqjit0OrVnOF5bMwL/wAy50CyubgqZoiYy38TDqAf8+tYQOTWzqMzNoVihUKXZmPvgbc/jWL0rsOMVjxiuj8IeaseovEFLBVwGGQT82M57VzROa6nwW0C/azcKzqrxsFU+m7nHcD0PrXNiv4TFLY17m0eDyrdFjU/KhXfuKjHykH069+9aOi3SaZqbpJC8kUi43CTG0EcqOOc4+vPBFYgnFlcDzFAKFnCIy5ct0JHYH0+gq/DrVq0EkEFpatdrtSPz18wFG6kEjhxx17H2xXBBakq6L91cMdRk89oGuiquvlOSHAGcZ7gDg+/vXRJqFhovh5TdmKIB1zKQQEBcAZOO+R+XtXGSSHz45r8qXYqBIDggE5I2/StH4kW2/4drNAwZmljeRA3KIM4AHcd/aqlbnjHvodVOXKuZF28v0vSNPiLf6V+7ROgkOcDn3B6+1SWsEXhTRxpBL3DyOiShMEuSQMDPHTpXklxr920VjNBI0U1oFaN+4Zeh5rrPButPfa5BqOtytdrHIk05Y4IG4ABQMDHTp6Gt6VCSd2zsq4qDTSR7breh2Mvh46FY2v2e3sXDw7T3OSefqxz9a+adWsp9P1Oe1uYTFIjH5PY9Me1fXU81rcKrQMp3jccdefavmL4i3sOpePNRe1IaGJ1t1I6MVGCfzzWlH23tpc/w6W/r8zhmo8itucrTH55qR0eM4ZSD70yuwyPRobt2QhP3bFVZiUZCEBPGO2R+GMetczeTGa/YtFsVGMG4H5TzkLk9Mjk49as2etQQNZNcyN5ksZVp2GdvQI/JIHGcjrwPas1QGvZGiYlAWA3HOSDjC/0615cKbi9SLWOs8JWZmOoTNCipEhIPoRx17np355qnftHf686Wm5gZduGJBZVwMj8B1pLS5uoYJIvtLoJFCHcuQMew+6RgfrUdvbu2vROYZNrQgYcn5D2Ix19cdMmqS1Zd1ZJFzXBLA0OpafdXNtqpV4mnhcoZEB5XcDzxj/OK4G6ku9R1Iz3M01xOTueSVyzEDuSfYV6HqE0tze2kLK6xwjJXdy+e/p7/nWZrACWTLHEkTTkAkoFJ74z17d63pzeiBMriCZLK0SN0t5VU/LM2I5Q3OVY8Z9Rx7VTv7i3EsMCOCsIYl4xlS7E5x0O0cAYrbtJ/M0opcbHs1tw7I46kAAAHtgKT9WFczqUKQXrxxhlTCsqsckAgHB9+a62MmVYZTujCqc7S8fRQc8n25HUdqr3duBGds6OqgtwO3T88Y/OqoLI25SQw6EHBFXvDtkPEPiBtNu9Rlt1eKRoykQdndULBc9hxyT6UmxGh4VkjWG+jmkCROFL8kEgBuh/Kie/uhfSABYQcK0KuCQxHBBxj8unPSsXw7czGWWPdnzlVQpztz749Bk1fmm+0yI0ipJ5iKgcHcw55AHqMfka4KkP3jkxWNywMuo3MFmZDLsd3hC8EFvvDd6ZGcDjk+taetFre0iRXwrBm5GD1HI9OhFU/D9w1pfQ3K27My5dmByWAxhlHtg/iap6xczXN3HdNlTLLtJyR5YOcAj3yTxUJXY1a1+p0dtPcXHhO7szIUjaEkAnjJPAPoRge1eXTxSSSeWoLuxwAOSTXpl/PEmk3G8JLKVCRKqldwH8QHYdffk561RtrW3t5Yr0R4l2hgygAjP8+tXTkoLYrmfUxNM0qbQdXgiupBFKIvNLggohbIUE+nTmrlvE0DSXN1ZvbeQN0zFcLIQMqB2JLYxin2964129uJV81RGF2nB3Kp6D6nj8ah1+ySKIvFK6BNrNaliyx7u6+2ciu6KfKrgzIFrHKm58MxBJkjORk56/p1xTjaExDagkjXKhgBk45/kOx71n5KsGUkMOhBwRRdalOlsQpAJPLLxn6jofypkkbo0cu11KnPQ/Wu/v9TX7DuZlJdgscDrhGYHAPTg4z9fYVy+uaZp1voFtrGm6ne3AN19lzcwiNbgqm5niA52qcKdw/iHfIGhrLSTwsSuUcI23f1JyTjPpn8a48QuZxX9dCWrleKeWREmkkWPHAKry3rtx+FdZZ2skenx3AlLZgIjL4OExjHsPmx+NclYOjOzCFtrkkRRkhF/ugZ/hFddqepi90u2sLeExRrF84Ztued2AerZOP1rFrWyKjbqV/D+ozxas0kePMUAAA4CkkAYHfGTx71U8W3MkfiGHUZoxMykEhicMV7e1P8OyZ05/tBT53KnJIMYGOSccgnAA/OiSG31Ga7zHiES/KMk546g1ULRm5WGpM9OsviJoF/4ZMgvFWSJQrxSZDITwBnHNeV61cRXesiUQMWkCtazRj7x9Pz4xTb7ybSCytLWMpCLoOwHcg8nPfqKsTiR7Z5NOmkspCxWRA2EkbAJ2+h5xnviuqlGOs0tWU5tqxiavAr3TQD/U2qCLdH91W6t+GSRz6Vn/AGIRBwQJQwypXqPXj8+npVdnZJNyMVb1Bwamj1FkyXX5tpXeuM8gg5HTufQ81sQUp0RGAXPOevatnw2xjW7YNtzsUkjIXOeT/nmmaELDX/FA07Vb65toLl8LKkscSxnqSxk4xjPA5JwKZBs0m61myuVlC214im3udokKqzD5sHGRkZwSKxrawaE9RNsj3bSyxkeZI4ZhyHb7x4OTjBBJ9+3bq/C1m0q3szIiLHHuXsOhxz+R9+a5O0zJcmWLegdSVVjkkk/dH9K6GF57aOVVu2BkwpY5I44/DGB+Vck10Q4tJ6jdUdL/AFt4rNmkO/yxk4LBRjI/pWtqUyPpwtZJW3yO0e4jIOOACeh474rEigb+3baUwSurRD5ZCwwT0OevucVoX0001xa2uHCxvuk3Hl88E8dPp/hRs0GpxI0a8vL8WkcbFi+0uR8qjPUn0rb0/T/JsrtI3Z4FlKi5jXLR+W3D4HJU98dK07m4+zQyOgCqFJ+76dPftVTQGeJUCTNGvmne3TcOMD8SRn2FddKTldsdy4fGd/pumPZQak1xLNkSXERI2KeoUsOWOeTiudBhuWbGJGJ3dCHB/wAnsT0pdY8l5IZ4Y1jEyFiqnrhiA2O2cZxWZ0rYRoXFszodsiNux1PIJAPb6gVk9z396ddXdx5WTKSQRgkZP59a1fEHhLUfDnh7SNQvGmWe+MnmwNGQLfAQoGP95lbOO3TrnCbAfaWMP/CMzXR3GR7hIsZwADtyQB35NO01BJDCxJXDZAU4wRzwRz15oorkZLNOyJgVZ1JLFGOG5H3sdPocV0FtHGt6yLGoIljbfzu5zkfTgcUUVlLcUdyxqMSjVYy3zgKBhgCMEGuY1pWbRbCdpHZhdyxgHGAAAR/OiitaPxIsqWEjS6fNE5ygkiiX2V3+b/0ED6Vj3khlvZ3bqZG6fWiiu1jK56VXs9VudF1ddQtNnnxFtu9cj5lKnj6MaKKmQiTSbdZLa6k3OrQhNpU46kitHTxtHmj/AFhm2hiPu4TdkfiaKK5p7g9jobSRmCw5IXKLkE55AJ/UmrUsUbTIrKGxMDluc7jz/KiisGJbmvqFrEumwyhcP5iYPp2/pVaNEa1ncqN0ceQR/uiiihFdTlNLkKP5nBYRyNz6qCw/UCreu5iiu0Vmx9oSE5PVUQEfqc0UV6XQctzm2qreHEOevIooqWSX9d8VyeIYLaGbSNMtTbokcUlqkilI1zhAC5ULzk4GSeamEr3FxY2srFo4X8tfXbyeaKKwmJmrp7mOxSRQMrKkajsAUZj+oFbdui7DMcsQZMKWOAQMA/rRRXM9xdTQ0extzaSp5Y27mGPo2KqwKqDYBkCQqCSc4AJ/nRRQi+hk6+PI1fy0+6kakD/gVWbuV4XhVT8sUrSKD0LCIMCfxYn8aKK7aXwIGcc3Jz61GaKKsQyy15tHkuIzpunX8UzhzHfQeYFZM7SCCCOpyM4PcGpRe3GryX2oXr+bdXNwJZZMYySrtxjgDIHHsKKKzlsDNzTYhLFBIWYMqll2tt2kdMY7VpaYBFIjgZ/dZw3I++B0+lFFccyOhtQpH58iiMBo5IsSZO7DDkdenFPvUU6tDuAZRgBSOOSaKKSNUZt5bLc+F9Zlkd91kyiIA9cyBOfXArlobya0MvlNw0Z4PQHaRu+oBOPrRRXXR2JQ3V+NSljAwsZEaj0AAArPNFFbgVrv/VfiKlvvEmranpdvpd7ezT21tI8qCSRmJZ8ZySecbePTJ9aKKl7gf//Z", "info": {"video_id": "136800", "label": "spinning koala bear keychain so it continues spinning", "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": "8c628dc2f3da9f72ac01999be0b99f312c6bf836cd0eec956adacb03a8522514"} +{"episode": 40999, "episode_seed": 640215930, "split": "train", "timestamp": "2025-10-13T03:19:09.153835", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 451, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 640215930, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lamp on the edge of box so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "54220", "label": "putting lamp on the edge of box so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "54220", "label": "putting lamp on the edge of box so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "daee625b9317bbd4cb96712dbd3388a471fbe752b751ee433e66f146933bb6ce"}