diff --git "a/video_unshuffle/reorder/train/batch_000347.jsonl" "b/video_unshuffle/reorder/train/batch_000347.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000347.jsonl" @@ -0,0 +1,100 @@ +{"episode": 34700, "episode_seed": 1250752102, "split": "train", "timestamp": "2025-10-13T03:10:38.240197", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1250752102, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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w6GKaqp1ruPqfQPB1JYd+zsn00MS01OXTpWIjjljY5ZHUfoe1aWqaokemJcwWxDS/d8xMBfr61JpmnaadQZbq4RpVI2RN93PpnoSPStu8hQq0bICpHKkV25nWpSmnTTvvfa/y/U8vBQlD+Jql0ORshcNIxkdmkc5O45Nb1lqGn2V/FJdQC6VT87Ke/wBP4qr31za6i0vlqsBYD94uCzf7wHr7elVdM0TUdRvEgjgO1ufM/gA6ZJ/p1q8rw9H3p1Z2fa9tDqzXE1ZRjCMNO9r6nsenXtrf2oubaZGhA5Ocbfr6Vz3iPxKGeK2tLNJ0R9zyyjqB2UdfxrY0Xw3Z6ZYNbkGYyriVm/i9sdhWTfx2sT3MJVfLjuVwcdMKCa8iuqam1Td49DfCt2vUXvfgYX2GR7u4WVvkSPeMHPJGfxrptCsrWO/yYUEi24ZTjpzgn9etZxHQ7TmZxn6df5VfjkSC6mlYEhI1UqP4sngfnVTxVapL3pMawtKMeWMUXNS0O2uEaeFlhfGSf4TXDawbi1JgClI2GDJ/f9h6D+ddrdR36L5TRosa8KDJkfXpWNfLKlu7XDQLEBzuQnP4dzXTg+WnUU5R5vIjEKpUouHtLI4yxlv4bwJp7P5jdVHIP1HTFbWuW1/c2e1iips/eLFnk/4U7StX060aSFoBb724lznI9D6VrzyosXmEgoecjkGujNKspVVeHLb72cGXpQjdSuch4AO2XUQynYFRi46DG7jHX/8AVW3c68CrRxx7EPVmXO4fQ9Kz/BKbL3VxjGHXj8WrpbyG3YFndUc84J61njnGWLk2t7fkjowdo01f+tTkrm1+03DPbOqu2WZHbAJ6nBPT8a7vw14Risljur3ElxwyoDlUPr7n9K8w1bVbue8ltZka2gQ5MOcn6k9/5V2/gDVdWknSxSFrixUZZ5G/1I9j/SvXr0sXHBX50l+NvX+vU89ywzxPux/4f0O1vtDtrnc6xqG3b2B6MRzXJ6rfpZzNbwwhZsAl2X7ufT1+tdVf3s6SFJozHGT8gBBDfj3+nasO6NhPBJ9u4iQgBycFSR/D3/CvIwPJGadWPMu39b+h6WJlWdFqnOz/AK6mZoviG9jlS1mR7pGOFA5cfT1ra1O+kikMUcE33clhH/I0/wAMx6QsLfY2JusfP5gw+Pb2+laN4sRjYygbfpTzGdJ4h8kLd+l/l/VzmwClGmnN3OC1K0hvV/eWk+8fxgDP86ytH0nT5p5HknS4mjPEXQAevv8AyrW8RLdyRkWwf7OM7wF+Zh7+3tXHLDcS3ca2oczZ+XZwR+Pau/DUqlTDStU5V+Xr2MsVVgq69z/gnU6rZxXFpKrgA7Dhh24rDuYms7ffZSGWLnfJjDKO3Hp71sTx3v2BUndJZQPn2jbmsmKCdU3SzLGoySzEgAe54rysNJQmm7Ss/wCv+AejZzpuPNy3KdqJL2RI4VaR2PCjkk17H4e03VLfRmgubvbKy/u8jcYvx7/0rzzwr4m0ay1dvOtAN4Ci8RMZ9yv8IPtXr9rKk8SywuskbLlWU5BH1r0s3xNWUY05Q5U9bv8ATt+Z5uCoQhNyUrtHKXPh5o7tXl3FQCd2Bhm9c1Wu7i30ncqjfcnjyyflX/e/wrtLq6tzDCPP2ZcM6mAvuUdQDkYOe/NYptdFhlE0WlhiH3MbmXO7PtzXm4evhKT5sS9ui/XserWli61PlpaX6spaP4uikjW3vlEZXCrIg+XHbI7VrahqcFttVZI2Z13D5u3rSRaNFqN+NRubS3iiUAQwRDhsfxN/hV65topvvKoIGAQORVYyWGnNSorR6vt8jiw0asLxq62OH1B7a+DC4Uylu4Qk/gRXN/2LayagkUt15ULchXBVm9hn+ddlrjvp0MjJH5sg6Acge59q85vpZJ3aWVi7tySa9LLoVqkX7OVomGYVaKaTjdnam2itohDFGqRrwFArltT0AXt9JJbgbxGD5f8Ae5NWdCutSmjZXAktlGFeQ859Ae9V9Rv7i0lZAHUy8Mw64Hoew5rya1GdKpKm3dndhanMlOGhnpIunsBLFmcjIjJ6DsTV3T/EV/p94J4JM7z88bcqR6Y7VTdxfW6JJFI3ZZApLrz245+ldH4R8K2t3cyS3N1FcRwsB5KZDdM/OO3pj2r1sFPBUqEvaK766Xv6HNmCxdSqnzadPI7jTdbiu9GbUDbzLtOGQKTk+x9PeuZ1eTVNV1KHzJZYkiPmJFGCqr6HPc16BbxpFGI41CoowFAwAKo39harJCEASediqR4OJMAk49DXiPknUfKrJ7Lc9DDVVSj7+r7nGSacLiKSac+Q6jmbA2k+49T7flXTaPptjZWayWjrO0g+acd/Yeg9qyLnw3r2oXMUVwkNpGWOxXkG1ceuOpqvZ6bqul669lZ3cU2zDSshzGAf73v+te7UoTlhfZutqunS3Zs8epUj9Y9rGjZP8+9joNQtYbmErOgKjnJ7VwGtWM0Eb/YSXTJy38ePb/61drq8N7JIGUxeUq+hznvmsCeC6GSZkVepPl9PxJrxsNywkqjV7dD1nFzpOHM1fsecXEZB2hTu6YxzmuhtrXVhpTRzT4dv9WH5ZR6E1HJqttZ6r5/kJc44aULtP1Uf1raW7gvYvOt5A6d/UfUdq9HM8RUnTinTsn1f9aHm4OnCFR2lexz+pRWuiRmS5XluEQZO/wBh/jWZpfiK/ttQW7tpRbL2hQfIR6Ed/r1qzcahFewOLtTNE3JWRsZPqCBkGrnhnwlaXmtASaghiSMOLYnEzZPcdhx9cVtgJ4WnCTrq7t2vp5GuMVeTSi9D0/w74k/trR5Lz7HOkkXysqruDH1U+n8qwHuDqOs3bS42edkKDkdAB+grs7CKK2gjt4I1jiQYVVGAK4aO6W68QanKn3PPbH4cV4FecJTbpqy6I7cPGStzO7Orhto5dkm0HArONv5sjIn33u40z7DB/wAa07UlIFz3Gaz7AG41C3iErpuneTcvX5R0/SsY7nXN2i2dFeSxRRM0uCD/AA8ZNcJrtlNe4micYQYWIsMfh711uqWMz7pomZmx93PT6Vyl7c+REWuQVVTjb3c+g/r6V6eDbhNSp6yPMrwhOm1N6HKwaTdX90YlQxqp+d3HC/8A163/AOzYLWzW3jL4A+8Tk59fSsY+JLy2uWkAVoW/5Y9gPY9c+9aP9uWl1ZPdJvwg+dNvIPp6V15q8U7OatHy7+Zx4H2KvyPUr+GYZoNQ12FGVZQyFWIyOckVWu764tr14bp5N3JIcHH69ven+GNTia71e9u5I4Iz5WWZhgD5gKzde8bWVzdJDbWjSRRk5uTgP0IyoPp15/SuSpNutqukfyR6NCD5XZd/zJr69sW+XVYHk6BI0fbIq59T90Hng9a9V8N3WlXOmxjRzGsMfymJeGQ/7Q659+9fP80M+RcRk3MU8nyTICSW9COob2P4Zr1vwH4TutLkXU76VopmX5YFODj/AG/8K9XG4ehHBp+19Oz+X9WOCFSo8Q/c/wCB8zrPEOvWGjWLLcr500i4jt1OGbPGSewrzy7uZtXuPNhc4jB/0RzkxdASv94deevtVzxj4LvmuJ9R00LcRuwkljdQXQ5JJHHzD9a5+w3aZOk91Eq3CqDFDsAK9wz+n06n2Feflk5Qqp0VzS/r7vU7MXRpSw7dSVl/XQ6fQtGu9RdbhXaCJTxMODn/AGfeuj1SynkRWSR3ZBjacc+9ZOheL3WNYdRw0eTiVRyvPcDtWvrOs29hAGVllldcogYcj1PtWmazxHt06kbLp/w5yZdCnyWpu76nIXVwY0bzgYlU8k+vsMcn2rDi8QR2l5IzWyiGTqyj5x7n1qbVL2W9mZ7rYxJyCpAK/SsiDSJtQn2o6+TjJlHb8PWrwv1WdOXtnZ/1t3NMXHEwmuVaHQz6jaNa/ahOhh/vA/p9a53xDb3WpR5s2cxRjL23IOf7wz97jtW1JplpDZG2WP8Ad45J6k+ufWuYjui0QmZxHBGwLSNjg9gMd/QVyYSap1nOkr2el/63NpQ56dpuxDolpdajfrZWsbNIRyB2+vpXuPhrw6mkaG1m8ryvMcyYcque4X0FeaeGPHltZahKLmzRbeTaGnRcynH8Tf3vpXrtlqNnPY/b4ruJrTbu87d8oHv6V6GcYnEyioThyx++79f0OPCUqak5J3ZU1TT70SAwpJNbKQsa7izKPpxx+NctqOtLBMYbOdGkQne6IAF9uc5PvUPir4jfaGOn6NO0cR+9cICWfH930FZdnNDrVwIp7d4b9toE6JtSVj/eXjB91/KuDLqGGVbnxMd/61IxuXzqU24Nt+bf4K9jo9I8S3tnJtdzcwsclGPPPoe1dZe3zrapJHBIrOM/MuNv196zvC/hyKzhW8uTHNPkhQp3KmD69z/KuguFVlKsAVPUGtcyq4aVa1GO276P+u5eAp1YU/3j06I4me4Tc5YLn/axXM6jBpsc8Ut0rIHbJSP+IeuOw/nXS68trZ3BEEiGfGREzYAPbP8AhXn2pSytM5nJ8zPOa6Mup+2bcZcq8tx4+ooRScb377HYLJA9uptmQw4+XZ0AqlPbJcq25gCgzzXO6FbXzXDTxSNFbD73o59Mf1pNUlnsL4yPJvWc8ZJ+XHbrjvXnYjDqjXdOMr/118zpw1R1IKVrFPXtWn0+f7HaxtC+3BnP8QP9z/H2qno1/Pp10t1aTOk6fxKc/mO9XmngvFS0mgEyM33edy4/utk4P+TXU+BfDujG6nulvo7+eN8CMDAjA7kfxH36V7eFxuGoYaSlDVb6Xv8AP/M5cVQqzqL3t9vI7zRtR1S/8Px3Nxpyx3cmFCb8Bgf4sHp9KS+1mdJhAJrhNi7JFknVPmyc9Oa1bdgcAjp0rD8UahoOlGM3hZbx23BLfO8g/wAT47fzr5mq/ayfJ7t30/I62q8UlTav3av/AJGXc6lbptaZ48E4B+aTJHuetbuiX+mXNp5VntjkyWeMjDMe59686vZL+S4F1dOtxHJ/qriP7hGTwo/h+h5rS0LTrzU5w8JMaoQWm6bPp6mvbp5HQpYd1nU1a3voeVHMMY63JUfN2Vkrfcd1cMqKWYgD1NcbrkJ1GKSO3PlAnJG4fN/vc9K6bUrSaWFQszsUHQ4G4+v1rk55pEkaJlbdkjknHvntXm4e0Zc6eqPYlFTi4vqcLfWs8UvlNG28nAAGd309a1tK0VrJTPcOwldcbFbG0e/qaZqGsm3nT7KVYxtkuwzn2HtVm01621AFSRFPjlGPX6GvUx9bFToK8LRe/wDw3Q87DU6MartK7Wxx17INJiYwOlyd5SOdRlFIP6t7Hj61Qsry4jvPOhlkE+QQ6sdwPrn1rP09rmG4CwIZPM4aErlZB6Ef17V6V4CsPDy6w8vm51BcFLeRgyxnvsb+Mj17frWuCxtOhRleF2lrbr69jqxmGm5q8tGd3pd14hfwfJNceXFqWzdG7qA20d2B4BrndBUs8zHJLPya7TUbjy9HvGzyIX/ka5Xw6m5C/Yv1r5qvPnk5JWu9kd+Gjyq17nVvJsg+grN8Pyx/24iySKpVX2AnGSewqW7l227H2qHQPD322YahecQA5jQHlyO59Bn86eHjCUnzuysViZyjD3Vds3da1ePTYsAeZcN9yP8AqfQV57qN3JeysbsIxOTuXAK/T29q7rWtBgvmaaMBLjHcna31rhr22Nizm/t0jVflCd5D14Pp6mtaE5xmvZr3uguTDuk/avTrcybbRZdQucLIpturSD09MetbxtLe2thbxRhYgMbfX6+tcndahcx3KzRyGJlGEEZwEHoB6VDo2p32v+JZtOuNUuLVSshjMKBgzKhYL6L0Jz7V6+Y0MVUjF1JK3Zdzx8JOgpSVNP59jbXw7ZXv2yMqYxIEZGXqjAtyPz6VyOp6DdWF6YZIdqhc+du/dlf72ccfSneH/GUljHfT6pLLLK6xiCI/jnnsORVG88Y3mo3Ra82TWrDabXogGe3cH3615MYy9paW2n9I9yh7SMXa3z7l3TNbOizLJphbeCC8snIfHOAvQD9fpXsPhTxtZ+IoxCQIL5VJaInggdSp9P5V41pnh2fXLhDorCaB/v8AmHa0HGSH/DoR1/SvYfCnhey8OWo8vE924/eXDLgn2A7D/Jr2cesvjhkqfxdLb/P+vQ8mLxMqzc/n/wAAy/EvxEI32WiE55R7oj9E/wAfyrmYbyPVOLxvLumOBcAcOf8Ab/8AivzzXca94Ntb2KW6sdlvPgu6nhG45P8AsmuHmmj0Kb7HF897wHmIysef7nqf9r8vWvKy1YmVdLD6Pr2t5nrYqWAWEftVf87ndeGfCeyMXeogEfwQg5Bwerf4Vt6rptrfRYkjUMowrhRlf/re1efaF4kvdHYLF+9gbLSxOcg9sg9jXZ6vrb2thDMlpcK065BKj919feuzOKeIjU56ruulv8jx8scJe7SVpHFatZNpksn2nypEUDaqKMtnpn+6P8iuXm1C5iuFmilMbL90JwFHoB6V0N1f73d2jmLsCSxCnOeua5XW/KS0W4Qva7mGFJ+8PUeg+tTldWjFONSHvP56djszOhXfLJS91fLX9TctNZnvbSZntWaSMYDKQFkPpz0NcdPKdbSP7ETviXmzPVcdSn97+f1roNYSOz8P299pmsXzxfaDbL50SxpNhNzPEBztU4U7vUe4HH2VqN4uJJ/IijOfNwc59F9T/KnRm6OI56Ud9luTGiqlJqo9upr+G9IvNe1L7JaJg9XdvuoPU175oXh2y0vRm07BmWUfvmJwXP8ASvMfCfj+zsbl4Ly3WOCRh/pIUbzxjMmOp9xXrMGoWz2n2pJ42t9u/wA0MNu31zW+b4nEytCceWP5/PyObDUqafNF3Z514l+Hmp21x9p0qWS8sy2fKJJkTJ6e496zYJDoqy28UiyXzZWadTxF2KJ7+rfgK0vFfxGe636fozPHATh7kZDSD0X0Hv1rJt9RttWAW/2w3TcLdRrwx/21HX/eHP1rly6tQhWTxK06f8E9HF4fFzw1qW/XvY3PD+t3mmuDbzkqfvxtyrfhXf6pql4ujR3EVnLHLIvzZ5MXvWP4P8JrZJ9uvjHJMGIjjU7gmD1Pqa66Zsqa6M4xFCrVtSWq3ffyPJy6nUpq89ux5ReRySZZkYluSWbkmsy5VYo917Gpi/5ZqGyzfQ9hXZ+ItN02CdJsbZXOTEM7W68nHQZx0rgNXNx57m5UhyOOOMdse1c+WUnXq/Fbl7b/ANdzvzLExhRVoX5u60OkttQsruALZsFCjHlEYK/hWF4isoLyyM01yluYPuF/usT2P5dq5vw/BFqfi0WF9qF3Zwu+1J4Zo4xEepLF+MYzwOScCsjxR9qXV57a5luma3leILckb1wcDIHGfXHFLE4VUqvuS+8jCydRLmLep3klpK1hEjRDpJIygNMO3T+H0A696TSL+7s7mOWymkiuFb5GjPOf6/SqelXD3Bj0+4hku4G4jVOZIj6oew9QeP516r8P/DWk2aPfxXkV/cBiquBxF+Hr7/lXr0Mxw9DDNOOvbvfz/wAzmxGFqOorvfqdfBdeIZ/CXnJDHFqxXIG0Ekeu08BvavGb2/nk1KT7W9x55J8wSKAwOec5zXvscnHJrlPGyeGE+zy6xHm9ZhtEJAkde+//AGf19K+cVdKbaVr9j0sOrWi7s5Hw9cLawzXlyZP7PdiDAxGLgjgAAAdOPm7fXivQvDXiDTbuzhs4o1tZUGPL7MfUHufrzXmd/DcCQXEhjmhbiGS3/wBVtHRV9MenWtLw9p91q9wIrdcKuC8vQIPc19L/AGdRlg+adTzunov8/wAzxK+NqPE+7C1tLdT1C8ljgiaWVwkajLMegrzvXtaW+kdRAyw427gcOwzn/Irr9Y0ea6sIYEvZS0Qxlzw/ufeuAv4Hgn+zyi4EucBccn6etfMKShK/bY96jRjVj733HPX0DjLpl09QOR7EVe07Qxbj7VdqDKR8kZ/g+vvWb4guTpduzWk0gudyhpM/c5+6PU+pqbXote0LQdJvtSvbpLi+MnmRmPAgwEKBjjhmVs47fUGvZrYjFVaCTVr/AHteh5ccPQhVfI7pHJXRNnbW6wkqZ4y0j/xEZxjPpxUUEjxSBo3ZWU5DKcEH60UV62VxX1dabk45t1nc9Pg8Q6ld/DyOeafdNLdC2eTHLJ/iema3dA+WzXHdv6UUV8jjYqOImltdnq4PWlFmjqLsIgAa6Tw3cNc+GrGV1VWMeMKMDgkUUVlT+F/L9QxG6+f6Fq5kKQSyAAlFJAPSvO7+Vp5pDP8AvvMxuDk4/D0xRRWcpOM007G+FhGUJqSvoclqNukOovApYoH28nmsq+uX8PeKZ5rAKGt5WCbxuHK7Tn14Y0UV9VmMny0/67HzuBS5pEejaZa6lpepx3CZ8uNWRh95SAehrk9OgS61W3tpM7JJAhx1xmiivGi9Zf10Pco/CbEWrXlrfo9pL9m+yyMIVh+ULg4/EnHOc5r3fw7qM2o6BY30wQTTx7n2DAz9KKK9DN6cY4ak0v6sebQk3VldnMfEjWb2K5g0qKXy7V4xJIE4Lk9ifTjpWPoqjULJ7a5HmLFE0kTn7yEDoD6e1FFedl8nGrBp21PXrwi8FK66HT+ALC3uEu7uZN8sEgWPd0Ge+PWuwuwGRlcB1IwQ3INFFdGcybxck3tY8fL0lRTRwetadbWc1w8UY2pA0gRgCuR2+leaeIJnktizncSy5/woorpylLkqPy/zNMyk3KmrkWqeLZteS2tpdK022EKLHG9skilI1BwgBcqBzk4HJ5qlrLldUmhXiKF2jjQdFUGiiuvBxX1l6dP1MqrfJYhjJIU17x4S0Cxl8Fw2cgkeG8TzZQXOd3t6dKKK0z5/7KvVEYP+MmeZ39vFa3s0Ua5VHZQT14NbeigW2iXepIqm5idI4mYZCbs5YD+96HtRRXy+ESlWgpa6r8z67MG44WbjpoX/AAzruoaVcw/Z5iUuJtsqSfMre/1969cuJWS0kmAG5YywHbOKKK9rP4xjVTS6Hx2WtuLT7nnmoSPLM0kjMzMdxyTXOXdwWkW2aONopHAIIJxk4yOeDRRXz1OTjNOOjPq60YypuLWljBvdRTQdSvraPTrG8gaUN5d5D5gDKMgg5B7nIzg9wa5rVL641G9lvrqQyXFxIZJG6ZY+w6UUV6k22rs8fCr34/10Jb2R7FI7W3Yqk0SySH+JyexPp7VLpOs32jXqXFjMY3zgjqGHoR3FFFfR4CEXhEmt1qefjJP28nfqe2atrV3ZeDTqsHlrcmNCMrkKW7gf414/cXE9zdSTzzPLK53M7nJJoor41L3mfR5evcubGj388M0UI2vBOyrLE4yrAn09ffrXt2mafbaXpiW9pEI0zk+rH1J7miiqU5KDhfS606dTHMoR9rGVtbP9BZyShOa5XxM2BaptXLswLY+YDGOD260UVlL/ACOSmruz8/yPIvEi+XbyIpOFkAH51kza/qerWVtpV9eTT2ttI8yCSVmJZgPvEnnG3j0yfWiivrMXtfyPIwm3zP/Z", 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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": [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": "97176", "label": "putting 3 pencil onto towel", "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": "0d27bece6bfe5e8ec03bd46033442365e4461d05b6f7a9c3994da7943ecb5ce9"} +{"episode": 34701, "episode_seed": 3378429780, "split": "train", "timestamp": "2025-10-13T03:10:39.207222", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3378429780, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 disposable razor 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', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "156972", "label": "lifting disposable razor up completely without letting it drop down", "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": "156972", "label": "lifting disposable razor up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e2fdbe0e370c8eacd45e695a3871b0e4715d7371059fcfc646a6b29fbc8cb46e"} +{"episode": 34702, "episode_seed": 4024279169, "split": "train", "timestamp": "2025-10-13T03:10:44.190256", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4024279169, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping basket with cucumber over, so cucumber falls 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', [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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Z/X/P9efTvfYwZbSTejCQ8qpIyenHX/P69+ZsC0VoS+CxXOATzxx+pro7hvLtJpEBJETZHJJGD6fj39eeprmrfJt2fawCoTjGf4cD+taU3ZNmU1dpHqXwlAGraqQeFt0HJ/2v/rV0AQYyK8P0/wASy6Vc3E0MjIZF8vbnr6fyr3BG/djHcV5OJnzYiS7WPVw9PloqXe4xR+8Yn0xUMoyxxUjNjPPemN90msjYrSKskTJIMow2keorz9GOkT3WmSZZkcvF6sD/APr/AFPvXoEgNcX40tWiW31aJC0lu21wD1B6fzI/GunDzs+V9TnrRuuZdDH1HS7fVYfs90imVvmMuPmT6fljHtXmmo6dPpN89vN2OVYdGHY16nauFthKWDl/mJHc9sfoBWB4uFr/AGeBOitcOxcMOqj/AA7VVWh7R6bmKny7nKWd5KsTKCCMYGe1Jco1zBIzEsf7xqvbAouCOtaDwObCUg8gfnU05VfYyj1RSUFVi3sYClo/kIwc5r1z4UyArqZzwRER/wCPV5NNuZA57V6d8KUWS21LeASBFgkdPvVwbyTPQ+FOJ6bK/wAy/nUDOGPJqt5Cl247epFLFaZP+slH0c/1rUzJiwzmnRkZ61UvIZIo8rNJgey/4VxWr+OY9L1BrONGmkj/ANZnjBx0GKTdkJux6KSCetQzHgivMv8AhZsqScWOV95DmtSz+IthckLcQSwkgc/eGazc0Tzo6mMZSq+paZaavata3kQkjPQ91PqD2NR2d/HcQq8IeRP7yDIq0t1GH+fcn++hFPm6oNzynXfD1/4ZuN2Wls3OEmA4Psw7Gmw3Zul2rtUnr3z/AI/qa9ib7FfW7285hlikXayOQQRXmPivwZPoW7UNNLTafnLAHLQ/X1X3/OumnWUvdluYTp21R7X43cWmuaXLMpa3MMikfiAfxwa86sHuNH1eaylDPaTHEcoGVb+6c+44/KvdvEHhy28Q2ItbhmjdG3xSp95G/qD3FeZ6v4C1zRkkntbmO5iUZIQlGx9DxXo4SvDk5JOxy4inLm5kjzPxffiSVLfOSpAP8/8ACuKnwsgI7HNei36Wt5IP7SsQ0gGPMGUb8xwayLnwpp90pNnqDwOeiXKbh/30v+FVXw9SWq1JpVoLRm5o8gufCNzak8NBIB+GDXDxyNt5PJ5rtNP0y/0zR5/3azgRvl7dhIOVA6DkdO4rhImOACMEdQe1ePgac6cpxmranXJppNGrbnJFbd4rCS0UYxtYkflXOWkn75F9SK6GbK3sDMzArHu9uv8AT/Pt7VLdHHW2ZZ1m01DTIU82yuIwYyzM8TAckHPTFdX4C1LUjqsNvc208UE1tmCR1IBiB+8p7jOOlcxL401T7ZAbuSSQIF/dseD+Hp1rvNB1Gy1G1hitsQIhLrCvT3AHYdyBXzuOxUqyUZqzR9Dg8NGjdwd0z1D7YLu3iO4GVeJAOx4/nXN+K9DfXNHltYCBcKRLFnoWXt+IJFXNDeWVZTNgyKFBI79a1lX5y3tW+HqPkU0cdaCUnE+etV069t3VdV06YeUNqs6EFR6BhVS8kg1KOJftDRMhGS3IYcZzj6V9E3ECSoVdFYHsRkV5f4p8CCS6kutOWJQ3zNFnbg98Hp+FetTxcZaTPOnQa1icFd2FxI/nRoJox/zzO78SKzdNZoNUnRgQd56jnlTWjc2N7YTMjCSF1/vcZ/EUxdWuY+LqKKdR/wA9VDfk3UfnUYvCLE0+WEgp1XCV5It2hM+SwwFPA7fX/PvWkCFcY43jBHof85/znGbbahprHP762bGOu9D/AFH6/wAqukGSHFvJHKG6ujD5fw6j8v0GDtGnKEUmZyldjb+Zjp10kYDfujuyMjoOP5fp/sik0/VtJsNGnt73TIrm6d929ycAHjA9uKhu2VdFkLcZwGJ9dwznP+fxzjB1V1i01pwu6YnKZ7KKjEwlKg+R2ZeGqRhXTmro7Lw+ukSXYvbWGzEzqYri0mTfFIp9M8qwHQjmvRJbaNV+VQoA7cV85aJq7C4UgFZFOcA9a+lZF3qAO+BXh0XPmlzs9mq4OKcFYpfZdyj5nH0YiphaEJxPKPxB/mKtCMAYqRYyeK6DC5jzwvHz5jMD/sisTVlW4he3LMEkUq25M/yNdXcRZYjFY19aEEMBzkGqWmpLZ5pZu1k91bXZINkTj3B7/wCH1rjNXvX1HUm3E4J6E9B6V6L8RNNItItXt0J48mfA6f3Sf5V5hbkbnlY8k4FenTkprmW5wyi4tosKgMinHyrzWvbLHlBKyqgG5t2MH8/f+VZBu/JBKYBOOTVrT9E13XZP9B0+6uQf+Wm3Cj/gRwKJTjHdkKLZQuLVfLl8sgruOCPTNd38Kjtj1RT/ANMv/Zq4/UrG80W/m06/Ty7iPG9QwYcjPUda6/4ZZH9qfWL/ANmrwov940tj3Ja00/I9EjTqx7mrEK4bNAjwqjHQVMi4Irc5xs0KyQkMMg15P4r8HmXxBLc2k4XzMGQMvfHavYGX92K5e/hBuZGI6molsK1zzKXwgzQnZcfvR6rgVkzabe6a376AlP7yjIr1F7fJ6VFJbqUYMAaxaT0E4IyfAkwdmQOQrkgJ7gZJ9q74pyK57QUSCWRFRVLMeQOetdIrblopw5Va4tiSOJGI3IrfUZqV7aEoVMSYIwRtpIeMGpGJJqmFz1f+P6Cqt6AY2yM8VOjcsT64qnfzARnmuiO5DPIfEfh+M300toTEGYkp1X8u1cVe6fLaqfNgyV/jiPX3xXr19GJNxI6muX1ayRlxjrXXDFVIbM5p0ISeqPNI7/ZL+4uCkq9myrD8asz6iLpQNRtYbof3pUw34OMH9atano6+YW2jI71Qt7GYy+WpOPeumnjVLSojKeHcdYMiXTtMeVJbWaa2YEHZL+8X8CMEfkatvZT3F/GII/Nj2Bd0fJPJOMdamHh68aPctsTjvG3P5d6otpOpFpvIheTykLONpVgAMn6n2rdSpW5osxam3aRzniuO5tNTVnlCz4BZI3z5fopxxnFdV4K1KWOW2mLDYxwRnnPSuQuFaSeKeW3EkCOCY2bHmYPIyORW74OgTUtdawW9l06JxLJCkKbzuCl1TJ6Dg8n09TXz+OjGrJqLPdwcnRSclofSPhxxJFM+eSFyPzraQcMa8v8Ag/q93qlrqTXNzJMFWHaHP3c7s16asg2fXmjCxcaSiycRLmqNjJuhNYGpN8rVuTN8prn9R5yK2bMDmHhE0hVlDKeMEZqjN4O068nLeW0D4+9Ecfp0rdWHa2atxdcmiMmtUTJHAaj8ObtN0lnKk6k5C52P/hXKXWkajpkxWWKWJ1PRxtP4Hoa91V+lWRFDcxmO4iSVD1V1BH611wxk46PU55UE9j58bUZkUR3S71yDiUdx05qHWdWE+nG2jtoYIyoEjLks+ORkntnsMV7YPA+h3kiyNAyLu+aNW+Vhnpg9PwrkPiX8MbW2sm1rRisKtKiPZnhFJ/iU+nHSqq4yLhZIVOg1K7PJNN0yWEWWoGW2aK4maMReaDIpHdlHIB7HvX0/D80gHoM18/eIPDFloWk22p2N9eO5uhbbriFUW4IXc0kWDnapwp3eo9wPoKz5BbvgV50b8zbPRurJInVO9SxihVzRu29K0ZDI5UDEmqksQdcECrjng1WdwKVyTMutJt72xubOdN0M67WH9R7157H8KrWCfNxfu0W8hUiTacc9Se9emtLtNVblwwQ/7Q/kaqM2lZEtJ7mNpHg/QdKYPBp0TSf89Jh5jZ/Hp+FdVCAMAAADoMcVSj5UEVejHy5rKTvuUkkeWfGTRlRrLW4kwzn7PMR7DKn+YrK+F43tqWe5i/8AZq6fV408R+Jbzw9q2pXUNhJOBHskjRYiMHJLjGMZ9yTisD4d2rafr/iCxZJ4/s06xhLgASKFLjDYyM9M4OKiMfeubxqe7ys9LAqQqAM0xTSvJ+VbEMdu4Oaxb2MM5OO9ax6Vn3PL4qGriTMySIHtVaaHAOBWm6jbVdk3H61LQXM3TwRen2ciuiiHNZNtGFu346Of6VuRgEg0kS9yRFwalIyKxPFF1cWWhtPbStFIJEG5euCax9Zj8R6Joum3l1qN4s13v8yIrgQ42lQTj7xDZx2/Oi1xHvoY7PxP86ytSdsEZ7UUV0CZgTfdrB1EDdRRTYmc3qKLjOKqWUSeaTiiipiTPY3bf5SMVfR282Dn/lp/7KaKKJ7Gcdy43gvQNceRr3T0Msww0sZKMMDqMcZ/DmvBJLmXwx4ruZbAgvaSvHGZRuyCCnPTsTRRXOzrptu9z1r4IQrDpGqSKW3MYwcn03Yr1dP9UPpRRW1P4EE9yOX7tYl8My/hRRTexBnHrTkoopIUth4Y7hzV+JjiiiqIC0Y4x/tN/wChGqvjw/8AFFSE8/v4v5miis2NbnlfizVV1zRTFPp9lD5CL5TwKylFXooBYgDnnjmvWbM/ux/ntRRTjuax2LoPFRk9aKKtgxD901TfvRRUEmfMxx1pkxPlRn/aH9aKKGBbteU/CtCL7lFFTIEeYa3qp07xPqqGysruOW43FLqLeAVHBByCOvTOD3BqPwlLJc+J9cvZnLz3QimlY92JbPHb6UUU1uNHcKTTXJooq2UPX7oqhOfnNFFSIhf7pqA9KKKhgQwn/SZD/tf0FbUH3aKKQnuZPjH/AJFtz/02j/ma4m61vUb7TobC5upZYIHaRd8jMSWx1yecY49Mn1oopoR//9k=", "info": {"video_id": "55638", "label": "tipping basket with cucumber over, so cucumber falls out", "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": "55638", "label": "tipping basket with cucumber over, so cucumber falls out", "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": "9a617bd8c2697d3d388e2752a1ca53e3df0a0d05c48e09d9e73067231e5ac778"} +{"episode": 34703, "episode_seed": 864089449, "split": "train", "timestamp": "2025-10-13T03:10:45.458326", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 864089449, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cereal box 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, 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": "219738", "label": "putting cereal box upright on the table", "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": "219738", "label": "putting cereal box upright on the table", "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": "bd16f5fe8e81a9bd7efdaee9928fffd2e11662c8d41b35c30c166eb8680444f2"} +{"episode": 34704, "episode_seed": 1188327358, "split": "train", "timestamp": "2025-10-13T03:10:47.106617", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1188327358, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming dish'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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ABc8c88en+NUdR1O91a+kvdQuZLm5kxukkOScUttfXFoyS2sjwumPnTgjBzn+VFybHV+Ddebw14mtZ7pXQP8AJKmcfKTghh68Zr1nWfHljpPiB9OnVXgMe4SRPlkfurL6+lfPczuXWd9xeQbtznknPWrF1ffar3zpHkdnIMmWyS2OefwpgfSdje2+oW0VzbSb4ZRuUng49x2rVtz5ZBDfhXknw01CNL5tOjuA6XELSpGF+ZWBzhj6ha7rW/EcehoBPaylTHvEikEd85+mKYjtxcp5aqDVW4lzznkVxHhzxfb6mgE08cchkYIGYDcvUH/PpXZK0N1EHilDAjgqwINAFCWVg+V5NcB4g8QXuua3PZWGpQWcGmBUlkdQ292yWx9NuPrmtvx/4lj8LaQyRSKdRuFK26jqvq59h29TXg9leSxefmbELENIpY/vDzjp16mh6K4mtD0QeMrvT44ozCk7qp3yFsb8dxjgVqp8QrNNNN40MqSr/wAsH4z9G6Y/X2ryf+0RE4MSJG6jI6tzinXup28xjEUT4ChWLkHP09Km4kj0OL4l6peEY0aKS2YMCBkceu7PGD3rn30rWNRVb97VZIJUbcBHtCr0OD3A6+tVbTxKY9IgsFS1jTA3v82/GWz0/D8veqV3q1rDbRiKXUHvSrM8jzYXJIwNuccDIPrRcaDR5INAv1u7iOK+Yo5hjjk4ByVDN6DjOO4x0qzrXiXUdUiUX12TCpAWJGAUe+B9etYOotp0dtYR6fJLJKId11I67R5hP3VHcAY57806zu7SJs3tu12pAIXeV5wf5cUXKsexfDLxg99IdIv5494QC1IABAUcqR9On0NdPd+K9Jh1C5sLqZ7e4t8FjKuFZT0YH05r54tNTmsNYh1BHUSwujptHHHQY/CrWo6jPdanJcy3G8yPv3gk43c4/DOMdulMR9EwXEdxEksUiyQuNyupyCPUGrB2LznBryvwPq1xaXkFpNcLJaXJZIpGkPzEEhcAnj0wPUV6JqF6lhppuZIZXCnDbOq/hTEzyrW9BuG1cRteNLPPMoVRjgOSM+3Q10vhfRF0XVJbS4CzuIlkDnpnODj2/wAKy4GmufG080inyYXfafeNQv8ANya2tN1mG/S6vbdSZDEGUOw3MqqT06gdaWiJuemaZcRFFUnaE6AcVzPiT4W+Ftfne8SOfTrhySz2pGxiTkkoQRk+2K5TTvHJvNasLaA+XExLTk88Y6e3rmqt/wDEO8jv7W8MsckdvNJG0CM0fmKccEZIPAyCe9K5SOd8X/DYeERb3MepreQ3EjRqpi2OuBnJ5INcpeeVbrGS4WRTkAc9q6Dxb8SLvxJDDbmzt4EgdmjKZJ545JPpXDu7SyF5GJJ6k0mzVOyLN7fzXTbT8sY6IvSqdObPHHSkCsegJpCbb3EoqwlqWIDsFLHAHcmtzwtoNprPiI6Xd3b2uYZGRo03l3VCwX0A4PPtQI59VZCNwIBNS+c5bggIvXPQ/wCNRO+6QM2SMDjNCOg6xAnPc0uorFpiv2VCknAc7QTznjJx2FenfDC9lg0bVigJbK7GIGCdrfjXnNvcrLH9iSJVDncD3LDpz/WvYfCfhibSvD0ayunnysZH2ZPbgH3rSLEzhNQ0XVtT11Yrq5WS5mJySc7VAz1+leheDWjstORTGFkUsjnuSDiuaQzx+Mb6aRCEhR9pHqqJkfkasW3iG2GizXMLrE6KXWNjknPIz7nNPQR6lPFp2q6cbK9tYbq3fBZJV3DPqPQ+9cNf/CjwtcSEQi9sye0c24D8GB/nXPR+Pbl4/NhcwbYD8pAYM24cjPt/WslPiJqWk/ahaNBIJpfNDSox2k8kAE9Pp3FK5RleJPDcXhzxDc6bFM88MYVkkdQCysoPIH1xWHNfLFuSMAnpn0qXW/Eeoa9dtdXsoeZgFZlULkDoMD0rIqWy+bSyDPOafJK8r7nYs3qTXUa54e0e18M2+raVf3k4a5Nrm5gEa3JCbneIZ3bVOFO4fxD3A5bORz19aRIijccZA+tSjMQKnLRn7wU8VERjuCPahWK5x0PUetAE2eI+ckcZpyGNplO3IVhnJwCO9QA5wCcAd6kiEZwHdvoB+tCEa2i6hLpOtQypIY9si7mDFTjI4J64r1L4i6je3sUdhZ26yQMBI0h/hOTjB7V5ppWnNq2t2q2EMsm+QF8csAOp68cV6l4pE1rot3IwJbyzgj2NWhM4jwtZyx6hbXF5GRbzPsRgf4uf68V7Vpc1tHEkSgRog4VRgV5hY31vFoGntcuUXz2ZFxkswdjt/rWtqHiJNGMDzZKO2Mr2FMVzudc0vRvEEQGpWEVxtXajnh1HXhhyK8U+I3hzSfD81idLSWITeZvVpC/TbjGenU10+l+JTqfjWTS7nWLm1sppFWGWKaONY8jJLGQYxjPHXOB3rzzxXeX39rT6deS3b/YriWNReEGVRnGGxxnAHQkVLelijnyxJJoBJNBOevWgEqcjrUjL6mTy3KEgJgYYYJHJz6dulVf3Pl7yzl88rjAqNpGZQp6CkGM80CsK7b3ZvU5p0ZQAh1yDwDnp70zBB/rT/NYkCT5wOxoGSuconC/Idvy9D70rDBDh8dCcnn8BUG75SuSR2pyhmk+6S3bPahXEadpdyaffxToSwicNEx4BIOQcV7TY+JvtXgpNSuiJZCh80FcBmDY6D8OleHXEUixRTeYhZhghTlgR3P8AnvXfXGgaz4V8H6XJczXMbX7SPLbFCBBgIUDE9GYNnHb65qrisVvCGtXQ8+GURzr9nkYGUEkE8nkEdcCueh1G4tbaZbdhCJZMHZkYXB+Ue3NFFQxdSK1uJLadnjOCqEjP+fesme7llUIxAXqQO59T70UUIorVa06JJr+KOQZUnketFFMZtXEMcyMpjVUj+6qDA71Qkx9luioCmNtq7eKKKAKl1I0kFsWP8B6fUj+lTaZrN3pOrR6nbeX9ojDAb1yOVKnj6E0UUAZ9PBwmPeiikxMcx2ojLwT6V09z4u1qG2EcF68Mb2yRlU6YxjI9Dx19zRRTQivo/ijU7BmVZEmDI4/frvxkDp/3yKzHu5RbxxggRuTIUAwM5IoooGRi6lWFlUgZ745FVHdnPzHNFFAIbSg4IOM0UUDOk1vxdL4hht4JtI0y1MCLHFJaJIpSNQcIAXKgc5OBknn1rmqKKACiiigAp4Hyr6k9aKKAOn8C3s9nr7eS+NtvM447hCR/KtbxH421e4sbOF/s/l3EbiVfL+/8xHr/ACoooJ6mt4hgQeCpbhNySQ3DSRlDjaSxB/QmuG1GZ2unhJ+SMBQM/wA6KKctwRJZeIZNIadG07TtQimZGMd9B5gDIPlIIII6nIzg9waydS1G61bUrjUL2Uy3NxIZZHxjLHk8Dp9KKKRRUooooAKKKKAHAn1ptFFAAOtLuYE4J596KKAJkYtKikkr6ZrvZta1C90S1065uppreBmlXzJWclnAzkknOMcemT60UU0I/9k=", "info": {"video_id": "42759", "label": "turning the camera left while filming dish", "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": "42759", "label": "turning the camera left while filming dish", "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": "f3da3a2e51786427030c1578724f8bd115ab2727ba76fd7591d4f97e3eec22cc"} +{"episode": 34705, "episode_seed": 1740103769, "split": "train", "timestamp": "2025-10-13T03:10:50.129962", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1740103769, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 newspaper 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', [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": "18325", "label": "tearing newspaper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "18325", "label": "tearing newspaper into two pieces", "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": "8c27a92068978ffb0b85c779310d0cde814b90604c571675485d49dac63f0d01"} +{"episode": 34706, "episode_seed": 2594585085, "split": "train", "timestamp": "2025-10-13T03:10:51.128177", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2594585085, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 marker 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', [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": "79031", "label": "moving marker across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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lP/aN7rbSPHqM1pLZYYOxCB2i9++78jWDB4dv/wCyLe3nit4Zo7hpQXk3EKQPTPORRcXO3sjqb7xPo8C3B+0tKYDiURxklTnGPzpdD1KHU7icxRyKixxyB5MAENnH8q5mfQy1xqE0t8T9sPzKiY2/MG6n6VDbaayajAsEc80YgeGQ7uB8pCkj6k1N2XdnpD6tpdhF5l1qFtEgOMmQHn0471G3jDR49QjskknmnkTeqxxHBG3cOT7Vwdp4V1GTRWsyLW1f7QJQxbfxtwc4710tv4azqFpfzX7+fBGqFYkAV8DGTn1FAry7F8ePJW0x7yy0WT5ZRGBczBM5Gc8Us3izV31yXT/tul2S/ZvMTKF33FN3vkD6dKksvDejwW7W7QPcRuwdlnkLgkZwcfia27eC0hw0VtCjKAoYIMgDgDNUSlN7s5AX+u6lb6XMt3qt44uHE3kRmJHUFSCenGCR781GfDGrT/21H5KLHczq1s93PvG0OTnHJHBrummJHUmqguAkSFmABUdaOoeyT3dzBXwzMt3b3U19ErR2gt2WKHO47CpOT9fSqUXhXTrK0htmlup1ikMql3x8xx6fQV0E2oQ5wr7z6IC38qoTvdTA+VZyker4UfrU8y7lKklsjMk03TLfzTHZQAyNvfK53Nzyc9+TVO6lVIzswo7bRir02nahKTueCIdccsao3GjEjM1zK/suFFHoirBaWOpso/1Kj/erVg0vUzjM8Cj6E1ZtSmBitaJl25o5PMfMUI9FvmILXsY/3UNaEWhzAgtfuT7IKsRzDdjNXEmB4AzRyIOYgh0ULgveXB9SpANSrpMG3Bkmb3LVaRsn5j+FSbwBxRyRDmZi/wBiWbA7xKSGPSUjNMfRLHHMbH6uTWlv+eQf7VRySEcYoUI22E5MxLjR9PTk26fjk1nzaXYgEraxf98VvTv1rLnanyrsF2cxqNlaJOh8hOVZSAMAg4yKms4LSKIJHbRKhOcbB1qDW3l+0QCOJnJ3dB06Utpb6lLjbAEHqzUm0hpG5FPsXAwoHoMVZjujkZOB71nxaNfSgeZcog9FGa1Lfw9FgGa4lkP1wKLvoh2XVk0Vwm/5nVcnuelL9qQsQrbsH+HmrttpdjbkN5KsQc/Od2auIkW47IkQZzhVxR7zD3Uc2807yPstZ3zgAqvSgw6jIPltQn/XR8V0L7Rcv6lVP8xTXK0JO2rE2uxy8mmahJ96aFP90FjVGbQ2bPm3kzD0UBa6mdlxjJH0rNmYAYH60+UVzmZ9Es1GSjOR3dyaxLjxhq/9jQXMVxBbO8rowRAcAAY6966i8cqCe1YFlBZwxqkdtEFB3AFc8+vNFrbCd31EGrXlx4thikvL2a1KqQqk7OU68cdTUWmaJqEmm38EunvvlkjeNrmTg4Jz/OuihnIUAYA9uKsC7VTguB9TQtBOCe5Ha6PfRy6ZP9qtrc2iAPHGm/dhicA9hg1ag8N26pdpcX97PFdHLxmTaq854xSR38bfKGLeu0ZzWpAt1PAxjspDgj52OAtLnXcapLsVv7K0u1EUsdlEZLePZFI+WZAM4wT9TUyPHANsKJHjjCKF/lUs+m3TW7MzogGM4570i6HliZ7yZ89lwo/SknfZFWSKVxP3ZvzNZFxeRc4fJ9FGa6Y6NZR8mEOfVyTUTRxR/LHEFHsoAqveFocZL9rmz5drMQehYbR+tO01Li2lkNwqLuxgBs/nXRXGFBxWTJa/bZ1xM0ar1Cjk0WYaGjBcBR8zCpzqcKDaHBY9l5NNs9DswQ0ivKf9tz/Kt61tbe3wIoY0/wB1aPeHoZ1vNdTEGCzmIPcjA/WtW2tdRd1ZjDAAe/z4/Cr0ZUKCakEmfYUcr6sLpdCBdLDqVluHfPcDbUUGk2Kqjm3UvjksS3P41oCQAcVXhcEOB0DnH8/60uVXDmdhTEiLhVCj0AxVKYHd1GPTFW5GIByciqcverJKFwQBkVj3L7s4rXnPWsi6BXcQPwpAFpL0Fa8coVRzXO2kvA5rVjkyo9TQBqw7SfWtCI8Vm25G0VejbigZdRuakz6mq6c1KTgUwZW3BLiVAOgVv8/lTHcMCKa5P29mA4aIDPuD/wDXpkrgggnBpITKsz4JBNUJ2GDzVmd92VI5FcrZibVvFs+mS6rcWkZEhiEabssqFgvsODyfT3piLcpBnHNads6hRzXD6PqFxdO7TzNJgKRuPTNdTay5FAzfjmUAVaS4GAAMmsiFg5yelXoyBwKBl5HJ5J59KkEhqqjVIG5zQAskh+0LwcFSM/kaZIc49RTLtypt2/6ahT9CCP54pjE9m/A0kDIZnySOhFZ05FW5iHzzhhXOeIbqe201nhlKyB1GVpiHXhBU1gWNjfy4zsjHuaua3FFBoEOp6frF/MGuTbZuYljW4ITczxAc7VOFO71HuBcspVAXnNJq40ye00J3AM1459kGK2LTQbCMgmMyH1ds1HDNwMCr0U5NTyIfMy/DDBbrhI0QD0FT+dkcfnVBWZup49KmRqpE3LMj5hdRjJU1GJd6BvUA03lhwcVXhkAhUf3SV+mCaOo+g+WQkGs+ZiasytuHymqE0gBIPB9KYincH5TVOzfbcPnvjFVtOeHUfGDaZqGo3VrbyybEkilijWPuSxk4xjPA5JwKq2Rnt9b1Ozna4zbTGMJcACRcEj5scZ6ZxxQB2VtLxV1HZ2wDgDrWJbynAA6mtS2bJHpQBpxnAGTk1OrZqmrVOrUhlgHHeoA5F5PHnHyq4/HIP8qkU1DIuLpJD1aMr+oNDAc7FQSTkVRnYDlW4NWpCQevFU5MKSv40xFSY8c1lXXXlz1yAP5UniW7ltdLZ4ZWjcOoDL1xWT4h0vW9C0PS768u7oTXpk8yEpgQABSgY4+8Q2cdvqDSALZ2AXHc1tW7kuAegoooBmxATxV5CeKKKALkJ5qR6KKYFSU4nUf7JqtMeRRRSQMoTHBrz+81K40jxTPfWuzzopG271yPmUqePoxoopiKOjfK8gHQbR/OuptnJ2jPFFFA0bNqSWFaUfWiikMspUo6iiigRBqAzbH2dCP++hUUxIPFFFHUfQpTcsrd81zfik401vQuvFFFMRga94nfXYLeKXStOtjAixxSWySKURc4QAuVA5ycDk81qWjHiiihCNy3c7BWpDwooooKRaQ1Mh5oopAyYVRi+/cr2Ex/UA0UUMOg2Y7RuHXNZ925GOlFFMRxVzrbaTql9GdP0+9imlDmO8g3gMo4IIII6nIzg9waXSr+51LUr++u5DJc3DiWR8Yyxz2HT6UUUCOotWOevatq0+6KKKGUi7GasIaKKQEyfeUdqLhAXgburHH4giiih7AiKXkc1nTE73HoMiiimI5rxUSdIb/roprkb/xBqmoaZBpt3eTTW9vI8qCSRmJZsZySecbePTJ9aKKBH//Z", 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", 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", "info": {"video_id": "79031", "label": "moving marker across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d7a894b07be9c5bb1ccb1a595f5fb1af3fb2dbf58ec8eb3fd3b8355deb301788"} +{"episode": 34707, "episode_seed": 2017924911, "split": "train", "timestamp": "2025-10-13T03:10:52.233309", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2017924911, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy truck'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "69542", "label": "putting hair comb next to toy truck", "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": "69542", "label": "putting hair comb next to toy truck", "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": "c9cd9721241473ada96937ed420e2c89beea880967e483558292414916baddb2"} +{"episode": 34708, "episode_seed": 2318093708, "split": "train", "timestamp": "2025-10-13T03:10:54.808935", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2318093708, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mouse with diary'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "103233", "label": "covering mouse with diary", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "103233", "label": "covering mouse with diary", "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": "d03de44bd88bf491304642eda8a76f46ee571ad00f67f7e870bc7ab013bf5771"} +{"episode": 34709, "episode_seed": 3400838453, "split": "train", "timestamp": "2025-10-13T03:10:56.440112", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3400838453, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stopper in front of a remote controller'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "149695", "label": "holding a stopper in front of a remote controller", "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": "149695", "label": "holding a stopper in front of a remote controller", "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": "610db9ba15c25691cdd8c883d3719b85f135758b0f7074672fb0d84227ed2ae3"} +{"episode": 34710, "episode_seed": 3418894446, "split": "train", "timestamp": "2025-10-13T03:10:59.181593", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3418894446, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cube next to helmet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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yPw7MeScnoOvbFJP3kb0qjp3kt7HE+KLKOS7ghXjzkTehPA3A5H/joNcjchLa0sbmxVY5lt/MYqOpDAHI/OtbVrqaW/hMpmdvNUs4PzEkYHPt0NV9Kt7a58jeo3uJECk8ZGTg+2RXVE5ZX6mhqOmxw2/2xQPJunW4H+9t5HtyaxtPshqN8waTaVG8fLnABAzjv6Vo6nJc22l2ltI6sph3FR2IxnB9O1SaYZ7WxvDCI96GMgsucrs3YP41LSTuhuTklcj/AOERuZIbiQanbQsoeRYhA33QScZPXjHSuSngnd4iwdkfDI7jBxjjOK9E8Li+uIpmlBlDP5gJIGDggkn6cVeGi28XlxCG3kCLtGbkj37Y9a5p42nB26nZRyytUXNokczeTlS3PNYN5dMD1rVuZbmRI/t0ZV36S4xu/wA5FYGoRusjKeoNbRSeqOOV4u0txEv3AOCap/2iDct5z7R1zSMfLj96xbliZTV8pKm1se2eHPFfhzR9daDU7gW1pbTO6OELliGJxgZ6+ted+OvEmna34ournSbdo7EuTHuXaXyckkdv/rVgX/2gxw3Mzb/PTduHfHH58U2yuLJIp47q2Ls6ERup5RsGq0sK7b1LGl6pDbajDLdW6ywrkFWGcZBAOO+Dzj2rpIbpbqQXcLgtGBynYFsj9RXGpFGbSSbzcSK6qE9Qc8/pW3oO9IyvI8w8n1Ws6z5I8z6G+Fi6s/ZLqemQXEmuaitxJGkZYKrbR1wOSfX/APUO1dNsSCMkkKiDJJOAAO9ctobhAme44rnvGvjE3aNpdjJ+4XiaRT/rD6D2/nXzzjPFVrH1tWpTwNBdlsu5vTeIIPEDzxWYytqcBmYAyg91Hpx+tc/eysN3JHtWZ4KsTqeoy26z+VM+xYuPvMTjH61t+INPutGkkttWiMMyn5HP3ZB6g9696lCNOKguh8pXqTqy9rLr/wAMcxPM3mcVXvJ3EPJqeRRvz19MVnXzkqRWyRzc3Y2fD/iBrW1v1VV8wRRsrZ54kGf0Jrrb740Xf/CEnQrXTUS6cFWu2kyQM9QoH3vcmvL9Kjim1OKKZiqSHZuHYnp+uKhukltrh4nyGU4NNWQSk2Esl1EQJQ6EjI3DGa1dK16a1txaSktB5hkXB5Ukc/ngflWde6ncagIftJV2iXYGxgkZ71JIsN9qZFnF5cTAEKeMYUZ/XNJpNWHGTjLmid9o9xcWz/6PKUFxCAwB/hbqDXeaJbpHbkn7x6fSvO9D5KuTndjn2rqb7xPDoOl+YcPcHPlR+p9T7CvBxU51anLE+vwlKGGw/PJ26tl7xX4nh8O2oSPbJeyD93Geij+8fb+dcvcXRAOSST3rhNQ1G41K+kurqUySu2WJrrppUuRuhBU45Q9q9LC4ZUY26s+cxuMeInfotiC5uSwIzWa9wY/nzyOlOllGTnrVG5lG0/SutROLmsXtEuvteuWqvKUYzKu4HDDJwMH1r2zwf4h8K3Hha60/WbyzhtYo02i5kABwuMqDzn6c181x3L297HOh+aOQOM9Mg5qS/EkVy6TIUfqR6U0lcbm2i/rl9YTazctY7jahyIiR94ev40/RbrTjcy/bIwzeX+53HC7s9/w6VQto9OksLgzSul0ozED91unH161UMW2BZdwIckY7jFVZu5N7NM77Srk6dqkV9AgwJVO0cAkLgj8RXX6dDHfX8k0MIggZyyxjsK860J2NtHGc4LFmz69K9I0aRY0zkAgZrxMwrtL2aPqspwqd8Q1q9jcdo7WJpZGWOOMEszHAAFc9ceLLfUbYiwmuFX5kf5dm4eoP5+hrk/G3i7+0nOn2L4tEPzuD/rW/wFZvh2VzZ3AAJCMOfTOf8KrA4RxtUnv2OTM8xVS9GG3V/wCRuTiz3Za3Vz6uxY/qabb3sFncRz28MccsZyrqOQazZ5jzk1UebGea9Sx4Vzpr7xzqsaKIrpVcnvEpz+ldZ4S8Xa1q1rp9ktxbiVZZnnllt9y7CUVFABHOdxPtXil/O24MSc5rodJ8Wy6ZpdpJCoDRzybgrYP8BH9afIPnVjd+JPhzX9E1eae4ZIbeQ5i+zsfLwO4zz19a8/gvNRtmDw3joUOV56Gu1+IHxS1Hx3Da2EWnx2sUZywjYu8rehPpxnGK88mM8btHKGVhwVIxir2IvfU7G31LVvsif2oDJCRiMkAMu44z9K7GwEcGm22oiITW88QimUSbWWVOAR+Q/wAmvO7LWnvp447oFnO1WcHqB3PvxXVaKrNiMuWjD5AzwT6/lXNiK/sotv5Ho4PCLE1IxW27Oq05JGXeflU9QOAfWtSK0jIzuNJEI0tVbIVUXLEnAHqTXAah47uJNdSLTZVjtEOMsgbzT6nPb6Yr5+lTqYio+U+pxGIpYWmubQ2LXxE+nwX/AIevdEXVLaOYj5n2TJwAOcHOABg8H615zPNqH9oS4tJxGzEiJgWKr9cc/WvVrzSUDW0rvNJdIBG8sZCNOB0U5yAwyNpPB6HtXaeD/BOnahBHqH257613HEciBNjA8q6j+Iehr6anKnLRbnxNWnVjZy1R87yENDk8HGQax5E3uCOnrX1v4l+FugaxY3DpZpBeMh2yRjALY4yv9RzXzNruky2NzJAyBXiJXA6cccVTlrZkqF488SLSYE1W1fTXba6vuhb0z1H6Z/OotX8Jaxoiq97bBI3cxqwcHJAyeM5HXuKg0e5istUSW4Z1hKkFkGSpxlSPowFezeIL3Tta8DWAvrYi5t9kv2mN8+YhXAI7kY6DnGCO1CJ3PEY9LuDcJHImzcA2Se3rWxpV2kurGBeIwAkY+n+PNbOsjS0dvsC4EdrtZ5OCzDqAPUkgfQGuOhjkilDhmV+u5eoPrRWpc0HHuaYau6NVVF0O01HVHS2e1tnPAKyOP/QR/U/h61xkrcnJrRlv1FjsICyj5SB29/xrGZi7VjRw8aUbI0xmMnianNL/AIY63wnDJc6ZqotTm9haGeJV+8Qu7cVxzkcHitvXP7d8TaZBbS64byJW3LHNgkHHdhyfxo+F0ERbUZWVRJH5eyQ/eX72cHtwK763isrLVFXVNPgubVz5kirEC6Z6yR9z/tJ+I64q/bRi7SWhEcPKULxevY8usvA/iJbN7iK2a5hQ/MYctt/x/DpWFqNrcrKEe3dGxklhgV9paXBp/wDZ8D6f5T2rIDG0WCpHqMV558XPB8WoaUNWtYFWe34lZBjKHuw74PeqlJrVEU4Kb5XufLRXywcH5s5zXoOjeE4PHVuXW48i+VA5wMmQd8Djd0JxnOQcVx2o2LRzNhSMEhl7g11nw21+bTtcsrRWSGZC/kSseGLYIRs8YJBwexIoWuwmmnZnOaj4VksNbvNNNwSbaR49zREE7f8AZzxVQxCw0xpVOZZxtVvRe+Pyx+depeJPE8EfiS6vJbW3e5lQ5YrtKuRtzjv615zqrpeiEISdgO7jAznAA9gAPxJrRLS5DetjT0LU449MBb5pkO1YweW9D7D1PtWdrE8k8vmTPuc/5wPaqVvvt3DxjLL2/vDuKr3t4bqYt0HYelc0MPGMnJdTrr42rVpxpvZEZfLjHrXp15rPhe98PxSyLd2OrwRYMkcXmJMw7ZHb64I968xgXLg+hr1Y6AltdNDBNbxW03AW4ziORuilh0U/wsR7HBrT3E0paHPTVRxbgrnmyamZ32yqAxPBFPuMGPcD9c17xoPwnguN0mrWdsikYMUI+8fdsA/gKyfGnwZh0/Sp9Q0yeWRY8MYGIyBnnB78VpJ8uvQmEed22Z4OVzL7Vtixl1zT4ZLdd91CvlsvdgOn6fy96p31sYH4XC9MY6VqeDr02WqlllWOVSrxBiBvO4Arz3OQR9Kke2jMC40+9tGVbm0nhZhlRJGVJHqM060s5JrgI4KIpy5YYwO9e0ePrHRdXOlX1rcvbtsaOZZUwqsTngc7RkkYHTFef69bW1rJqJs5nnQMq+aTwc8AD1BIJ+i1cY31JehDoVyt1cShV24bKr/s9B/n3rS1nWJBaPaWz4XG2Rwev+yPb1/KuPspJrOQvExViMHHcHqKv3l5F9kTyv4hwPQelcMsIpVvaM9X+1Jxwqox0ffyM529TzXS+DtMv9Ue9WwUvJGgYx/3hzkfWuTJLtXR+Gr3UdMuvtWm3Mlq+RE0ydPmydpB4IOOh9K6bdEeXGWt2Wr8iNwjgxzjKvGwwQR7VmvKefatXxHZeIPEGoC7uZoLiVUA3Iqxcep9frVSTw7rVhaJcXNnKYWHyyhSVb8avlcfiEmpv3Dn7xyxqXT7dLm2ukBImVN8fPBAPI/kaZcwyb3zGUCnB3DFNs5/st5DIpHytg56EHg59qGC8yCOaWCZZI3ZJEOQR1Bqw1+89+Lq6VZScbxgDdxiu7h+H8OuaRNqtnPIrRI7SwIgdlKqTlhkYHBBbnB+ozxA0sm2abc3DKuAmevvTTd7oHtYNMiPmibOADsHuTXfaORGg9eMVwN4xtZYbdPl8o7j7t3/AMK6I6n5tkqW5I3r+8buPVR/U15+NoSqNJHu5TjKVCnNz339S74s8VvcRtptm+If+Wzr/GfQe3864tJCkiv3BzTrpgJWqGNTI2K3oYeNGHLE8zF4ueJqOpI+kreFLiGeOUFkYbWRiPmHX+uPwrHOs6r4O1PzLe5ERmYIs0w3QXGOiTejDoHHUVxz+KLhdZS/ublJYf3kSwibB8zAy7IATtHTtk0reJpZ0KXC2F3Acb4ZA8e4Dtnnn8unFRyNWsbe0Tu3s+h7foHxT0nUZlsNZQ6RqPA2TtmJ/dX6YPvj8a8y+MaaQfE6CwnR7mWMvdLHyIn4wSR/eHUewPeuRn1GGyihE9lPPo8j7YxKwfymxkiOYcEc/dOD7V2Og6P4S1vRltIZBbXbbljvHk/1rk5APGEIGRtPXAwe42Uub3ZKzMOVQ/eUnddV1+fdef5HkVxApJBUK1bdtq00/hb+y3JZoJMxHuqHkqPbP8607/wPqUD3MbGJZYHZDGXBOR15HGK5VXmtDJs+V/ukGtuVx0kc3MnrHYl8ks5DNkr1ye9V5FVGySKhe4ZcknJPWnWVu97Puk/1a9fSqlJWJK9zJHKF2j5h/F/SoFTnJNamowqhGxQFAqx4V0W317X/AOzru8ktd0MjxlI9xZ1QsF9hxnJ9Peodykkdb8MJUhh1aWWVUVWhGCevLf0r0Ka+07W9NSWGWUIfnhnjxlSD94fyrwjR9SisYLgTmUxysisIiA+3ndgnocfzrYj1tpLWKF1dreHK28ckrHykySF4IBxmsJQudMJqyT6HoFj4h1vw9qbLbXa2N07nEbj/AES8/A/cf16V3MXxgsn0y4t9Y0a5i1MIUFoq70nJ4wD2Bz37eteHx62kkDWUt1craS43pK32hFOeWCt83T0YH+VauleI9R8OXVs1xLDeWsbb7O/jAk2Y443c8buVbkZ49aI80NtUXN06t+bR9+j9f8/vMDUY3L7pFEcpPC89OynPoOh71jn5J1lTKyIcg17Xq40DxnpEV2kZivIyq/uEDrOhPzANwRjJO1uQAO1cH4h8LR20ZuLDc4XPmJu3YHqD3NbxhpzR2OapKV7TWq6mRqdw19OdQmYFpFB69TiqDeUsQCk8Cqckg3YDkgDG30quTJO4jB6nGBVX0MnuWfOJYiFC5Hp0FUpQXlZmGGJycV0kFtHa2vljG7GSawLpcFyrD5eTzU62uNWvYZHhGG31r399PW8sC8YiEnKqWXKuvQqw7qTn+favIta0LSLPw5bavpeoXk4a6+y5uYBGtyQm53iGd21ThTu/vD3A7Oy8ZXInuxMJI4QgNoioR5xBIdgScYBwKwqRvudVCXLpHQ7Tw78RZNBi+w39vNdWdvwwDbrm0HoQf9Yno3XHrXpen6xo3inTWk0+6gvbd1w6g8gHqGU8j8a+eL7VoNUuIp5o76yuY8rFdwxiXZ6K2wnIz1GPpWfZalD/AGpvt9QXTdWXIS6tJCsUx7Z6FCe4PHtRCo4L3tUXUoxqy9xpS7dH6dvT7uw/4h6FBonim80+GRZFXEgGcnYwyAf9odCO4wa4Sa3AIaPscivWr7wH9u0abVNMv5b+7UBrrzEO8yYJfj7wwRkE9dwxXnt1ot/Hbm6Ns4h5y4H647VtGFleOxz1KnM/e+L8/wDgmtquvy6to1hJuIuvuz46My9Gx6njNc8Y5HzuJKqAOvFNiuZLaF1VN24jB9KrtclBznPpWkWkjF6jmVVY5NU7ny2fMZ/3h71btLd76QtJxGvWmXkCRSkIuF7VDfYZTRTnNd78P4PtcOqwFI5FkWNWjkOFf73B/nnsRXP+D9O0rWfEUOnavczW0M52rMk0caxnqSxk4xjPHUnA711ngrydA17X7e7MtvHbTiILdBRIpDMBuwcZ9cEjmsqivE3ovlmmdt4TsdCm1SK11K0hjnLbLecjasjD/lnIudokH0w3UV68unQLEY2iUpjBUrxj6V4prccdxG9xZbXmK7ZLeVfknXqAT2IHIameHviNrmjpsjZ9VsouJbG6Y/abcf7LdWX0zmppVre7N/P/ADNa2HclzU1r1X+X9aFL4seD10zVDfWsBS2ucttX7oYdQPTjnH+FePz27Rse47Gvf/GvxH0PxF4QazsLe4kv5yCI5I9ptiCDvJHB9Bjrk5rxW7jCuxAA7so6D3Ht/KtGuV+Ri5KpG/2l+Pn69/v7nd/DrxXdQRX/AJMiRSiJRNFgMJUChS2D3459j7VhX+votrcWUEcSZl3eag+bC9B7dc/hXPabdPp+pR3ELFT90/Q8GnXEaxyYcgljk49Otaw0ZhJ6FS8VJ7ySZFIRj8gPUL2zSJLJbxsUyQR8w9PepZpIwuRwPeq7NM0ZdEITGMmiVgT0KjMWOTU0XAyKiI56V1HiLwZfeGvDuj6jeCVZ74yebAYyBb4CFAx/vMrZx26dQcQ9SkjAsyWdnJJYnJNWnldc4NFFT1KRNaatd2QkEbhopRiWGQbo5B/tKeD9eoqWzv7nT7yV7eUjaSpUgFXUdmHQjiiii17lJtSTR6Rpt9LqWnR3MqopcklEztznrySSfqTXE+NY0TUomVQC65bHeiiulfw0c9T+K0cq55rXic2+mq0YGW5OaKKxl0KRlXF3NMTvb8BUmlaxd6RqqalbMrXMYbBkG4fMpU5H0JoooluUtinEMyLmtZP9TRRUMZWkJ55qMTyBWj3fKxBI9xRRQM6zRmlg0aS8t7iaGQFgwjbCybRkbh0Ndja3D32lwyyhQZI8sFGBzRRXRRMq/Q8kuyVu5lB4DsP1otZDC7SKAWUcZooqJdRISW8nmfDyHBPaqjn5+ecHvRRUdDQ6DXvFkniOC2gn0jTLU26rHFJaJIpSNc4QAuVA5JOBknn1qhb3U8yqZpnk2KETexO1R0A9BRRSZcdywJ5B0bH0rYs5P7bsb6K+RJJLG0aaC4AxKMH7pYfeXk9cn3ooqEUavgbW9RTXI7aO5dPLRzHIp+dAOdue6+xyK6y6UCWa1OWiTg7uS2Rk5/w6UUVtQ+JroOvrSjJ723+Z5Zr8KWmrywQgrEDkLnpWO5+aiiqluzlWxuW4EWnx7RjIyayLq6kaXfxlTkcUUVK+FldUWdI8QSaT9oVtO02/jndXZL238wBlzggggjqcjOD3Bqe31G81fUdR1C8nZ7mQm8dsDDSKcjIxjbk9PYUUVD2NY7nWb7m9uI5Zb26Ek+CzJIVwSOwHA/KsLVdXvlvIg0++eEHy7kqFlUBsAblAyMeuaKKyikzes2rNHoHgHUZL+904Sw24bU3a1uXWMBiq5YEHsc4OR6CoPF3hzTf+E0a2SHyo5IhMwjwvzHPTHSiitcCrws+7/MyzN2q3W9l+SPN9UtI7TUZoI87EbAyeazmJ+ZiSTnvRRVmMiKMebOgckgnFbN2qrb7AMKBRRU9RdDCk4bitO/8AE+sappFtpd7fTT21tK8qCSRmJZgo5JPONvHpk+tFFItH/9k=", 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Fmb1G0H8cVaiy5O7ckU/EVxMusX9pcNOzYZVD/wAAOCFA9OP1rOhNvLcyI6gBbaN9pbPHufzrofHOi69runJq6CHbAAk8sKFGfI4yO4HPI9a8fb7bHOwW6cMOCdx/KtoqyMZs9gkR7Cyvbq2lEcflxumB/CRzn6k4rK0ZGGqwSNErZeQ4PYqoI/U1yWj6h4jkR0Wd5rUjypA/3SPTJ7123h4NqVpLf20TNNbTiXyM/MyMMMPzWm9WQk0rliz1G/l8QRI6KYo8o6LnBBGCfqa6K50cTyPcSwEu8aRkPKASF6VmI8E1/usA4XAw7/f/ABP+eK2Uh80je5LY6nvXjYjFSU3GL0PpMFl0PZqdRas4TUb4ag4e6aSbAwAz4GPoMCspjZIeLWH8qZdyNGxVsqR2NZkk3J5r1bHzrZ0tn4muNNt/ItXWKEEsECggE9etSaD8QNVi8S2Us90HtEnBkRYV3MgzkcDrXFXM7bCAeKq6DqYstetHcAp565J7c4/rT5dAU+h7hfaZ4n8W+BmnRrJ7pAHxHGySRKRuODkhuOK8MvxqNreGOS5kEqHuxyDXoPhv4x3vhexu7f8As+O7eVQF8yQhVYDHQDJHtmvNr+71DUrm41OdWPmyFmcL8oPoP5VpayJvfY09K1PxAkoS0umcJliCMqM9c5rqdDKalqbWU48qSSIw5zkbxh1Ix2zXAafqs9g0u07o5VCuhPXB4P1H9a6bT5xcCK4jLI/mcDPJx0P6VE58ur2NqNL2vux+Js7oyvLNHAbcR3MfyzEPvDN0yPTj0rXitwwUSMcjjNZugooy78sedx7mk8T+IYfD9hkbXu5B+6jP/oR9v5183XqTxFa0d2fZUadPB0LN6LdjvECi2S32sSDuyPyrlp7s881FaeIrjVLFV1CTzWBO2QKFKk9jjgiql2THgk5VhkEd693DUnTpKL3R8ljq8a1eVSOzt+RDPMWbrVC41BolEeflzzUskowaxtQkz0rpUTkU7bHpPgzVbTSVtbyabJMkiABsBcGNiR79P0rc+NWreEpoLebTLq0uNSm/1gtmDYB53PjjPb1rxiCWeTS5Y1TdFC/mM3puwOfb5RVRGiaZPO3eXuG7b6d8U4pBKV2TfakAOAT9a6iM6bdWsUdjGq5VMljlw+RnP41zd5bWbX6RWM+6J1GGbPB7g0mmErqEZ7KcnHt0pSi+W5dOVp236feemabqAn0hdOeANLHOXilzygP3h/n19hXW6fZiG2VurNXE6IxZvMflm5NdLq3iO30LS/NfEkrDEMefvH1PsK+dxdWdeoor5H2GEoQweH5np1Zc1DxHYaNcQ21zI5ll+6ka7iB6kelcpeTlWbB71wVxqdxd6mb64kLzM+4k12dxLcyJGb6Mq7/dlxjd/nIr1MNhlRjZvVnz2OxksVK6Xur+v0Mq8umB61US/cA4JpdQjdZGU9QaosfLj967VE87mF/tEG5bzn2jrmvUfDnivw5o+utBqdwLa0tpndHCFyxDE4wM9fWvE7liZTVm/wDtBjhuZm3+em7cO+OPz4ppK4ObaN/x14k07W/FF1c6TbtHYlyY9y7S+Tkkjt/9asbS9UhttRhlurdZYVyCrDOMggHHfB5x7VXsriySKeO6ti7OhEbqeUbBqFIozaSTebiRXVQnqDnn9KqxLOyhulupBdwuC0YHKdgWyP1FdrBcSa5qK3EkaRlgqttHXA5J9f8A9Q7V5noO9IyvI8w8n1WvSdDcIEz3HFePj6rjH2aPpspw6m/rElr0Op2JBGSSFRBkknAAHeuTm8QQeIHnisxlbU4DMwBlB7qPTj9awfGvjE3aNpdjJ+4XiaRT/rD6D2/nWV4KsTqeoy26z+VM+xYuPvMTjH60sDheT97PfsY5ljfav6vTfq/Q072Vhu5I9qwJ5m8ziun8QafdaNJJbatEYZlPyOfuyD1B71y8ijfnr6Yr1kjwZNrRkF5O4h5NX/D/AIga1tb9VVfMEUbK2eeJBn9Caxr5yVIqrpUcU2pxRTMVSQ7Nw7E9P1xTaEps9QvvjRd/8ISdCtdNRLpwVa7aTJAz1Cgfe9ya8plkuoiBKHQkZG4YzRdJLbXDxPkMpwakvdTuNQEP2kq7RLsDYwSM96ejEaOla9Na24tJSWg8wyLg8qSOfzwPyrsdHuLi2f8A0eUoLiEBgD/C3UGuBkWG+1Mizi8uJgCFPGMKM/rmu20Pkq5Od2OfauPFz9nG63Z6uV0fb1OWW0dT0TRLdI7ck/ePT6VS8V+J4fDtqFj2yXsg/dxnoo/vH2/nVG+8Tw6DpfmHD3Bz5UfqfU+wrynUdQuNSvZLq6lMkshyzGvMwuFdaXNPb8z1syxyw/uQfvP8DstS0q/063hlvo2NrMgMc+OOegPofY1zMkvdTuHqK6SLVvE0mgzaWuogQIphNvcRq5jA4wCRkf0rnbPwjrrzmOC381sZ8uNtxYete8oSSuz5OU4uVolG5lO0isgk+Zn3rb1CzurUGOe2lR1O0hkIwfQ1ktGY3O/g+lNtdAs09SzqlusEyPAWMEqK6E9cEdD/AJ7VAmoXMdnJaCTMD8lCM4Oc5HpXQ+GbS21tU0y8kEa7yqSn+DPP+J/On+KvBMvhm/trZ5ZW86MuGeMAHDEfKQSGHHBHWhXDY5hnWWGGJYwHUnLD+LOMV1Gix+XhCc+Wdp9jWQtj9hlnlbcxgOFLLj5sccfrU2gX6QSSLOSQ3zLjqW9PxrDFxlKm7bnoZVWp0sQnPY9AbW4dGsHmk+Y4wid2b0+nrXnGqanc6rfSXd1IXkc/gB2A9quatcSXGZJjg9AoPCj0FYbNk8Vz4TCKkuZ7s1zPMniZckfhX9XOy8Cavpun3c8er2j3NlKu1ljALAkcHBxn88+lReKdS0y21BY9EuJ7izILFbiMo0ZP8OT1+tP8GaRHqFrqDswjmh8t4pTyqn5uGH909z26+td1pfgy48QPxFYTBCI5lkB3wv6MuPyIOCOc12w5L2vqebL2nIna6PLYp0uF3DIB/Q1nXg5Ir6Vn+C+jXViqBpILkDmZOhPuvTH0xXjXjHwXL4W1ie0kBcHmKXqGGO361TlbRkxhdNp7HK6RKsN15cpxFcKY3z2B6H8CBUl54c1K3ctFZzTQ4LB40LgAdc46Yqi++NgRwynIr27wBf6Xd6Rc2F/K7WskX7iSIZMbsnKEjnjPTnIA9KQHhYilxkRvgHrg1ow40+3jLgebMwP0UH+prrbjRdOtNKuw+oFpEkVREnDcHJJH0/nXJ6xG/wDabpt2+XgY/un0/DgfhVOPuijJxkmjtLa7jsrQTscgj5QOrnsBXK6zfT314Zp3ycYAHRR6D2pbO8JCxTtwi4jJ7DuP8/0rNu7jzZmK9M8VxUMKqbcnuelj8zliUorRdvMYGy4A9a9YtPEb6fbX3h+90RdUto5T959kycADnBzgAYPB+teTQAFwW6V7Td6UmbWV3mkukURvLGQjTqOinOQGGRtJ4PQ9q3lKEX7xxUoVJ35GeVTzah/aEuLScRsxIiYFiq/XHP1p0hDQ5PBxkGvojwf4J07UII9Q+3PfWu44jkQJsYHlXUfxD0Na/iX4W6BrFjcOlmkF4yHbJGMAtjjK/wBRzWt0tY6maV3aejPkiRN7gjp61s6TAmq2r6a7bXV90Lemeo/TP51Lruky2NzJAyBXiJXA6cccVnaPcxWWqJLcM6wlSCyDJU4ypH0YCpTT1RUouD5Zbk+r+EtY0RVe9tgkbuY1YODkgZPGcjr3FUI9LuDcJHImzcA2Se3rXt3iC907WvA1gL62IubfZL9pjfPmIVwCO5GOg5xgjtXBayNLR2+wLgR2u1nk4LMOoA9SSB9Aa0jG5EtDG0q7SXVjAvEYASMfT/HmtzUdUdLZ7W2c8ArI4/8AQR/U/h61xcMckUocMyv13L1B9a0pb9RY7CAso+Ugdvf8a5J4WM6vOz0KeZVKeGdGP3+RnStycmul8JwyXOmaqLU5vYWhniVfvELu3Fcc5HB4rkmYu1ekfC6CItqMrKokj8vZIfvL97OD24FbSfIrnDTi6kkg1z+3fE2mQW0uuG8iVtyxzYJBx3Ycn8azLLwP4iWze4itmuYUPzGHLbf8fw6V6jbxWVlqirqmnwXNq58yRViBdM9ZI+5/2k/EdcV7JpcGn/2fA+n+U9qyAxtFgqR6jFONSM1orMqpSlTldu66HxbqNrcrKEe3dGxklhgVklfLBwfmznNfUvxc8HxahpQ1a1gVZ7fiVkGMoe7Dvg96+atRsWjmbCkYJDL3Bpc13ZjcLRU47fkdjo3hODx1bl1uPIvlQOcDJkHfA43dCcZzkHFcvqPhWSw1u8003BJtpHj3NEQTt/2c8V0fw21+bTtcsrRWSGZC/kSseGLYIRs8YJBwexIrpPEnieCPxJdXktrbvcyocsV2lXI25x39auKuzJ7XPLTELDTGlU5lnG1W9F74/LH51v6FqccemAt80yHasYPLeh9h6n2rM1V0vRCEJOwHdxgZzgAewAH4k1Ut99u4eMZZe394dxWdejGouVnRhMXPDycodS7rE8k8vmTPuc/5wPasZny2BUl7eG6mLdB2HpUUK5bJqlFRVkc85ynJyluz2i7soxdR3U9lb3W/EZVzjzQP4N3VXHO1u/Q9q9Q8H6bob6ULnSI1EbnDgj50YdVcHkMPQ1wUV7p11aPZyyLKQoWZQAcZ9cHjtXOzarqHh7VFmt9RltWICx6gg+WTHRJ06H03VzU6jg7Pb8juqUlWV1o+nmexeM/Cltr+hTwC3VrkLuicYDbhyBmvlfWNNktrh0YEOpPBGM817/pHxdjjZbTxTZG0kIyt5bAvDIPXA5H4Zryjxrqltr/iG+1G0tWt7OVg0e8YZiBgvj/a6kf1rplZ+/A5Y3SdKorNbeXl6f13OP0jUG0q7JZN0chUNg4ZcMDlfcY/WvU/F3iaS4t9Me9kgu/KUCJ2QAPGe+R/LtzXlcyAnDDn1FaC3El5pcEEj/JbEgZPQGqiZPTRj9Z1T+1WuHZdrzOGCqMKg7j9FH4VirFtPHHuKuK0WCccmq7SZk2xrub0FaSIiyK7uJJCFk4Kj8/eq6csKln8zfiQcj9K1/CWiWuv66NPurx7YNDK8ZSPeXdULBfQDjr7Vm2Wkdd8LlEkmoIwUhjEMMM8fNn9K7aW5uPC2px6jazLCo+RZWBMajr5Uo7xnseqk15R4S1q80m11E2MRlupNnlgKWIwGJPHYDJNd9c+L0mXyljmvLeRQGf5AHBHICsc8+lc0463O6jP3Uun5nq+gfE3RtTmSy1L/iVX7AbUncGKTPQpJ0IPvis/4taBaX3hibVWKJLZruLEgeYhP3Qf73dfy714rcXVla2gT95JZE4exu0aOSFv+mLng/TNbejWNr4gtUspvEl0+mKM2ts7HCz54Vs8JkZAJ4yRitFUT92ot/6+Rm6XK/aUXt06/wDBX9M85u7ZC56HPKsOjCtPwfqp0fUZraX/AI9btdr+zD7rD3B/QmtvxP4L1LSNWNksTTI+TE6oVDgd8njP9K5K4tLmxufLnjaORDnDD9a1UZJe8c8pRbvH7ixdzTzzyuXJ3OQM++P8BVSWEqPmOT3JPWi4vHmfJTYF6Cqklw8hCJnJ71d1Yz6j5PKCFXP0x1zVHac4zn3rXbT0itdzjdKRkmsuT5BxWdyrEkfy4zzyK+jLaFJ7eaOUFkZQrIxHzDGf64/CvFta0LSLTw3batpeoXkwa6+zZuYBGtyQm53iGd21ThTu/vD3A6FvE9wusR39zcpLDh4VhE2D5mBl2QAnaOnbJrGcbu50UpWTj3OxOs6r4O1PzLe5ERmYIs0w3QXGOiTejDoHHUV3+gfFPSdRmWw1lDpGo8DZO2Yn91fpg++PxrxBvE0s6FLhbC7gON8MgePcB2zzz+XTiqc+ow2UUInsp59HkfbGJWD+U2MkRzDgjn7pwfapg5Q2V12/y/yNaip1XaTs+/8An/n9513xjTSD4nQWE6Pcyxl7pY+RE/GCSP7w6j2B715LcQKSQVCtXrug6P4S1vRltIZBbXbbljvHk/1rk5APGEIGRtPXAwe45C/8D6lA9zGxiWWB2QxlwTkdeRxiuiEeb3obHPUk1anU3W39fkZltq00/hb+y3JZoJMxHuqHkqPbP86zfJLOQzZK9cnvUSvNaGTZ8r/dINVnuGXJJyT1rSLsYvUmkVUbJIqncyRyhdo+Yfxf0qxZW73s+6T/AFa9fSpdRhVCNigKBU3vsJeZlqnOSa9J+GEqQw6tLLKqKrQjBPXlv6VynhHTdL1fxHFpusXE9rFOdqzJLHEsZ6ksZOMYzx1JwO9PEkfh/U9VsLiO7jjS68ho32rOEDMDnGVDY9MjJrOa5ka03yu6Papr7Ttb01JYZZQh+eGePGVIP3h/KsCx8Q634e1NltrtbG6dziNx/ol5+B+4/r0rz+PW2ktYoXV2t4crbxySsfKTJIXggHGasx62kkDWUt1craS43pK32hFOeWCt83T0YH+VY8jvdHSqsVHlauux7hF8YLJ9MuLfWNGuYtTCFBaKu9JyeMA9gc9+3rXguoxuX3SKI5SeF56dlOfQdD3rf0rxHqPhy6tmuJYby1jbfZ38YEmzHHG7njdyrcjPHrXaauNA8Z6RFdpGYryMqv7hA6zoT8wDcEYyTtbkADtWsPffLLRmc0oJyp6xe66/12f/AAx4ofknWVMrIhyDWxqdw19OdQmYFpFB69TitfxD4WjtozcWG5wufMTduwPUHua42SQbsByQBjb6VtZxepzNlxvKWIBSeBVTziWIhQuR6dBVYmSdxGD1OMCuggto7W18sY3YyTQ227IS8zm5QXlZmGGJycUq4TpUlymGfYR8vJ5963fEXg2+8NeHdH1G981Z74yebC0ZAt8BCisf7zK2cdunXOIdy423L2lz3CrLbrcSLHcxpdSbcBi/IxuAzjA6ZqzPc3ljZedFezsr743hmxKjKATghgepFFFY/aOp/wAMz/DeqTz6hDp0iRtZXRwYCCVTI/gycrXq9za2/iD4ay6lfW8RuIlkVPLQKF8o7FwB04xnHXaKKKdBWryS7L9ScS28LBve7/Q8u1XRLSDQor2PzBK3J+bjn2rlpMgAAkAnmiiuqorS0OODbgrkErEfKDxWhpUaiJ5MfN0oorKQ0Vr4fvWNN0nVbnRNTi1C02efEGC713D5lKnj6MaKKHuVHYgtrme3kbyZpI967H2MRuX0OO1aaysqgDHSiipkaRJ7fVbuxYyxOrDGGjkUOjjphlPB4rQ1P/iSahbT6bm38+2jmZASVG4HKgHPy8dDmiiklfRju1qj0Gwvrm78K2V1NM7CNA0cJYlIyx2nAPOMAcZwK57xbbRSaY9yy5nj+6/f6fT2ooreg709ScYlGp7ump50zErknJqxpaB7wbhnAyKKKl7GK3Ld/cOgIGOeORWLJM5Gw4Kht2Md6KKJbIpbs3PEHi6TxDbW8M2kaZam3RI4pLVJFKRqDhAC5UDkk4GSefWsqzJZ2cklick0UVDKRaeV1zg1Naatd2QkEbhopRiWGQbo5B/tKeD9eoooqSkS2d/c6feSvbykbSVKkAq6jsw6EcV6Rpt9LqWnR3MqopcklEztznrySSfqTRRW1L4xVG/Yv1OJ8axompRMqgF1y2O9cq55ooq5/EzCOxrxObfTVaMDLcnNZVxdzTE72/AUUVktmaIuaR4hl0rzxJp+nagkzI7JfQeZhlzggggjqcjOD3BqpeX9zq+rT399KZbm5kMsrkYyx56Dp9KKKRRdT/U1WkJ55ooqQIxPIFaPd8rEEj3FdZozSwaNJeW9xNDICwYRthZNoyNw6GiiqW5S2fodja3D32lwyyhQZI8sFGBzXkl2St3MoPAdh+tFFdM9kcsdwtZDC7SKAWUcZpJbyeZ8PIcE9qKK53ubR2Kjk7uvQ1rX3iXV9W0q10q+vp57a3leVBJIzEs20cknnG3j0yfWiikUf//Z", "info": {"video_id": "1652", "label": "holding cube next to helmet", "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": "1652", "label": "holding cube next to helmet", "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": "2996faaadef2ce5ea0cd3924abca58cc2845a9abde878841406edfd85b473e28"} +{"episode": 34711, "episode_seed": 3081808320, "split": "train", "timestamp": "2025-10-13T03:11:00.295154", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3081808320, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 syringe so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "214621", "label": "pushing syringe so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "214621", "label": "pushing syringe so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "acea5082a46e8927dd732c19ff78eadc44db10dc7b6cfc2dd93b2d4d17c952cd"} +{"episode": 34712, "episode_seed": 631360363, "split": "train", "timestamp": "2025-10-13T03:11:01.573469", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 631360363, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming a calendar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "85050", "label": "turning the camera downwards while filming a calendar", "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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j/Faj9GauRPU1wCvWscTBczWsont3KuOq9m9jXVafq0GoQb1OHHDpjlT/AIVyRHPvUSvNaXC3FscODyOx+tdmHrcjs9jrx2C9tHmj8R2800RYAoT+NY2lXFtP8Q7G2fT4WZr5Qs+4hhjn6HpUtnqEd7EsmQHUgSL/AHTn+VV9H1DVtO8QJPLE1xZRXLghQvIJIyM8jk121pJpcp4NOEotpnq0WjpNc6aZsTLGZ7xlkGcu7DaT9O30qXxDBvtLaUDb5N1Cx565bH9a5iz8W3ghlnRYRsxBvlHKqvU8e/NQz6xe6laG+vJSunnZ5caYBLg5BP4iuT2TUW2dL5nJXOztrxHu7q23EGPDAgde2P51leLo4bjRWs5GxI8ibfUHPX8s1g+G/EN2Jr15LaP7ROyyLk/Ki9GZsdB0/QU/xBriTo4EE3mTAuGIxtUHHPpnr+QqZ05J2KjpK6Os8OCFdJj+zgLDuPlqBztHGT9cVe1UeZol+h5DW8g/8dNcj8Pr43f29MtiERjB7ZLGu0nXdaTR8HdGw/MGuarFwm4sTl71z55xkAj0qJ1DKQehp0bFQAeccUx7iLjPyktgA+nr9KEfTOUbak+najLp0nlStm0J+pXPcVq6k8z6ZIbObbNmNkIPXLY69BXPNJDIuC6EH3qlMJtjRxyeZbttGFOdvPpXbTrvl5GeLi8FHm9pTO/0DxHqmk6fOt3HI86yiWOUsp4K7cHB555zXRSeK7+zSC2UwrwI40VeXY5yT2xnmsn4e2lvZ6Pcv56S3HmgOEhM21eSMjqM4/CuwM04iLEwMyZK5sWAp80E9EcDfL7rRympX99ZRgTubnU5I/L+Zht8tj09q2dF8RzxaLbR/ZwVjiMcjLyZJP7q/TOSe3SllSOcyCe208gsN5a2YNtPPpWxa2xEUdrFYWf2dV6R7lGOegxx1B/OplNOLVtR8xxGuauks4SOKRVhcoXPR2GMt9f5cV6qjZQY9Kwf7BhuVKXOkW7L12+cQOo/njNa0cgwAT+Fc1ZqySX9aDcrnC/FVCbfSpMch5F/RT/SvLwkspxJ8mAQNjdfevbvF+hT+I9NijtpEWeCQuqvwH4xjPavJ7/SbzTZzFeW0kDjs44P0PQ1Edj1sE4zpqN9V0Mb7Ao4Mhxx29sUx7BwpYTM+B0HB6H3rQZCOopuCOlVzM7PYU9rFeGIrDGG5cLgk9a3dP8AFOp6dbJahba6hjG1FuIwWUegb0rK+opCpP8ADmnzMVShTnFRkjsIvHRYBp9Js2Yd/LwemP5VoaT4vsL/AFGO1l062gXJfecgKQO3P0rz0qw6A0qCV22qu4nsBk073RwywFPoz3SLXdOi3ZltQOpJlFUrrW7LVZdtrLG5i+9sOQM9P5GvNNO8HeIdTw0GmzKh/jlHlr+tdRY+HrvwvvW9lheScA7YiTtxnqfXmocWluc1WhSpxdpXZ0to370gHqtX1PNc9ptyW1CNc8EEfpW+c8YOOaunscT3Jt3FAamZ4pBuDNnGO1aCJgacDUOTkYxjvTiW2HbjdjjPTNMRMhbaN2M45xTgW3Efw4GKjU8U9CxzuAHPGPSgRICQRgd+fYVIc7TgZOOnrUQL+bjaNmM7s9/SpfmBXAzk889KBjk45NeY/FTI1bTZAetu4/Jv/r16Sj5FedfFVMy6Wyn+CVc/itcUdztwTtWR580yDaG4B6nsPc1F58R58xRnPU0xYN4PnEO2MZHHFP8AskGCChIPXmtdD2uepJ3SRXl4Ja2mVJD1AbqM1qeD7SO48UWs19MkSNKQySZyzE8exyaoGwiypj4wwYg89KmaPdwRWkajjsctXB+1bctH5HtCyueEGAchg+nkEn19xVebzZHUS21rIo4TdZsAPT6c15XBq2p220R6jcgDoGkJxV8eK9bUfJfy/i5p8550sDWjtqeladaCCJntrOzEkrASYhZCTz+nIq6+lGSUFtOtirYDZdhk55/qa4rTfiD9n0+KO8FxJcAfO6sDk596lufiYxAFrbSZHeRx/IVHtJdiVhKz6HcafplvpW8QWNva+Z94wsTvx3OfrWiPmH6fWuL8J+I77XXvGvGXbFs2KowBnOf5CuqSbofSsJNt3M5wcJcstz58uoZBO6q4UBmUgjOeaZ9lhOPl6Y7+lema38OpJJZLnSZgwcljBMcEE88N/jXGX2g6lpzEXVlPD7sh2/mOK21R7dKpRq6p3fmYxs7dvvKQRjvSRWogd2GMNjGPQVa8sik2sOxpXZ0qnBO9tRsMk9tL5ttPLDJjG+Jyp/8Ar1q23ifWoOBqUzfVjmszaTU0WnXd0wEEEspP9yMn+VNMyq0Kc9ZI27fxtrSXURlu5GgDjzMHnbnmuqX4jWKYP+lfQIK5G08B+IrzG3T5I1P8UzBB+vNdFZfCicJ5up6nFCgGWEKlyB9TgUOPNqefOnhYbv8AEW4+Jsxci0tm54zKR/If412qyZI/Osmx8FeFrOaPK/ak25Ms8/yk9gAMD8PpWhuAP8qicbWOStKk7KkjQt3zJ17Ut3LZkpbXaK4l4VHj3A/pVa0YG4AB6g1pA1dPY53ozn73wV4emR5WtDb4BZjC5GAPbmsdPh5ot8rPa6hdbQcHKA479wK7sGlBrSyNY4qtHaTOBT4a6VJcNCNTuDIgyyiMcVYT4e+HreeOG4vbhpX5VC4UtzjsK7gY645pMAuCVB9+4o5UU8ZXf2jno/BnhmwUSS2cZGcbp5CRn+Vb1pp9jZIDa2tvCuM5jjA/WpHAZcFA4yOCOKl6qflzx09adkYyqzn8UmxCFuoQUmYKeRJE/P51yXjCOOI2pSUuzF9+WycgKOffFdjGqoiqihFA4UDAFch41jSNLIpGIy5kZgBjJ45NKexK3Oa02Xbqttz/AB4/PiuvYMVwrbT64rhrdyl9btnpIp/Wu6dCylQxX3FKGw2L3pFDB2LMCp+6MdKdikVCGYlicngHtWhIuGLqQwCjORjrT2DFMIQG9SKbtJcNuIAGMdjS7ScYYrg5470ATLTog2wb8Fu+OlMwSpAOCR19KmjBCgE5x39aBD4w2TuxjPGKlUMZO2zH45pkSFVALFj6kVPBGd5ySecj2oAy1mxxms3X/Dtv4lto45JnhmgyY5F5Az1BHccCpw/Oau2cm5mHfFcUdzWM5QfNHc8p1HwLrVgWItftMY6SW53fp1FYE1pPAxWWJ0I7OpX+de+B7n7WqiOP7Pjlyx3Zx2H1p90JHhxFHDI+RxMOMd635Tuhmckvfjf8D572GjaT6mvoBNPtmhBmsbPzsfNtiBGfyp1pZxRxgy2lokmT/qoxjHbtRymn9qR/l/E8Fh028uTiC2nkJ7LGTWpa+BfEF5jbp8kan+KUhB+te2Wxug0gnSFEz+78onke9SKZvtJBWPyccNk7s/SmomM8yk9onl9h8JruQhr7UIYV7rEpc/mcCugt/AnhywVk8ma7uEIBM+7aOeTgAA12bGUSRiNUMZJ3knBH09a4C41TVLrxxfaWut3VpAryeSsahuVTcFHoODyapRRzSxdWXW3odLPb2FpBEun20UCnO4Rx7cnj25qJJMDmuY8NazqGqRzm/vJbjZtKeYc7c5zj8hW79oUdcVz1F7zM7t6s3Fdvs+UAZ9uVBOMn60+B5Xh/fxqjEnKq24YqC1bfaxOOhUVZBrdbEFGawinvAsml2MlufvSOo3dPTHrTJtB01WjMOjWD5bD7kAwPUcc1pZpwNOxSnJbMptplpbR7rTTLQyAjC+Wq8fXFXYtywD92qPtyUU8A+lH3hjJHuKeDQTKTe7EgaR4g0sQjfuu7d+tPieRmkEkWwK2FO4HePX2pEG1QMk47msLxpe3Wm+GpLizuJIZhMgDqeQCTkU0SdCrs07oYSECgiTIwT6YripbkBjzWNfaxqMGlRX1l4i1OUNceRmdFRZsLlmj77QeDn1H0FmQ96zqrYuJpabdM2qQKTwSRj8DXTHORjGM81xWmORrFr/10ArtCCSuGxg5PHWiGw2PpE3bRvxu746UUIrKgDMWI6kjGa0JHqTk5xjtThu39tuPxzUaAqTli2TkcdB6U9VIcksSCBhcdKAH/ADZXGMZ5z6U87wmUALZHU4pm1i6kNhRnIx1qXa3y4bAHXjrQA85CnaMnsK5zxfb/AGiOz9Rv/pXPTaxey+OrvS5tavbS1M+yNopY0WMcE5LjGMZ9803TbzUbu/1C21C6uZfssuxFucb05I5xxngZxSmvdBbmNcwPbSAsOAQc13jeXJGQzDDDn5sVnNapKuGUH6iqjaNZEkmFSfpWcZWLsbfmxD/lon/fQpokgUsRLGCxyfnFYB0WyH/LvH/3zTG0eyzn7PH/AN8ir50Kx0YltvM3+dFuxt/1g6fnT/tEH/PeL/vsVzS6VZbf+PeP/vkUv9lWWf8Aj3j/AO+RRzhynTrc2/eeL/v4P8anS5tv+fiH/v4P8a5ZNLs8f8e8Y/4CKuQ6VZ4/1Ef/AHyKPaC5TpFubb/n4h/7+CrcLoyb0dWHqDmuB8UwjT/D73FoBDKJUUOgGcE81l6jJ4l0DRdOuZdUvI5Lovvi24EONpUE4+8Q2cf/AF6q7kg0R1O4g8GrtixMzD/Z/rRRXLDcbNNadRRXQQOHWnUUUxABjOO5zTgPm3d8YoooAeByDzwCK8e8QXs2neOdQvINvmx3DbdwyOV2nj6E0UVURE3hU7I7kDsE/rWvLI24jNFFc8/iZrHY6rSSTpVuT/c/rVxVCqFHQUUVqtiRdo3bu+MfhTsAkH06UUUwHFQwAPrmn4DAqehGDRRTEx6jAAHQVzPj5RH4PdV6LPFjJ9zRRTW4jz3UNdbVkgjk0+ygMKqkbwK6lUH8IBYgDnPTrXTy9DRRWdbdFwGWBxq1qe/nL/Ou7ZAxGSeDng0UUoDe471psaCONVXOAO5zRRVkjkQICBnk55PrTo1CsxGcseeaKKoRIqDzN/OcY61MEBbdzkDA5oooGeReINTOn+LNYQ2dndRyXG4pcxbwCo4IOQR16Zwe4q94Xupr661K6uH3zTMru2MZJzRRSqfCEdzpV6VGetFFYGhHJ1FQnmiigBF6U7+IUUUxE0Y5H1q9ABiiigDJ8bADwtIR/wA94/515/caxf3thDY3NzLLDC7SLvdmJLY65POMcemT60UVrDYh7n//2Q==", "info": {"video_id": "85050", "label": "turning the camera downwards while filming a calendar", "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": "9c019896237f99f2b6a120ea867db54cb4f911ed947a49c72758e2e22327fae0"} +{"episode": 34713, "episode_seed": 1248490939, "split": "train", "timestamp": "2025-10-13T03:11:03.664935", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1248490939, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fridge door 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', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "132910", "label": "pretending to close fridge door without actually closing 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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", 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"info": {"video_id": "132910", "label": "pretending to close fridge door without actually closing 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": "cf2ce5c62cb5d1f5b73d1f30d46a4b916da6f2330bed57b9833982c61e6ed36f"} +{"episode": 34714, "episode_seed": 1211024045, "split": "train", "timestamp": "2025-10-13T03:11:04.995205", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1211024045, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 container next to 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', [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": "132559", "label": "putting container next to container", "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": "132559", "label": "putting container next to container", "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": "5529ba909b5f0b5a39367288b2cc79aee1b85bcad176982a0c8b6c5bec6ced45"} +{"episode": 34715, "episode_seed": 2895150387, "split": "train", "timestamp": "2025-10-13T03:11:07.774964", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2895150387, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming bike'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "135268", "label": "turning the camera right while filming bike", "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": "135268", "label": "turning the camera right while filming bike", "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": "341a8b65a043d41a440aa9a8b71d3232274074df60d71c49909918067d028b44"} +{"episode": 34716, "episode_seed": 2235223145, "split": "train", "timestamp": "2025-10-13T03:11:09.801498", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2235223145, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chewing gum on top of sardines'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "104253", "label": "showing chewing gum on top of sardines", "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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nH5V6T4Rs7eXR01C81BLaFYw2JCOT6KD16dq4IRlwQMAEYrs/BdyTpNsjW8Fz5KgeVMoIH+0D2PX64rkxXInF1Nj1MunVjCoqTs3Y3b+GOTSbi7lDRxyI0dskg+Ziern09vrXlbIMD6V6xrZl1MqHhkUrtaQKfkhjGevuecD2ry2RAc4FLD1VUnJRVkrWM8XGUYR53eTu3+BQlQcjGR7VRlQDnt71rOoz04qlMgPQ4NddjzzHuhudcD8KbEoyBzzU12oVl565/GmIeRjjPGaBk0aEcZAq5ChOP61BEhI4HA6nFXolPGOPc9qLCJ1QAYHWr/h+Av4kjiVmTzYeGU4IIJ/xqtEq7cKOT3J61c01zaa5aTlsfKy7hxjOORWeIS9m7nZl8nHERa3/AOAepfZ7eJotOsLoXt2wG8xsCkXuSOv0rifGkVumowRQNvSKMxl8Y3EHJP4k13NreSw2EsbQQRROuJLiNQj7e5b3+nWuH8U2rQyRySwPA80jsInOWVcDGfc1x061PnjCmrL/AIB2V41eSc68rvp95yUiDbnNU5oweowa0mUc8VVlVQvI/GvQseQZcgCggD8azVXn0xWxNH15z7Vlrg55zQBMiZwR+tWYlPHr9Kgj+bHcdhV6JCDz1osIsQR8ZPSnXUW+0mHrGcflT4lBxv6dQv8AjVryy4IGACMU7AjvvCVlBNo6ahd6glvAsYOJCOvoAetaOoQxyaRc3coZI5I2jtkkHzMT1f246fWsTwZcbtJtVe2guhCAPKmXgcfeB7Hr9cV0GtmTU9geGRSu0yBeEhjAPX3POB7V5PtaVKD5V7x9HW9vVrJzl7i1/wCHPJ2QYH0qrIg5BGR7VoSKOcCoHRc9OK9VbHzr3MqRFBJ7VnXQy64H4VsyoD0OKyrtdrLk8nP40AQxr0HrVmNCMDgCoU6jHGeKtxISOAMDqaBE8KFsYq+qYGB1qCJTxjj3ParkSqB8oyfUmmhFrw7AX8SCJWZDJCMMDjBBNeqG1ghaLTrK6W9vGA3eWQUi92I/lmvLtLkNprtrNu2/Ky7hxjJHIr1S1vHhsJYzawQRuv7y4iUI5XuWHY9enWuCrKlCq3NXfQ9ulLESwkIUpWWv5nC+MordNThjgbzEjj2FwPvMDyfxJrlJEGODXWeKbVoZY5JYJIXmd2EUh+ZV4xn3rmWQc8V0YaftKfM/P8zz8YlGq4x6W/IzZowe2DVOQBcgD8a1ZVULyKoTR9QDn2raxylG3jG2rkSqpLLk1XiRnO0LkA9KupCoPzuPoO386YyWAZbe3Q1oxFBjGf8Avmq0flKBgAYHpz+tW4weCep9ugpiJUBznPfpXZ+E7C2ewEoup7WYZQvFjDYPfPSuRjjBOQvetTS9SuNMndoQpRz80bDIY+vtXDj6FWrT/dPVHTha3sp3udxKILDRruLzGkZiZHldu2OST+FeXFSwyAcfSuh1bWrzVYhC+yO3zzFGD83+8e/0rFZcjqc+9Y5dh69JOVd6v+v1KxNZVXdFGRAByfw6VVkCgkcVemiIOc8euetZmkWf9seKJNNn1Ka1RlkMXlpuLOqFgvoBwefb3r0zlM6+TEsefcULGuACefaqVtcTTrudy5wMZ7ZrRihJGWOz370ASrk4Tp61fg2qACDkdeM1XhSFcH7xHfkgVciO47U4/vYApiLCncAASOeuKv6bHFJqNsswDxsxUjPXIqpGgI5XPpVkJhcAd/XkYrOtBzpuK6ounLkkpdj0ePTrSMQMt5dSJEyuIZmyoI56DrXMeN50n1GEIpB2lgvUgE9/cnNEPifUYrURDyXfGBI6En9DzWHcNLPM88zvLI5yznqf/rV42DwWKhWUqz0X/DHbiMUqsbXuzPdDjk4AqrIq8n9ev+f0rQkiLA4NYusPJBYs8bkOGABFe4cAkyhgSMAn9ayYI+K2NZsrS38Pwanp2q30wa5Nrm5hWNbghNzvEOu1ThTu9Rz1AyolZztCkjPSgCxEqoSRk1agALb2xg1EkAB/eOOnQdv8/SrkXlIMgDA9uf1piLURQdD9flqePPXPU9BUUYJwTjJ9O1WkjGche9AHX+E7C3ewWVLue1mGULRYIbBOM56Gt2UQ2GjXcXmNI7EyPKzdsck/lXEaVqdxpkrmIKY2OWjYZBPr7VPq2tXeqxCFtkVuTzHGD83+8e/0r56tgcY6zUWuV3+5nprGJ01GT2OeKlvmAOPpUEiYHLfh0q8yEj7xz71UmiZTknj1r346I81lKQJyMD/Csm+T97HyD1FaeixWmpeKxpmo39zawSvsSWOaKNY+5LGTjGM8DknA71lXsM9pq97ZyC4Btp2iC3AUOoBI+bHGfXHFMBUjXADHn2q0uThBx9aihgYrk/J7nrVuFIVwTyfxIH+fxoQizBsAAPXv8uatqd2ACR74qCIhiFTA/vHAq3GgYfdz6D0pgW9Miim1K3Scb42JUjOM5Feix6fbxm3YX1zLHCyuIZiMAg56DrXnCoVXgYIII5wQa6KHxRfx2oj2QPJjAkdDn8h1rx8xwuJqTU6D9TvwuK9lBwvYb43nSfU4QgIO0kKeSATxn3PNcm6HHJwK0Lhpbid55pHklc5Zz1P/ANYelVZIic4Oa7sJSlSpKM3d7v5nJVmpSuihIqjP6HrVOVQRkY+nrS6w8kFkXjkKsGAyKXxB4e1XQNB0m/vJrhZ70yeZCY8CAAIUDH+8ytnHb65rpMyhEmIlbJyferluq71G0dqKKEMvNGouAPoauooDgYz3yaKKoRZxtCgdzipecgZ6A0UUgGucKvu2KY/Kbj1xRRQxkLRiVwpJA27uK5B9TuNG8RPf2uwzxO23zBkfMpU8fRjRRSYFHTRukKcgDA4rZRF3PxnacCiihAXYceS3A6Z6datwqFQsB+H5UUVQjQjQbGPTC5/lU8A3gHJGVzxRRTAdjCg/SoyTu+tFFSMglOA2AOPXmsXxBGE0xWyTucE5+tFFIDL17xQ+uwW0UulabbGBFjiktkdSka5wgBcqBzk4HJ5pYF/dK2Tk+9FFIC7bIpkQYHJFXGQCcD8aKKoRfVQsijGeCcmrWNqL7/8A16KKYDwTuA9jQ5wq+7YoooAjfldx64qBkErqpJA27uKKKkZyz622kaheRNp+n38U0gcx3sHmAMg+UgggjqcjOD3BqrHe3Or6rc3t5KZLi4k82RwAMsfp0+lFFISL6INzZGdpwM1fiRfs7HA6Z6UUVSBlqFFSIsOx6VfiUFGPTBoopiJYfmyen+f/AK9PA4X3/wAKKKBojBJLfjUMnyswA4AzzzRRSAxvEEYXTFcM2WYMefesK/8AEWq6jplvpt3eTTW9vI8qeZIzEs+M5JJzjbx6ZPrRRSYH/9k=", 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", "info": {"video_id": "104253", "label": "showing chewing gum on top of sardines", "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": "e878fd0834b79da89c83311f7781ee317432c8d5f1a30cca3f92ac32e63316f3"} +{"episode": 34717, "episode_seed": 789938917, "split": "train", "timestamp": "2025-10-13T03:11:11.845405", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 789938917, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving pen 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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", 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", 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", "info": {"video_id": "201424", "label": "moving pen 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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", 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", 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", "info": {"video_id": "201424", "label": "moving pen 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": "471cb92fe1b7852b6f8ed6b4146164b91e1fd347c9743f6654806e091ef326bb"} +{"episode": 34718, "episode_seed": 3821377837, "split": "train", "timestamp": "2025-10-13T03:11:15.655117", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3821377837, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging samsung ch into samsung mobile charger but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "77726", "label": "plugging samsung ch into samsung mobile charger but pulling it right out as you remove your hand", "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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SR6v8MoBbPq6g8HyuP++q9DU8e54rgfhy6m3vMDlQisff5q7jdnp2Fb0fgQpr3iyHwKYZB2NRF8VGzVqQcb4jZIfF+nyMzBpvlUDuVVv6OaowqZtYupOdkaRxjjvjcf8A0IVf8ZxxRS6dqMpx9muVJPswKn+f6VnWNykCajcSsAiXDAn2CqP6VDKjuZ+tXBudauIolGbGxY7wPm3ycY/IZrL0NGg0poyMYLY/E5q7oyPe6df6nJxJqFwzKf8AYXhf61HboVhmz+WK58Rc3o7XMLU5CDt7ls/mK1tGJivCh9cVjakQ80eD1cA/nW8YDbXrc4GSf88VzS2FN6nSxEHHf3rR3fMe4rDtZsgA1sb8celdWA05vkYVXsShh1/OlaTmoN2M88UhbIIr0TG4XJD28i9ipFcHps6QWN6qA5t5XB56lUGPpwBXcOfkPuK4C/KW1xrVshw7gS4/3htP6/zqJB5liCIW1tEHONkY3E/TmsCYNfaW12/DTSs3Ax8vQfyrR1+7MVmbaM5mnPlqPrxUxtRFZrarjCIFGe+BWU1dWRcX7yKELtLZfP8Af2jd7msO7Bil3f7QI/rW5CDkjp2I9KytQVdxBFca3OmW1i1YSbLgYxjPevV/h2QV1Bv+ufP/AH1XkVud0UUgPVcHB6EcV6p8M5d0Goj08v8A9mp01+8TOdvoegtjFVpGGetSFweKrscmu0Q0H5q5nUIobTxjY3bHDTxPAPchlcfyNdOv3vrXLeM7JpxZzRg+dDLujYfwttYqT7ZUD8aAZm+I0N18NbeVmw4KzHnrljn9GP5V5XebPtbKB8q/LXf207+JodI03cy26xjzQvqoyR+HGT6lR61yvi/QZdA1QLkvaS5MDnkgf3G9x/KokyJRbV0YSyXWk3IubVyhB5/+vXd6Z4nsddjjtLhBFeOMKD0J9jXLwTwXtoYbjiVRhJMZ3j+6ff0P51L4V0iKTxjaW88bSREO6hSQcqpI6e9Y1oRcXJ9B0asovlNq/wBMktZS0Y2uDkEU+z1MiWObGJoThl/vKetdBcGPzpLG5ZTPF0PqD0Nc1e2BSYyJnI7iuJO52yXY9hZ6aWyajJ9OopUGRXqGAHk1z3i6zS80Z0cHaGVjjrgMucfhmuj25FYniSdINMm8zdt8th8vJJPCgDuSSKQPY4Zby5v7L+x2yZvtbRz7e5LYH4tgn2UMfSuturWOx06K3iGI4l2qPYVS8KaSI7++ub2INqayAySMCCpZQSoU9MHI9eMVpa2cIBQTE5S6RZQyuoZTwQec1zOv+FTY3sK6e+ZJTgRlsfN7Guinc5I96ydZuJdQvQWY/KoVQO3+TWNSTjZopRjK9zCtbLUNUvxpDxGK653GUEbABkk/lU9pa3Wmlm+VZFyHQ9DjvXqGgXa6hpkVxKqNcqvkyuQMnHqfcYNc1Fo0Os+NLzTpb2W2iG8xeXHvJZY9wX2HHU+nqa541nVbg9CeT2WvQ6n4cbhBfs55dY2I9D81dwH7V5p8KLqW4GqmWQtxDjPb71ei56jvXXTVo2LcrljfnpSnn+lRxDIPXk1YWPP1rS4rHL+MLVbrQ7hHXeowxHqAwJ/TNecCS4nWXRiWeYXZSQjjcDgL+LAZPoAxr0/xVNHa6TcNICU2MCF6sTwAPckiub8J6GIr+9nvIg+pqymWV1wyll+ZfbBBH4UiWtS1JZR2Wnw28YxHGNqge1YkuxDIOmcnFdPqqkIAexrkLt/36/U/yrOpHmiaxlys5bVA0Uu8djkfWuugmj1SyjvoFwGHzD+63cVh6rZiaIunp0rK0/VbjTYZ7RXZBKylSDjDD/EfyrilFtablyt1O0jdvMO0rwcHmt9nAJrjNZtINP0eLV9L1a/l33Zt2NxEsa3BCBneLHO1ThTu9R7gdcx4Bz6V3YaDjf5HLKSY/wAwU9SSDVcckAdKsovNdZFhGXK1wHiu3aK8muo8h1hBJ9V3EMP1B/CvRmj/AHeeorgfE0ct9dyQRbwkcLNOyjgKfuqT2yy/5zUT2BmZp8J1LU2u2XMcQyuexPT8T19htrWuQFc/StTTbGKDTIxBCsaMobCjuRnNZt8pRnz2pW0GjGHEsjf7RFZ+oxhvmFXi2S/++f6UyWBmtfOIzGzFM+hArlqxSfMawnf3WYdpcmGXyXJ8pj/3yfWvV/hg4/4mgPUeVn/x6vPfDWlaXqvihNM1e5mtoZ22JNHLHGsZ6ksZOMYzx1JwO9d78NoJLHWfEtlItwptrhIglyAJFwzj5sEjPHOCRThHVMhvWx6IWyPekAyo9qCpPP51LGp9K6AEVOfauX8VzTGOK2tM/a5pVEAC7uRksxHoF3E11uMA8dqZ4bsLbUPG139pjWRbWx8pVcZG6TluP90L+dKTshPY47wbpNpY6WJoY/3zbo5JGYkttdhnnpnrx3rm/Ho+13n2V1zGFBGOuT3r0W2iij+1RQLIEjmKncABuwM7cds5/HNcN4nty2rrNjKlQv0IrKrrDmRrSetjyiaGfTJ8Ployflcd66/wRePba/bXt7autreI1pbXJHyiTI4/Hp/k1HqNoscpZ4hLA/Dxkdf/AK9dPJqWnxeC7aytriATsE2RgjMZDbskfw4x3rmq1OaCj30J9lyS5l0KviVRB4qBfbicLtB78Y/mKCAwKMu11O1lHas/xJ9vvy2pNJDCwKIAjlzU2u6FrPh7QtKv7y5uBcXpk82IxkCHG0oGP95g2cdvqDWVOm3FeRtKoouzPTW4BqaMDbmiivSMh6+v0rPktorzxFoNtOoaKS93Op6NsVmGfbKj8qKKU/hYnsaGp2FvZa7etbII1Z2BjUAL1znHrya5jXOMCiippfAh9Djrn75rPwDLnHPWiiorfCOHxGx4Unkj1m4t1P7qSHeR7gjB/WqOoajPo/iXUb+12efDK23eMj5o9p4+jGiiuGH8Vl1PhNX4SKFbVwO3kj/0OvTsdaKK9KOxnHYsxAc/SraADNFFMZmXNtFd69oUEy7onvwzKeh2IzLn8VB/CrWo6fb2uu3ssCeWGcqUXAXsc49ck/nRRWcvjRK+I5rWwAv51w14SJh9T/KiitGNlRSWyCeK5fXEWOUlR3FFFcj+M1f8M29V8TyeIdPsxPpenWzxIqRvbI6lEXOEALkAc5PHJ5rvgo2gUUV1Ut2cr2AABjV1FGTRRW6AmkA8ke5FVdH0yzuvDfiS5ngSSU3+0MwBICFQuPTgn8zRRUVvhEzPt4hFYJGGZgi7QW68Vzmp/fce+KKKt7FHLW0jvFKWOSsrLn2FdFaxo/heXcM8O34g8UUVw4n4V6jo/EczBrraNNcodN06/imdWMd9B5gVlzggggjqcjOD3Bru/hZqFzq2o+Ir+9lMtzcvFLK+MZYlz0HQe1FFaw2RL+I9MTmrSKPyoorYY+RRs/GqGjSvBqWqTxNsl+1su4egRAP0oooYMq6Zza3JPX7TLz/wKuY11QXlzRRSfwjjucrcgNGQeRisqGKMynKg0UV5qOuRevzjw8cAArIuCB71lXviLVNR02DTby8mmt7eR5UEkjMSz4znJ5xt49Mn1oorSnsYVNz/2Q==", 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", 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", "info": {"video_id": "77726", "label": "plugging samsung ch into samsung mobile charger but pulling it right out as you remove your hand", "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": "b9e1f9218d6b4f4bf1970a6cf20ab425945b59e4658757e664ae4f918ca85009"} +{"episode": 34719, "episode_seed": 4073044410, "split": "train", "timestamp": "2025-10-13T03:11:16.254182", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4073044410, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "3383", "label": "throwing color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "3383", "label": "throwing color pencils", "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": "264ca6bceeece9546063e04965a2689096fa5612678f6f3abc5a2d7a0b12ceb0"} +{"episode": 34720, "episode_seed": 2334709120, "split": "train", "timestamp": "2025-10-13T03:11:17.753559", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2334709120, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing a paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "50994", "label": "tearing a paper just a little bit", "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": "50994", "label": "tearing a paper just a little bit", "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": "2dd80e5730be42a956b7704fb749fed7bf62370efe096c4f2cbc21a75e5b190a"} +{"episode": 34721, "episode_seed": 3732028091, "split": "train", "timestamp": "2025-10-13T03:11:22.114681", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3732028091, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a stylo from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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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uf61zbRxtq87s6AFipd155PXHpz19qBi3vnLcDZHnz8oMj5hznI9/ekuURVZpIiUU7nKgAEfXt/n1rU1G3lmiS+MjlyQjSjpjGMj64FczHewB1gkTzEDbmPT6Z96ANi0u4pLyZeVDngE7VAIx37ng1ALY23hS4N0CIJ74KN3Vkxww9siobe9aNJFCkI6l1PXYDx1I+orufDSWuveHH025ijP2ZzFG3Z1IyOPXmk5cqva5pTp87scDJax+H9ctb3yxLp5fJJ+Ypkd/WrXiLSC2dQsjviYZdEPBU+ldPd6Guno9nOnmWzDChucD0rM0yFtNZ7JiXtD/AKpjztH901h7R7nS6a2MrwOztFeEsFUNGpcgE4+YEAfjXQ3rfvE/ebIyOFGcH8ff27E1lRLHoL3xQbkvGXC+mM8j8xU1kssk8c104Tzcuh/hU+w7V0J3VzjkmnYljQBQ/lgsH3yt1X0xj6mo9c+0f8I9IFU7WcMUzkAc4/HPb3rTBEYtZgSgAccE8knqfQds+9VdVCjQDlMys5cAHKAD0NBKMbwy8lzG6IGIWPLnPIweWPoOan8uWDwpqT3DMLeS6jhjLDG5Oc7c9QDVfw40X2oxLI5J425ABXuCfXgfjXpaaXaeI/Df9nyRJvtR5YwcjaRkEfnQ5cupcYczseaGzt/Dmu2l55PmWJIDFvmIz3NP8V6Aq5v7IFoGO5lTpj1FdMulCDT5NNvB5hUFVZu69vxqnowltLebSLvc8Yz5EhHVfT6isPadTq9mrWPPnjbYyBgCzDczY49K6vwhGJ7DV1dQtwQoww5xg1j6zpEunzv8pW2lz83oeuK2PBUmZtRQg/LGvFXKV43RlTjaVmchOZI5ZEYEMHJ3Y7Diu7aSN4xbgspHUZ5Y/X+lchrAVNQuQUJw5KKO+eufzrc0ky6hdmW4I/dYYIehPGSPetY6q5jNanSeJrZk8MqsW9Wn2ptUZLcZAx+tcq2mDUb7R9GuZJYfLsFmwoGQ20tg/iRXpcGoW0Grab5/Cef8m45CkqVyT9a5TxlpEmj+I7XWoVKrFNtmH/TM8E/hmhz5VYcKfNr2Oe8MQ29p4guNMvow3mIyxPIBwxxjH4ZrN1jR20zVmQsVt3JZc9yO1dN4u0rDQ6jaJmaHDHb1I6g/h1qxrkA8ReHLS5iAaUpu4/vCsfaXszdwVmjhlcRSROuJCDjG35iveuk8Z28NlcqsUaRwPEPuDaM+px3rjYbm5SUgD5iDHgj0612fxIZRHZKBgrtB9xitJPVGcV7rOVs04j2kiQZC89/WppYCltHmTMBy25eTnHcdueKz7K4eO5znL7wEbOOK2p2Q6ayxZaMg9GwR7n1FWZdTMMsymOUsrbRwoOSoPH411HgBGD3rMoJIXa2Mlcbh0rlRKssPKfKoC4QYz6H610XhW+is7DUJFQoT5ZVQMksNwOPbmhgzq4JlnK26yOSpyxPJJH16Dj9DSePImt9JATA8wYy4HYZwPeqPh9pby7F3KuEiYfIOuT1Pv0xir/xAP2i0hhDMSsrbBt+Y5AGf1FCWokjivE135Y0e22jzLa2iQr35Xdn06tUWnXZECgEk7yCoPAHP4561P41s5LbxQoaVSzKqkID1CgcflS6eoV0eOVElDeYg28k+nPfnFXNJOyHyTjpNWZYgaVpzb+UuWIkL47YxjHofwo8uHfCtwWWNTyCCcsOxJ7dfypxWW2aVFlMfmx53OuCcHG0HrURube6VkkllBiTKrnIDf1xzUAKhja3kYKjSoML04UE4yeh6iqcMCvHErllgJ8xwOVxxwf61IxUIoSMLcN8roo4Pqcd+mKlsnimkiXAMOcFhnkkdO30FAECyi0tEkVmy5IZCRjvgiknkgmlWFNzKQW8t224bqd1aGoQslkLwoEmClWG3O7jByOgwMc1gTReSFby2ibapzncWB9fagDvrKzaBJ4kZR8qhyPuj1GT6VbglV0jQOqLLwSFPQY+X3HH8/WqjOw1CSFX2rIRuiUZLD19ulSyW4jtxuJ8uFFw6typPYUgYy2kjkeZ1dlOwhkA6E+nsDWDIJbm+uEEUZeNtpxxgj0/X6109rCsULrCA7uTGjA53g/pjp1rH03TlS4uYZGxJGyuWDDA9Qfrxj60AbVvLDOjQRuGHC71HGcbhwB2x/OuGvpUXWCECiJiOFGNzY6++P14rVW8FprRKbohGMAlSc+nB9+PwqDVbJlnjnjYbpUMhY/MGbd09jQAQQxJZGZoXd3jYIX+63XnHb1Fbvh2Vl0DUpYJQJFKyKUGNrAY6fhXMx3Ed7AHDBHj+XABGBgZJ/wAa6Pw2YzBqkUYISSAOuTlmGTyfQ1UNzswX8dG/4f8AE1t4usGinCx38AxKv94f3h7VFd2TQOcLuQGvILbUrjR9ZNxaOUuI5T9CPQ+1er6B4mtvENtsOI7lRl4if1HtXLVpcruti1O7cWVL23iljSSV3CRgnYvf1GaZs8iG1ctlpAAoRsZB68npWtqsSQ2cjBgvHzHGSBnqKw7CJCcyKygMDhvvZx6ema1pfAjkq/GyS5uERJScu4kVSGb7y+lLr5EegRyKDG2MAZxuJOCPw681FL5G+NTh32klgv3TkYH0rW1a0S50XEuB5SZVQOSSMZA6df51RkjjNKuRp9yZpJGb5NqgDkEHOCPT+Vek6brZ07SrjUIgHSJ1JAbIZepA/M155fxhLVbhY0aRo1Y7Rx6c57+tbOgz+d4F1NfmGCGwegBFVFX0OzBxUqqTPQru3ttc0+LU7Fw8Uqb1YVz5UCQwyphx0YVxfw58droNx/Zl+xNhPIQrH/lkx7/Q163eWENwfMUqQwyGFcc4OLNIyucrfaeby0aG5jEiEY3CsDw7psml6nexscxyKNj/ANK6x5Xt5XTOQOMGsG+YrIXQ9T2qVJpWE463OH8Up5Ossm5sNzxXR6T5C3s8bhVCBdkY43Y6EGsPxIVeSK66OPkz75yK1tAbztcWXYCoY5Y/MSQDnj0NdlP4Tkq/EaHiK9aIrGAQHjC5C4wwr0PV7ZNV0iNxiRlUJKDzzjnNeYa9fRyahFDGGMnmjfzkY6cfnXT6d4oj0vx7NpV24FrfnywWPCyD7p/Hp+VFSF4XOmhD925dhkBiSVbOXIKrtTPcdKWytV06Sa1Cf6NIxdf9knr+FbGt+HzJd+cgI2HIxU4WCawkV1xKi5U+9cdy2eS+JdEey11bqOPMM7qHAHAJP9a0fiMmYY3BIxgHHeti7u1Mkkcih1HTd2rmvFd4b3SXlYAtEwyvtmtYyu0ZONkzi1kG8SIMIR1xnPr1rShllntIoSCMfL5g/unsaxhOQxUEnJBGeMVq2UxlMcAQfKpB/wBrPrmuk5WRTo0eNzEl/wC7XQeGbKG6gu8xPJFHtYupwRuz+uRWRdlF24UqY12hQMAH69663wX5B0zVTuQMnlMpxxn5sn6UCZraKkW2dgNgikCqg+9kDHft3qHxDLHca/DahVDNJEqHOeCwyB+tL4W2PqLzMjFNjHe7ct04A9ufzqOSSK58baXHuEjfaQW+X7mDnH6VSXvI0pK80c/4+mLeMOCOJHOT7VW0N99zDLIY0h3HL9xnPXPbP5VF4vP2vxW43ADcxJJx/FU2mwwm2Ex+XaCuQeHweuBzxxTnub4z+NI37yKCa3MpC+Xs3/PyNpwDz+A/Wuat/KmWZQqoIwSm4/qT36HFbFlL9ptJ7eIhRNhdjc4+hPTFZTwrpmpyRyoTGkgjZmIDDkHkdKg5SaS2VEExuN7GZQgRNpJJ6nP4VFCTbzuzhPvebgNyeOOnAI61auRLcpnChZFDKWwu0DnqPeqzfMonFwzOwIL4wG29PrwKBGxqEobS1leQBniJ3J0c5yFP0rlRKYVbLqrZxnqoz2//AFV0LwgW8QbeUCCTyTzwe9YF3AYpoo1QDKgkMBzx3/P+VAz0S1SS5uNioxmabAyMZY+9RSRvLeiN2VUT/WbvuqK2rw2YupLcym3kVty5P3u4P61lahZlJt3lsYsM24Nkn8B0q505RAnmEflHyfOVJDgIB1Y98nqM/wCeaxbMXBubmVJFLIQrITgkk4x9MgVcjvZIpIhGu5YyfmA5Y46VRhd44nut+GZj5h3DnOR0rMCleYl1UOWIQjDbv0A9c881cvPLcskjBHdAVYqccHBHv1/SsjzFk1eIbt8X3mQ4yoAOcZ/OteIwxoJywMqoTtJ6IOmfXgrj3oA5+9tEhiAi3R7UzJnOS2Tn3xjH86m0K91OwvJ/slibt2jMckaqc47HPb8atm5h82R8GZZDjc52uue/Hr+NSaZ4js9KgntZlO93yZQhAPoD3FF3HVGtGTU007HJ32katDcy3t1pk8SMxbkZA/Kn6ffz2F0l9blRKrgHtkehr1PS9Wtr6ELvVgfQ5rj7jw5a634zu7B7ySzGZDF5MYbcyoWA9B0PP+NTGpzOzRpVjb3rnVXN6NW0m3ubf5gwJZPcEZB/E00QkW0zSSrG6Ih2bslweOPpWL8O5Z4dE1NbsmXy/LkAY5CKSdxH6V0oksbpd9u6KxUq4c4znp16nvWsKL5LxMJPmdzKsHgg35CvLKcLHn5QOeue/wDjWncRiTSpdqARRD5mDZJJ9+44rMvLaW0Z2lQMN5YOuOR1HHUdKI57gRyCdyyGRTISc9RwPfipaa3JMXW4fs6qqMzRsF4IwS3fn2/rT9Hm1lPD93a6ZpUt9FMxDEDAjPseh96ZraI0mFAdTyQucLxyB9Otbnhzxjp1roNjp7OY3hypZuATnOc1EpOKujag2ppp2POLrQ9T0uQSajZSwg5JDDj8xXq/w58Ry32lf2bcyFprcYjLdWT/AOtXRkWWr2pLeXKrjvggiuei8KSaRr1rfaeFS2DYdf7o/wAKydRTVpGvI4u6ZuXlviQsaxbqPOeOK6W6KnNcf4smns9Fea2kaOQSKAy9eTWFruxo3ZXMbVtPS4haNhweQfQ1c8K2ixXH+kNlWYgAL82MHH69qyNa/daHDqNlrOoTK1z9nzcRKizkLuZ4sc7VOFO71HuB11xqUFjcIfJxFKocbEyR7n3rvoUm00clSSk7o5LUEvLnxI/2SxlubrcGSFFJwAQc/SsfxNb+Ib3Vnv7/AEuSyj3ZyASAfr2r0nSNSs7PVr67jJlNzCgba2WjwScfQ10ii11nTlliKvGQcjHvyDSqSlT0aNaV3BxuO8Ia6PEPg+KeQhrmFfJm9SwHB/Ec1m3JMSPg85NS+F9H/sPWLuKBdtpdQltvZXU9vwJqPUiql1B6GuOVr3RpC6VmclfKWdnrAvIBNFLCekila6m5j61g3ce16cWNnnCgxTlZFzjKkHsa1bGeW3dhs+d+p4JA+lM16D7Pq25fuzLuwP1ot1Mjx4XY3QFRy3B9feuxO6ucUlZ2Lt9L5tso804bLEMeTjt9K1vDNvvtL4RSYHyYXngYbqfwrE0Ozs9U8WLpmr31xaxTNsSaKaKNY/VmL8YwDwOScDvXXeAUmsb7xVZus6vbyKii5RfMG1nG1gMjJGM4496uMbuxNzoPDNp5NnI9wQhEbNgHk8jjHbg1y9pqdnpni+O/vGKxJKzbUG7bwe31rsodVtrbP2yzktC+fvJ1B/mBwa4LxLpMqam9xt86Fz5m+NOFB9R2q3TlB3LhJxd0YF9dtrmuyXFrHKYlOd+O2ea27RJbFEd2Do6FiQenbp+VQWCyWrOFj2RzAMdvQLn+VXNVURPEu8iJiGADZx2zWbYTqOcnJ7s09GjAmJZkYByE3nk5zkjPb+oqjrtgzp5kb7kd9kj5ztO78yOlVdOu5IZpZSQ8sbAKyjhueQfwH6VvXoiewmfKSO+7LynA5GTz69D0qSDjxPLDEEG54o3+9jk49PbjPPSpE825meQ/MoId8/KFz3+mcU6KGNUbLO0q5DptOVB4z+uaS2USSFPPyc7HVTwV6kgA9v50AaunQtOkrtIfJXKhiRn8AfwrM1Qsody0LB/lDoclh1z+n60moyy2dkVhlliClWXJB69SP85o8T6Fq2iaFpF/fy3AuLzzPMhaPAt8BCgY4+8ytkj+oNOwXPXIbG2v4bma5hV5BgBj1FZM9uul6oILd38uSNWYMc5JoortgUjMuJjFf3CxKiKsbsqqOFIXqPfioI0jTQnlMavL9n3b2zwTwfbv/KiiuOa1Ie5yy5dhcMSXDInsQQTWjKBFa3rKBmNl2+3SiipGync4a2abADPIVOO2MdPesbUM/auWJyoY5P40UUgJ47qaxvibZzHh+g6H61fttZu7XXG1KMoZwxI3LkfMu08fQmiipe5pF+6dP4IUNNcQH7j+WD+Ga7fUNLsbm2u5ntow8MfybRj05oorqov3US9zmrm7mtrJ0V925cbnGWx6ZrGilZ9Ojdvm8qTcqnpnOOlFFPEbilsXPEFuskekLkqJFYsEAXJxjPA9q4ZNqPdwBF8v7uDz+P1oorlZD2NnwxrN7aalb2sUv7l2IKnnGPSvZbNzPbfvMHI5oornq7nZRfumfKxDlewOK5jxlz4dkJ/56p/Oiis4/EjSXws4vWvELa1DBFJplhbmFVjje3R1KoM4QAsQBzngcnmvQ9KcnS452w0jqFJPPFFFejS6nGxupafaxvE8cQjbyyTs4yfes7wzq14niuK3Ev7iaEh48fLx0P1oorSv/CKhuj02X5YDIoAYKcGuTvmLSNn1oory2dZlXA4rDvEBY5oopCOT8Sxr5EEmPmV8A+xrFtWKsoHR1wRmiiuyHwnLU+IRdffSr28U6bpt7FPIHaK8t96qyDIK4II6nIzg9wa7L4b6hc6rrms317J5s9wVmlYjAZju7Dt7CiitkZLc9R8z7RFMsyq4MZA3Dp9K5LxAgsLTFsSitCCVHQ80UVvDZlnN6WTJpxjboZlJ9fvYxn09qs+INkOm28kUSI7TcsM5OPx96KK5nuScxYj9++CR8plGD0YZ6VtRKGs4EP3TEzkZ/iAHP60UUgZlkkKued0bDB7Y/wD11Ut8RXPyjlhySTkHOMg+tFFAGhrMSf2WHIJYvtBYk4G5en5muf1PxBqmoaZBpl3ezz29rI8qeZKzEs4XqSecbePTJ9aKKa2Ez//Z", "info": {"video_id": "79149", "label": "pushing a stylo from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "79149", "label": "pushing a stylo from right to left", "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": "0889bc537b42dd131f404b113d2be11fd175157ba562e24ae6062ac9eb67f714"} +{"episode": 34722, "episode_seed": 373082751, "split": "train", "timestamp": "2025-10-13T03:11:23.375128", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 373082751, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lotion'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "173752", "label": "holding a lotion", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "173752", "label": "holding a lotion", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d49c8663ae1762324f755c6e83c614a685a08913779270feb4bf5e1f8aacecf5"} +{"episode": 34723, "episode_seed": 2833677160, "split": "train", "timestamp": "2025-10-13T03:11:25.548373", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2833677160, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 basketball 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', [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": "9076", "label": "rolling basketball on a flat surface", "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": "9076", "label": "rolling basketball on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cc233e3295279ce9f1ac8b1fca2f534d1ed44804bc37b75ac804660e0148a04c"} +{"episode": 34724, "episode_seed": 2209420097, "split": "train", "timestamp": "2025-10-13T03:11:29.724326", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2209420097, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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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", 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", 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gHuBj9a9J0GLydHg9Xy5/H/62Kb1MZScbNdDz3R9J1mKF420ycqjGN8jBBHp61NP4Z1SZmK2bKAMkuQOBXqHpVe8bbBKfSJz+lLl0sS6rbukeR/ZU8gBx8w5BqrJpxCo4b93IgkQkdQRmr0hxE7eik/pV0W5n0JZIS0whijDbVOEG0Z59M1LVtDuq01FxS6nA6za3Gpy2tnb4eSItgZ5AOP8AA1mSeHtXgJzZyNg4+Xmujs91r4lidj/rP6A/413Flcbnkz/fP9KnlTMqq9nKyPHJIby1/wBdbyx/7ymrFtOTjJr3eKKCePEkMbDvlQaxtY+Helar+/s/9AuD1Ma5Rvqv+FJ0+xEayT1PLbhVmtyvtVWwhnjtXUxt5KvgPjjPpmu7l+F+sxAmK6tZgOmNwNJZ+FPEot5tMaO3+zPz8x5J+uP1pRi0a+1j0Zxt/evFbKSwJ6Yrn5ZWZgWJzXQ+LtC1HQLiK21CNULDchVgwIrmhG0mcU2zRNWuh3nmkM1RtE0fBqM5qbEtj2kJPJqzeq0dycGqJNbV/ZyvB9qRcouAxHamyb3KUbfJ8w4q/DPg47GqZ2/ZWTvjioY5sL71Ja0PQ/AnigaFrqxTviyucRyk9E9G/D+Ve7xur7WUgqeQR3r5L875q63TPGeo28NpG11NttVYRgN2xkfrVRlbQidD2juj3/W9Wi0PQ7zU5lLJbxl9o6segH5mvBvFvxFv/EkawyRJBApyI4yeT7+tdF4m8ZTeIPCR0+5WG1eRkZnRid23nGD74rzq+0prbSobkkmRm+cdlB6f596qTvsFKjyayWpUMxYA5+tQtIfrVcuUqMyH1qLFykWDMSOetdF4JuNuuR5PG9f61yZfNbHhu48jUkkz0daaViHK573bN+9lI/vD/wBBFY3jLwtD4g0x5Y1AvIwSjDv7VbsLgSBmz1I/kK3IHyhFa7nHdxdz5jlgltrl4ZFIdCQynsRVu0lwwBrr/iRo0eneKEu0XbBeRlunAccN/Q1xO4I5KdKykjvpu8bo7mzniuLe1VgBhgOPyNbUt+Fd52basYPPpiuD029dbiEgZG4DH9av+KpLuygt7ZleM3KeaR/sHp/KqTImjmry8e8vZbl+sjE/h2qLcT2NaltZRPYq5U7qu21pGXUFM47UgvZWMKKGSRwAp/Kta08Py3ULzbkVU/vGtcFf7asrC1tlfzSpYnng9f5V0XiVY4hcJbxeUrAYUDGOBTUR0vflZmDo0u/Scf3JAfzOK0JpeVUGsHQJcxTxd+GH4HNbB5mX60JkW1LUp22wHrS20+2WPj5SuDTZAWjP50+JA0DAfeHNUGljYjxIdufvHFer28YigjjX7qKFH4CvPPD+gvqkTzvI0Ua8IwHVv8BXosfCKCeQKtHLUa2JAc1U1H5bO5PpC5/SrS9ap6ucabdn0gb+VMzj8SPLZ4RPC0JOA6EH8q0be9ksNPuLC2JWKZRG4LbhtAxhQfu/hVUjDH2FZFkJtU8X3OmSapPaRnzfKEabssqFgvsODyfT3oa6ntVuRWclcoa0fsurac443F/6V1Gnybnfn+M15nfX9zcvbSTzPIV5G49M4r0PQX863WQc5JrJv3jkrNSfMjsbNvlFbEBylYtoPlFbFvkIKs45bl+PpVlVGQSMmq8YyBVlTTRDOJ+JXg4+JNLFzbHF3bDKAngjuK8FmgNlAsku6NMsoyvLsOoH09a+qdSuvsenT3AXd5aFsYzXy7dHWfG/iU7EkuruZiI41GAi+noAPWoklc6KUpWa6Ixp7kSrwu2q4duma6rxd4Xt/CTwafNdLc6k8ayzeX9yIH+H3PvXKkYGamxo9feHck12+hGO5MllNzHOApH41na3oOk2nhq31bS9QvJg10bXNzAI1uCE3O8Qznapwp3f3h7gGlT+VfQP2DDNJ6Di1JOxl3VrJa3M0EnEkblGH0rOkYxvxXdeN9JeN4dXhXMM6hZMdmHQ/iK4aZTg0krMuTvC6JFDFAxB55qeEyeaoXO7PSpbS2lKKcgjA49K1kXLCQhQ2372OaGjZXS1C0s1kuka6cuRyFzwK6qSGOeHYyqykdCK5uIgEEcEmt+yLAfOeMd6aInI4vXLBbOfMYwjdvQ1iE11ni+dFjiiQDc7Fj9BXJU0jBu4Zq/pjlXcjrxV7wfpulaz4hh07V7ma2hnO1ZkmjjWM9yxk4xjPHUnA71DcWZ0zWtRsTHPH9nnaIJcACRcMRhsEjPrgkUSWgoSvKx6v4bvPtFgjZ5zz+QrsLZ/kBrzbwPPvgeLPKnNei2v3BVRehnUVmc98S9LOoeEGukXdLZSCb32Hhv5g/hXkBWGRBFGMu3Cgckmvo4wx3NrJbyqGjlQoynuCMGuX8GfD+PQdSvJ7tILgBx9klPLBfcdjQ43ZdKsoRaZ4wvnaVfCK5hZJYnBeNuvrj8q9Q8exR3Wq2d7GqmC7so5IxjoBkVo/EP4fya5Kup6YFF0q4kTp5gHf61pJ4Ru9Q0Twxa3p8uS1tzHcsOSowCB9e1LleqG6sXaR5nZaYZpoYgjbJJRGCBxyeldLq3gVdDYRx6g8rzBnVjHjYM4x15r1WHRNPt9PjsorZBDGwdQRyGHIbPr71zHjD/j9tx6Qk/qauMO4UaiqVUuhw+m6ULPUIbhVjYxxfM7sULsWH8XOOCeK2vEy2N5dA2KMF8sCQsc737ke3SsrW7iW10d5IJGjcOg3L1wSaq65peuaFoml3t3d3SzXhk8yEpgQYClAxx94hs47fUGnax1Pkp1LnH6AxGpRjs3BrpMfvVoorGJj1L0YGV/3TT7NQZNvYsF/CiirM2evWdvHa2kUMS7URQAKup0oorQ42SDqKoa1xpV7/1wNFFA4fEjzY/eP1rj7vUp9K8VXN9bbPOilfbvGR8ylTx9GNFFNnr4jZHNXXDxqOgGK9F8GMX0xd3PNFFYP4jln8J3dsPlFa9v2oorQ5GaEfSploopkj2RZEKMAVIwQaxI9F03wxpWoXWk2UMEzI8rNjJY4Jx9PaiihiufNElxLrOrTXl85lnmYu7H1rTuNCsU0VbsI3mFwDluMUUVitz0baF3XNaj1+2t45tH063NvGscT2yyKURQcIAXKgcknA5PNYELFWBHUc0UU5k0tj1ywtotU8LGC7QOjwkEfQcV4jKo3svYHFFFEgpdTWtf9c47bQK1IgHs42Yc4xRRUnTMdZosiFmAyHIrQMjDagPFFFUjnqHF69M82ryhzkRnYo9AKzqKKZmjS0nXm0YTRnTdOv4pmVzHfW/mBWXOCCCCOpyM4PcGnTX1zql9c6jeSmW6upDJK5GMseeg6fSiiiWxNP4zrPBEjLqbKDwRzXq9qflFFFENgrbmpB2rQi6UUVojmkTrUvpRRVEMd/Ca4nxh/wAf0P8A17j+ZoopI6sH/FRxHiL/AJAkh/6aR/zNc5ea/qd/p0GnXV3NNb28jyp5kjMSzYzkk8428emT60UUM7K3xn//2Q==", "info": {"video_id": "188590", "label": "twisting 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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", 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", "info": {"video_id": "188590", "label": "twisting 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": "e8453eb1498f2c92a54d0b5287c72740a2d0051d8948cafdb820334df61382a9"} +{"episode": 34725, "episode_seed": 4076250113, "split": "train", "timestamp": "2025-10-13T03:11:31.041922", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4076250113, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lid on a pack of wipes so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "180199", "label": "poking the lid on a pack of wipes so it slightly moves", "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": "180199", "label": "poking the lid on a pack of wipes so it slightly moves", "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": "ffed7bb24971a2f5e5cc554ca32c93eaebe6b31b1948a022910a17a842cbdf4c"} +{"episode": 34726, "episode_seed": 2554183175, "split": "train", "timestamp": "2025-10-13T03:11:31.593808", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2554183175, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of crayon without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "44885", "label": "lifting up one end of crayon without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "44885", "label": "lifting up one end of crayon without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6ea5af6e6aa4f5aa148778c5f4163b6ac584f5323a08e5b0db2d75d51e8109ba"} +{"episode": 34727, "episode_seed": 2921285087, "split": "train", "timestamp": "2025-10-13T03:11:34.215193", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2921285087, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing a paper towel 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', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "78596", "label": "tearing a paper towel just a little bit", "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": "78596", "label": "tearing a paper towel just a little bit", "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": "1b5534078326642efdc2943af92a4c19516431d5032974c6cf3739c6f03ddf2f"} +{"episode": 34728, "episode_seed": 1266416812, "split": "train", "timestamp": "2025-10-13T03:11:36.916782", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1266416812, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen from many'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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V1OjIF01cdWYtV6pDlCS3Kd34e0i7B87TbVt3UiMA/mK529+G+kXAJt5Li1bth94/I13LLxUJUjg9azcIvdCjUlHZnlmofDS4iXfaXySkc7ZU2E/iM13luuEXjtV+ceneqcIwvvmkoRjsU6kp/ETKvNSInFLGOKnRfamSZ1xGTqEQAJ+YE4HQbWqjrNy6wvHECWiljbA5/wCWQrTv547N2mkdUUDGWOOxrONzb3CB42U7yPqegrWDVrByt6pFTSrJE0e0WRW3eQhKt2IRR/jVR9Cik1aOXhoipQxEcHO0fyX9a07OK6vAbpw8UEL7BGyEb+Tz9M4p+liS51VoGXBtlVmY9DkU3OO9y1SbunpY6CZNuB6CoHHPSrUhDdqhIGelYoyK7oMVkXy/vI/xrabpWPqOBImfemBApxx600ucsKAeKibqaTYzM8QXTxaTPKvDKnH4kCuWubiVtW1HO458wjPb5EHH411mqR+ZYSLjdyOPxFYjQo920uM/IR+fP9KlS0HYoaRaefHcMW+SSWRT69l/9lNWNQ0yd7m3aLmMSgt6j5gSfyWrFv5jM1rZQB5VJdx0Cg9/1q+Xb7eLMj98WIVc8kDqR61otrlKDex02j2S2eh20AJO1S2T1JJJP86j1TSLPVYVju4t237rg4ZT7GtGI4t40PBVQMUFQetQ9dydUzzvVfAEqRmWwufOIGfLlADH6EcfnXGTpNaStFPG8cidUcYIr3RhjiszU9Ns9QiMd3bxyr2LDkfQ9RWUqEXsbQxDW56BAOAc4xVtORgVUiYbPxqyjcitTInUmql/o8GpMpucsi8qmeCff1q3mpUINJ2e4k3F3RmWugWlvLvA6HO0cAc5/nWvhWwuMKBjApF9KeyEdqForITbZAkaRJhFC89u9DdKVmHzU0ng0AMOCKhc7eCamJwM+1edXGoajeeN77TP7aurSENJ5KxqG5VNwX2HB5NMDoNcPzwY9Tn9KzhwD61z/h3Vb/UxO17dyTlAmzec7c5z/KuiUDg+1UAwjcO9UtUjuH06VLVA07Y2A49R61qBQBTtoIwKzkrjTs7nEQ6RrkLFZHimLDJfsvB459629P0lLO4e6LMbmRfLchsrt47Y9q2CopojIOalXtYt1Hr5lG70k380DlvLaCRX3gcsB/D1roIsDgAAegFU0PzZ9RVqFhkZq4kuTasTMNxqJiMn1qXIxXP+MLuey0KSe1laKYSoA6nBwT0rQzNG4+oxVS3GcEnGDmuU1a8nh0SG/std1GVWuPs+Z41RZyFyzx99qn5Tu9R7gdVAwKfXFS2Ui6nIxip1JwKrIw4qwDSuMqahpEOpFftJJjHIQHAJxjn2qO28O2kEu/HfO1eAOc/zArUQg1IvXFTZX5uo+eVkr7DgFYBeigYA9KhjjjhUhFC88+9WGjYdRUDt96mTca1MIBzTietMY4GfamIhfK8E1jaofnjx71lx30l341n0u71a7tbZ5tkbxSxosfQksXGMYzx1JwKpW9xef2nqVrdy3Lm2lMarcY3ryRzjjPAzjincZq7gAeeajZxjNM3YApGPFZtjKuowSXljLbxS+UzgDfzxzWRD4ZeAlItQfymHzbupJGP/AK9dBjPSgcGs+ty+d8vL0EtbK3ts+XGvmvw8m3DMPerCWUJvI7lxmaEEIc9AetJGp6ipg3z9eSOaa1E5ybvcvxvUwG7BqpC2cfSran5RWsSGRMcEg1XuMHnNUvFN1PaaK01vK0UgkQbl64JrD16z1/RNE0y9u767E14X8yIpgQ4ClAxx94hs47fnVCPWYSdg+lWEYmiipLJ9xFSox29aKKQi3bDMyZ7kVf1IBEVlGDRRTRJjseKazECiigaI2J2nmvH9cv59O8aX15Bt82OZtu4ZHK7T+hNFFAD/AAhwbsDoNg/nXWqTgUUVSAkyaVScdaKKTAQ8tWgbaP8As5ZcfMaKKkTM4nEuBU0bHIoopxAtA5BrmvGzH/hGnzz++T+dFFadBHE6x4hfWYYI5NNsLcwqqRvbq6lUHRQCxAHOeB15rv7Ynyx9KKKkpFtGJqcMaKKgZLGx2VcthmVM92AoopiN3xFBHbiExLt47d65lzxRRQIYWOBUbE4PNFFAHm2qaw2m6/qSNY2N5HLMGKXcO8BlHBBBBHXkZwe4NN0q9uNQvr+8upC887iSRsYyTmiimM2VJpxPFFFZsY5aQ9aKKgZ0lpYwN4eluiD5ikAc8VhniRvrRRVLYksRMcA1dRjg/SiiriDMHxaxOgPz/wAtU/nXF3uvalf6dDp11dzTQQSNIokkZiS2M5yecbePTJ9aKKoSP//Z", 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", 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", "info": {"video_id": "71960", "label": "taking pen from many", "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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ZTnXANYsYwPet24+5WEhx0/GmMkZsJkVG8pH40OeKiYe9S5DOS1q7l8y7hUkBJLbGP94k1kuWnfTVPG4xH9Wb+ldFfxj7RcgjBbHPrgf/AF6qGOC1jhd1wsIGCRnHUUcw0rvQmjsD5KsG/eqqj2yM/wBTU/g7SJYtUEtxkNC7sgHQ/IEz/OnRfa0t2uZofLiJUryMlTk5rb8NtvVrleYnGFYcg/55rR6D5G1zG26DcRjg1y2o+CdPvXZ7eR7RzkkIMoT9D0/CusPJzTCoGTWTSluTGTjqmePaz4bv9EYtInmW56TRglfx9K6b4ZtvbUwTnHlc/wDfVdrIoZSCAQe1VtK06zsrm5ltoEhaXb5mwYDYzjj8aiNFRnzI1dZyjys2Ae1ROc5FSbs49qibgk1s2YmL4hONBvWPA8o1yLAJrl+3dOh+kK/412msxLcaVcRuMqygEfiKwprGNr95CAA0bhgB97IAz+QqEMwtIs5biW7ccZkKA+mI1X+ta+q2UlsG8tS2xFQEDptjK/zNSW3kWAdI1JLyliqnJ5PX6dK2JpAt1LHIjKSxOCD05P8AStVF7jSve3Q1/DVmY7W7lbB8x0Qf7qoB/jU134e0i7B87TbVt3UiMA/mKuaMgXTVx1Zi1W2XilLV6ku8XY4a9+G+kXAJt5Li1bth94/I1z+ofDS4iQtaXySkfwypsJ/EZr1MqRwetV5x6d6h0oPoWq011N2AcA5xiracjAqpEw2fjVlG5FAidSaqX+jwakym5yyLyqZ4J9/WrealQg0nZ7iTcXdGZa6BaW8u8Doc7RwBzn+da+FbC4woGMCkX0p7IR2oWishNtkCRpEmEULz270N0pWYfNTSeDQAw4IqFzt4JqYnAz7V51cahqN543vtM/tq6tIQ0nkrGoblU3BfYcHk0wN/XP8AW2+P9r+lVY/lHr3rmPD2rX2pmY311JOV2lN5zjOc4rpUYZJ9aBlpetPZGkjZAcEjrUcbDFSq3OKLiMg+F7IuXGS7Hcznls88D25Na1jZQaehWIHJwMn6Y/kBU4xipEQsDgZqUlHYqU5N3bIpIY3KM6hiD3oY9vSnSfKDmomPJpkiMPWo3XuKeTyawfFl5cWWhPLazNFKJEAZTzgmmI0JiChrnlPXPrWZq11NBosWoWOu6jKrXH2fM8aos5C5Z4x12qcKd3qPcC6rZPtim2MnLjNQs/pRuzTc81k2NGHf6C+oX8l0946cDyo16Aj1/wDrVastEVOb2YXI4yjLlTyT/X9K0sYGacvPFZrS5p7SV0+xIIVaLAwq424HTHpVqxt4rK2S3gXbEn3RnNQj5VIPSpomzj6VaI5naxfRs8UP8q8U2I9DUhPFaolkDMMEetMtuHcDnkZrnbW6N54zm0u91S7tbaSXYjxyxosfcli4xjGeOpOBVrw7JdrqusWt1LcM1tMI1W5xvXlhzjjPA6cVSYjpRwD60hG4d6eoHB9qkCgCkxmXqkdw+nSpaoGnbGwHHqPWueh0jXIWKyPFMWGS/ZeDxz712+0EYFRlRWTTTuWpe7y2MfT9JSzuHuizG5kXy3IbK7eO2ParF3pJv5oHLeW0EivvA5YD+HrV4RkHNTIfmz6imN1Jc3MXIsDgAAegFSMNxqGFhkZqbIxWqMmRMRk+tVZ/qMVneL7uey0J57WVopRKg3p1wTyK5rXI/EWjaLpt5dajeCW7L+ZEVwIcbSoJx94hs4/+vTuB6bCTsH0qwjE0UVmWT7iKlRjt60UUhFu2GZkz3Iq/qQCIrKMGiimiTHY8U1mIFFFA0RsTtPNeP65fz6d40vryDb5sczbdwyOV2n9CaKKAE8J8SXIHQBP6116scCiimxlhGIFSqx3CiipAsISWwa6XQLaKa1ujIgYjge3FFFMlnP3BIkK9garE/MaKKAQwsa5vxqx/sB+/71P50UUAcbrXiJ9Zggjk02wtzCqxxvbo6lUHRQCxAHOeB15rfQn1oopjJQaM80UVkxjj0q5pUSzX8cb/AHScGiipYMva9bR2l9JDECFUjGazoyQwHtRRViRdiY4+lTOxyPpRRVoTPP8AUtZbS9c1JDYWN7FLMGKXcO8BlHBBBBHU5GcHuDWt4PvrjUb/AFW9upPMuJ3SSRsYyTu7dqKKpDOyUnAqTJoooYCqTjrSHlqKKhgaBto/7OWXHzGs4nEuBRRSEiaNjkVaByDRRWsQOa8ak/8ACNNz/wAtk/nXA3muajfadDYXV1LLBA7SLvkZiS2OuTzjHHpk+tFFD3BH/9k=", 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"info": {"video_id": "71960", "label": "taking pen from many", "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": "da056d151729dcda0c2ccbb637e151b456d69d48b43ed5bdf81cf8122d76c884"} +{"episode": 34729, "episode_seed": 3613245575, "split": "train", "timestamp": "2025-10-13T03:11:37.874308", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3613245575, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 jewel box closer to pen stand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "62698", "label": "moving jewel box closer to pen stand", "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": "62698", "label": "moving jewel box closer to pen stand", "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": "349fd18e7d5e5f81ea6e91cc0d13ea48252fc445f8b562d115356848367e8fb7"} +{"episode": 34730, "episode_seed": 1435010351, "split": "train", "timestamp": "2025-10-13T03:11:39.422949", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1435010351, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen, 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', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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j+z0XO2MUnKUtylFI4O30fy4yIoRGo4wBinS6WI4ycEn6V3L2YCAbBzUE1llPuDrU2LPN73Q7W/UJdWqShehYcj6GsaTwNpmcrFOnsspx+teqHTssfkFRPprbSNo49qnma2E0jzW18H6dauJFt3kYHrKxYfl0rWSyZcgL9K6/+ziTjaKifT3DA4qW29xWSOZa1fG4r25rySHRdTu5FWCxmfzOVJUjI9fpXv509y2McHkVoCAzStIQu9vvFVA/l29q1pz5U7EuN2eL6b8NNRuAHvZBCv8AcXk11um+BbCxIMdp5jr/ABvzzXpMViigZ7VOLZVXAA5oblLcpJI4pNEmIC7QB6AVN/Y2CflyR611/wBnAbrULW+c0rDOJuNLfe2Eqq2lyMMFQR6EZrtprQEn61H/AGeGFSM4U6KquSLeLI5zsH+FPbTWweOnIrsZdNG76iozpuVBx7UhHJiwYYbPHQ1i+IWk06OJl5B3cflXoH9mclcVxnj6NbS3sw4+/vBH021UHZknEQa1OJCpkAX0qtLpMerXatpzRRPI2GjY4UH1H+FQS6RdWuuxafcvj7SU8qVBkMr/AHHHqOefxrRtvDurwXWzakDwyMsvnSBACpxwe4z6Ct7tbBZM3dO+G0aBX1G4aQ9fLTgV1Vj4dtbJCLW0RB0zjmur8KWFxPoMUmqmzhlHClrlMsvqRnIP15rVuILGBFC3VpIScYinVj+hrFxnLcd4xOHk0zy48nrntWDqvhWy1V/MlV45gMeZGcE/UdDXqd5poiUCVY0yeN0qDp171nyafCkLTs9uI1ySfPQ9OvGanlmtUinKL3Z4+/w/VD+7v3x6NEP6Gp7TwPbwSLJPPJPg8LtCj/GvTFjs7hjHBJFI4G7CMDx+FP8A7O4I8v3qZVKi0YlGL1RyUVqY1AVcbewqYwEsCw4NdEbEq/3OtNNi2Cuzkcis7jsbEOq2KHLy8ey1aj1/TmOPNYfVTXAafbBQA7kn61qtZJJBLweUI+U89O1dKsRc6L/hLbBnwhXjuzf0Ap3/AAldgjDfPCATydxGK8Yi0DxDdSssML7c4DO2K17b4c+JbgKZJYI8+rE1pzU0Z++z14a74fWzSebWrWMsu7ywdzD2wKzm8YeFBIVbVHI65WI1xtv8KLt1X7Zq5XAxiJelXofhTpUYBnvLqb1G7AqOePYq031LGo/EXSba5eO23SxDBVmXBPGeldVEyXEEM4AxLGr/AJjP9axLf4d+G4MMbDzGHeRya6MQxwwxxxrhUG1R6CpnK/QqKa3ZGY1KDgVD5ah8YHNXAPlOKryrhgR2NZMpGdfXcFh5aynG4nHvRH4hsIwB+8J7kL/9esfxjCsstgzNjG/8fu1StLeNlAAGPUmtYWsSzsoNespfu+Z+VX47qOQALnmudtLSCNVAC5+tb1oiDHzDPpTYIuOoyOOMZqGRMj8amIJJJGOKFhkkUsqMVHVscD8elLcq9imE+c0pX2GDWbfeJ/DumXIhvNctEmLhDHETMyk+uzIH4msy68YWKWNpcW9ysstxcLEIdgXHzYPJ5PTNUqTtroZyqI3wo4OO9JJGMHip2UB2AHGTSOuR+GayNCptymcDI5rnbfxNaISdpbsNpFdLjBYeozXldhAu/wBqcBM7yHxPBIwUQSc+4rTh1NJj8qEY9TXM6daRgBsD8a3rWAADGAK0YkasT7kLMMcU0gYxTioSIZZVX1Jpk01vb2i3dzdW9takkCaeURqfpnk/hQot7D5ktyKReppApx0rnNV+IHh7T0f7O9zqcy4xHbR7A2fQvzjjrtrnT8ThPdQrcaNEiCRgYY5WmdlK8Fh6g/Sq9k0/e0IdRNe7qegOM4I5GcZFAXg1ieFbm/vYNRu721ltUmuN8EcgAwmMdK6BV/lWUkk9CottalSRcNn8K4L4lwpIdN3HA/ef+y16FKmR+Feb/FKXyxpP+15v/stEdxnHo+nxSRTyKrywD93ls7fSqj6vJJqAlLfLwaz5ZAx4QAnjC967TwL4ROr36yXKHyV5c+ntWkpWQijaeFPEGv5vrewWSJ8ASS9WxWxa/DPxQJeBZ2/GSScfyr2u1tIbaFIIY1SJBgKB0FSlcsevpWPtJD5U3c8nb4b+IpQPO1WwUbicLATgnr1qRPhfqDoY5teQKc8R2qivUjUaj5qXM9h8qOO8NeBY/Dd7LdDUJbppIzHh4woAyD2+ldOIkyPl61c2ZPPrUIXHHoalu40rFWSBcfdHrSGJMB9o4q1IvX0FQgYBU9M1DGeYWlwExlua3LV2kQAHrXM2UZlkArsdMt8AHHT2rovYzNLT7P5h3JrpYIAgAAqlp8HIOK1FXB6dqQyNkG7p2qN0+Tip2UjJx2qNh8lIoZt46d6R0JU44xUwXKnigr1FNiKwxyM9qhlAPftU5+U/Q1wEl9qF541vdL/tm6tIQ0nkrGoblU3BfYcHk0oxvoJuxY8ZsA2nknA/ef8AstZNncb2CisEapf6mVN5dST7eVDnO3PWtzTogoBNVtoTe50NtKkfzSOAPc0648Yabpi484M4/u815Pf6jdm6eCXUgUBxlVLMf+AitDS/Cup6yQ1ppU8qH/lvfPsj+u1ev4muq1OKuY3m9Dpp/inNFeq9usahc4ab5l6EA4rl59X8R+JmWOW5v9UkbucpHn2XoPwAr0TSPhraRvHd6w6XdyqhQsaBI0A6AAeldlbWNtZIsVtBHEgHRFxWMqsr+7oXGnpqeS6X8NdZvJvO1CeKyDYLeWu6Q/icmu10j4f6FpDLILb7ROuG82c5OfWuq2nefpTymD+FRdvVlpJFZ1w2SeopDjaPyqaQDbmub8ZXtzYeHZJ7SZ4ZhNGA6dcEnIqbaldDVkAHP4V5VbSKpCqec1q6rqV5DosV/Za/qMoacwZnRUWYhcs8ffap+U7vUfQYtgm5wxFVy8pN7nQxXaQRAySbQecmkuPGdhYqdrmRx2Fcr4sGba3YLMHAYKYxngkcY71Q0bwbresEGGw2Rn/ltdtkD/gPA/nW8JQUbvcykpt6PQ1b/wCIF9epKbRdiRqSzjnA+tZUEGueKJLdo7Ke4ki3BJZWYKgY5OAK9D0X4aWVtLHPqlzJfSpyE+7Gp9lH/wBau1itoraMRQRrGgHCqMCpnVcthxppbnmGmfC+aRA+s3xCnkwQjA/HFdvpXhvSdHjAsbKOMgffK5Y/jWwyny+adGnyc1kakZXOcg8iohwegq1jgVWlGGYDihjI3H6V5Z8WsA6SOw83/wBlroBqU9z43udMudXu7W2ebZG0UsaLHwCSS4xjGeOpOK4bxWb+71oWt7NcyfZZZERLjG9eQOccZ4HTiny21Epa2MnQNHlv76NQmZGPAxwor6B8PaRFpGmpCg5xljjqa5TwF4dFpELuVfnYcZHSvQlGBisXK7GTRAYJxTtuQSR1oAIUClx8nA7UgINo4pm3DnpU5HIHtTAPnNBQzbk9KjdSrnOMGrJXrn0qOVcYPHFDAgcAjtyKrNw/1rK8ZXtzYeHXntJ3hmWZFDp1wTzXJa0/iXR9I068udTvBLdF98RXAhxtKgnH3iGzj/69OMHJXRLlYq6PGvBxXa2Ea7F46miimxI6SyRREzd6uKoyaKKYCOPv1GwG0UUUFIcOlNI6GiimBUk4ZsV5Jrt9NpnjbULy32+bHM23cMjldp/QmiinT3JmZGnoPOx2AFdvpkKMFBGaKKJbiRr6Z4c0mG5NwtlGZWOdzDOPzrrlVQAoAAAwAKKKlDJSoCmmH7y/SiiqYIbgb/wqRgMA0UU1sBBIBsb6VyPjz/kVpP8ArtH/ADNFFT1DocBq2vtq8MEcmnWMBhRUjeBXUqg6KAWIA5z061b0tRgcdKKKuoRE6y0gikjUvGrY5GRmulsUAiY+mKKKiO5ZeUAE8d6CMsfpRRWghpUeX+FIANv4f1oopDBh8xqpN9/8KKKTGjyvWNWOm+JdVQ2Vldxyz7il1DvAZRwQQQR16Zwe4NVNOZtY19ru+YyzSsZXbplj7UUVVT4CF8R69psax20aIMDArSUUUVyostEDaPpTmACmiiqBDGA31HjDGiigoe/3qhlH7s0UUMEcj49J/wCEWl/67xH9a83u9Z1C9sIbG5upZYYGaRd8jMSWx1yecY49Mn1oorSl8JnPc//Z", 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", 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", "info": {"video_id": "52455", "label": "lifting up one end of pen, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "52455", "label": "lifting up one end of pen, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b0fbea506096a3779cc691f571a955c2d5193bc6ca3ab664648ad7eaac4845a1"} +{"episode": 34731, "episode_seed": 2651213068, "split": "train", "timestamp": "2025-10-13T03:11:42.659672", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2651213068, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a jar so it spins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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"info": {"video_id": "163438", "label": "pushing a jar so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "163438", "label": "pushing a jar so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "92dbb18008e9f20e1292c25bdbf74413d2b7773eaca8a3662f1d2da03cfd5a54"} +{"episode": 34732, "episode_seed": 1644480171, "split": "train", "timestamp": "2025-10-13T03:11:46.457415", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1644480171, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "54086", "label": "lifting up one end of box, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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ZHavD/iNp01tqttczpEs0qEM0Z4fBOD+Vc1aL5k+htTlZWMa3IkUD0q6MBStZNtJtA54rXiAaMN2rindHbB3QzSJNviWBj/ESo/I17xrF2sTwTxjcJEwT2BrwfTXS28T2Ej42Cdc59Dx/WveptPMunyrJ8ogbevrt6/1P5VvR20Oep8RPYTSahaoTlnA2N7YqxI7w3oJ3beMkAnPHPFU9DmwzwQrsRhu3nuR1xVh5XguGMg+VXZVPcrwQf1/SuumzCaJhKVS5ZMjo44wf1FIrFptxmZgACFDAjn2xTFlhn80o3zMuCDjOPXFVrS5DKIyy5AwAHyfyqyUec/FDU5E1JbRjhNqFfoQc4/HNchbSPIBHFIyxddueM/Sul+LcLjUrOfGUe3Kr/vKScfkRXF6XcgOFbgnvXnVo2bPRpSuopmpBZBJMAAc5OK1/LHlKoqK0XeSeKtt8gB6ha45M6rJGLbzGLxXayRtsaK4j2t9CK9yurpLrTCyjLupIX0I/+vXgTEjUY5M4/eq2fT5hXt1nE5uME4SN9rD/AHv/AK4FdOHfvJHDiFqUtIvZZbsRtk+YMAD1HIrdmtkhVZHG6Q8BRzWM6fYb90tUGUfIc9PX8a6UIrwbgdxZc7jXb0OZl/SWd9OkMmBhwP0rSw8dsysvBGQcjArN09fLsdx53yYNXTdMseDtZQOR6itIX5TKW5FK5PkKT1Gck+lSRszICVVR2ANQXjbXhZQcAE8DpUqNuiUjuKpiPOfGN01v4tjKsWURLkA+5yKlMKoqzt8zfwgVH4qhX+1ZJ1h+YRjb78nJ/Dik0eXzLTbId0icE+1efGbqLmatc6pR5dEa0GJYQ0uCzDy39h2/Wo9MuGhu5LWTueP94f40y2JWZom6N8pP8qTUo2i2XS/fztcjsw71L11J8ihfRCK9deiv8y/j/wDXrrPDUvn2mf41XYfwrnL8GexhucfMvDe3qPzq94b1K0s0uYri+gt5ZtvlLNIE3Y64zXdFWYpfCdaN8a4ZV/76I/maWFsz/cIwvXII/lVeK6mchoJIpl6lUdWB/I1aR2KbniEbelbGBjRebd39+Lq3WNIpsQuDneOef5U7UbWC9s5LW4iWSGRdrIwyCKoTl3upBFczRMznlX9/firi+aqHzZGbjHzKAfrkVKNKlm7o+f8AxZ4bg8J65DbQTM8F0rOin+DngVmacwMrBu9dj8U7bz/FFiR1Ftk/gWrhYmMNyQeOa460Vd2N6M9rmjex/u89q6DwFeusd/ZjjcyuG9O3+FYr/v7c7euKueDWMfiEQA8XCEfiOf8AGueO1jastD0GzUStJE4x5ikc1mwyta3KOesb8j+db95Elt5UkeMoQzfTof8APtWNq0Qivi+PlkAb8ehrppq0EciOusQZLqMKQSQSOfanRw+YxCSNnOeZMf0rC07WUsNNW7kikmMAKmKPG9vTGfaqDfE3w7A+24stYhPX57ZT/Jq6YySRnJO52Uds8U25y3TABfP9K563uYNLuLwRWc586dnYRgMS359Kpr8U/CSpzc34PcyWzH+prJfx34Va4Mv9qtgtu2vaSY+lNtPqVFuN1bRnai4Ev/LOVOAfnQrXlnxVyb20c/dSIYH1Zs/yrrI/iB4VZQsepKg94XA/lXCfELW9N1ae2NheR3ACANszx8x9frSm1yiiveOTjlHGBgegroLBhJbFa5/yiLbKjBU5z6itXSpe2a4aq0udlKWthmoKY54pB1BB/I19KrGZnRpsFZU2lR0z1H9a+cNSUkr9RX0gjf6GD3jw35f/AFs1WHehFVe8ZEUjWt4pP8D4b6dDWnqQ/wBWQGPP8Iz/AFqjqsYS8L/wyrn8elWlk+1afESwEnCjJAJI6jmuqGjMJ7Fa3bF0mVlAbI5XH9aqaW8jpM88IhmSV49obIZQeD+Na8cL5G612kf8tAuBXN30Uiaq6R3M8O6TPyvgHvjkEYrVhBq1mTa9plnrWnta3kQkXO5TnBU46g9q8Ym08RaWtyq4aOVQxz1Vl/xH617YwdYv3jFieucflxXmd/bRx2t5ZAYHzIo91Ykf0rmr2tc1ptop6bcZAHtith4w0R55IzXIWFyUlCj2NdV5pKKw5BFeXNWPTjK6ObvVw/pXtujSjVdPjuQxUT20ZZf9sDr+deM6kmJW+teueDW/4pvTJs/fhCke4yM1vhn7yOPE9DQ1JRtgnXgOuCB61e0ibzLIIfvRnb+HUVDdRebZ3EWOY28xfp1/xqppNwI7ooThXX9RXf1OVnWxhUsYwdwyxI208xmVDsmz7Fun5iuK1XXvEdncsNPhsLmy42LOCGU9+RVa38ZeItryTeGbaTy+S0U+M/TNWpx2M3FvU7HUVWPUbG5ZpyYFcbUPytkY5Hf2qxFeR3Cgosi5zw6Fa8+vfiLL5iLfeG76MgfehlV1/lVi2+J2jRxqJ7O+twRje8I/XFHPHuU03FJrYv8Aiedm1+1tig8lrVtzY7lsf0/WuasZGs9SMbnAzsY/yNaNx4j0rxJqkR06583bCyvxgqc5FVdSiBMd0Bjd8j+zCuarrLQuGisb5jBUOOvQ1DqEguLZoAf9aNrN6MOlQ2155tkoBy5GH9qZaRmR2jkJCnqfQ9jWMmIsPs8q6t3OA43r+P8A9cVwd55V3cRvdwpKkb/cYZA9a6WS5Zpre4LZ3fI3tnp+oqhd2IhvZJZFwh+dQfeut6iTLkPg/ScCZYXgyMgwysn48Gqj2GoQyZsdf1a3iU4GZywP4HtWzpd19vsUJP7uM7D/ALWOn4YpL/h8gcEdqTdlcDMlk8UQPGF19Z0cED7RbK3PUc/nWdJ4z8W6fO8Vzb6fdhTj5QYzitjLT2rID86nK/UcisfW0WWOK6QcMMNSU5DsihfzXfiPU01G7sfsypbmMAPuDZ//AF1w2rw+RcejA4rvbC6C20kLH7vKj1rk9ety8pk9aUnfUmOjItNk3jDdxxT/AD30vVYbuIfNE4lA9R3H86z7CUxsUPBBxWro+np4g8Rtp9zqEtsjRyGIpHvLMqFgvsOCST6e9c/I+bQ7HNcmp6xviubSCRXDrcR7tw7ggf41kaxIp0qOVjmSI7WHr2P9K5DwTrt1JZNBPM8gg2iMMeEU5rpXBmmubdyW85dw+p4P64rqjpE4+pR0m8Zrx4nOfMGVHuK2rqwg+zma5RSR2YVz9qo06dLmX/WI3T09RXUv+/TzJfukZRT296XQGcrJ4b0/UGkMkIjBGVA/rXM6v4RSO0WeEkFTtcenau6kkaOUN6HmoriISPLEx+SZcj69D/Q1KYzyuPRZ8soGSvNVpLGWOZQykc13Cf6NejzFHyttYe1WNSsYGGUUb+tML2OZwIoUYKCyjDfSs+zcw3BQnGDxW61vmQxgZDcGsHUonsrk4PPrUPXQuDtqbsii4twepPFfQlow4U9GWvBNT0+wtPDttqemarfTI919lzcwrGtwQm53iHXapwp3eo75A9lGoCNgkZyV6tRSi4XuOpLns0WNXdU01XJy8DbSO5HT/CsCCODWoprC/iWZG/eIpH3T049DWxIhuJpoOW8+PcPr0/wrMstml3cMsnMhbace/BArRkHHa94X1Tw5/pOn6ldpCeiJMwx7cGucPijxJB97VLraDgrIQ/55Fe3X8AmhYzgM3UDsteeax4cjlkfagww4xUSbT0Ki77nL/wDCwPEMMuyW5ilT0eFen4YqW41Rr1nuG2hpPm+Ud6xdU0qaBA7KfkJVqZpzM6+Ueo4/Cs5SbWporJkQfyLw+hbI+ldbZyCa3XB7Vyt8iq21Tkqc5Fbuiy70AHpXPWXu3OmhLoP1RPnU+2DXfeAbgyeGIkLZ8mR4wPxz/WuE0yG11Xxd/ZeqX9zbW8r7EljlijWLuSxk4xjPA5JwO9bngqebStQ17TZRcAW90FSO4ADocsPmxxnAGcHHpWuHg42kzDETUtD1BpUSSN2I2yKUP16j+tcXeXUkF6QCQIZMgeuP/rVrm4ee0Zs7njIdR9Of8ag1KzRJku5QNjpuAPt/9auuWpzI2ooBcW4kfiNhuHvVRJPMm2KNsJ+XPr9KfpVwbuwXdkJGdu31HYmorslZSRx3FS3bUaRS1KADTWRBg27YH+7/APq/lVTSfLuIpLeVVbbyAwzwa1JCJGVm+5Kuxvr2/rXPQMdP1Ibuittb6VPUsuQ6ZbabdyTW8CRtIckqMVZu3R0eBeWmXcvsw/yKfqEwWP5Blx/KqdnE9wuxcmVG3qamT1JuQeH5HN6beQkB+GJ7MP8AOK6e9jAASIYUcOa5Pxd5mlWAubGR43mdW8xeoPeoNZXxHo2g6bd3eoXiy3m/zYmXHk4ClQxx94hs47fgalQuhS7mpYosumTs4yY+V/Dmn+Ixv+xg9HDbsd+AcUUV09CIiaI5Es0Y+6VBxVu+/wBX9KKKiRSM63JFwQOhFVbhQ9rcxt90Fse3f+dFFKOwM4+KZzqUfPGduParl7CkiNuGcDIoopdBPc5C6UR6k2zjKgmltNUudI1b+0LbZ58RbbvXI+ZSp4+jGiioW5v9gu+EPla6A7BB/OvSrONd1lNjMjZBPtj/AOtRRW0TB7mLqSg6zdKfuxvlR2BIrbspGfToSxydpH5HFFFJ9QWxm3n+taib/j3gbuJFA/HiiioiNnP6wAl07KOSgP40tm7S28bOcsRyaKKoTGPEipIwHOTXNeIEX7JHORly3PvRRUL4ilsTav4sk8Qw2sU2k6ZatbokcUlqkilI1zhAC5ULzk4GSea9fQkOuO4FFFW9wOrhRYo7VlHzZwT65B/wrnLtB9tuJD94ucew9qKKtiNkOZLSJm5JQE/lWJMoaXB5ANFFZS6FLY5rXLOFmukK8FA344P+Arz0jyrgBONwOaKKh9S0PnQYT3OKm0d2juGVTwCR+tFFYz+Fm1L4ixPrR0m+vo207T76KWQOY72DzAGQcEEEEdTkZwe4NbXg6+udUvdZ1C8k8y5uHjlkfGMsd3YdPpRRW1L4UY1d2ek6Ii7GcjJIxzUd6PtFggk5ETfKPxI5ooro6GSE0hz50yZ42A/rUt71B/Ciis2WisxP9nue6nI9iCKyNeAjuC6jDGPNFFEtgQ+yYzW0bOcsyAk+taOmfukDr13daKKzfQTKPi9R/wAIlck9RcRsD6E8/wBa4N9f1O/sYtOu7uWa3t3eVPMkZiWbGcknnG3j0yfWiiqWxLP/2Q==", 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"info": {"video_id": "54086", "label": "lifting up one end of box, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2ae0a40d9599acdaa9d4134b9315f9e2dda01f5fb7358585cc80616eb24c89a1"} +{"episode": 34733, "episode_seed": 4089657160, "split": "train", "timestamp": "2025-10-13T03:11:47.770743", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4089657160, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic cylinder behind a plastic cylinder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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coNvITPIr1NIpQ3AIhAO7a3P0Hua8L8O6ZcXmoxxLDNslD5IU8Lg9678u+18jw8w+z8z1PUPFmnax4SjnH2j7RZsIHdF/5Z/wnr24qLSfHllLoQW4WUGwmGHK7j5bAg4/EfrT/AWk6XLLfaZLZ5M1q+d7E5ZTgH9al0Dw7YNDrFobOIxy2rSJxk5Ug4/Q16Oh57V1ZnS6N400rXNOuNPubKe6hhXJITO5e3HbHrVy10+FoVkSN0iblUkGDjtmsLwBqUVrNsZVi8vKkKAMoTjOPY16FrMIFiJl4MRyf90//XrnxEE1dG2XVXCXs5dNP8jMi2ocZwPTtUWpabpOuWhstTtobmEnIVuoI7g9QfpWR/a0fnMgfBUg4JrmvHHi1dKsUj03bJfSsPKQAkgdzgen9RXJE9iVupq6ha6J4Nt4X0S3gSeSQsqTTOVyuMgD8fWsyxupb6WZ5I0DZyWRsgkmvLdcv9W8mxg1ElGEbyop6je3JJz3IruvAcMkfh4Tkn97KckDnjFc1Wkl+86s7YOl7G1ve7/M6eS2JUg7S2M4U5xXB/EGe80W50yS0uHikZnbKHawxt/xr0bLSoChLAZ2FuDz25rgfiZYXd2dGjSGSSVRMzgHIRfk4+vr9arB/wAZf10PNxn8J/11J9H8fR6Vd2F1JHJIWCs5GBlTw4pde8VR6N4mN1Z20yYkEkeXGGU8j6YORWJpugm30ixvL+0DCVmCrIeq56iu/wBbsLLUfDWg3ItoVlaEqPlH3lx7e1e27XPGRE3xCsrHV5JY7eXexW4jjUDaysAcZ/E9q6y4vLHX3tJl0u5juZkDLNs42+hPfFclr8EdjFoOow20Qke3COQoH3WIxn8RXpHhi8iudMSJGz5YDrz/AAn/ACRUTipRIpydGvdbP8zMitEgJPG49TV2N1UZLDPvVHXZV065lDHCffX6Gs9NShdGLup43Lk96821nY+iTUopoNW8IeENQuTqOoWMKSuQHmjcx5OcDODjPNcvL4gxHNZ2cFq1ixUqVlZn49zwTXHeJ/Ft9qurT2+loZbC1bzS65IJUZyfYfzrnvDIkvvENjCSSpkBNRWpKorvodODlRTamr3PY44mKHO0ADnJ6e1MksDKGOQqjHOOKtW8jI2NzCQHgY+XHccVNFDKsi4DCED5trc/Qe5rjW5izhtL8XRDxZOun2cTwiAxRl22HBXH4c1teE7sweIbWZxGjLIAcEHdvHI/WvLNEt7ldUSQoQzSKPmOOSa7XT2e2uIXlcJIsyNICBngjBB7jANfRs+ag1okzvYWj0LxrIgdfKeZjtPYOPWsGTTxovi6VSWEPmZj4GNjf/rP5VL471W3sdecAo7vtbHYZXjn61g+Ital1TRtIvpiscjqyNGDwCpxQk9CKtWKi47nsNrq9tPokUbSb3KGJgo+o/pXzk+t3d/qd3JZh8liNzcKB0xiu/s/Ei2wt444vNEq7gc8Ah/161jWNpa2Zlwgy5JbAB5JJrkxVoHXlMqtSneeisjhSmuwzvJEZjI5+aQfe/8ArVOmgeItUuBI9rcTkgAPI3b6k16ZbRopEnVFHzbV+Y5qzDO5L5GVX/a21x+3fRHrqnyu9yDRLOXTdItrRyAUQNJg5AJ/ziugtQtrGHwvmMf7v+r+vvWd56tJhGVXb7pI6f8A1/SpYJ5QyxSEojn7pII4/UVg431LlUu7sw/HuuR2EFpGIVleWU4VjxgD175JFN1LVH1a9gmktI40aJIgd4bAxyQf+A1kfEy1ke50ry97cydcDH3ar6fHN9mtXk2qmz92T8wDZYAHnivWwqtSieLiZL2z/roekawi3Xh7RtSEib4UaBmI4YdOn4VT8VW/9qaFpWqR/ehUQTbRnjsf8+tMivIE+HcUk0iYivHUjGT3wMfjWJpHiNrux1PTkRI4jbGYSZz8y8EegrdIwnVjBanf+C9ThhhWGWUAPDj5upKnHT6GuI+LuvRQXtmkTvmeMOdo5bacf4flWRoOsJa21zMzFnjDSKAckj5f8Kk1/wAjxBe2d3JDsWBZFAJzyWz/AErLEJKPMyMtqVZVHGKsrs4rUrzV7yBEIfyMAlM5L/X/AAqsL/xBNavaxiZYmXYYo04I6Yr0WGG3YgKq8Lg7lxk1orttUUKi+av3gFx+R/GvP9t0sfQeye/McR4K0TULfVVvbm0lgiiQkM4xk+g9a9Kt0eeZdxVW689KgEwCgSZB4++cjFOWaQFDCuVPTbzz75/D6VjNubuzVz0SNc3EYhKooVAeM+vq1cJpXii0i8V3MdhZCaJLdoYzv2n7uOB9a64ZubZpNwDN6L/nFeLaJDcjV1k2NueUAZ45zXZgY2UvkeXj5K8W33/Q9U8H3Ig8R20rRpH8+xv9reP/AK9btgqaL4xkt2KGF5XUA9Qrf/rrhdKd7a8tpZCEcTxmQEYI5H6YFdD441K30/xDMPleRmBAH+6MZP1rv6nFzJK7IIrE6N4smgZiIxIQuF4KMOP8+1empqlvc6CivKpd4TGwHPOCP6V4/wCJNck1Oy0jUSRG08fzRg8gqcHJ6mtS08Rw2wht1RpRIgcY4Gdx/wAaJRvHU4/by9uvZLp+TPPpPEVzealdyWReQsTjPCgdvrWOb3Wobtrhd7TtwZSuSB6D0Fdtpmm2lgjgoNzZzxnmtu2t4lIcqmwD5yEyc/SvKdZJ6I+nVOTV2zzCSz17WLtZZba6uX2hQ2zOB6V6noVtNp+i2to42sqbnB52k/5/OrME5+YBTsUfwEDip/NVnIj2Fz93Pb0NZzm56WNYtwja5o2gW3jVyFLsfkyT8v19653x1r0Wl6aQIg882VjLfw8gtmteC4lYrG4IVz/EOePf/GuI+JtpLKdO2fMuXzkbcfdq8LG1Zf10OTGSTou/l+aLqa7c6hoOnb0tgluh4Vsc5HUH2NdlCkV54EKCQA2NyHQ9cZ5x79TXl+kQvHYrvdfLjkIdVYFhgLzz+Fd/oF3DH4U1xZbhSUkRyR+GcD8K9ZnlRkrXuWtQi/tjwMuwg3FhKXBUDlSefp6/hV/wPfxWZhSWXC/Oh38Hnkfyrj9A8TNJq8ljEiLDcxyI8h6qRyOOnSszQtTSK7uWeTLAMy85JwrVXLujkxNeyXIrtNfmdf8AF7XYLTTbUxykPKzRZA5ODn+RryO91fV7yyEUHmrCy4Jz8zD046da7bX54PFFvZPJCUSGQyEsc5JUCpbe3tQFWNEwq4wVxk151eahOyPewiqTpJz0PNobrXfsj2UCzLEy7TFGnUdOa6XwVoeoW2qre3NpLBFEjENIMZPoPWu1XbaqoVF80feAXH5H8au+cAgEmQePvnIxXPKq5KyR2U06bvcnt0eeZdxUN156VpfaIxFiNQqqflzzz6tWQs0oKmFSVPTbzz75/D6VbXNzAZNwDN1wvX/CsHAOc8strC5nuIHhh37pQfTOOfxNUUmuWuAshLADaVB9CRXcybW1W3jMvkpCjOCgAA4615e9xKb9EEvG4DcD2zzXv31PmFR5Y2R13xBu1i1O3jLbv3aYxz0zXO38uoXrWlghd0TACDoC3J/pUt61vc6/HcXAd7ZNpb5s7iFGfw9frVG31a7vtaEkbKg3HaAvC5+v+eKLlxpKEb9T0K0isdJt7G0vZGkvltnl8lOVjLH5dx/I4+lKnlpFuIVXjALZOR/9f6VgXN/Lpry3E0ha4kYHaTnC9AD6/wCfSqv/AAkckuWeBWY8EljXBWjKrK62R6uHlGjC0tztYp1TEfltnGQCeFH1q/O0YgOwjbnGB97Jrg7PxNPbzCQQxuR1D5OasSeJZp5TKbeMOe654rL6tO5t9ahY7Yb/ADI1VGIH8T87sdc1pW0rOBITjJ4Bx8tcBB4kuVCnyl3DPzZPT86does3+r+J306TVJ7JGSQwiJN+WVCwX2HB5Pp70/q0iPrMDc8eRPcvp/lIGVRIRjqMY71w96l9YxW8Tjyt0StwRz8x5/WtfSdf1DVNMvDeTu+1UCknJG7OcfkKyfGT/Zru3iinLhbeNcMeV5JxXdRi4wUWeZXjz1JTXX/I3oZ/J8B3UjkqftAJU98Y5/nXH2Oo3EOnzvauyeYPKyByd3JA/AUpmabw6sBdnleXcPm6DnPHp0qrfaillYW1lZrtbbuldhyWP+Ara5lCglqzo/COnvHY32qalJ9ntVgYb26uWIAAHcmuhdrN5IzblzbLEvzP1z3Yj3Nc1pzXdxpduksgEEbh2AwOg4GPXqc0+XxIsbtCqb0zyRgE+nauTE80/ciehg7QXPLqdRGVhkZSCCoySOcD3FaVpLFOScE8jaH/AIifUVwQ8Qc/LAyqRhhv6/pWivizNmIGsk92DHkflXI8PPsdn1mHc65TiWThnKjaUUdTVmzkbYqBMbznO3qPpXEweJHSQbYDs7ruP86NS8VXUenZt1eN1YAMG5xnp0p/V5kfWYdz0yEqIXUIu4g4HQE9+nWvJbeyuZbqF4YS4MoJx3xzW3qWsy2uhQappus6jMDc/ZQbiNY1uCE3O8Xfapwp3eo9wL74OpQR+aIVhiZ1KgADjrXThqbpp36nBjHGs4tdLnEw3Ny9yglLEAAYB6YOBWr8QbtYtZiQtk7VII56Z/8ArVyYuZv7QjRZcfMAWB5xnmr941vdeIVuLoyNapgtzncQoyM9uf512HGqN5XZHqNzqF69nYLudIsKI1HQn5jXc2tvZ6Zb2VtfXH+mraPIIE52liSu49vXFefWmr3V5rQeIRoNxIG3gZ/z+ldJPfyWDz3V026eV87GAPyjgZ/Ssqs2o6bs6qFNe08kbsaosW/GGTBfceB+NXIrhEATD5xlVPYe5rjm8RiXczW5ZmGCd+P0xVmz8TtDMJGthKe4dj09Oled9Xn2PUeJh0Z3E+xYCUxtzjd3J96ASJowEZiOSzDG7H8sVx0nibzpTKLbY59GPH6Vag8USqFzAdwyPvHBH0oWHnbYl4mF9zuoH8zEhVeT8uVGVrA8c28l7Np8cEe7IcAjn+71NYmha+2peKxpt7f3VnbzPtSSOaJFi9SxkGMAZ6ck4FWbfUtQkudYtLt7sfYpDEiXG3eoywIIXgHAHTitqFGUKikzmxVWNWk4d/8AM5m9tbqysonLKElaUjaeo4rZ0KXyvDmrvKwVvLUAk/e61k+LWjtrHT0R3SUxMzoxP8RHP44rHs5S2i3MWTJLKwCjP3cEHP8AOu9M8yVHm0HWGpTxtcXVqzI4J2sB3bjitXwdp873c+p3riG1gSR3mk74BAAHcknGK5641BbDS4bW1XbI5LyyHq3pj27/AI1taQbu40hYpJcQb1Z8YHA9u5z/ACpOSSuzZU1dRitzq0axeC2+zNI8AiBd34JYnrj06CrCFYZGUghlGSQc4HuK5eXxIsTtAqb09RgE+namDxB8x2wMqkYI39f0rzZUpzk5NbnrxrU4RUU9jvbSWKck4J5G0P8AxE+opynEsudzlRtKKOprkV8WA2gt2sk92DHJHp0pYPEjo42wnb3Xcf51Kw8+wPEwfU7azkbYqBMbznO3qPpWvb7RGyhF3EYC9ie/TrXmWpeKrqPTwYA8bqwAYNzjPTpV3WpvEvh7RNJ1C6urxZ7zzPMhK48jAUoGOPvMGzjt9c0/q0mT9ZgdV4pt4NP0S4uIIUErWsgLEZ7145o9pDcXjSyrvKB2APTIHFFFej3PMW5SmvJriG5lcjKRBVAGAATzirnhGCOSeWVhlkUFfqTjNFFKp8LLhrJEV1cS3TmWVizGdl9gABj+ZoU8fhRRUQ+FF1PiZNHzVqPqBRRVEFyM4/Os+PUp9I19r+12edE7bd4yPmUqePoxoopAdj8NrOC4s9a86MP5UcW3P1Ncp4uc33iy7EoAUHgLx0UUUVSJe5U1dzZyJYQBUhMaBiB8xzycmsa4PmaxIG6B8D2A4ooqlsB2Gsu1jZwWtudkTyLG3qR3/E1zsTFizHqzEn86KK56e79Toq9F5EynpVmMUUVqYluLkU3Uj/xLm9nWiigCXVvEz67FbRS6Vp1sYFSOJ7ZJFKRr0QAuVA5ycDk816f4ntLfT9CubiCFfNa0cFm5PWiihEy2PG9HtYri+eSVdxRXYA9MgcVUnvJbiC6lcgFIlRQowACeaKKvqBc8IW8ctzNI4y0ce5frnH9aZf3Ut1dSNK2cTsoHso4/maKKwl/E+RvH+G/UapqaPnmiitDItR9quRn+dFFAFRNbbSb27jOn6ffRTSBzHeweYAyjggggjqcjOD3Brtfh/fTapqOuXd9tnnuE86R2Xq2GPGOg9qKKEBx/iq6k1PxCqXGNioihUGBisvU53tEjs4MRxGJc4HJ3deaKKtEmXejdqpQ/dXAA9sV12qsbDT7a1t/ljd0RvUg9fzoorGt09Tej1fkc9ExZmY8lmJP51Op6UUVZmyzHVuLmiigQ3UT/AMS9vZ1qK48QapqGmwabd3k09vbyPKnmSMxLPjOSTzjbx6ZPrRRQB//Z", 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", "info": {"video_id": "218867", "label": "holding a plastic cylinder behind a plastic cylinder", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "218867", "label": "holding a plastic cylinder behind a plastic cylinder", "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": "d5f7bb54da97ad3c2d8fd7fff1e70fd830a45325412e6bcca47ff77f28613c0f"} +{"episode": 34734, "episode_seed": 2431629767, "split": "train", "timestamp": "2025-10-13T03:11:49.010609", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2431629767, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 rose 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', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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qLqag1WaS3sC0TlXDAAigZeD8FT1Fc6NKFxElxK21WBI57Vs6xaW1toEOqadq1/MGuTa5uYVjW4ITczxAc7VOFO71HuBzz3Ut3PDCCVijUDA9qb0NIO9xxTb5ca10McuyBUHuaxI/nvAewNaSSZC8fw4qYjqF83DGMICcdKmibYoA6nrVGME5GanjYkjNMxL0chAb3q4zbreM/wCzWYrc1ZSX9yq56E0xD2PzfhUbMQEYdc0hfgmo3fIUDrmmMeV8yXeen9at20mIbhQfvFR+dZGjrBeeLf7J1DUbq1gkk2pLHLFGsZ6ksZOMYzwOScCp9MW4h1nUrGc3H7i6WILcACRQGYfNjjPTOOKGNM3bp9t3kdEQis+Li2uSe4H86s3jf69v9rFVW+XT5G/vsB+QpDJiv+jWqeoGfxqRXa5tlt15fIC+4/8ArUy5bYVHdAuPypbTdBFHdnoCVA9Rzk/rTJNQRrAkNsnTaST6n1qi/NlN6rJ/SrqkPcI4OV2Ng/hVMDIuo/UBqCRl2c7T6qDVJ/vN9KtSHNtA3+xj8qpM3yk+9BSGsxQxsp5IpAoZzIeh6Z9aztYnlisVMLlHDAZH1qXXdF1nw9oek3l1c3Ky3pk8yEpgQYClAxx95g2cdvqDQO9jldLAbU4Aem7+ldZcsfs0K9uaKKhG1TcNOAMkjHqkWV9uQP61oEk6Yp9XcUUUzJleXk2wPdaswMTp0inouMUUUEsinYmZD32f0rKdjwKKKY0aNv8AJDEB3BY+5rlzqdxpHiKS/ttnnxM23euR8ylTx9GNFFNAzPtxtjIHQACl70UVnLc3h8JsWigwIvYmrUygSMAMAYAooqjKW4Cl/jH0oopksetIetFFAIdHVLWT/wAS8/760UUAQ634nfXoLeGXStNtjAixxSWySKUjXOEALlQOcnA5PNZ9qAPNcDnpRRRMukSQkiVcetX4fuiiioiOe5dhPFTdH4ooqjNkw4anAkDiiigkXJ2Gn2vzTjPYZooplIwp9bbStUvo20/T76KaUOY72DzAGToQQQR1ORnB7g1p+HL241PV7y+vJPMuLiZZZHxjLHPbt9KKKp7CW5tXJ/cS/wDXU1DccWEQ7Ek0UVJQXxP2hx9P5Vp3aLHZwRqPlC0UUEsTTHJjZT0U4H40n/L7J7xnNFFAim5/0KP2LVRkP7uiimykZ2qDOnSt3Vkx+dZN/wCINU1DTbfTru8mmt7eR5U8yRmJZsZySecbePTJ9aKKaEz/2Q==", "info": {"video_id": "125357", "label": "putting a rose on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "125357", "label": "putting a rose on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4123093b2b06bc73c6ca50d136b4804459a4caaadf1a44d0f7d239ca410eb865"} +{"episode": 34735, "episode_seed": 2724786382, "split": "train", "timestamp": "2025-10-13T03:11:51.048085", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2724786382, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting cup next to cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "80965", "label": "putting cup next to cup", "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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sVUmBDkHOcVp2iB7ld3IHJqpqB/fgc+lICgw5GTUicAEUyTqDjrUiZ9aQFiIYYEAV9I/BXxhFqvh1fD15MBe2SlYQx5kg7Y9SvQ+2K+bojg+grX0u6ntbuKe2leGeI7kdCVZT7EUxH2UZY7KyeS5kSOKJSzyMcAAdzXgPiy6PiHWbzVDE4SRtsKlefLHCn9M/jVW21XxD4ulttP1LWJpLVpFUiRwiAZ+82AM4963Dp1rJBLFC7GFZDHDKvBfbnB59ff2qkhnnrRhZlyVLE8kNkj2/lU3iSz+yRohCnfGG+nFaJ05ZJJZI9wSPnLYz+I/OsfVbwSu4LAtjbz60mBzMp3scEnmvcfgF4h3Qah4dmfmM/aYAT2PDAfjg/jXh042TN9O1bvgnWZNC8YaZfxOQBMI5AT/C3BqJbXGt7H1/J/q2+hr4Ef8A1jfU1987xJb7x0Zcj8q+B3/1jfU0076kgvSu/wDhX4pj8N+JxHdSBLG/UQTMx4Rs5Rz7A8H2Y1wC/wCRVmIgHt0pjPs6eJ7i6juVBaORArY5wRXFfFXUoYdKi0KKTfLduJZsHO2Nemfqf5GvKPD/AMRPFGm6elhbXayRKNsfnJvZB2AJ7D3zWzZ2l7dwJq+p3r3N5qMzR7Xky5CAZYgdF7AdOKaA5Oe0CzbcfIOoJxk9OM1buJjplxbzq3zW0ySZXnGCCf0rR1bT0WeNkkZ2c70BA4BPrWZqwFtbyhiDK7YC455NNoNj6s0uaDUNHt54iHhljDow7gjINUNX0Vb/AAwDRzoQySRnk4OcH1FcV8EPEg1Lwm2kzODcaa/lrzyYm5U/hyPwr1EAHmuTlv7vU053GV0QWsRWNS6BXIG7614R+0x/zLP/AG8/+0q+gK+f/wBpj/mWf+3n/wBpVrCPKjOTu7ngFOXrTaevWrEfSPwi8TR634ZTTpZALuzi+zOCeSn8Dfl8v1X3rurC1dkdZWKOowxNfJug6xe6JqMV7p07QzpxkdGB6gjuK9Gb4g+K/E0MelQGOA3JELNADvbdxgEn5c98du9NXQyLx/fxeIPFF5eRNmCEC3iIPVV7/QnNelfB5DD4JmEoCq91Lgse+F7f56V5u+lkRy2gm3PA/khxyrFTzjH+ePetz4d6vJHqv9iht1nM/nBsY+fbgj8R+opVW4wui6cVKVmei3mvaP4r83S7fVOYZBHI8EpRxIp6Dv1HPGO3PNQafazaXeW2mGQzqTI0E7AAgMMlTjgYPP0rO1HwdDp3jZvEAszcWt3bmC48tcvBJkESjvzjBI5HB9a39DsLi3a6Mk5mSRwYWYEFVK/Nn3/xrz6kud3O2mlGFkHi3wra+IfD0tpcqCsi/KxHKnsw9wa+PriBra5lgf78blG+oODX3TfoF04rjotfHnxBsIrHxVOsQA8zLuB/eycn+VbUPdlyHPU9+HN2ObXjoasJnPB/GoVAIA71PGpHPTFdRzFuFeQOxOK6DRrd2kV8NtL4Oe9YUTHcuzIxz/Su28PAMYzIOSwXr3z+lVFAeu+E/CsV7bxyzTjMS/IijgH1+tdHr/hxJ7RwrKLdYdpVgOo7mrfg850JPu9T0FbF5E09nLEpAZlIBI4FNvUD5Y8SWIgup9seUVsE+prlJCCrdemB+dej+OIkgu3UrtUscqM88/8A6q88nQK7D+8MgY70mMpBmVsjgdDVWdxJIxOSBnGDipps4weCDzVzwvo9t4g17+zrm9ktg0MjRlI95d1QsF9AODyfSpAw25209MEYyahBY457VMhIyKALMfLAr+PFaNsWDIVyecZ/nVCAZ69B19hWzpMUcsyDJJBzjOMimhHdeE7NbuZcxMy/88x1b2r2LQfDj29hJLeR5ZhvVcfd44AH0rifh1axx3qJv2lnBHGccdvevaR0qnoB4X43srjTzI0QSNGAIbYAwB/SvJLz5LliW3AHI5/Gvon4l24miBY/JGASp4zXz9r8W27MqgBW6gdqGMyLhgZj24ApoO0hh1HQ+hpDgSjP1yaZcuwiJXgj0qAPsTwfqq6z4K02+B5lthu57gYP6iviN/8AWN9TXvGhavc6b4KgfRPEGpvaxXDWyGaJYkmIXczRDrtDHHzc8j6DwVjljn1pRVlYG7u45cetTxcgD9KgGCc4q1CPnXLY5qgNnSfnkUYYnt24r1bw3o0t1NAIldiMGR8Z+gXP6153oFmDPAxJADglsdvYV9J+AbWMad5n7vGBhVHQ1S0VxHMeKPDkdvbMsVvHuiUbty8c9wfWvD9fM/26TzXAKnAUcYHpX1n4kiDaPO4wrAY3Yr5g8ZWaRXBRQA5Ylmz9aN0BL8KNcbR/iDYnftguibaRfXPIz+I/WvrEcgGvhm1uJLG7iu4yVlt5FlX6g5FfbGjXy6jo1peKQRNCrgj3Gaxek/UreJfzXz/+0wefDX/bz/7Trq7zXdQk8eXumS61eWtqZ9kZikjRY+AeS46Yz75rx34t6jqV3f2ltqF1czfZZJ0RbjG5OVHOOM8DOKp7knm9OHWm09RTAswHa4OOf513Hhi3M86bXdUHVgcH3xXHWUXmSAbhw3Ir1j4f2Cm9XOw5cbd/Hbr/APWq4oDrND8LmTTZZ54MQoPMQEdBjqfUmuJ1d5PDWswX9tAoEUqykpkb0z8wI+ma+lbW2jjskhKLjYAQBwa8Q+KNiiTSQIqhIiCQODj/AAp6STQ07O56tYXcOqWkE0Mm6ORAyuO4IyKvLCFuETOa8z+Cmri90C5052y9hNtUE5Pltyo/DkfhXqUSf6TuIrynCz5Trc9LrsJqh/0Nx7V8i/E5Svi+Q44ZOPzNfS3xI1C60/wtJPZzvBKJUXeh5wTyK+dPiN4d1PTrPStX1OaeS4vTKJEePiADYUBP95g2cdvzroppupzGXMlS5TiEPyipulFFdRgadkoYKCOxNdNoUzrOAOAwLHHqKKKqIH0Z4ImY6SkZAwO/foP8a6eU4ibHpRRSe4HhfjeNXuJSwyRxzXl99EisSB1HNFFEhmLdIAuRVXTtWudE1VNQtNnnxbgu9dw+ZSp4+jGiipEVFGCMelTRgFAT1zRRQBYU/OQOBW7o6KLmLjqwHPvRRVLcD2HwG7DUIec5k/wr2qiinMDjvH0Sy2C7s8KcYNfN2up5b8FjwBkn60UUPYfQw2H7xV69Ofwpt4AImPoQcUUVAHa6V4rl8QxtDNpenWotokjia1SRdqAHCgFyAO/A5PNeWnrRRQgHADbn3qxD8zAsc9KKKYHZ6EdjwIOhfn8K+jPh0xOlNn+6KKKt/CI6fVjjTJ/92vmTx9bqt2CGYDJGM8daKKS2A89JyzE9iBjt1NfW3wrnkuPhxozyHLCDbn2BIH6Ciisam6LWzOA8S6mbDxfrKG0tLqOS43FLmLcAVAwRyCOvToe9eVfEa6mvbq1urh980zSO7dMk7aKKp7og4inqdp4+lFFUNGjpgzOpyQc9q9Z8FSEainA+V+PwFFFXER9G25zbRH1QfyryP4qqGuZeAMDqB7UUUo7gcN8E7ueHx1e26yHypLbLKe5DDB/U19JR8nNFFcFX+Kzb7COH+KRP/CJS/wDXeP8Ama+bPF3iHVL+G20q6vJpbW3d5kDyMxLNjrk8428emT60UVdHcJ/Cf//Z", 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", "info": {"video_id": "80965", "label": "putting cup next to cup", "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": "a32a33cc43225dafcfec2a3b0f10e7db54ce90a1a46a83f9f9c19706d58f577e"} +{"episode": 34736, "episode_seed": 2387839147, "split": "train", "timestamp": "2025-10-13T03:11:52.161333", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2387839147, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet with candy on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 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": "51214", "label": "tilting wallet with candy on it until it falls off", "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": "51214", "label": "tilting wallet with candy on it until it falls off", "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": "1d29a91c03d53b5a883c5e8fc2fcbf997e6871c1fcd1e880a2a4fe63f9491c05"} +{"episode": 34737, "episode_seed": 3229951091, "split": "train", "timestamp": "2025-10-13T03:11:53.414253", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3229951091, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 handphone 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, 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": "137254", "label": "moving handphone up", "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": "137254", "label": "moving handphone up", "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": "c6f4b0763c3d5400340daae8e1773feb71d10acebc5d7777c37b81447316983d"} +{"episode": 34738, "episode_seed": 1397845807, "split": "train", "timestamp": "2025-10-13T03:11:53.988337", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1397845807, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'charger falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "171396", "label": "charger falling like a rock", "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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tI9Tmsrwzpd9Z68s0sEkWxD83SuhUoezu3qYynLnskd8yTWZPR4ifwP8AgaVmjuI+D9R3FWIZxNGQwCvjlT0as+8tmjbzYCQR1XuP8a5/NGj7Mms7g2UhXJ2nkEnNaBuftDI45UA8Guaa8DLtlwrnoexqfQ9QE9zdwFgTGEOPrn/CuuNa9JwkYSp2mpI6qJw6Yb5k/UUSx4X+9H6+lUFlKNlWq7FdLIML8r919a57miRUctCeOUNSxtv5U5Hf2p7RiQExj6oahWJozviP4VDVzSLsSzk+XwNw649K8W1HWLk65e3UFxNHI0zcZxwOACPoK9rBWYY+646iuc1rwrp+plne3AmP8S8H860ozUG+dE1IOXwmb4W128vdMV73DneVUquOB3/nXRMsUqb1II9RVbR9Ft7GxW0iJcIMEP1Pv9aW5tpbYmSBjtHUdx9RSlZybiC2tLcqXSbSc/mKm0nU/JZ4WbkfMCT2qB7mOVNjgKx7HofpXF+I9Rl0+5h+zSFZA24fQf0rbDyamiKi93U9bu4txz92QdD61m+aRnccEfoa0rltxwx+b+dZs8fm8dHH5GufZjTuPjumjPXKnqKuJIrqAfmjPQ+lYscpR9rj2q3CxjbK8qeSPWhrqWjSeFSAG5HZqi3tAfLk5jPQ+lTRSAxn+JD+lMfG3n5kPQ+lL1HdjJQDg5yvYihLvy0CAAYHAFQOxt/u/Mh7VDPiWFjGeB09Qa2oVfZS12ZFSPOvMfrXia30PSpLy4bOBhEB5duwFeC6rq11rOpS312+6WQ9OyjsB7CtHxdrkmq6oYvO8yC3JRCBgE9ziuer079jk16nqXwlIMesZPP7nH/j9dzcp5rbhw4/WuC+EnKaxzg/ucf+P16A6s/+9Xn4j+I2awehnecQ21uPrViOUxDj5kbqtJPB5o54cd/Wq8UjRnY474xWG5ujaglUx4+9GfXtT5VAG0/Mh6H0qhG/lDcvQ/rVoSAgMnK9wakohy9ucD54z2pJMOm5GyP5VJJ8oJX5kPaqMu6JvMjPH+etCet1uM5vxh4iuNH0p4VLCe4BSNx2Hc/lXkBOTXXfEOa6n11XkjK26xhYvT3/AFrkK9WnNygmzimkpNIeh+YfWvpO4IK9MqRXzWh+cfWvpKQYIwflI6VhidUiqbsZsytDgryh6H09qInWT+LkVbePaMkZU1Slh8lt6E7f5VyX6G6Zo285JCycN0DetaAxIuCcSdj61j20gkHI+b+dXYbgcxv26H0pNFXC4t0m4YYf+dVSsa/JKoB7P/jV9ipXa/4NVSdd4Kt17NSv3AryoApDfgwqrNc4UrJ0H3WHWlaVod0bDKHsf6Vkalm6doVJaBFBcDux6A/Qc/iKSVmD13OX8Q65cWmrFWiBtWQAMv8AEe5+tafw2kF1Prkj5YOYiCeo+9XGa7avb3jOoxE3BA6V23wv8gWGoBQxn3p5h7bcHbj9a7eReycl/Wpz8zUrM658wH5uR2PrQjlyCvBHf0qxImQVYZU1RkieB9wOVPQ1ymyZpw3AdhuO2QcexrQTEhzwJAPzrFhdZeOjenrWjBMMhHP0alYq4+WIScr8sg7VEZcjbKMMP4vWrJIfhzz2NVpxuG1+vY0adR3K0q7CQeG6giq8tz8u2Q4YDhxStK0JKONy+np9KytTlYxrDCx/eAksOqqOv0POKSTQnqc54l1saffwxGD9y6EtIOhbPauK1O8fUbxpA25FGFJ44rQ8SQ3EU+d0jQY5V2Lfzo0DS9O1K1uUuLoRXiYaJXPysoGTn1/nXp4akptWOStUcFrse2NMLgbhjI61Eyh+AMOP1qvKGgYSL3/h9qnDiZFdTggc159ro1d0ynNGJcnGHH6022cqcPkDuPSrbgSAug+YdR61DIokU44cfrStYpSuTLI0MhOcqe/rU4nXaSvKnqvpWULgopifOPftQtyYmyDkUrFXNF8bSQMoe3pXNeKrm50/QLyez3GTZtBXqoPBP4CtxLkEb0PHcelRXKrJExUBlP3lNC91jeqPn6jNdJ4h8OtZwjU7VB9jldgVH/LI7iB+FQeEtDtPEOuDT7u8e2DQyvGUj3l3VCwX2HHX2r0oyTV0cjVjqfhYzoNVZO3lZ/8AHq9KV1mTcpww7V538JlBXV2J6eTgf9913L74JDKOneuSr8bNIq8Sw6mVcgYkHX3qtJCJSOgYcVMJlkTzIyMjqKMCVd68P3FYtdSoysV1m8vMbg7TwR6UvnGFvlPy+tNuFEinsw6H1rPE7IdrdO+aNDRM11mDfOp+oocB1ynPqtZIuGjIZDVqO53AMhwe4qXEdzE8R6bFqVqtsVG+RwqE9VOev5ZrynUtOm0y9ktZ1IZTwSOor2S+KyXljIvB8/BHrlTiud+IVrbPpMdyzKtwjgID1YHqK6aE+W0X1MaivqeaIPmH1r6IjmMeI5OVPQ15DrXh/R7Tw3batpeoXkwa6+y5uYBGtyQm53iGd21ThTu/vD3A9guYw6qq9ABgVpX1tYmHUkJ2HpuRqieMR98q1QR3XlP5Mh49asCQKdrcxmuZq5SbTK7IYl3x/d/lTxceavpIO/rUjjy+Qcqaz5wVbfH93uPSl6milcvJcY+V+n8qlMq4w3KnoayROGGGPPrSx3OxirHINS0O5ZukxHk8qehrJs1b7I8wG4TOzH6ZwP0ArTMpVcH5o2qppYxpibTxGzRn1BDGhaITZwPjCMCSIp9xmOfr6VufDBlQ6mjHG7yv/ZqVNOsNe8XSaVq13cQWssu1JI5Y41jI53MX4wBngck4HepvB+nNp2q+IrN0nQ286xos4AkUAuPmxxn1xxXamvY2MXrM7ljtGH+4e9QSRlTg/Mh7+tNhuQR5UvXsalZwv7t+VPSuVpFJtMpiIwncOV/lVmOZZRnOJB+tBQxn+8v86pzL5fzoTj09KXkzS5fS6I+V+n8ql8xcAHlT3rJFwHHzcH1pyXJjba3Kmk4hcs3K4TJ+ZexrFtwWurqUDcqkRj6AZP6mtRpyqnHzIe1UtPUCW+VOizbsHsCoP+NEdgv3OM8ZRBbTfH0LgN7VydlHE13Ck7+XEzAO3oK9F8YWiy6TI4GCWVWx3rmPEngu+8M6BpF/dtMJr0yebC0ZH2cAIUDNj7xVs47fXOO/DTSic9W7Z65dDcxJrPDtFd7UOFz0oork6G72LDsUmDKcGln4KsON3JoopPZmfVGdejgP/FnFVUck7e1FFSjVbDopGSTg1ZZmRwVOOaKKUugynYwxz6W8MqBo3klRlI4I3GvKYL6bw34kkubDb5ltJIkfmDcMEFefwJoorpofFIwnsjtPhOfl1cevk/8As9d3f8RKB0PJoopT+Jlw+FFC3do7hQp4I5FXXYo+V4oorLoJ7jbocK3cjms66UGEv/EMc0UVL3CBSBO7GeMU6KRkkGDRRQaC6uxSxEy4DoUkUjsQRXI/Epz/AGpZ55Agzjt1oorahuZzMjXvFsniKC2hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1r23rGWPXbmiitKvQmn1MaQbmYnrU1rM8kO1jnHSiisOpUi1CxPyHlT2qoxKyMB0zRRUy2Et2UpxslwvQ9qjJJWiipRaJbaV94QnKnqDS6U5TUb+EY2b1bHuRz/IUUU0ORz19rB0rXNRiOn2F7DLMGMd5DvAZRwQQQR1ORnB7g1q+E7yfUL7V766k8y4uHSWR8Yyx3dv6UUV0fZM1ubN/wDK6gcYFS2rtLbZc5I6Giisn8Q5bE8LFmKHlTVSQlZSo6UUVL2Ql8RTm+SUBeARnFNySCCelFFBQQTuJCucqTjBogYxeIWVejw/MPXDDH8zRRSW45bEXi1QuksV4/eJ/OuO1TW9R1HTIdNvLuaa2t5HlQSSMxLNjOcnnG3j0yfWiit6fUykf//Z", "info": {"video_id": "171396", "label": "charger falling like a rock", "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": "dfa7988cd3d310b30ea5fdf3b87aac8a80c1e8f7665b733511d0a47916f1cec7"} +{"episode": 34739, "episode_seed": 1292295080, "split": "train", "timestamp": "2025-10-13T03:11:55.430722", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1292295080, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 feeding bottle on top of t.v. remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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opL3Tlrrlq3O8huXS0k+dHx0JXJ/GvP8AxXq0VnqSie0W5MkYYMxIxyRgY7V6PBZqYCuNpbJOP0rgPiJaRx2VrKqjeJWXd3I2g4/OtpWsOeJqVVyyY/RpPN02O48pYkuMzIikkKCduPrlT+dTzN1rV8P+GIvEPhTR1F5LZXEUWzegBDqSSMinX/wxWH/Wa3cyEdcDFYOk29BwrQUUmeX+MHBurZR1CnPtkirOsnKL/wABP863vFPgAQaOLjTriW5lhJaZZfvMPVfp6da524nF2jDYykIv3sev/wBek4uLSYnJSjJryHeGH2auOeqNXdI429a5fw54c1G8M17aIgECFt0jbVz6Z9T0FbUGna9OuXS1tx6F92PyFTUhJvQ0w8o8urLGq3aW2lzySLvXbjZnG72z2rlY/F8cTn7DoluhI483dKfrzV67hu7ub7D54mkdtilRhfc/QVch0uCCzvru2jDKiDT7Ljl3Y4Z/zJqqKdmLFpJo2/DF5PqOlRXlzAvmSyNjy0C4AOB0+lXvECTSQXawjMxjYRspyc44I/EVqadp8em2kFnGR/osQVvrjn9c1PfIiMBgZxnI+tdK2sc6qzS5U3Y8j8NT3+qatLHcTzSpBbyThNxOGXGOPxP51vTavYhc/aUx2xzVL4fK0PjOZ16KjjHqCelevp4Y0Ke1M40e1MhJJIjAzWLp82pUKihdM8XvNatZIXSFy8jAqqhTyTWH4UGx7xT1Gwfzr2uTS7CzlZodPtgDkf6sdO4rzTXNNtvDutyNaxyeRdgOE4Owg8gHuOamdJxizSFVTmjmr85uCfUD+Qrq/C7/APEpx/00b+lctcJ5vluoPzKOK29Omn0exj86zuXjmYlGjjJGeMjPr0qZp8pNH+JY69G5FZeti2mkgS4voLQAMd0ueenAwDVUaxOVLDTL7A6kwkAfpWZfW0mv38Yk/dxRoZJG/uIOT+NZwT5kddWN6bL0c3h63jBk1Z5X/uxQH+ZNejaVOywKsyHdsGWTGDx6GvLtN8JJLLpKMHEt7I0u0n7sK9z7mvVILQDzCDw2VC9vrXZFHJQruje3U5LxjfWaxwm7jlEJcgFSN27H8sZrJ0OW1laaWx84wEBC0oAy4ySBj2YVpeOLBToEkjj5opFZec9SR/Kq3g7SLnUfBkx03y/tkd4X8uRsB1KgHn1qakb3SHKt7Sr7SWhZmaub8TsP7Gnz6r/OuguvD/i+NTu0uNQP9oH+tc/rWg+IZdJuJruzVIIRuOxsk++B2rBU5J3NJTjZ6nPrJHsPyKCfavTtA8Mw2gGqahDvMhLQQNxkf3m9vbvXnPhnS31XWoo3z9nh/eSn+Q/E16/dXwkkMkrDgAAegAxWtGO7McTe6GzGDzpb2eOISHlnEYBP6Vyl5O+t3pG4rAvGR/Cvem67q73bi0tyQCcEirmm6f8AuVh6Lj5zUz1djooe7Bye5YtYzHZXOoRptlljFnYR/wBxDxn8Tz+FdNYQraSWmm2qForaLY2B1bGcn681xh8TRx6nGGtWNvCSISDjPYN06da6/wAJXh1CK4uY2HlvckTHqV+QbR/nvWxx7PU0rm2nMSRkKdgy5BzxXl1moPxIaU/89mP6V6xd+Q3lyW8247wrLjqK8pj2x+OpGyOHbp9aV9RR2Z7Xpkim2kSQk4GceorJvo0JZh+FWdPlK+VLjIxhh6isvVGazumiJJU/Mh9jWq3Mnsec/ERxHdae+cEo6/gCP8aTwf4eTVbRNSuwVsomYEg4Mjbido/x7VF8Q4ZdQu9Jt7fmWQyKPbO3mursFj03RrbT4yBDCOB6nuay5b1Gby/gxNCWcyBEULHBGNqRJwqD2H9a5fWtTN5OLKA5VTzjuafrWtiGJooT8x44rN0a0cgzNkySHjNRUd9EdOFjZ8zNPTdPjkuIrZh/otu3n3B/56P/AAj6Vt2Bdobu7A/0rUptkXYhACFH6Z/GsDV7yfTovstnFv8Al33D4JxuOB+ZzV3QdXm1PWdNt/JMD4YRbVOAdhwcn/PNWloc8371ztlhdIAzuqMUC7D/AFrz74iw+XZ20ZYNhs5HQ5FelhoAkdtOkrTFRuIGSDXnPxCTy7OyhfIkcuEUjluR2/GhvQmPxHTeC38rRLM44jQAj2rrNSmRioIA+XKn1FcT4MuY5dNjiR1YhegNdVeRvLpvygmS35HutaIye7MTUEV4ZVOCrKQRXk3gzTW17W5LXeqQpFulkYfdUHP58V6ZLdbo2yexrlfBunf2PpTSP8txcZeT1APRfyqZq8kaU/gl8jq3MUcKWlonl2kX3E9f9o+pNYOuauLWIW0LfvH44p2o6wltCQp+aubs431C/NxLkgcioqO2iNsNG7uzSs7aRY8R8XM/yBv7gPU10dtBCt7Y2sYH2XT18z6v0H9TWZcONN0uW5yBMw2R57E8CuettSu7S5ngGpK6ZwWLkK/QZBI9P5UQVlYeIfNLmPUNIiF1Ab2ZyVuMnyx1wGOKkvlhKz4VhKFO3JyMdTSeE1aXw1aahAsckhi8tlVgQrAn9cdau6jFI9k15cLFEsUchcg84APWm2c711PKfBo8vxTOfcj9a9ms5HMEsCHkruT3PpXhWi6nHY6iNQmBSKViuAcsNuM5H417Ro91Ff6fb31q+5HGVOMH0qo7BPcoXVysgOeK8z+Ikoim0856iT/2WvR/EVu1tcrOg/dTcj2PcV5l42t5dVvtKtYhl3Z1+g+XJ/KnV1gwoL94i54Q8OJqdlBqd4rJZxrj0MrZJ2j+p7V2k0xl2RqqxwRjEcScKo9v8apWmyy0q1sU4hgUhR9e9Zesa0ttCyRn5yO1TZRiNXc3Yj13VfNIsoCSP4sd6gsdN84ppw489hJdyekY/h/GqGkwPI7XMuWdjxmti91CPQYACpe4uck4PIArKCvK52VtKagjasTGdQv9VKgJEq2dqPQZAOPxOPwrdsRJNbxSrEWHlktgdCa5LTNVtb5tNtLcOEEykhsfMQc/qa7+3R7q0V2KxFgcJnpW17HFpY4PxvG6+HJ96ldzg4Ppmn/DMeTohx18xiam8cLK2hTRy53RybBn0wTUPw8YLpoXPU0ov3gfwHpF/te2Vg+WI/OuWuVMbHn5SMEdQRW5Pvk0xwufMhO4e69652e5DnBrVGTZwvh61XSdLBYATSfM59/T8KbqOou4Kg0k1wdm1egqnFCZpRmudaKyOup70uZljSLFpZzNIO9b2oTNY6LdyQqWdImfA6nApLSMQoFHWjWfMXRbgQjM0iFRj360JdTTm0sedwa/bStH5kkmY12ofMI2jngdu9d18P8AxnbabqV5Z3plNhcoHEhAbynBIycdiMAn29K8xuNPkiOJrcr9VxUSwbDmMup9mNXfQ5XK7ufRer+M9A0bRJbmG9trmVgTFDB8xZgOAcdB65rxrMpsZL9pEWSS6RmGRv3MrHIPpXPi6uVj2M4kT+7IuR/jVyPUoni8qa12LnJMDlefoc1NvMlyZ7Z8PLue88Ot9pkeSSOdkDP1xgH+tb2u2Yu9O3IP30GSPde4rl/hlqDajY6lMwI3XWRxj+BapXmp6pc+ONR0oa3dWkCtIIljUNyE3BfYcHk1pfqK2tkUbuNGv4Z3GWiVgp9M4z/KqV9qLBSAfpWNp2o3lw9w1zcPKCFKbj0znNPk3Syc1DepsleKuNggkvbsE9M9a660iW3jBA5A4rN063WKMH1rZiAILN0FSkbJ2R5x4g1prfxBeQ3URwHAG7JDLgYP602z8SraXNtd2H7u4gkV1xIcHBHBB6ggY/H6Ua/p99PqlzdNAzKzZyBnA7VgtaAH5ocEe2KtM55ybZ9EW3xE8PXSieeeS1mVdxhKFjnrwVyDXmuteJY/FXi+KbcbazgkRIWb76jOWfHrXBrFLCQYzJGevykirUGo3kJOTHKD1EkQJ/MYNTZEOTaOx8El4vFNlKA/lmZoi3IBJViB/WvbYzsO7AIPB9xXg3hO/mk8Q6ZFFaeVEbxZX2FipOCM85r1jxrfXWn+FWurKd4JvNjUOh5wTyKtPQRma9Z/YruQJ/q2+dPp6Vytzd+Wm0HGBTfEV9ey6FFeW2vajP8AvzCpuEVFmIXLNHjnaD8pz6j6DLmdpMUpSNIR3IZmku5doJ5rpNLsxbwqCOe9Zmm24LbiOlb8A3YAqN2bQdkYPjd7hNGjmhI+WYAof4hg9PxriYfEV3ECkiSYPXv6/wCJ/OvQfFGmzarbxQwHCo2fqa4m48P39s5Bi3Y4ypqkZVJanQeEPiNJ4fju4nKTW1xL5hgZSm1j1KkcD6YrX8U/EG78RaX9g0i1+zwSY80xyeZIec4GOgrzs2Mu5wy4KdQajNhIGH7vntjrSdjO7OhnVRBZ2xge3nM7B3kyMhtoGfpg16/4BUp4WihLBjBNLGSOQcOa8TtINbQiOOWdQeNryHH5GvZ/h3a3Nj4d8m7I8xp5JDj3OaqOmwlax0WpWy3lhJA3XGU9jXmtzCqaiJJFxJGGXntnGf5VeutXvZvHd7pc+s3lpamcpGYpY0WMYB5LjGMZ46k1y8l1erq2oxXk1y7xybALjG9cEjnHGemcU29LFwT5rovXupkKQD9KwkSS+uwOSM1JIWlkxWxpdqI13Ec1DdzWCszSsbZIEUkcKPzrlNa1tH1q9t3k2rhYWGwEgAg8Z/pXaRr5nHYV5Z4nWO88QXU3l7cttBHGcDGaFoVOelzctNVi0ye0v1eCZraRZdrRlWODyAR1+82P930r3MxWOpxQXtnIZYJVDoyNxg18trHLGMJO2PRuRW3p3irWNLIFvcyRp0It5DHn6joap6nOmelfFK+traGDSrWQR3MjefIoPzBQMDP1z+lczo2vXGh6yLSOIC384I0cp+ZAcd65tLu1vLyS4nv5oppB8xuYi+7n++Cf5VpGRZ7u81C6mSYkLJHJFKG+fcM5HBHGe1JXTuK99D39VCMPTofcVxetWzafqEiKcxt8yH2rS8a311p/hY3VnO8E3nRgOh5wTzXn/ij/AISSx0PTry81O8M05ctGy/6kDaVBOOpDZx/9etL2Fa5TADdasWSjzvpzRRWCOuW5r2p3Sc1cb5mIPTpRRVIUipqFrC4YNGpAXjiuI1OGOLUP3ahfk7CiinLY5upnuilQNo4BrdisLVPJIgTJAzxRRSQmepeEI0isyI0VQTk4HU1wPiG+l07xzqN3AF82Od9u4ZHK7T+hNFFWwiYunKA0ijoABWgijePrRRWb3OqPwI14jghe1afSNQKKKaGxskaNAcqDk81y2vW8S28mEA+YdqKKp7HPLc58j+WK0NJgieOcsikjGOPaiioW5LOt8LqoukIUZz6V0/j448HOO3nxfzNFFadBdTzXWNcbVoIY5NPsoDEqojwK6lUH8IBYgDv061LtG3pRRUS6G9PZmhajbEuO/WtW1OIyaKKC+hPH96qd2AQcjqaKKpGU9zjLpF+1zHH8VQBR5icfxD+dFFZkM6QAC6jx6V6T4cc/YVFFFaog858Ras2n+K9YQ2dndRyXG4pcxbwCo4I5BHXpnB71kx3U1/e3V3cvvmmbe7dMk0UVL2NqfxIsQqN4rdi+VVA6UUVKNFuaK8Q8d+tZV/pNlNDK0kKs3qaKKpGdTY5DUtKtrdJHjDDGMDNZ7WkW2Lg/MuTzRRSZkVDEue/Wr1hYxTt85fHoDRRQgZ7T48JHghuek8P868rvtYv72whsbi5llhhdpFDuzElsdcnnGOPTJ9aKKtjWx//Z", 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", 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", "info": {"video_id": "23546", "label": "showing feeding bottle on top of t.v. remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "23546", "label": "showing feeding bottle on top of t.v. remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b4b147efc8ebbea9e8d55c0bfd5ffd5b6276f92628449be2d062432cb5de1e2c"} +{"episode": 34740, "episode_seed": 2491608413, "split": "train", "timestamp": "2025-10-13T03:11:58.735245", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2491608413, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending or failing to wipe dirt off of the chair'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "116032", "label": "pretending or failing to wipe dirt off of the chair", "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": "116032", "label": "pretending or failing to wipe dirt off of the chair", "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": "7a209b9be90d75cdc641280d346005a6166618fd6bede7b57d71b962c16cda9a"} +{"episode": 34741, "episode_seed": 3380085982, "split": "train", "timestamp": "2025-10-13T03:12:01.155708", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3380085982, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a hole into cheese spread'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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4x+ucUzxBqq6jpcd5FCwtIVCId4Ub3XOTg5BAHQetaOsW2snwxOs0mby5kMjRiQKsKDOV9SPpXPWmkajqnhk2UBiijFy0kzlwQFACgeuRyf0rGnh4J89tTWVVtcrHeETNG6meWaSCO0lnnL/KMDG0jgdCD+dfP03zOzjJyc5+te7+MtVtPDnhjUo7ZmF3qaLaW0fOVt1UAvz2PIz0yeOhrwk4MgOO9avchbEDLgg/iM05QRinzR4bk/hTVwOMH8KyluaLYkB6gV0vggLJ4i8gTCJpYWQNjvwf6GuWzgYq/pVybK/huUBPlMGPv7UrFI+jNLjsU0NVtysssEhRpCORnn9a6awlxCXyAoIziuC8O6rY3dn5Omq3lMqyOSckH0PvXoum2yx2scjfM7D04H4VSFIfdQSXMAaMlXHIU96oiVdJiia45aVioGcYOCefyq9dM08hsopDG7R73kHVVzjj3PNYeu6ZLc3Fs0Ep2IVhVApYjvknP61k8PCUr2LVRqNjK1FpV11U3yoYw00yxtuLAjPPHA5xXC/FmR2uNFgmcvcLZ75OcnLNx/KvTtRsbLTBe6pqt2oScDez4AjQEEqueTnAAHWvCvGGvN4j8RXV+V2ROQsKn+FBwucfn+Na2srGe5zIjLtt6DOPpXP7ee1dSqDyQ57dvWuZGPQ0ITECfSuy+HaAapes0xhVYFJb2DjiuODDHeuq8Cz2yavPDdj93LCSMHGSpz/jTBM9j03YNdW+EQIA81XP8bN3z36mvSbW+juYwejY6etcBZ3ouNLspIkMQUsoX6d/yrpNPEjiMRjcxOGHQL9avlT0M3Npl3UtSj2BEb5gcmoLsMNIurmEjf5REZP94jA/U1PfaZBJJC8kwSWRwv8Avn/GsmfUY5DqMEMwW3tUMiEgcsMDBz/tV59TCOpUTlsjpjV5YWRneH9OkST7XcXkbiFZJOG/iA4z64zXzrdMzyNuwTnk/wCfrX0FCE03w5qOpzrsCWE05yMEtIMKD65x+or59k5IArvOd9yvjAzxn3pkq8A1bZVEP3cnJ571BIAYzxgZ/KlLYcXqV9uV/GnBMjGDSr97r0p+dq9RWRqRuplmLNyT1r38m4u9CEd1IwCyYESN94FRgH8vrXg0RBbn68V9A+EZLEtcor/aZ7q3EqBhkDAzj26/pVJDvod7oEEVro1tbRf8s0w316mrzyBN+eMDj3rJ0iYCEnIAA6+taF1A1zDuUlHHIDdKmpzcvuii05akaASMrjp1rjtKku7zVd0dqYY3uMgsvGCSSceuP511BmFq0enhgZp0ODn7uf8A6xJ/CsTRpJ31dykjrCZtm3d8qhVO739PzrkweFdJuT6mlSSeh4Z4wYS+KdWP3SbyU4/4EawsEr1xWprc4utYvZ1ORJO7g55wWJqkYMQs27DZ6V2mNzkQPzpOe3Q9KCeOeTR14A7ZqhEsY9ePrXeeBNXuJNaTT5XVkljIV2+9kcgZ/OuGG1EBOeat6bfPYX9vdxf6yCQSDHfHb8en400D2PrrTrUf2DHAnzBnXkjtuHNQ63exWut29zdyiKy022ku5Se5PyKP5/jW1p0sM+m2s0AAikiR0x6EAivDfi342t9SuzpOmNujjcC5lX/loUJ2p7gEsfqR6VT1ZMVyrUxtc+KPiS+vpngvFhgJYRxrEp2of4ckZPQVmR/EzxZbW/kQaisUI+UBLeMY/wDHa5N5MvndUZYFjk8dRVN6WFbqX7vUbzUbmS8v7qS4uHHMkjZJ/wA+lVIzllJ9e9ODHyRgDByKn8N6ZFrniL+zri/ktVaORozHHvLOqFgvoBwck+nvUDSIJyOOmCah3gdMc/pVaCZ5k3SMW4B5p/mAMetZvcuJK3JBGatxDZGD14FVICGxkk8dKtNOPlUMRjrSKOk8I6r/AGZ4m0+eYsLcyBHGf4Tx/WvqlFxGo6YHavjWCUFxtI46DrX09/wmNrp3gbTdWuDma5tl8qLPLvt5/Ad6tbE9TK+IHiL+xIbq2hbF7fAKGB5SEDGfbLFv1rxWe8mZy4mcH2Y8VY1zXLrVtSlvbyXzZ5OpHAHoAOwFY7ygIfyzTFcdNcTSybJJnkwcDJJ/n0oddqhwRwcYxUCvll6Ljg89abqBeHTmljYhi4GRSAvxkGEZxxx+dciTtJ547112rWdpaeHoNT0zVr+ZTcm2zcQrGtwQm53iHXapwp3eo9wON3Fj/hQA/OP6VdsLmWzuobqE4liYMuRx9DVJfmAAznrVjK8AmgR7b4R8SR+JJXgGUmQqfJAxtHTg9xmvaLeJIIookUKAvb1r5b+GuqDTfHOnFmxFcOLeT23HAP54r6mnlitrd5ppEijRSWdzgKPUmrYktTnNU8R6Zo1oNX1SQgvLJFagKSdvTgD1xnPvXH2vjzwQl3dSyeesMwCmM2zHdzk559e1ed+N/FB13VmWBybG1AhtQe6Djd9T1/KuTaYjvjPBNNKyFJ3Z6H4++IkOvWp0rR4njsCwaWSRdpl2jCqAOij36mvOUId15705P3quBkkD8MU62gaW5jiHBYhR+JpCJWjyNx64qK4jRGVXxiQEZ9DxWppWmW1z4sGkatfXFtDJJ5YlilijWIjqWMnGMZ46k4HesPVIZrPV7qzmNwv2a4eMJcAB1w2MNjjPrjilJ6DimQkfMQBimu2H2nA9cU3zecYzT4wGbk9vSsrGpLEPk4/OvQ/BXi+DT7eKzujDDIH2i4bj936Ej8a8+HAI4BB59qVeCMtk9PqKpAz630KFRZCY/Nk/KSeg9qm1C4gLyQXEvlW0cPnTvnHy54BPYHBrH+HmqHV/A+nTyf61EMMnuUOM/iMGuO+J/idEmfSLGcMXw12UPTA+VM/mT+FO3QSN648ReF5Nbiu016BMAqwLYCgAgADHPWsTxN440HSNHew0C5FzdSI8ayplhEH+8xY9TgYFeRmUBy7jI789arZy7FiM/rTYEpBdlwO+KkeM/Nj7g6+9Z19NJHZK8bsrggZH1rT17QtY8P6DpV9dz3Cz3xk82EoQIAAhQMcfeIbOO31zUgcDk5p0ZyaKKYEzE8cnjpTrdjuHPSiimhM+gbrX9R0r4B6NcWc5inmC25kH3lTLjg9jhQM14bPM8hO45yc0UVcdiXuQ7iMe1N3EUUUmMsRktGAScZqCz1S40bWhqFps8+EsF3rkfMpU8fRjRRSYIZZKBHJ/sBcVKRvPNFFZvctClfLUlT+goMheJQemc8UUUdRliCBWDHcwx6GtZ9WvpbC1tpbh3htlZYUY8ICckD8aKKtEsotM5TdnkmkVyUJODRRTYhAfarGqH/iTRnA6qaKKkBut+J31+3toZdJ022MCLHFJapIpSNQcIAXKhecnA5PNc0xIaiigbJImPPtUgJ2Bs84NFFAi9pkzxXUUqNtdHVlI7Ecivd/jHr1/Ba6dpkUirbXUPnTADlyCMDPp3xRRWi3RPRnh0js0jEnqahckAUUU2SixYzSCXAbAZSDipVYpMHU4ZTkY7YoopAzUOuNawXM0+nadf/abre63kG8blXIIwQR16Zwe4NYtxcz6rLdaleStJdTz75G4GSwJPHbpxRRWb2LRRmGyRgPWpIGO/Oe1FFSaDi7ZfnORmlRyWyQDziiiqQj2nwHq95pnwp1i4tZAssVyFjYjO3cFBI96861CV2nLMxJY/MSeuetFFNElF2YjBJxRGAY2c8txyaKKQyLUzjTl9dwP61XuvEWq6jp0GmXd5NPb27vKgkkZiWfGcknnG3j0yfWiikB//9k=", 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", 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", "info": {"video_id": "101371", "label": "poking a hole into cheese spread", "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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xd9zSrU55Hz7dMzyNuwTnk/5+tV8YGeM+9WJOSAKGVRD93Jyee9dJgVJV4BqPblfxqxIAYzxgZ/Kol+916VnLc1jsIEyMYNDqZZizck9akztXqKdEQW5+vFJFXPeSbi70IR3UjALJgRI33gVGAfy+tei6BBFa6NbW0X/LNMN9eprgvCMliWuUV/tM91biVAwyBgZx7df0rtdImAhJyAAOvrVIJM1nkCb88YHHvVVAJGVx061JdQNcw7lJRxyA3SqRmFq0enhgZp0ODn7uf/rEn8K8/FYadeST2RpGUVG63OX0qS7vNV3R2phje4yCy8YJJJx64/nXjPjBhL4p1Y/dJvJTj/gRr3PRpJ31dykjrCZtm3d8qhVO739PzrwPW5xdaxezqciSd3BzzgsTXelZWMmzLwSvXFY6jnHpzW+YMQs27DZxisLaFNJgh68Dmn5GCT+GaiyMA8/iacMZOaEM9s8DJZ/YtIvLm6Bj2LEsZHAP3TXoNvshvZIo41jUNhVHavFPAmsWNqptr9W8yM+ZAScDJPIPvnmvadFDahdCSTcodN7DHPI/SmgZ0UTks0Z5I6kdqpPp8xux8+Y853Vos0dvA7kbUjUsfoBVJoJJ4pZ3m2PcRiONT92MH+Z96ipSjU3HCbjsZmpaglxpsrovyWrEv84HzAlQeO3esbTpZ7fSLuSe4mMUdlNNI0hwCP4ccex/Or1j4fuLmxu7R7l443kUFwmCdoPAHcHP+cVy3xC8Q2Ol6RdaLp7I11dBI5VRgfKhUAAHHc+nXFaRgoKyJbueMTLg5wc+tZOrxlVhY9SWGPyraxvmHTJrK11QjQjOcFsn8qQjH4B/+tUiY3Ansajz704cjBNMD2bQtPe4vxJfSK8EylUizkFT7fSuothHA5ijXaqnC89B6V554RuFv7O3u57tR9iIVoz1yOh+hFeiadE1/qCxx4/eNwxPAz34q10REjdtbl4m2E43D7vrUWo6fdDM6o5iOOccr9a6LTtHihu2Z38yRRyT3PrjtSXE93ql7DBp7mK0gmIubgcHK/wD1+tKrCMvUVOUk9DJtrx9BYW0sO+6ni3QrkddwGMnvyOK467EkevrDvnT7MGEyqdzOR1JwDjPPT1Ga1tSjvW8axXcsYMLXCtGplBJQHOB25x/Mmp18PTpc38uqSoJ75lBZTkRw7tzs2OOwGemBRSoRpfCtxzqOW5wfxZZhpHheK4Ym6a2eaUlsls7QD+QrysqckcjHauz+I3iGPxH4rmuLbmyhVbe2PYouefxJJ+mK5JU3RntjqaYbGfnb3x60mcf0pm4tj+lPX5gAM561Iy7YXMtndQ3UJxLEwZcjj6GvaPCPiSPxJK8AykyFT5IGNo6cHuM14lleATXY/DXVBpvjnTizYiuHFvJ7bjgH88VURS2PqS3iSCKKJFCgL29a57VPEemaNaDV9UkILyyRWoCknb04A9cZz710c8sVtbvNNIkUaKSzucBR6k180eN/FB13VmWBybG1AhtQe6Djd9T1/KmtWP4UeiWvjzwQl3dSyeesMwCmM2zHdzk559e1cl4++IkOvWp0rR4njsCwaWSRdpl2jCqAOij36mvPGmI74zwTSJ+9VwMkgfhimyENQh3XnvVlo8jceuKitoGluY4hwWIUfia0tO0Y3/iiTSbvUZbZcS7PLj3FnVCwX2HB5Pp70thWvsZtxGiMqvjEgIz6HiqJHzEAYqFZ5ZljaWRm6EZ96d5vOMZrOW5rFaDnbD7TgeuKmiHycfnUUYDNye3pU44BHAIPPtSKPQfBXi+DT7eKzujDDIH2i4bj936Ej8a930KFRZCY/Nk/KSeg9q+SF4Iy2T0+or6l+HmqHV/A+nTyf61EMMnuUOM/iMGqQnubGoXEBeSC4l8q2jh86d84+XPAJ7A4NcpceIvC8mtxXaa9AmAVYFsBQAQABjnrWD8T/E6JM+kWM4YvhrsoemB8qZ/Mn8K8mMoDl3GR3560wZ654m8caDpGjvYaBci5upEeNZUywiD/eYsepwMCvHyC7Lgd8VFnLsWIz+tV7+aSOxV4mKyAgZHHepYGjJGfmx9wdfeuaLDJJxz3rp9Xtba28Pw6npurX8ytcm1zcwrGtwQm53iA52qcKd3qPcDk3IXg0mCJd27PHtxToEy5yTgCq6yDcvJHqauwusahj3GD70iiyjurEKCDjqK9++DeorfeG5YWJM9rJsYk5O08r/X8q+eBOOCW56jNes/A/UPK8RXlkeRcW24duUIP8iapEs9q1cJ/Zc3mtth4MrE4AjBBb9Aa8D8YeKZtf1aSdXaKADZCgJ+VR0/E10/xH8dC9D6Tpsw+yDKzuP+WpB6A+n868pkn3Ef481SE2Sy3lwqnFxIMcYDnn9arxfPyxPXqRUTyjf0z2p8I8zaN2eegpASRHZKFJHynFZfiID/AEcem7J/KtXQILPUvFo03Ur65tYZX2JLHLFGsZ6ksZOMYzwOScDvWF4gSe11W5spjcD7NNJGEuAA6gHGGA4zwM4OPSkBln260LkmkyM8joOlSQrlue4pgXbK7lspC8D4JGCOxHoRX0J8N5/7UtrG/cqHZBlVBIyMg/TpXzmHXd9Oua9x+AOorKdU02QZaNVniz2BOGH54P41UWTNNqyPYWf7HHqN4VGEBcD1CpmvMPFvjW78I6Dp2ladcoNUkX7TdSbQ2zf823B7nP5Aetd/4x8Raf4b0Ca41D51lBjSHvKcfd/KvlrVtXuNW1G6vrp9008hdvqew9gOB7CmtdWGysbh+InidLhJRfoZEGyMmCM7R6DI4qpq3jrxLr0DW2oapI8B4eJVVFb2O0DP0rnGf5eCPzp0LDzFxyf6022xJJD5X+cKDnFPjwUxx1qpeO6xlgdrAgcVs674X1Pw54f0i/vHnSe+MnmwGMgW4AQoGP8AeZWzjt06g1I7HKsxDVJEx59qKKkokBOwNnnBq9pkzxXUUqNtdHVlI7EciiiqiSz3f4x69fwWunaZFIq211D50wA5cgjAz6d8V4dI7NIxJ6miirjsKW5C5IAqxYzSCXAbAZSDiiikBKrFJg6nDKcjHbFaH9q3NncnWIxGbxbl/mZcg7oyp4+jGiikwW5gQQJ9jZsn5XVB9MH/AAqKYbJGA9aKKze5pEkgY7857U4u2X5zkZoopFCo5LZIB5xXtPgPV7zTPhTrFxayBZYrkLGxGdu4KCR70UVZLPOtQldpyzMSWPzEnrnrVF2YjBJxRRQxBGAY2c8txyah1Q405eP4gf1ooqRj9Y8UPr0NvDLpOm2xgjWOJ7ZJFKRrnCAFyoHOTgcnmsmUBGKD7vXFFFDGMEYOTzkU4SskuARwcg46UUUmMEUO5zxz2NbGmXl1o98lxY3MkMwVgHU8gEEEfkTRRVITI5LmV2VS3GagMjF8E0UVRIrnJ6Crent/pJ4H3SaKKkComuNpF9dxHTtOvoZpA5jvYPMAZc4IIII6nIzg9waytWvrnU76W/u5DJc3MjSyvjGWPsOn0oooGihk8VPHwM96KKAG5IIwa9O+CU0ifES0RWO2S3mVh6jbn+YFFFUhEXxN17UdS8ZahBczlobSdoYIxwqKDjgep7muFLEuT3ooq+hHUaWP5GnRMd4waKKkoS9/49ye+4c1Je+I9W1LSrfTLy9nnt7aR5UEkjMSz4zkk8428emT60UVLGj/2Q==", 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", 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xd9zSrU55Hz7dMzyNuwTnk/5+tV8YGeM+9WJOSAKGVRD93Jyee9dJgVJV4BqPblfxqxIAYzxgZ/Kol+916VnLc1jsIEyMYNDqZZizck9akztXqKdEQW5+vFJFXPeSbi70IR3UjALJgRI33gVGAfy+tei6BBFa6NbW0X/LNMN9eprgvCMliWuUV/tM91biVAwyBgZx7df0rtdImAhJyAAOvrVIJM1nkCb88YHHvVVAJGVx061JdQNcw7lJRxyA3SqRmFq0enhgZp0ODn7uf/rEn8K8/FYadeST2RpGUVG63OX0qS7vNV3R2phje4yCy8YJJJx64/nXjPjBhL4p1Y/dJvJTj/gRr3PRpJ31dykjrCZtm3d8qhVO739PzrwPW5xdaxezqciSd3BzzgsTXelZWMmzLwSvXFY6jnHpzW+YMQs27DZxisLaFNJgh68Dmn5GCT+GaiyMA8/iacMZOaEM9s8DJZ/YtIvLm6Bj2LEsZHAP3TXoNvshvZIo41jUNhVHavFPAmsWNqptr9W8yM+ZAScDJPIPvnmvadFDahdCSTcodN7DHPI/SmgZ0UTks0Z5I6kdqpPp8xux8+Y853Vos0dvA7kbUjUsfoBVJoJJ4pZ3m2PcRiONT92MH+Z96ipSjU3HCbjsZmpaglxpsrovyWrEv84HzAlQeO3esbTpZ7fSLuSe4mMUdlNNI0hwCP4ccex/Or1j4fuLmxu7R7l443kUFwmCdoPAHcHP+cVy3xC8Q2Ol6RdaLp7I11dBI5VRgfKhUAAHHc+nXFaRgoKyJbueMTLg5wc+tZOrxlVhY9SWGPyraxvmHTJrK11QjQjOcFsn8qQjH4B/+tUiY3Ansajz704cjBNMD2bQtPe4vxJfSK8EylUizkFT7fSuothHA5ijXaqnC89B6V554RuFv7O3u57tR9iIVoz1yOh+hFeiadE1/qCxx4/eNwxPAz34q10REjdtbl4m2E43D7vrUWo6fdDM6o5iOOccr9a6LTtHihu2Z38yRRyT3PrjtSXE93ql7DBp7mK0gmIubgcHK/wD1+tKrCMvUVOUk9DJtrx9BYW0sO+6ni3QrkddwGMnvyOK467EkevrDvnT7MGEyqdzOR1JwDjPPT1Ga1tSjvW8axXcsYMLXCtGplBJQHOB25x/Mmp18PTpc38uqSoJ75lBZTkRw7tzs2OOwGemBRSoRpfCtxzqOW5wfxZZhpHheK4Ym6a2eaUlsls7QD+QrysqckcjHauz+I3iGPxH4rmuLbmyhVbe2PYouefxJJ+mK5JU3RntjqaYbGfnb3x60mcf0pm4tj+lPX5gAM561Iy7YXMtndQ3UJxLEwZcjj6GvaPCPiSPxJK8AykyFT5IGNo6cHuM14lleATXY/DXVBpvjnTizYiuHFvJ7bjgH88VURS2PqS3iSCKKJFCgL29a57VPEemaNaDV9UkILyyRWoCknb04A9cZz710c8sVtbvNNIkUaKSzucBR6k180eN/FB13VmWBybG1AhtQe6Djd9T1/KmtWP4UeiWvjzwQl3dSyeesMwCmM2zHdzk559e1cl4++IkOvWp0rR4njsCwaWSRdpl2jCqAOij36mvPGmI74zwTSJ+9VwMkgfhimyENQh3XnvVlo8jceuKitoGluY4hwWIUfia0tO0Y3/iiTSbvUZbZcS7PLj3FnVCwX2HB5Pp70thWvsZtxGiMqvjEgIz6HiqJHzEAYqFZ5ZljaWRm6EZ96d5vOMZrOW5rFaDnbD7TgeuKmiHycfnUUYDNye3pU44BHAIPPtSKPQfBXi+DT7eKzujDDIH2i4bj936Ej8a930KFRZCY/Nk/KSeg9q+SF4Iy2T0+or6l+HmqHV/A+nTyf61EMMnuUOM/iMGqQnubGoXEBeSC4l8q2jh86d84+XPAJ7A4NcpceIvC8mtxXaa9AmAVYFsBQAQABjnrWD8T/E6JM+kWM4YvhrsoemB8qZ/Mn8K8mMoDl3GR3560wZ654m8caDpGjvYaBci5upEeNZUywiD/eYsepwMCvHyC7Lgd8VFnLsWIz+tV7+aSOxV4mKyAgZHHepYGjJGfmx9wdfeuaLDJJxz3rp9Xtba28Pw6npurX8ytcm1zcwrGtwQm53iA52qcKd3qPcDk3IXg0mCJd27PHtxToEy5yTgCq6yDcvJHqauwusahj3GD70iiyjurEKCDjqK9++DeorfeG5YWJM9rJsYk5O08r/X8q+eBOOCW56jNes/A/UPK8RXlkeRcW24duUIP8iapEs9q1cJ/Zc3mtth4MrE4AjBBb9Aa8D8YeKZtf1aSdXaKADZCgJ+VR0/E10/xH8dC9D6Tpsw+yDKzuP+WpB6A+n868pkn3Ef481SE2Sy3lwqnFxIMcYDnn9arxfPyxPXqRUTyjf0z2p8I8zaN2eegpASRHZKFJHynFZfiID/AEcem7J/KtXQILPUvFo03Ur65tYZX2JLHLFGsZ6ksZOMYzwOScDvWF4gSe11W5spjcD7NNJGEuAA6gHGGA4zwM4OPSkBln260LkmkyM8joOlSQrlue4pgXbK7lspC8D4JGCOxHoRX0J8N5/7UtrG/cqHZBlVBIyMg/TpXzmHXd9Oua9x+AOorKdU02QZaNVniz2BOGH54P41UWTNNqyPYWf7HHqN4VGEBcD1CpmvMPFvjW78I6Dp2ladcoNUkX7TdSbQ2zf823B7nP5Aetd/4x8Raf4b0Ca41D51lBjSHvKcfd/KvlrVtXuNW1G6vrp9008hdvqew9gOB7CmtdWGysbh+InidLhJRfoZEGyMmCM7R6DI4qpq3jrxLr0DW2oapI8B4eJVVFb2O0DP0rnGf5eCPzp0LDzFxyf6022xJJD5X+cKDnFPjwUxx1qpeO6xlgdrAgcVs674X1Pw54f0i/vHnSe+MnmwGMgW4AQoGP8AeZWzjt06g1I7HKsxDVJEx59qKKkokBOwNnnBq9pkzxXUUqNtdHVlI7EciiiqiSz3f4x69fwWunaZFIq211D50wA5cgjAz6d8V4dI7NIxJ6miirjsKW5C5IAqxYzSCXAbAZSDiiikBKrFJg6nDKcjHbFaH9q3NncnWIxGbxbl/mZcg7oyp4+jGiikwW5gQQJ9jZsn5XVB9MH/AAqKYbJGA9aKKze5pEkgY7857U4u2X5zkZoopFCo5LZIB5xXtPgPV7zTPhTrFxayBZYrkLGxGdu4KCR70UVZLPOtQldpyzMSWPzEnrnrVF2YjBJxRRQxBGAY2c8txyah1Q405eP4gf1ooqRj9Y8UPr0NvDLpOm2xgjWOJ7ZJFKRrnCAFyoHOTgcnmsmUBGKD7vXFFFDGMEYOTzkU4SskuARwcg46UUUmMEUO5zxz2NbGmXl1o98lxY3MkMwVgHU8gEEEfkTRRVITI5LmV2VS3GagMjF8E0UVRIrnJ6Crent/pJ4H3SaKKkComuNpF9dxHTtOvoZpA5jvYPMAZc4IIII6nIzg9waytWvrnU76W/u5DJc3MjSyvjGWPsOn0oooGihk8VPHwM96KKAG5IIwa9O+CU0ifES0RWO2S3mVh6jbn+YFFFUhEXxN17UdS8ZahBczlobSdoYIxwqKDjgep7muFLEuT3ooq+hHUaWP5GnRMd4waKKkoS9/49ye+4c1Je+I9W1LSrfTLy9nnt7aR5UEkjMSz4zkk8428emT60UVLGj/2Q==", "info": {"video_id": "101371", "label": "poking a hole into cheese spread", "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": "13ede3744b73185f15bddfb63686b3cfde28ba437fb4a5f77e3d3104390f230b"} +{"episode": 34742, "episode_seed": 777769545, "split": "train", "timestamp": "2025-10-13T03:12:02.003238", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 777769545, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 thread bundle next to ball'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "135141", "label": "dropping thread bundle next to ball", "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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JQdPyqxEcXOB0K80UV1/8upA9oejPOtb1c6X4j1OM2FjeRSzhil3DvAZRwQQQR1ORnB7g1R0rU7u71zULy4k8ya4iaeQkdXznoOnXH0oorFfCcMt2dBDI0sKu2MlQ3HuM08sRgg0UUjNGRrV/NpiX81vt3i3SQbhkbslc/lj8qreGQX0w3UjtJPcfvJJHOSxP+f0ooquhS3Ox0MBricnqgAB+tajcEiiiuSe56GG3BCf3PPWJxT4GJjYHn5TRRXfQ3/ruyfsVPUy/Fh/4pQ/9dk/ma8/1DXNRv9Ph0+6u5preCR5FEkjMSWxnOTzjbx6ZPrRRWb3fqY1fjP/Z", "info": {"video_id": "135141", "label": "dropping thread bundle next to ball", "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": "de78bd7d5e21f3eaa6d64a9278138d6476d49022e6ecf16906864f5edf7968ae"} +{"episode": 34743, "episode_seed": 3913525518, "split": "train", "timestamp": "2025-10-13T03:12:03.199210", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3913525518, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a small jar and a dvd casette closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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XVaboUUhkI3u+7knp+VdC+kxxRqEjwvcgDn6VzRqaWR1VKV3zSZ56mhyscynYo7DrUF3bNp0jJHvWORR97vXaarpmrOqpZHMtvktCi8sPX3+lcTLqlyA1tcpvj3cqwwRjtnsPato3tdnO3raJnYj243NnPJxxSMTkFAQvQUypAWj2nPbIprXQtlzSdNbU9UgtEDkSOAzKM7V7mvfNL+y2lmttHCQirgFe1ct4Zhih02HEaqPIQ5AxzgGr0esTpIY/s0b4PDCTaPyopTTuj1ME6cbt7nTldoWYMFXqfavMdaET6pdSKQo8wsMfWuy+3T3GPPdQg6Rx/dH19a4HU5F+3zY5y5rHF6pWN6teEnZdCzokS32sQWZziRuqnpX0oIPD3hjT9v2eIeWAHJQNIeOpJr5ghnbTNRg1KzHzxMJNueCB1H+fWvbbPxNpWvWklxFKrvc4eSOQ/Mh9Me3tTw8E1Y8bF1mtehY8Qt4b1DTXuoLSJcAuHRNrKRznAryW51q2vC9nqcKT2Yzh25aIYPI9vbrzxXV6/rMNmhhjTCnGGIyMn1rzHXzKsk0sMe1T94Dt7gdxXROUY6I46cKk9XszK8SaLBpN3E9vKZLKcFomUhsgYzg/jWNs+QuqudxwD6H+tW44nvZ4bZZG8rcW2k8L0yR9eK0dRtQLVwmI0iwR/hWSkm9DrUWlZmp4K8KwantvtSBNsDiKM9Hx1J9s9u9erRWkECiO1VNijKpGMAD+lcL4O1S1bw/Ak0hVoMxtwSOpIzjpwa6m31lC/wDoyPO/QYBVB9Sf6V0JJI9rCxhCmpId4gtoru2tmnz5qMQCDyV9CfTP9a427iRHcKPlHSut1dHa0ikkfdIzncRwBxwB7Vx16udzN1PevPxTk5WTMHKnKo5xRQcrFnDZ716Z8JdIstau724vwDb2oVijHhic43e3FeZRxx3CSKy8/wAJHtWv4Q8Qv4b1WWOYubG6VUnCddoOQ2Pb/Gs6EddTDEVHytI+h9e1XQtMWOyns0ZWA2iOIFVyOOK8h8T21tb3xWG4eRpR5gGPlAPSuwv9d03VLdZYJIZQgAUZ5A/nXCa3qttM4LsocHao713yguU8qFWbne2hyV7CskbB1BPqRXCYj243NnPJxxXoV+wDH0PNecnrWNNnVJaj2PIKAheg/rUkFrNcyeVbxPLISMBFyaYC0ZU57ZFeqaNEkGn2myNF/cqeBjkgZqqkuVXCCvoU9H0PUJIQ1yFgATLAncwwPQV6TYyfZYBDFGvkgYAPp2/x/GsbSTi4d+yriqg1O5s5ykUqmLOUDoG2+wPpRRrOb1PQwapUW79TrGXMJlZtpHJ7DFc+NL06/wDEUt1cux8x4zszgDgAk++OagTUJbm4j+1zmSMEHYBtX8h1/GtK4gjeV5UbazHbkep46+tbSUZLUzzHGaKFP7zu9V8E6c+nSDT71leM7trsHBOOhxzzXjHiCCSO6kD5jMZbflcbcdOK9HGpweGtMkWW6eZ9yiTBywB4HvXmvjDW4m1CeWBjIJFCZB+UnHOeKUoJLU8qNWUpaI5qPXRGzWGqx+fp752OFy0P09V9vyrG13SIdNmglhmElpcAtGyHcCBjofx71WuATIWyST1qrcOxjRA7eWCSEJ4UnGcfpWSnfQ6HTs+ZEYK87dxZuntWv4Y0Zdb1UQzlhbxLvkxwSM4wPqT/ADrGQEkkdQM16X4Qt4LPw3HfpEXllLCUdCwDcAHtjH481aa6mlFRdRKWx3VlBYW9lHDbRiJY/lCIuBUt3GEsbqOcKY3jKEA9c9P8fwrDh1dWA8q0nb2bCj86tSzy3NtM9w67/LO1U4VPp7+9aSatoezUrU4Qs/uOPu4kRmAA2g8VmuViyA2e9Xr0D5mYnJ75rPjSO4SRWXn+Hn0ryLNy1OTnjGOiPTfhLplhq93fXOoBTb2gV9jHhi2cbvbivU9c1zR9LEVpJaK6MBtCRgquenFfOnhPX38N6u6y72srgKs6qeSucg49v8a9au/EGn6rEskMkcijGBn5gPp1r0qEE0eRi6skzC8Yavp1pqEUllEIrt1yHRcKy/3T9RXB6vpVj4lskurZIoNRYMTCrDcdvXjuP1rX8SXq3lz9nZADzscdOOg9j/hXn2oSXVs6gyOgVtySKcMre5q5VI3sjOnRqbs52pR88RHdfmH071F1qUB4SHIx7HvUI6Get2U32XQoyPvGJQPyFVkMrNvXpjqTSs6x6ZboQfujAP0qjdXgSB2zgKK54Np6GzYx9ae2mlLSb3Awqjuf8KwmlaWdyT8xOfxqgbovIXJ5Y81ag3YEn4GlJtm9rIvW8rBjE/Xtn19Ks6ZLONTjsYWASZtwVjgAgHvg1kSOyuH7juKkmncLHdRNtlQ5B96ItrYxlFPc1G1G5tvEDW2okGOYbFx90HsR/KrV5CqIEY5UdCeo9qzriNfEGkpPCQt1Gcrk9G7ir2lWg17xIdNudRmtVaOQx7I9xZ1QsF9hweT6e9Vq2J2SsjDiiSHUchQCe47irGrQvLAEQfNncB61kW91I95CXcncvGfwrpZSCik9e1VsR0IvAcbQ61eW+7KNEPxOeP613vnpAGMhwBXAaChhvrt+RwCrA9OSf51c1XVZ5NsbSliT1rV1klyihBt3ub2q63HdGCCFvlQlnPqT2rFvzvhcAZ5BrKhm/ejnnNaTNuAGevymuObcpXOqygkkZvzx4den9afclZIPMAAIBIP8xSXDMqbOOD+dVYLjGYmxtPr2NEdCZa6kya3cQwgKd5UbV3H7gq8x/tCyjuVOXQgmuZuT5UhA6c8VatL94bCWOKQq24EY9K0bbIslqjoNQbMQPfFeenrXoWu2NnB4cg1PTtVvp1a5Nrm5hWNbghNzvEBztU4U7vUe4HnvU1pCNjOTuSj54yO6/MPp3r1bTlxZ2wPaNR+leUgPCQ5GPY969WtGC2kIHTaKivsh03ZmuJ/JsJWXgt0rIeOSTa+8KAOSasXk5jtlQdWOTWRf3witJJCcbVJqKV1qi5S1M+41hra/ZVkLsvQep9D7VY0XxPd2sxglkDEtuBkG4Z9648XDNMZWOXY5ap4JIzdxNcZ8rcN5XritFJplVIKSsztrzX4vEHiWaJ9qlokKFCQCV64qO6tBLC8cqDc5+ZezejD0rmtbtzYzW+o2LtsDZVuu0+n0NdRJdLd6dBdRniRAR7VM22+YiMVFcpyNzYLGspUsHiPKtzuX1FY12oBXHfNdnodtYat4qXTdVvbi1gnby1ljlijWPuSxk4xjPA5JwO9cprlm2na1eWLJPH9mneIJcACRQDgbgMjPrg4q4rqQ30KCMVYMO3NepxD+z9AsLUfe8tSf5n9TXl8ETTSqqqTlgK9QvinnR7zwqgAU5vQSGR3E0cbsgzgZGelUDrUgsp083dLIdvB+6M8n+lN1O+Mdo7KcADCiubgmx8vrUymzemrrU6S5m862J+hrP+dMOvT+tTW2Wt1BPUYqKZmVdnHHHPesLFNktxtkt/NAwQCQf5irOjzzXztAtyIykRKs43bcdgPxrNt58Zhb7p9exqhJPLY3QlhOGU5x7dwa0i2tiOVPRm1plxJ9qutJviWl3GRGz1B64/nT7+NXyGb5gMBu/wCNV9QKXFtaarbOY5UxyOpU8EfhV7xN4c1TQdD0nUb2W4E98ZPNhaMgQYCFAxx95g2cdunUGqtfUiRwO8pwvHv3rQ0y1inkhaUFtzgEE+9FFdMNznnpE7zUWKuFHQDiuY1meQRbQeGODRRXPHY2+0jJg+Y81uQKPK244K5ooqGdLKEx4pIiSGQ/dK5/Kiigh7MteH3ZZ7uIHCYDY96cmqXOka4dRtdnnxM23euR8ylTx9GNFFUtyJ7GPGAt5bj0OBXSzk5hH+zRRVvoZliH91E5QYJHNY1xIzXXJ70UVnI0pbk1mM3Az6mtJ+GIoorNGs9ynffwHuRzWO5O/NFFCEMvPmjVz94iqMbsrLj16UUVrEjodTr/AIofXre3il0nTbYwIscUlqkilI1BwgBcqF5ycDk81yG8pwvHv3oorWJiy7ZW0cqK7gsSehPFejWpyIl7UUVOIXuxJpP32QX8zmZhnp0rl9enkMcceflY5PviiipjsafbRj2yhnYH0qSYDyiKKKXU3Z0nhsDUdHe3ugJI+VwfSrtsgg0qKBSSkZZVz1xuNFFTIgxhrraPdXUZ07Tr+KaQOY72DzArJnaQQQR1ORnB7g1h6pf3OqahPqN7J5t1cOZZHIxljz0HQe1FFbR2RjIXRv3+tWUchypmXj8a7i+Ytckn1oopT3Q1sc3rMr/u0z8uc1UsVDTjPrRRWcjal8JvoNoIHSoL3ja3cjmiis3uCM1mOc96befPCsh+8RzRRTiOXQksZWbQpkJ4jmG32zzVjUPEWq6lpdvpl5ezT29tI8qCSRmJZ8ZySecbePTJ9aKK2RnPc//Z", 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", "info": {"video_id": "186778", "label": "moving a small jar and a dvd casette closer to each other", "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": "186778", "label": "moving a small jar and a dvd casette closer to each other", "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": "26c116184796bec2d97b042d9b03ff44acf9be2f960cb906e19bbb989db53d97"} +{"episode": 34744, "episode_seed": 3089224624, "split": "train", "timestamp": "2025-10-13T03:12:05.476526", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3089224624, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 battery from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 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": "210430", "label": "pulling battery from left to right", "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": "210430", "label": "pulling battery from left to right", "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": "0836a20f358860428d1e4eddc0380125cceb80c233b4e7b4beb8502dbefd7aa5"} +{"episode": 34745, "episode_seed": 1722277084, "split": "train", "timestamp": "2025-10-13T03:12:06.534380", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1722277084, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 be tearing 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', [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": "88851", "label": "pretending to be tearing cloth", "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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Scddvr/Ku8tdEtrbTZZJrZ7iZ0aIKRyGORnH65rti+vqY1Ie+mjmbhkmiZMZBGKgtNFVdIjmm09XeEiNNoPzoDwSo789ec8Ui28tpqi2dxkEPtJ9RnrXZ2riORQmMKOCa4G3DQ7LKWpk6zpkeuaTNClykDgAQRheWOOh/Him+F7TWNDiFpq620c4gHkxiTfvwScsRxnmrfiGZbiDykj3zlW4X72MdQe31rG0RfJtLeO8V3ZYww8wklif4snnmqjUlGNkU4wb1LwiWKYzNMyiRWJ3fwAnJ9+tZOn3iXfiu9ZEZUhVIgXHzMQMkkduvStq4S1luVlRpI2C4Kh+Pyrk/DUL219qBlbdJ575b15pe0vBpkctpaHR63eiG3fB6CudkUGwfJOWjOfep9ZmEysN3Clfxyacigwxr0zxSpqyuZVnrY4XVIZ3trby8cM+89z0/+vXV6GDJpFszddm38uKhTRptQ1J7GABnjHmvjOFUnqfQcV3WkeDLbTJo98zTLOgdyxwgPbA9/WuuF2jOcLxRi2MqizVe44IrMu5m0/VBcLbLPDcARTQkZEmDlQfx6Guk8TWUsF0b6K08i3JEZVfVQPm9s9PwpmiwJdHzpB8qfdwMnNYTbhUcjoVpQSKGl+HXujdahqPlRiTdsSBABAW9Poc8Vyt7He6N4hne0MsccjbMOpBcAgjr7jtXp1rp89gGMiLcWyyGREJ+bp0I6Gqct9od/NNDcRzG/RSywjcI0yPl7Y/KnCu7+8V7G60Mi71z/hIreGWE/vIlKvEgyVbrj8apa/qoOkWsESMslzLGkjSYDfLyVAGeOOTWvJNZ26iS3hW3BQeYoXBD1yGuzrNr9gjEKiL5g7Dk9f6VSqqTZLhy6HdrcBLBcccVzXnfab+c9Qo2ir11dqtqqockgAVl2OFnuAOgdh+tc1NbsVZ2VjP1GMjUTLjAMbY/AVjeGIZYNS2SuD5kZGScZPBwK6LWtkekPc/xcqoHctxXQaP4CjaCWbU2aN4lWQRE7QuehY/0rrp3MUk4u5Vi/dOj4OFOCfTNSXird27xEZVhiuzbSxLo5sreKLM+EmfjMZADHnuelcXHaXNvqYs50YPnOfUVnWg0+Y0oaR5WTaZuuUsrXV0RtzsVyOXwMAse/Ax+WaTxN4UN/pJnsLXEkjhY4IxltozyFHfua6ZbazuVVJ4kdY8bV24wfrWR4hnlsYi+mXEsE4X5HU7tvODwc4FZqtJyubKEbalHw1B4j02yu4NQikjUxgnzuJAMYyB6YFOtY208uZFEySAYG/AB7buPu/SrdvcvdBZZ7qUShNhZ+SwPUEe1UNWhnjsr145lKLCdgAwcY/nV+2blqS6cUtCt4WvmvLm/vJH3GadmBxgY6DHtxUuvXhKiMHl2AFZPhSaG30wJuAfGcU6+l82RHI6y7QfoOf5is2r1Ak+WBJfRebYvGB95R1rjdWt5JntijH5IuV9SSa7sAO6IwzlTxWZpGiNrmuXyLujtbRkjZ8ZPJOMD1zmtqd76HPTV9yxaAzaZGwIZmjAJHIzjmtWKYxwrG6lZFG1lIwQa6rS/Dmn6NeywQKhYONu87i0mCcH6gVleJNIvnmfU1RS8uWkROcdhj1OMZrSrByhYdFKEn5mPaRXkerrPZOE8wYlyM9Ohx6jsa1tOnt57aSxlRYm83bKJF529zzUfh/cYHuSe+0eoxXQi4jjttzINvU5rklN/C+h1KKvc5OLwa0WuNf6Fq9va2e9WMdxIfmdfQAcj/wCvV7UYBftDdyXJMgYxOqjhSuentxWfc2D3mtwX8VurhInKkDllHf8Alj8avpJbSw/MrAsvMoODn1q3VnYOSG6Rg+Ib4vqulWaYEZkMzADliBjJP48Ct+5utlmOe3Nc7q1vDbXumzmR3C71LMOecHtVm5u1nMUcbAqzAfh3qJtzsTH3blK1kM7TyHu3H0rI1WMJNdyHo8THj8q1NOfNvI31OKp+JiI9IjdUy8hCZ6cdf6VqtDlTvI9pSCKC7W3DDJtm2YAGFJA47ACltVigu5IkhLBEVGGefl6H68/oat+XuvxGuQSFG4Dsg4/Vs/hWd9l+w/afJineVmKhyAc4GMnPXkcV2I0aRl6rDa3UkV4cNsk4LDBAziq101gGwYUZu7A4/Wug1ALDZRwSgPNMpHk7AAeOencZrh5potPkEIibz1/vL+orlxENUzSm7Kxo3EYj065ns4ESTyyPMfIB49+TWRDqcd3AiXOYniUBSOqfT1FJNqRd2S9d448DIHJIPb2rm4rpHUwszNEHIil/iXnp/nrWCTsWdLIZ4z526OeP+8vB/EVzodXu5ZoiUd2JJU0TarJp9hIGAYEbVbPGT0rHs7piwVSWY04xYm7G3MWksmLD5jLk/wDARj+pq3Gw32wPTqapsriBY2+8q5I9ySamVg2znGFrSxySd3c6rwjbLFd6/dlmCiCFyB0ON4PHfiuvvVhW1Ezqu90SEb+2MEDHY5IrifhrqJ1G48QgnMMbQKoHoCxP8q7+40/7RBa3DxNLIXDMpPGCdx46Z5rqgrJGsdtSrqRS5VbaWHmQEnaMg/WuXhRLSFoYonASQgbVJ7119oszPNJPujhVdvlrICQRk4z16Y71y2o6iLWd8JKpm/epuB+6fX3rHEx925dPRiXGoS/ZysMMzMRggrgfma5z7Ay3d1NHPvdUVSv948EgfTtWml60nzTzFU67R94/4Vz08yQ6tObYFTIfMCknDjpkE9+K5YmtzYXUX8jJwVPGB2rG1lYJ76GeRAZAm0E+macl5bXzNvUxzD+NTgn6iud1HUCdTeMOXEWFpxi76CbNmIBbiLZ90HeV7cc/0otPkluO5IzVa0DeS00vBxtC/UjmrCDbJKR0K1qlY5qkrsmvIhdaI8GQGAyM+uQa9cSGP7Rc2jRkxBY0JbO08bsZ9up+teFeJZ54LKBI0kWN5AWkAOBjtmvf4YFu7mSOVcxMpYjPB3cfyUfnW9NaDhsUrS8DrdzR7JFDnI6biBj+QFZGpwPtt7hYXViwBZx0yOa1nsriKNIY4o4fMc/PvKnlsgcdutN1iN3U21tExk8veZXOdxB4U578Vc43i0UrXuc6Y54zn7VGm49FTJ/Ws3U2W1s2lgje58yRVlc+mc4/+sKry3zySZuMD+8oOKg1C+a902VEmSBI13Ju4yR6D09686KdzdliS4W8f7TDsEpHzIeA3+BrPnvPLin84PH8p+Rh/nNZJvDIodTslX76g8N7iqut615lpFbKHaVzyACcAVXLd2E3ZFqJonj6ADtjtTp8m1twTyDv/En/AAxWTYeZM2128tQcNuODWxKAQyD+AhR+AxWvLYwqSvoi9HJtu0Y9NuPzFbvgy3WO91iaJfMeWa2QKnJyd2R+mfwrmwJPmKJucAYHqcVo/CZrkza+ZkkWYPExVuCrNvUfz/StKcdbkU9z0i7miiu7dUZBJPL5uMZJPY/lRcmS5neJoCwVAA69Cfp6/wCNW7rTAs0csFvEzCMh9x4JxtAP0xUEMTxWVxPMnnsxLLEGJHpjB4BrosW7HJxWXlT3MbiSHL7iMjPNG2zEmzbJOx+6juTn8OlWfEkd6kMdyZCEGQ5HoegP0xXLpqRRHMXzNjLNnt7nsK8+rBqbNou8SzqNzdWWsO3mL5flr8kf8I55z3qCSYThmtHXceWiJ4b3B7Vk6rfRC6t3hmkN2qneG4DDg4xVNbwQy+dEPkPJUdvpSsMuX92oaGEqVcckHtUcBXz2dSAFQkj3PH9a5+e9mv79p1iZULBELelbVsqxQAlt0jMFb274rRQsjKpNWsTWvywzqOm7ijVhFc6OsTuqtlQufUGiNSPM29CwxWN4rgvTHA6xMbVMksnO1vf0q1G5hF2lc+horgPdytFhgBs3D+HnJ/HOaneJ3hZZG3k5ILqD+lY+hweQJLdmYJKOMHGD61o28cen2zRCSRscku3zdB2PFdFOamrmrVitqIug0bIsDYzu3EqSc9j7++a878XTyyxs6nO2TYAo+YAjr+BFdY+ttdLcNjy0EhEfG3I56g++a4LUblZdUYOxMVv80vPDueMfhyfrU1JWaRpGF79yhdaTYPPb3cl07ukcjLb553qcc/57VlPazia4uIOLc/MEDbtzccD6k1palfytA7GWQp5kiL+7C5DjIyazbK6FmlhJK2fnk+U9GP8ACD+I/OlJLZGUeZXkyKeFbq1tWkExjYkFH6bx1I9u351esLKMq7QHa33crxtI/wA/rUIt5Y7qexYEEnzIxnOD1IH8qnjinjTb5KggHdxtJ/zxWa3Yqie5aJzLJzxnbz7VahTJO0LuAH3ulUre1MZjZWz5h6nk/wCf8RTdOhl1Dxbc6ZNqk9oGEnl+Sm7cyoWCj+6OCcn09TTjG5nud14Jt7OwbVDFGIJrp4kManIbG7OBxzzXoK73dQzlWA+4pwOmPxrx74by3OpfbXmneTyhEybv4Sd3+FetfZ7e4khvXjzJGAOuQuO+P88VpCfvOLNVH3USzRuPM2SYLLgDaODjr6/hXD+JbeYW+6aZWkjziRE28ehH19K6LWdTmie3gtkLB2BkIG5doAyMHmuV8QXo8iR2YlV5K9ctk4Ap1X7rNKa1VzibjUPIinaRXfycMxX7uPYd6yr/AFO5uHhnnDLlfkXHzKOozj2rW2iCMpnNzPvWUo4GMjIXnsOn4VjGR578rn5TETnOfmC+vc81ioRtcG5c1hPtbSM7fMHRdxYdh71La7GZN8edzfNgZ/E0LmS2hvYQHRFEU2D9/OS2R7Vat7CaJg0KyEHgEHr6f0pcqTIneauizO0EQAEi5kYFh9On86ni4j39FJ5JFV0twJMTPnYNu48YPofejUjLZ6NJLG7pOrrj3Bz045/+vVJamJsrAGJiP7xWOXjZQQR9SOn+exr1WyuFnhknRwLdmxu6cDgfgK8R1XZb6HDqWn6xqEqtdfZt1xCIxMQm5nix8wRSdpDeo9wPZdLt40tpLWZFaKVckMcdvXtV83K0n1NIR0ZqpGkluBDISh6PG+fTvWZqEUpcTLdMFCjMe0FTxz7jt6VdkkjsrYpHEuV5VRwCScjBHrXKNf3UlgHuSxkcsVOckZ6DP+NatlpdjifEH7m6aSEAzGbnc3BBrGvLa4a6kkuLxGt2iDrGpG5i3HPpite6uYm1I3TnMMLbU77mPVvw7VhapLIbZdxw0gMYIjC5w2Rz3rnjZ6vcuqmmktij5V3HA0mQ4XOAp52DvU0ilLpd/wDEgbnnGR2I60+2kEU8EOSDPbCNmxkAZy2R9DUlvZmZDb7gwXJhbdwynOP5UpJbkNN3iXbQxC2zMrR85II689aLdxO2VBJLH25obT54YlaTcAT5agtkMfT+X51Zt4I/NUBWOz/WKM5Hbp1//WPxLXMWmtGWYACHLMw2NztOCO35f1rr/BzFZ5Y8AySlGDnB3Bc9eO2en+FcFpkkd54vbS7rUrm2tHl2xTQyxIsfqWL8Yxngck4FdL4DS5TXtainNxvsp1RVuVUOuC33tvGSBzirb5VzDgtT1BGia4IaVTPjlS3P5VHcwM0ciCeWMueGDcrz2z/KlEdusrXaRIHcfOyjJ5GOR+lY2p390dWjjhG2BFYsA33ySR0Pp61tdWNUtdDJ8Qfu44o5JndeQedpYEdwOtefWtuJVkjmlZVMpTzIiTjgkZA+ldD4nvz5PlxEiaXEcY/u54Jx25/lWA9wEEVvbmT9zIg3IQpIxjnPH/66wck5amkovkujBawgWGGCKZ/MP71pZBhj1J+g4p628iSzRsQVaPzIW3EMwBxwOhzioo8yX87HJCxOnJzk9P61OkhubK1nDFJ4x+7jPTYowcH69qHrczWlk3uPsmJdCY96gHeR2/zzV2eaMTJGgcnq3HfHWkh0szMHt9hWTph8U+KBFDlgzIDtViOcgdx+VSkraGUouO5ZgBAjYZALD7vJH+c1oIqRkqvG0H5Gc7W47c/549KytTkl07RfMgdorkOoDqfvA+h5H+RUWuadr2h6Hpd3eXV0JL0yGWAx8QY2lQTj7zBs47fXNWo6E2PaPujI4I5FVryd9xBO5cKArcgA/wD6qKKzw/U6ZGFqTFJBEvCMyn6Etgke/Nef3CgRzgd7lkP0XAFFFVWNaHxMzb5j5OwnK714P0NVdRkMMalFX93MhXI9WOaKKcNkZVN2a6R/6DYz733SBpGGeOeceuPauoW3WW3jV2YrLIiMM9ueh6jpRRR9oUf4b/rqZdsiSXTKyjbtHy/w9+3Subur6bSPE9xfW20zQu2zzBuAyhU/oTRRTgYdTsvhEoC6tx2hGf8AvqvQ724eC2mZMAqhcfUf0oorL/l6dEPhRQv5G+zyOeWRTtJ7YrlNQ/0iIyS/MySJj6tHkn9KKK2ns/Qcd16nJuxSaNxjcxycjPesy3wGlcAbst+oP/1qKKyhsXW+Im0LE99cQOo8uASFMcdWI/lW5p0hjQRgZCMcEsc8H60UVUzOluWFUT21sSAplk2OVGN2FyCfU89aoeIedCkUgYjmQKMe9FFV9oxl0MjV/Ej63b2qy6Zp9u0Cokb2yOpRAPuAFyoHOTgcnmvfvuRZHUCiis6+6NKfUx4L2a4vbyNyAsbrjbxnK5OfxFZFxK02rLbN/q2kVSBxkYOfzoorbqi57P0/yOM1AAQEgD5VLgdsljWNc5Z4QScBif8Ax0GiisYbmtX4UUb6SRLi0VJGT98IwV6gFef510NoVea1cRojD938qgcYoorSWyOdfEzWgbdewwlV2OGVhtHI4P8ASq1m58hJP4i2D7/5/pRRU9EKruznrvWm0vV75DYWF7FPKjtHeQ+YFYAEEHII+8eM4PGQa7n4X3lxqV7r99dyGS4neKSRiMZY7ieO1FFOr8AqfxI7HVr6a2EKptIaZFOR2Jwf0qjrVxJFaBlb5i2Mnr1NFFKL/dm6S5kclrKgy2Up5cwTSk+4baPwAJxXNz/JNIg6KFOfU5FFFKp8ZVJ/uihbDcyrkjc4yR15bB/lTNGkeC1nlB3Fp2iIfkbc5/rRRWnQ5+qOo09f3BUHAVio+UHA/Ee9I8hddO3gNviBbP1wPy2jFFFZx+Eup/mUfEEjNpksZJwjKynPI+bFYV3r2p3+mwafdXk00Fu7SoJJGYkvtzkk84xx6ZPrRRWsdjnR/9k=", 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", 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", "info": {"video_id": "88851", "label": "pretending to be tearing cloth", "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": "5f0c842e3b3395132fdd55792f9a7880b0bd1d35ce8c0373e7aa80d95a616fdf"} +{"episode": 34746, "episode_seed": 4197326414, "split": "train", "timestamp": "2025-10-13T03:12:07.426031", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4197326414, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plate in front of notebook'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "59904", "label": "putting plate in front of notebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "59904", "label": "putting plate in front of notebook", "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": "b5224b643baea23759c7fcf903695ac7fde9562ac9faf6ebd3d937f19ec4599e"} +{"episode": 34747, "episode_seed": 719970763, "split": "train", "timestamp": "2025-10-13T03:12:08.676454", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 719970763, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glass 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', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "158917", "label": "showing that glass is empty", "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": "158917", "label": "showing that glass is empty", "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": "5cb2502d0826b7b5089ef206090bd8ff98cacff11deab394bb219085a6ef987d"} +{"episode": 34748, "episode_seed": 263545401, "split": "train", "timestamp": "2025-10-13T03:12:09.775476", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 263545401, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a hole into some styrofoam'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "117432", "label": "poking a hole into some styrofoam", "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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nO5vSjyot2y4iGCCPQ9f/AKxqxFMLdGDMMHkA1iG4kikAbKke/eqGo6vIZUji2lyQCG6Ad6lSsgcSlr17Hrsnl3AicRnIQ4O38D+prEtdHMcnmWt3NasBkLneoOeAVPv71oXcUV5NskiBAJ2sQUI/LmqBi1CLC20onizwkpAYE8de/HrXOpSfUHGKVrHJ/EI327T1vRCWXzMPFkbvu5yDWVAWhgRQARtA+lafjOVrifTYHgkjaN3Do4xydueelZiyj5+DwePQZrrT/dxRypfvGy7HMuBnBT17US38Vou9pB0+6DWQZLqfMNtG8jE4AVSSfTpW1pvgTVtSmRrlTFE3JMjc9v4etT7O+rNPadEY8uoTavMkYyIlOfbNeheE9HW3hWUhl3c7zk/qVxV/S/hva2qpvkeQj2xXZafpSWaAR7kCjg7ifzzTlJJWiXTWvNLcfp6KigtgZ6EDH/6vqK0tw3rLu6c7vWqEyld2MLgdB0+o/wAKz7nUhDAy57cipizRq+oviDUxH9ojezE1tKqlpCoccAgjHUVwx0qxuJDLZTNCTkloJMAe2P8AGug+1zSRGSTbv3YUqvb0PpVCezguCs2wxXB5EsTbWz7nvWEpty0YuWKQirq9nb4jlgvYsfMki+W4JHqOD+leT6bGftEjdML/AFr1Fo9TtAZcreRrwM4Vwf5H9K8ztFNukjMMbpOMemP/AK9dFF2jL5HNUXvRNKKdt3OAw4Aq0sylScqpHJrIM2PmGRzyDVSWW7upDFGHcuR90ZpcnMac9jUu/EC2w8uJizHjNR6LbS6hem4lZwzuSWBAyfqataP4C1O6uo5LiFo4+DukwM+2Otei6T4J/s91kEhLAAEqP8a0SjTWm4lebTexe0Ox8qFcFXz155/PJ/WuvgAEWAcjuD1B9vQ1TtrTZErMuWXocDcPx7/SmSTGLaxI+oPHsayvqdEldGhK/l6fcRkBsoxVScZ46fjXnWsSWU9+00sH9m3BOQ6DYD+I+U10F/q7vOsUW1mPBDHAxWdJJ5shiZQ0RyNrrgfQioqyaaSJUVuzm5NebRJEmu2juIgMkgYI/D/CsDx/aQCSx1BLtZ7i8DvIqniPAXA+vPNXvFej6QbRiZBYu+dpVvkz7r0rhg811eRxSTRyhGA3o2Qf8OlbYdK/NbU56zfK1c2Yi0USqpBG0CrizBcZIKjnJHSqG8uwyD8zYznihre/uiUtLeeVd2AyITxScXIpNRRbn1KK1Uvvy2OlZD39zrEyRYPl7s47ZrYtfAOs3ZRriER7jhvMkAwPoMmu30v4bx2yDzZS7ADgLx+tVGMYa9RNynp0KPhjSUWND5n/AH04bn869I02IRqAQB6EcDP9DUOm6R9kQRqX2rxhjuB/A1cceWCqhVUDlR29x7VnKV3c6Fa1kXWB3q6kZBzkdDWH4lvJcvGtpHcwSIpcZBbIzwAf8aJ9WFtbtuJ6flWMb2aeMyNjcWwu0cgf7VKpK0dBKK6nPpHA03l2N4beTkmCQHGf9084+maXV/E1x4c0nff2w4cIrx4ZGY+o4IwAa1riKG6hQXVvFLnkFxyD9etcr4g8KapdLv069SWBOPsN5+9Un2LZP+HrWcGpP3yZXXwmfp3gzUnt1WQRwnkncc4z7CujsvANiGVruSS4KgDB+Va7BIEi7H5vap4oC5O4fMD+BrZ1G3clU0kZtno9pYx7bW2ijGeiLit6wtEjX5xyeQaijRfMx1I7VejPyAdOvUUr3Ha2xLkBsKvTk8VDNcEHAA91pZZ2C7ScEdxWbc3ITKlvmPP1oaKTKWuXaWkaSkgKOOvT2rmY7gyBJnPJ+Tr0PYVU8Tag+p6tFYwnMUHzvxwznoD/AJ70sTQyOpf5s4DFRjb9BUS7DcjctZWlaUCE7VGCRyfeohcRHcvKZYlQRjPHfNUog1uSsM5CsDsYN1X3rBtXudQ8X3GmPrNxbRgyeV5aBtzKm4LzwOh5PpThTuzGVSxt6xoQ165tHSUxx25ZuRkndj+WKns/BGnQgmYPOcjO84GB7Cqvw71C81RtSe8upJmAjKb+cZ3ZxXbmPy8M5PB61Tbj7o4xTVyna6ba2yBbeBI1HTauK07O1XeG79RRt3ECJcsec44q3CMFSePw4ou3uV6FkbmXCkKailZVXarZzxjNMknRFGPvDgYqjcXapGzHOR696B7D5p9sbKzZPP4Vw82pC9vGjSQbFyrH1JPSpvFGvG10xkhOLmZhHGB2J7n6DmsDTI1tLYRu2FI5Zl+ZiPf9amWiK5rnQRT7EIVSxDbCN3ANXbiURiIyRMpOGAK/KAKxo44XRShKTKeUJ6r3OfWqXiK9uoNFM8N2yOroq4bnGTURhdkSnY6JJomVipZnPIOefcGuVtfAty0SR3FwqdeVXI57c1BqdzLa6DFfadr2oyq919nJnjWNZyFyzx452qTtO71HuB6gI87eBkgVs06fzM42mcdZ+AtNjYef5txgf8tDgfpXTWWmWlnGI7e3jjXGMIuK0fKR2AUEN60qhYpShBOf50uZmiikLBbKzgkYArVUNjAC7vfvVOEPuYspX0Aqw0qoM+2RjrQMbcOY0wrEnPABrB1m9S1tBIzAAHB9u9aF1coodyeg54rzzxFfSahqcVmmfKi+eRSMgsfug/h/Ok+41K2hbim3BZnPLfL16HsK1LWVpXlAhbaowSOT7msOJoZHUv8ANnAYqMbfoKtRB7clYZiFbOxgeq+9ZcvNuKUrC39np2qQtBdwhlLEqGXaTx3Pas7QvAelwajeSrC0sLBGiVyfk65+tUbO5a68ZS6Zeatd21u0uyOSOSNFToctv4xjPHUnFdB4Nmv5NW163u57l2t5lRVucb15YcgcA8DOOK6FBxjdMyUlKVjVi0DTbT5lsoQw77AT+takcChQFRQmOAKt+USmMhmJ/OiOGUjYxKjsQKjU00Q2C2Bbew+mO9aiDGF3AY4zVeGIKuAQQPX1qWSfZnjPHQ+tMYsrLEMFstjJ7ZqhJLgMrnqMKP6UTXYxg598etcxrut/ZNPlnQfP0jHqx6UNXGnYoXt+tzfmEONq5D/jjAp8VxtUqgViG2feyAf61gabi3hPnyEmT5nJAyW6nJ9K1I1gdBtxHMnbPBXvWTV2DlZG1cytGsLSRMGOGBwCAB7dqZHPG4JVWZhzyeQe4P1rmvEF5Lb6MZoLwpIHRQFYZAJOapa3b+IdC0DTrm51G8V7xnMkLLgQ4ClAxx94hs47fnWsKV0YyqanqifOpLckNimRswuWQMduKKKg2ZdjiUBepJPJPWh2KjaDwGxRRVdCUUpHJ6nORnmsLWJnRJXU8qvH86KKaGzxQ3lxPcyyvK5Z2LNz3NWUlk4HmN+dFFd6Wh5zepcjdzjLt+dZa6jcaR4he+tiDNE7bd4yPmUqePoxoooYluegfB6NQusdTtEIGT/v16qYldDkdDiiiuKp8bO2n8CBVEakLwBUqnJVT0xRRUGhUuh2HAzisnUGIjwOBRRQhnjPi29nl16SMyELFwoHHXrWdHLIcZkbp60UV3QXuo4Kj94uQySEnMjfnUeqknTGJZjh170UVRmGreJG16K2il0vT7YwKkcb2yyKUReiAFyoHOTgcnmvoM/dH0oorlxHQ7MP1J4gBggcmnqqyEFlBODRRWKNnuORjuP0pLj7mQMH2oooAwtWYpasQevNeF3l/dS6jcO0z5d2JwTjrRRXRRRhXew6O4mOP3r/AJ1ejllKjMrnjuaKK6LHJczhrT6VqF5G1jY30U0gcpew+YAyjggggjqcjOD3Br0L4XXk+o3uv313IZLi4eKSRz3J3547fSiisqvws3o/Ej0ZGImAB4AzVjcdgoorkOpiK7BAoPFJcsTHk8nbRRQMw7qVhCQMDK9q8p8bXkzX8FvvIjUFxj1xiiitqXxGVb4TnYpJMA72zirsDMeS7dfWiiuo4xmq5/s5vmbh17+9VrnXdS1HTbfTby7mnt7eR5EEkrMSXxnJJ5xt49Mn1oopMI7H/9k=", 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", 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", "info": {"video_id": "117432", "label": "poking a hole into some styrofoam", "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": "de550dcd03a293c14ae1108673462067e5869fedfe2cf7a4a5c99cd26cde9f28"} +{"episode": 34749, "episode_seed": 3618481227, "split": "train", "timestamp": "2025-10-13T03:12:12.153519", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3618481227, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stainless steel mug in front of a room fan'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "27684", "label": "holding a stainless steel mug in front of a room fan", "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": "27684", "label": "holding a stainless steel mug in front of a room fan", "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": "24ca4ae0ee781e85459774b250fa3b3838220e5c197ed41fc8953f8e84b17b9d"} +{"episode": 34750, "episode_seed": 1487775714, "split": "train", "timestamp": "2025-10-13T03:12:13.762241", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1487775714, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying spoon on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "193074", "label": "laying spoon on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "193074", "label": "laying spoon on the table on its side, not upright", "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": "ae44d8fa13050c654d930510cb500bc040135f00df736bc17b3e33f5f215a30e"} +{"episode": 34751, "episode_seed": 2990094588, "split": "train", "timestamp": "2025-10-13T03:12:14.996009", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2990094588, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shoe on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "49451", "label": "pretending to put a shoe on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "49451", "label": "pretending to put a shoe on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1c7bd31e28fe61154518df739b254a2069c965234d8705c6c7ef733ba74f19ec"} +{"episode": 34752, "episode_seed": 2147917402, "split": "train", "timestamp": "2025-10-13T03:12:16.575840", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2147917402, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 extinguisher is inside 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', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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kAAAdBwK58XUu+VHHQhZXA4waz000KPmkJ+gq6wqbGTXIpNbGzRTGnxY/iP41kalaCB3ZMgFa6bYSOKy9agP2UyenFPmkwsjxjx/GVktJMcYIrlbaRNw82PcvfFegeN7Pz9DWQDLRNurgLRQ5C+telRl+7ObkTqWZPbxRJFcOX68IhHLCqEyksWYkk8kmt2Kza5kITk9B+FZd7H5TshxkHFXGd5GtTDpUuYfodu1zrVpEgyWkFfUdvi3tooVHEaBR+ArwH4Z6b9s8UwzFcpCc/jXvhbiuTFSvOxnRjaI9psZqKRDd9wNvc0xjzU1seHx7Vyy2N46O5Si0doyS07EFicBQKsrYRgc7j9TV0HIxTghpc8rD0Oe1OyjQK6ZGPevJfiDZ7oLa7A+4xRvoa9x1C132b8cgZrzLXbJL6wktn4D5APoe1aUKjU7smorxPMrSImPKnkEbfY0l9bSIDJLuJfnc3ephDNpsrwygq6vxnuKtz2kl9axv5xZmGEQDpXc5WeptFw9k31NX4XWZl8RxTEfKJFH5c/0r3xpWJ7V5d8PNNWwv4YurJGzsfcjFels3pXDiJ81QxpxtEGlIFQvMwGO1DnioC46E1lcs6RRuNTKKaqDOakCkVaRk2IcEYrJ1eMSWjjGcVrFR6VUvY827j1U0mgTPGtR+W6YdwaaPDOqajarcJpN1NCeVdYiQR7VJra/6XL25r0HUfE1xf+EdJk0MyfaPMSK4SFSTFtXGCB0BOMH0rqgKR5V/ZKWUpWW0aJx/DIpBH4GrtlEZrmOJRyzAAV6V8SPsNtoqwyzNNqEkqtGJH3NGo+9juFPp/hXGeFLTz9SEhHyxgtSq6FU3c7SOMRQpGvRFCikPSpDwK41Lm8v/ABld6Y2r3NpFmTyhGobLKm4L7Dg8n+tc1Om5uyLnNRV2dvYLuL/hWkigCuH+Heo3moi/a7uJJtoiK7z0zuzXdqMU3DldiOa+opAI6VwGvW7wavd/IQjruVux6V3zfWue8RRCS2Zsc460luK55Xq1nDfwvDJ17H0NcNc2NxYFomUlc5BFd7dttlYe9U/K+0gqYvM/DOK7KcnFWJa1uctpMpSZ2LbeMVbj0d9SuUd8iFe571urYQRvzAFb/aFWlIyBjAqnKz5kNtz3Ol8IWMcUw8tAscCcY9TXY7sCsXwzAYdM3kYaRs/gKTxVdXFjojzW0rRSiRAGU84JrifvTNfhRstyMZq7GmfpXnup3c0GjQ6hY67qMoa5+z5njVFnIXLPGBztU4U7vUe4HpkcfAqqlJwauRGopbAkNU9XgJ06bjOFJrUXAAqO5VZoJI26MpX8xUWC55PqMSXGntE4yrZU15XNYvp2p+Q/TPB9RXrmqWktlE0UhBIc4Irk9Ssob9B5gxIPutXXRnZGc1rdHNWsrPKsKMAWOAT2qtqVkUkREbzJGbBwO9akOh3ENyHVlIB4ya2bawjilE0uHl7ccCtb8rujSpVdSCgdR8N9I/s5Czr+8CZY+5/+tXoJPeue8KRbNOeY9ZHwPoK3Sa4Ztyk2yoqysDkYNWNPyxl/CuJhvpLrxrPpd3qt3aWzy7I3iljRY+hJYuMYxnjqTgVu+CprxtS1y1vJrl/ssyxqtxjevLDnHGeBnHFXKk1HmI9or2OoSIlqtqmAKQY9KkFY2G5Ec0SyRsp7jFeT6xFJb+YkilWWQjmvWnIYHHpXA+N4dqBuOTRDSVhXOQh8P3fiBGNtpst15ZwzRpnHtmq82kSaK5huLKS2mx92RSDj8a7Dw5roHgu+0W2mWDUvPEkBZwm8EjOGPGRg8elO+I+q6bc/YbGxeOWWDdJPLGdw3MB8ue/TPHFdvQlN3KXgtd15cSntGB+tdpv9a5TwXFiyuJMclwP0rqSBXFP4jdbDWbNVnHNZviu7uLLQ3mtpmikEqDcvXBPNYGtReItF0bTby61C7Wa7L+ZEVwIcbSoJx94hs4/+vV06Mpq6M51FF2Z7BH1qx/DRRVR2IZG1QTDKEHoaKKmQI8X1vm4b61kwXM9s/mQTSRPyN0blT+lFFbw2KJJJpJn3SOzserMck/jXa+EEVbKZwPmLAZooqKuxcToGJzXmeqahPpfjC8vbfb5sUzbd4yOV2nj6E0UUsP8AERW+E6b4XgBdTHYeUP8A0KvQj0oooqfGyY/CNycday9ZANhJxRRWbK6HkWpfLNIR2Jr2q0SPRvBkElhFHEwtUfIUZLFQST6nNFFdUSGZ9lcN4hl0621JIZobm2DyKYVySVPQ4yPwNeTtGEvZIxnashUfgaKKc9ghuelaegjsYFXoEH8qxfGZ/wCKff8A66x/zoorlp/Ejafws5LVfELazFbxy6bYW5hVUje3R1KoOigFiAOc8DrzXtK/dH0oorfFbo56XUeKikPFFFc6NTgvFwwCfeuY0Gwi1XXLayuGdYpHwxQgHp70UVvS2JZ6Fq3w70Wy02W4hkvPMRSRmQEfyrzAj97iiitGSj0jQlC6RbAdCua0T1oorj6nSec6pq7aZ4h1NDY2N5FLOGKXcO8BlHBBBBHXkZwe4NdZ8N7yfULrXLy6fzJ53jkkbGMk7vyoortn/CORfGd6KdnAoorjNWFcZ46A+yRfU/0oooXxIEeYEncRQWJ4oorq6Atz0PwfxozH1lP8hW8ScE0UVxT+I26HO+MiT4cc/wDTaP8AnXDXeuajfWEOn3N3LLBBI0ih5GYktjrk84xx6ZPrRRXZh/gOat8R/9k=", "info": {"video_id": "7250", "label": "showing that extinguisher is inside container", "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": "7250", "label": "showing that extinguisher is inside container", "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": "21ec1f6502e58fa3af77368dba9f5435bb6905b83b1f23a7327338e9f4e622e5"} +{"episode": 34753, "episode_seed": 425617735, "split": "train", "timestamp": "2025-10-13T03:12:19.197138", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 425617735, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a paper plate with a knife on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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2fPuicy2zfckI5+hrlvHCfLphPdpR/wCg16JCwjBjlXdE33lNcX8QbNI/7MwxMWZCp/7561i1Z3NY3bOHjtWuGWGFN0jkKoHc13OneB9I+yoby9uRcY+by8bfw4pvhvQ/sUIu51/fyD5QR9xf8TXRLHk1UQqT10K9p4U0SzmWaHVL9JF6MAv5dORWsj20d0r7iXVlYXEYKPwMAEjnHt0qFYCRS7AjYxzROnGS1JjVmnoXr23TWrQw3N1BJuOWaW2RmJ/hGRjp781zsvgMSRLFPrUUduqA7Y4QpLZ5/DFaxx/CvPrTGRz7fQVlGnyK0WaupzbxGaZ4b0GweRlum3DKxsyH5QRjt1Pv/Ksy/wDAljfzvM/iSRnb+9AAB7ADoK0jE/8AeNNy6nDDIrVPzM7vsZdt4GW0WTyNXgmLcgFCpOO3Wkt7eS3LRyqVdTyDWzszyDU7RJfIEchZ1GFf+97GplG40youn25CgQqAo2jHpWVqemNGMctGPmVu4PYGuphizR9lDO2R3pTSsXSnJM4SK3ubGZ7gDeNvUDj6V3umeJrPVJ1tbO9ImWBAI7xAVJC8qKkOkpNHgRr0xtI4YelcJq3hW/024eWKF5IVywZByqj1/OuepSjV0kb8zWx6E9pdTSYu/DGnXcOOZEcqwHqM5Ga8saSFbiZVGxNxAV19/atCzvL22dVa+u7SSM4AYMRn0xRbpeyS70jkuCeTiPcGycdx0JrTD0nSbuzOp72xiou2RSGUsDkdq7vQ5bq/vbPghIiZZWH8XGAD+dRaT4F1i/ut15EttCT9zAyAD0AHTvzXo9noMOnWyQQoBgAE45NbuskrIy9jd3kZ0ltxnFVZIT6V0r2mFwR2qjNa+gpXFynHavGd0CnoN39Kghh6cVr6xDiSEY/vf0qCGHpxTFbU5rXtBa5YXcP39u1h6+lZ1h4ih0qC00670xCIWZZZRxIcnP6V6PFaCRCrDIIwaztQ8IWuoEGaDeRj5gcOAD0zWVRKWktjanfoZ8d7oco8yLxBe2qjnasjg/hXOeKpF1HVY3t9R+1ReUoVpvv9+DxXRW/ggWrfurt1GDmOeEOuc8cHsKvf8ITb3GMvFGfl/wCPeDbn16k1hThCnLmTZrJSkrHmtzamLy98tud2ApTn9MVueH/D9zqCN8gSEnBfnHB5xXoWnfDvTI3Ej2jTMNw33ByMH/Z9vWum/stYY9qqAPYV0e37Gfsbbs5q3sVht1hRcIgCqPaopbXHaulay2Dp1qpNbe1CZElqczLBgHistUGAqjCjgCupntuDxWBDFk1pEzmMWMKuT0pV3PwBgVbeH5VGO/SpoLY8cUOQowKqWoYDK8joR1FXI4GwA3z4z94A4zWlBZnaG28VdSzz2rN67mq02MZYCPuoi9BkIB06flSvas/zNkn1NbwsOOlKbI46UWSG7s5trTjpUH2fY44rpHsyAeKrGzJfp0oTFYxngPpWNqumpd3dnJNzHb7mCHuxxj+VddLbe1Y2pxFWiH1qyFo7mbs3N04qdIQOT0FSQxZq0YP3dO9hWuVVBcYUYHrUqW2e1W4bf2q/DakjpxUNlqNjLFr7U77J7VtrZZ7U82fHSlcdjn2tB6VBJa+1dIbPHaq0tr14ouFjnREY29jTnjIOa1JbT2qOW3I7U4sUkEY2KAPvGrUEGSKgtkyQTW7Y229hxx3pN3KirE9hY7iCRxWqNIjlADIGH6iprWADGBWxbx4A4qbXLvYwx4Yhc5zznI3KDg+v1q5B4diQAFmwBjCgKMenFbyIPSnhR6UvZpkOs+hlpYRxLtRAB7Ux7IDnFbG0elMaMGq5LE+0vuc9Na9eKzp7YYPFdRNBnOK8ovb7UrnxzqGl/wBtXVpAryCFY1Dcqm4L7Dg8mrSuF0T69BiWDj+9/SoLaDOKxdC1K/1RpTe3Uk+wKU3n7uc5rqbaPOKBFi1g5HFbEForYyKgtoelbFtFwKhmkQisF4yoNXI7NF6Jj8KnhjqyqVFinOxTNsOwxUbWg9MmtPZTTHT5SfaGFPa+1Z09t7V00sORXHePJ7rTfDclzZzPDMJo1DocHBJyKpA31K1zb8HpXLQoFGTVXVtQvIdHiv7PXtRlDXH2fM8aosxC5Zo8c7QeDn1H0Fu3G8gmtPhMn7xPHGZGyRWraWm4gYqO0g3MABXQWluFAAFQWFtaAKBjiryWOPuirNvBwOK0IoaYGWtoehWhrP8A2a3FhFOMI9KVgujm3sCeo4qvJZhAQBXTPBntVOa34PFCC5y09rgdK5zWYdssIx/e/pTLnULmbx3d6Vc6veWlqZykbRSxosfQkkuMYxnjqTWVbXN7Jql/bX89zJ9mlKItxjevJHOOM8DOOKuzWpF76GjDGAMmrCIXYelRxAuR6Vp28GSABUtlJC29sWIAHNbVvabVAxTrS1CKOOa1YYPakUUVssdBTvsnHSthIPapvs4I5ApAc69p7VVltM9FrqWtV/u1Xe1GOgpAck9ljlhVSa3xmrfjmW507w89xazPDKJkXenXBJzXEa2viPR9I068utSvBLdl/MiK4EONpUE4+8Q2cf8A16uKuTJnQ2ajiuosY1CLgUUVJZuWqDjitOFRRRTQpbFkdKWiitEYBRRRVMBjgEGvBvE97Lp3jzUruDb5sdw23cMjlNp/QmiipjuNFfwmoD3I9Ag/nXcWijIoopPctG3bKOOK1rdRRRWbNYmhEBirAFFFIynuLQaKKogY4FcR8TAB4Rk4/wCXiL+ZooojuWtjyjV9cOrRQxyafZQGFVSN4FdSqD+EAsQBznp1rp7NRgcUUVpMIHSWEahAcVu26jjiiisyzVt1HHFXkUYoopksmAAFLRRTMhrAYqvKo2niiiky4nhnifUzp3i7WUNlZ3UclzuKXUW8AqOCOQR16Zwe4NUtJupr6+vbu5ffPMwkdsYyTmiitJfCC3OptlGBW7YIuc4oorFGqNuBRgcVpwqMdKKKbEXI1GKlAFFFIliFRULqKKKAicR8SVA8JyEf894v5mvJb3WL+9sIbG5uZZYIHaRQ8jMSWx1yecY49Mn1oorWGwpbn//Z", 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e7Sj/ANBr0SFhGDHKu6JvvKa4v4g2aR/2ZhiYsyFT/wB89axas7msbtnDx2rXDLDCm6RyFUDua7nTvA+kfZUN5e3IuMfN5eNv4cU3w3of2KEXc6/v5B8oI+4v+JroljyaqIVJ66Fe08KaJZzLNDql+ki9GAX8unIrWR7aO6V9xLqysLiMFH4GACRzj26VCsBIpdgRsY5onTjJakxqzT0L17bprVoYbm6gk3HLNLbIzE/wjIx09+a52XwGJIlin1qKO3VAdscIUls8/hitY4/hXn1pjI59voKyjT5FaLNXU5t4jNM8N6DYPIy3TbhlY2ZD8oIx26n3/lWZf+BLG/neZ/EkjO396AAD2AHQVpGJ/wC8abl1OGGRWqfmZ3fYy7bwMtosnkavBMW5AKFScdutJb28luWjlUq6nkGtnZnkGp2iS+QI5CzqMK/972NTKNxplGGLOOKsy2K3VrJA4+V1wamgi6VpQQZxVXJSPO1tpfDmrQ3k1sLmGHIZX6EkEAH+dbWk+ItIv7fF2ZdPuFOMwEhSPwrsLjSI7uIh0BDLtbIyCPesC48A2hm81BNb5YsTFyvTgD05rmq04TfvHTBu2g28vtPj0q9htvEl1NLJCdqSuWjPtzmuGhsZZFciW2JIP3jjPrjivQ4fCH7vy5prWb5cb5LX5t31BHFWoPh9YyyhnNxMu/PlqNilcdDj370UXCkmr3KnBzPMLW0e4uFSAJKxbaFQHOevFejaH4faxJuZgPOYBQB/CO9dhpfhKy0qIC3tY4iFAOOWbHcnueauPYZPStHVctER7JLU56W1yOlUpLf2rp5bUjtVCa29qq5m0cpeWkbupkQMQCoz6HrVKfTFaLdCArrzgnhvY1v30G2RPxqJ4MxjjjNOytqJSkpaM4K402Vi6LlWPLKRgk1taHr8Ohi5iv3uYSYQqGFRkncOD+VdLHYK55QHPHIrL1/wpLfWytbqvmIeCeNwPYmsJQUlyy2Orne6N9Z7m/tEnsotO1KF1yokXDfQ471yfjSCO3t7N5dDh024dmyYG3I4wPoQa5tLXUdLlxJFdQAAElcjGenT1q5PdXVzBHF/aE1wilm2Opyp78mopYb2c1JPQiUuaNjInZZQhDrwOTg5Naeg3T2srKoV4ydxXPBxVyHRNZ1SNYbexYYbBmdAu3IyOcdMV3XhvwMbIfar0K8zDhQvA4H5967faqLMHSclZ7CaDazjSY/tO4yuWkOe245xVuSDHat9LLaScYGMVFNaj0qVK+onBLRHNvEVOQKwFQYCqMKOAK7Ke3IB4rl4YsmqiTIYsYVcnpSrufgDAq28PyqMd+lTQWx44pOQRgVUtQwGV5HQjqKuRwNgBvnxn7wBxmtKCzO0Nt4q6lnntWb13NVpsYywEfdRF6DIQDp0/Kle1Z/mbJPqa3hYcdKU2Rx0oskN3ZzbWnHSoPs+xxxXSPZkA8VWNmS/TpQmKxjPAfSsbVdNS7u7OSbmO33MEPdjjH8q66W29qxtTiKtEPrVkLR3M3ZubpxU6QgcnoKkhizVowfu6d7CtcqqC4wowPWpUts9qtw2/tV+G1JHTiobLUbGWLX2p32T2rbWyz2p5s+OlK47HPtaD0qCS19q6Q2eO1VpbXrxRcLHOiIxt7GnPGQc1qS2ntUctuR2pxYpIZbQ57VrW8HTiq9tH0rZtos4psSRYtbcEDIrUgsVPQVHaxdK1oI+BWb1NURx2KDqg/KrK2ygcLVpE4FShKmwOpYzzbZqGS1GOBWsY81G0VO1he0uc7Na+1Zs9sBXUTW/Bryu8vNRu/HN/pf9s3VpCryCFY1Dcqm4L7Dg8mririk7FzU4dssecY5/pVVF8xh6DpWFoepX2ptKby6kn2hSu89M5zXU2kQOOKb00FFX1JrW1LMOK6C305SgGOajsbUKoJHJrdtounFSXczf+EfhlA+XYc546Z+lSw+GIkPBA69EHfr+ddDEnA4qcIB2qfZpidVox4tGghwxBc+rc1K1mGHStXaPSkKg01TsT7Vvcw5bMAYxVCa19q6WSEEVx3j64utM8NSXNnO8MwmjUOhwcEnIq12Fe+pBc23BwK4yFAoyai1XU76LR4r6z8QalKGn8jM6KizELlmj77QeDn1H0E1uN5BNV8JL1J44zI2SK1bS03EDFR2kG5gAK6C0twoAAqCwtrQBQMcVeSxx90VZt4OBxWhFDTAy1tD0K0NZ/wCzW4sIpxhHpSsF0c29gT1HFV5LMICAK6Z4M9qpzW/B4oQXOWntcDpXOazDtlhGP739KZc6hczeO7vSrnV7y0tTOUjaKWNFj6EklxjGM8dSayra5vZNUv7a/nuZPs0pRFuMb15I5xxngZxxV2a1IvfQ0YYwBk1YRC7D0qOIFyPStO3gyQAKlspIW3tixAA5rat7TaoGKdaWoRRxzWrDB7UiiitljoKd9k46VsJB7VN9nBHIFIDnXtPaqstpnotdS1qv92q72ox0FIDknsscsKqTW+M1b8cy3OneHnuLWZ4ZRMi7064JOa4jW18R6PpGnXl1qV4Jbsv5kRXAhxtKgnH3iGzj/wCvVxVyZM6i1UcVuWijAoopgjYt1GBxWpCBgUUVmadC6gFPoopowYUhAIoopiIJFGDXhHia9l03x3qV3b7fNjuG27hkcrtP6E0UVUC3sVvCyASXAHQbB/Ou805FLjIoopS3LhsdJaqOOK2IFGBxRRUlF5AMVJRRWiOd7hRRRWghDXF/E4AeD5OP+XiL+dFFZ9Ro8k1fXG1aKGOTT7KAxKqRvArqVQfwgFiAOc9OtdJZqMCiinMuB0lhGoQHFbtuo44oorMs1bdRxxV5FGKKKZLJgABS0UUzIawGKryqNp4oopMuJ4Z4n1M6d4u1lDZWd1HJc7il1FvAKjgjkEdemcHuDVLSbqa+vr27uX3zzMJHbGMk5oorSXwgtzqbZRgVu2CLnOKKKxRqjbgUYHFacKjHSiimxFyNRipQBRRSJYhUVC6iiigInEfElQPCchH/AD3i/ma8lvdYv72whsbm5llggdpFDyMxJbHXJ5xjj0yfWiitYbCluf/Z", "info": {"video_id": "139626", "label": "lifting a paper plate with a knife on it", "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": "139626", "label": "lifting a paper plate with a knife on it", "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": "dd65368144a6c0167e8ed64f4f3850aa2e74d1bcb05311c7775c807d7bddce04"} +{"episode": 34754, "episode_seed": 478416546, "split": "train", "timestamp": "2025-10-13T03:12:22.205623", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 478416546, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a coin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "71905", "label": "taking a coin", "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": "71905", "label": "taking a coin", "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": "ce5ad6d7835ee86d08d63218cd22ca36b2ba877dd3fe706f91cd55d61a8e8455"} +{"episode": 34755, "episode_seed": 312193492, "split": "train", "timestamp": "2025-10-13T03:12:26.848487", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 312193492, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching pencil with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "124747", "label": "approaching pencil with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "124747", "label": "approaching pencil with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "046c2d776b1398b139300fdcad5e55bb8012e4075ae6cca6eb85c8c9b34861b6"} +{"episode": 34756, "episode_seed": 1601546691, "split": "train", "timestamp": "2025-10-13T03:12:28.548154", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1601546691, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'unfolding a 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, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "151034", "label": "unfolding a towel", "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": "151034", "label": "unfolding a towel", "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": "b76c091021ef651774ccf7159f85085db730824271087463325352a5206ba471"} +{"episode": 34757, "episode_seed": 3099727697, "split": "train", "timestamp": "2025-10-13T03:12:31.121325", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3099727697, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning a container of cotton buds upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "209094", "label": "turning a container of cotton buds upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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"info": {"video_id": "209094", "label": "turning a container of cotton buds upside 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": "f4a364b87f903a8269d0836320f4040eeb0b196fdefe15e8f3d7f8f7c7a497a1"} +{"episode": 34758, "episode_seed": 2538804443, "split": "train", "timestamp": "2025-10-13T03:12:31.806834", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2538804443, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper over 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, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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VhxRE/dGayh8JtS3LkB96vxCqUERBy1XUOKs9Km9C2lSlh0HWqyvzgda0baAKA4YM38vpWiRFfERprzMtrmLzTGZFEmcbSeacJ3gcSROyOvQqcEVqS2lteHEsauw6ZGHX6Gs+4tVhl2FiVIyM9aHFo5qWOU9Jo6nQPFP2qJ7e+UBkA/ejv9RW7cwx/Z/NhcZIzuU151owiS+dx8xTHBr0NHt76zLQtsbHI9Pwpp3RzVGr3RyF2VupmjlwrDvnrWBcRgxnC1vXMSC4fe+ZFPp1qnPHGYo0XBOefesXqzNk/hnQsx/aWHfNdH9hS4mKlOelJZyfYrFIlX5iK29Hi+0NudcHNUkaRZzGteGdlt5sS/MOciuNLPEzKwOV617fqNp/oZ4yMV5TrsCwJMUX5nzVqF2avEShEzFmUwBicDoT2o3q65Qhh6g1d0y3xp8Yk4yM5xkfjUkumRIGaJRGcZ+X7rUnB7hHMPetJaEOixyi7eaNtqqMHjOa2vMkuJlUSMJM8EGqGhsBNLFjII3VuLaxyFDGdrA9am1iKs1KTaH6lJcw2KrOu/8A2wP51w3ihcCx6c7zwfpXo0l7ELcxXOAQOCe9edeLmUzWuw/KN+MfhUyfvIyp7mdZvjGc/hW5bsMDmuftWrYt3AA5pnr0J2RtxMMdamDcVnRy8DFTCRm+VRkntTSOuVVRV2Tu4rPa5iaYoZFD5xtzz+VbFta7QHJDOe2cY+lE+n2t3/roldl6EjDr9DV+zbR5NXM1GdorQw5z8tUbYK+pwK3QuK1ru0WGXy9xKkZBPWqukWUdzrABJIQbqzasXUxMKkdDtEgK242kDAqazuIbpTDLtEy/w+tUJwYkIUkDpWWbaSaSN4HZLlGyGp3OCSuHhhjeampJGc5avQpkVwF69q4Hw/e2q3iMkax+oUV3kMqTSqVIJJrS1iYzT1QqWMlo6yw9M5Iq9epbaxpkkMijfg1bFxDEyq+OmTmsvUikKPPCcKx6CmbJpnnWp+DTYeH9Q1bzmU28yIkZHBBGSaj0WOWfToH+zMzOMjbIRnn34rU8UapqF7ZXGlxBvskpUvxxuHvVG2M8VpDBG8hEagfJ90fjXQktNDhnJ3dhJx5DtG6PFnqki4NVdCIRrjdxngfhVye8uJIXhuLqOWJuzrv2/j/hWXYuIJGiLAlT1HcVnULpvcu3viC7toykar3w/cVmWjtKDM7/ALx+ST3qPU5ASQD7Cn+HLRdY8Qf2XLqMlohjkMXlx7izqhYL7Dgkk+nvXO1zblyk+gy/s5L2SGNRuxnJH4V02meEkTS/NeP52qD4dQvqn2552MmwRkZOcZz/AIV6NJshtvLUDAGKUYpGkGzx7UrE2kxwvFVYEWbIMyRH/aBP8q9I1HShIDIqA56ZFcldo8UnlTMVQ9FjQD9a0ilfU1lWqKNkUYbOJB810m49yp5/CtSCyjKBoTHIe4AZTUMQFu2+K2DDGP3pyTUv9o3MRBEhhIPCjrXSuW2xwyc77k0trKIRI1rKFB++p3Bfr3rE1SX5VcYJAIz61qpqF9G2RcPBk9Xbr+FZWrMbjE7PGXU/PhduR6+hqaiVtAg9U3uJoUGJGkfqw5rXOtQ20nkt5gc8BkrNs5AseQe1ZGpTsjGSNsMp4Nc+2hu5aG9K4lcuG3E+oqjpjfab6JXccHpmrOr2Vpb+HoNU03Vr6dWuTa5uYljW4ITc7xAc7VOFO71HuBZ0y6s87kt41bGOFFJQ1uJVWlZo6y0s/ttwrLyi966q0tFhUMBjHQVi6E8axgqABWxPqCRqSxAA6VSVhqRNe3KeU0bEcDmvPNXsobiUq0kYycDcD/SunmnE6u43Mx/AVh3k8ybdkKg5++P61rBa6kVZe7oVIdLZI0jjtt5xwY5Tz/30MVSuYzbSNHLG8W7I2Srg/wCfpVp9QvJAEWaWRVP8JwB+NQXOoXE9uYri7SaM8bXXft/H/CtGo9DmTe0jM0ZvLuJGI7bRVfVZZQxdHdSP7pxTrSQW8zRFgSDkEelV9TmUhhkc9K45HWnfUfZzSTRB5JmZumWOazvEPW23Efxc/lWj4Xis9R8RRaXqN9PaW8rbElimijWM9SWMnGMZ4HJOBVDU0az1m7srlJj9nneNUuQN64OPmA4z0zjip9mr3JjNp3MiOaNejc1pW0rOQFUmrEP2cr/qU/75FX7ZzGQUt4seu3irUUbxxMlsOtLZpztaeKE/7ZrXtbKCMc3Ee/uxzTYJhOm18IPSNP61eiXyG3R2wcekpya6YKK6HPXq1am7LMdrA0atGIpT3CM6n+tFxbOIfM+zzBM/f++F+uORUP8AaFxEQVcwkdFHWmLqN7G2RcPBk/xtwfwq3y9DlXMt9jE1iX5VkBB6rmo/D0TJcNKx+YjJNSa032nE5aLep+fapXPv6GizlVY8qcDHauWotbnVTfu2RvQahbTTCKR1D+h70n2fybmW6TkryFB6jNcTqczIRJG5VwwORW7rWk674c0DSb66u7pJr3zPNgKkCAAIUDHH3mDZx2+oNZ2uinIoKBAySx/K2a7Tw9dSyBWZuaKK6LGNN6l68uJZ55CzkFeRj2qnJfzsGjLDavIGKKK0srIpN3ZHbRC85nJcD+HtVK8O26kgUBYU6IBwfrRRWi2MZmRfny2O3jjpWBLu3GVXZWH900UVhULgSWlutxdI0xZznoTxSLfS6Lr731mqCaB2CblyPmUqePoxoorA1O2+EqhY9YA6KIQP/Hq7O5Pz47UUUjaBPbRrJDhhkYrjvGEEcMBkRcMOhooq0U9jkba8nZgpfr371sSwx29kZ0Qebx87cmiitoHNLYpyDdGzMSz9S56msS7dnypPHSiinPYiO5QM0tuCkcjbffmrMkKDSTKRukMikse9FFczNC3rniZtdgt4ZdJ022NuixxPbI6lI1zhAC5ULzk4HJ5qxEixvHInBJ/CiiqiTM7nSpWFumOOO1W7wlkx0wM8UUVa3Jb0KC3MgLqCNo7UqxLdMPOywA+7niiitI7jnsZt2dtzJCoCwpj92Oh+tY9+xjYleOOlFFOWxhEwpE8x/M3srDoVOKfb2sctyhlLSc/xHNFFczOgeusDRry8h/s3Tr2GSQMY7yDeFZPukEEEdTkZwe4NUbu8n1S/uL68kMtxcOZZHIxljz26fSiipRXQLZiJAvat+zUHrz9aKKpCNFgIYyyDnAIzVmK4lLBNx5HXvRRW6F0L9zBHb2LTIgMvHztyazZfmjZm5fGS56miiqZi9zAvnZsqTxiszzpbfdGkjbR0B5oorCRrHYnmhX+yPPOWkZ1+Y/Wlvdf1PUNNg027vJpre2keVBJIzEs+M5JPONvHpk+tFFZFo//Z", 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", "info": {"video_id": "77513", "label": "holding paper over key", "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": "77513", "label": "holding paper over key", "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": "dd53f2c1c4743640abee2ab6a254ead49f07e4fc24c3b0d0998c36739d35d088"} +{"episode": 34759, "episode_seed": 2481671207, "split": "train", "timestamp": "2025-10-13T03:12:34.059835", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2481671207, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching speaker with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "79379", "label": "approaching speaker with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "79379", "label": "approaching speaker with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b2942be6d9fef03f2d0c3c4a9b4dcf95e27967a383ee5caeaeb3c18e87c0a9c9"} +{"episode": 34760, "episode_seed": 2118515062, "split": "train", "timestamp": "2025-10-13T03:12:34.655244", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2118515062, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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"info": {"video_id": "21429", "label": "pushing box from right to left", "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": "21429", "label": "pushing box from right to left", "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": "70ab3b41863066c03ab581854e2906eefcc5252f0950662874c4f34e214f3f04"} +{"episode": 34761, "episode_seed": 3273197867, "split": "train", "timestamp": "2025-10-13T03:12:35.474422", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3273197867, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "116775", "label": "lifting pen up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "116775", "label": "lifting pen up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b22f8f8a5db407e4bf63e2204dde7deb815a150db6b3d2b059035b4e5534b05b"} +{"episode": 34762, "episode_seed": 3988605428, "split": "train", "timestamp": "2025-10-13T03:12:37.122046", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3988605428, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spoon up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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OVI9j6ZzRQk+WxGMilO6M9R61NgbPvcjrVbdyADTi+SR7cVschHdYaIsRnngVBpMZ82af7ojAJOenXBq5KmYAoHA7+9WtGgjV7lHXIO3Pv1qZ7FRdmdX4b8R/alaGYD7VwFLfxj1+tdXBMVjJDk7ueowDXkV/FNpdyk0BZRu3xt6Guu0rXlv7HcoVZIz+8TPT3HtVU59GKcOqOoubzCnJ+lc5qTfuyQdy+pp810ZYAXBUY4x3NZVxOGjK88f5FaEWOw+F8u7UtXjB+/Zgj8Gx/WvPZVxK3OMMRj8a7v4XybfFV3ESpDWTjj2ZDXGakhi1W8iI5WeQD8GNR1KKy5bkjrx+FTIy8k9Kr52jI9KUMQuOvt7UbgStjcFByOuaxL9dzFcADGK2o+cnIBYYGaqXMQZHY8nNO1xbGrHj73lEADtXN63p+ZmmjA3HkjHUf410kJZUCq2QemO1V7u3aeAlQSyncCO+Otc1zosZWjasZYhZXB+cDEMh7/7J/pXvPhobNJtlbqI1Jr5zu7Qq5liGRn5gO3vX0N4SeSbw5aXEgOXiUjPfilOXMkdGHVmzoZ3DYHoKztZ1Sz8PaNJqN2hdQQioo5Zj0FWo/mPr61xfxLu0vdBa2gcFLe4jMjKc4JJB/KoguaRpVbhHQ8w1G8a/1C5vJMK9xK0mPTP+f0qoo3Jx+OaHXaCvcHAFJjPCg46CuxHmt3dxw+bH+eKVzgZUDn17U5cIrEdOn5UjAruBGQFwfrQtWD0LGkogebJJJ2kfrmptYtI7m3GACw/ixyKNKLhnOMqABzWhKPMHKjDelYz+I0hschp1/Po94yyKWibiSP1HqPeu50q0k1y6igtDuSQZEvZF7k+mPT1rl30efULyOyt4i9yz7YwB1/8ArV7X4S8N2/hXQhbqVe5l5nk/vN6D0ApKrZGsaPOydLCDStNisrQBY0HJ7se5PqTRZqWugc7QDgt2pt3cb8bTjPFUNVBk0O/jjl+ZImSVB1G6JyP/AEGufWcjvbVOFzzXxT4hm8Qa7I5kDWUDNFbKD8uwH731bGfyrEPLgE4qGJSI4245AH+f89qlBwSe4OBXelZWR5E227seBjORgN/KnqvAJPPX8Kai5IJ6Zp7EncR7Ci/QXS5WmG7BAwBxg963YQnykBhxyRWO4G5wFzuxjjpW1blo0A6g9M9azqlU9TB1mw82UvEFDYyD0z7VJ4Vurq4vY9JWJ5jK37oAco3f8PX0rVurZ7pfLjQtJkBAozk+gr0zwR4Qi8PQPe3ca/2hMo3H+4v90e/rWak0bxhzGnpOkwaDo4HDTyfNI+Op/wAKgR1kkMjMQo6nPSpdRu2mcqp4zgc9BXA/ELXW07Ql06B9s94CJCOojHX8yQPzrHWpOx3JqlC4vxH8QXV7p1vDYzMmnu6fc6TgruBPtXCJgqSe3Sus8SRD/hAPDk/c21rz/wBsWH9K5BAUypwcDP8An/PauuKsrI8ypJyldjwMlj39BSjOMdx0+tIDtAAPJHNSRrg5PpVvQySuKcKpOSR7etaGhf625JXcW2456daz+MrkcNk1o6EATJggOoHJ79amfwjjuat/AtxZNEy9s4NcijXGj34lhbIGcejL3Brt3ZnAyevAFY93Yg3sasnySSKy8d881hzW1N0r6He2PhiS40a0vHhZJJ1DmNuqA9BXL+ItNGl3rWytvdVDMOu3PavaL0NZ6OrogZ4kHB7nFeNvZanq+vtDGjS3F05bcRwB3J9AKuE7vVlzhHk91Gr8MFdvFZljR2T7LIsjAcKTgjJ/Cud8RRbPE2pr6XT/AJE5r2nQtMg0W3tLSIIiglS2MGVyp5PvXkPjGIp4r1Ns9ZQQPYqDn+lXGXNsYVIclkYEhBYcjGe1GCrdMZ4pGGGb24H1pVXcST7VZkKigjB/iOBUU/zg9scj3qw3OccbR/8AWFRtwQdvO3GMdaa1B6E9lMGcRdMj5eP0q46uh4I2kY4HBrG2/wCkoyEhc8n1rZUy3MaqF3S5AC565rk2OplfQPD82veIUtkBEAbdM3oPT8a9smMVnHHZwAKqKFAHYCs/wzosXh3RzK6jz5Buc+9RwzG4vC7Hqcms5Ox10YW1Y/xTq7eHvB97fRAm52bYgBk7j3+g6/hXm9gTc/DG5mkZmcsWYk8sRLz/AOhU/wCJ2qX02q2SRbktIATE6nhpOhz+HH0qfQZg/wAP9QgjVEWZJmdABgMvPy55A74raC5UrnNWlzN2OJbBBckkgYH1o3bFA6cdKYm5go7k5olBB9hXTY5G7EiMSqZHBOeafnIye4zTVHA65AwPqai0W0OseJ5NMn1Ka0UpIY/LTcWZULBfQDg8n096lDZoWcoR24+XjIB6VtJFJKy+VGZHfAQLznPYVxugvcX6yqWeSVtnlqBkknPFe7eDfCzaLZx3eogG9KnauM+T7fX37VjU+Jm9KN0iXw34cTRIDfXMatqEyYJAz5S/3R7+tW727GWAPbODVvUboRxKAffrXLz3O6U4PHNc85dDvpxsidpoxG8smAqAks3Yd653wldzanb+LpbgFWe5iIB/hXypFGPwxUniief/AIRi5jtVMksi7Tt6hP4j+VZnw1vmi0zUIHQSI8iIuTgj5Wxz6DJ4rSirLmMMTK7UThIvmiAHcCphtBYA5CjANR7DDMYiCChIIxyMVIAwiz612HAxyyZk7dCaep+Ue2WNQw5w/wBMVDqkktvZM8TFSGABHel1F0Lwwr5Xhs5zmr1hIGlWFBktwvck+lZur2dtb6DBqem6tfzhro2ubiFY1uCE3M8QHO1SQp3eo9wPYvCHgaPRol1G/VXvSAVU8iIY/U+9Z1dbGtFXuO8K+Fv7NgF/dqPtTfdTqIwf/Zv5VrX9/wCV8gPQYq5fXIEIjHAx1zXHajdkyHcec81yzfQ76cbEqSmR2YNnHavK/El1D4h1e6ERIngYpEM8TRrngD+9nJ9x7138939lsJpWPGCAa8z1TR57JIr5I3FvM2Ub+4c8An9RV0F1MsTPaJ2eufN8KfDch6rFAPy8xa4iMBsZOFHc13urSve/C6yiMQLRRwyFwDn7xzx07k/jXAxkncBxk4FdMHdHHNWZMpwoPqe9KrZRyO5wKbJkKB+NPjGUXJHXdVNaEokOCfb7oq3pzrEWK/ewME/jWfoMVrqXipdM1K+ubSCV9qSxSxRrH3JYycYxngck4HerFjDJbanq1lP9oBt5vKVLgASLgn72OM8DOOKmp8DHD4jqoW+0QCRCOhGD2NT6fbG+1nToXXcPPUnjsOaytLkkgGMkjJ3D0FdX4Ut/M8RoSOIwWU5z1rlb0OiCvJHrQgFxabCMg1Bb6VaaeHMMSiST7745Pt9Kvw/u7dc9hVS6lJt5W7hTim7fMlOTduh51qPiGW6+KGkWaOVs7WcAAdHZlIJ9+uPzrmfHa7PF1zg/fjjPt93H9KxtH1KaTxpEZATFLfZUN1jJbGR/UVv/ABAJbWrKYKB5luB8oA+6xFbw0aRnU11OSKqsgUEnA646GmhyZEHfNOIOwv8AlUUORIcnGB0rW2hlfUmU5BB6saDjqRziqOryS2+nmSF2RgyjcOvNP13RNY0DQtKv7y4uVnvTJ5kJTAgACFAxx94hs47fUGiInqWSoO4dBsz/ACrsPA1pFd6+GmBbyVGwdhkZ/rRRXKdkPiR6F4kleOEIpwuK5vz5INMu5oziRYmKn0OKKKxl8R2x+A5+eKPV7KIXaAiT5Tt4xjuPQ96j8Gxx/wDCLXjNGjmNpwu4Z4KDI/HFFFdVXoeZS6nEXsa299LHHnahG3PaoiAZB9aKK2jsZS3LMahk556msH+0rjR/ET39rt8+F227xkfMpU5H0Y0UUkUz0j4F6fbT3eq3MsQeW2EKxM38Od+T9eBXs98dtsSOooorGe7Oqjsjlb6Rifr1rALHzevc0UVxP4juQs3MdzyRsRFXB7NnP8qo+HNPghu7tYt0al4Z9qnAz84x9DjpRRXbH+Ejzp/xmcPf/vbZrlv9d9pkhLf3lHIz79s+lVc/ul9iaKK1gYyJIANyjsTzVTWht04gdNynFFFH2hdCHWPE769HaxS6Vp1sYFSOKS2SRSiL0QAuVA5ycDk819UXJxacf3R/KiipqbGtHc5LUZG8tjnmuU1B288DPXrRRXDUPQiVLw5scHkbWOPwNPuoIrrTLGGVAY5II2Ze2WAyaKK6qHwnDifjG30X2P4eLcQySCRIY0XJyMLKecdM88+tcPqESQ3SiNQqvGsm0dAWXJA9qKKuG5nPYhlOXNTRqGRgegwKKK0l0IjuzLGuNpN9dxtp+n30U0gYx3sHmAMmcEEEEdTkZwe4NaugXtxql/qV/eP5tzcOJJHIxljnsOlFFTP4Rx3OgiymWU4OwfqcGu18CjF7GvUYJ5+tFFcktjop/EerycQ/hWLrUjR6RNtOC3yk+xooprdER+Fnjmp2kVtr+lXcS7ZXu1Dehwy4P15rf+IlpbwR2hhiWPy42C7Rjhn5/XmiiumXxGUfhOAyTGV7ZzRCPmHueaKK0exC3KfiBQmmMVyMyD+dY934g1TUdMt9Nu7yaa3t5HlQSSMxLNjOSTzjbx6ZPrRRQDP/2Q==", 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", 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", "info": {"video_id": "42012", "label": "pretending to pick spoon 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": "42012", "label": "pretending to pick spoon 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": "4ccd96f097654d7f7a92bf1b228677864fff3e7dbc4fceeb8325c9ee79959589"} +{"episode": 34763, "episode_seed": 4012016865, "split": "train", "timestamp": "2025-10-13T03:12:37.862917", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4012016865, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning a can that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69394", "label": "spinning a can that quickly stops spinning", "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": "69394", "label": "spinning a can that quickly stops spinning", "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": "1ed371f64b07dff4c3eed054d8c8a574cbc21f29cd1d319e4e99d1fcbdd68fb5"} +{"episode": 34764, "episode_seed": 2191459096, "split": "train", "timestamp": "2025-10-13T03:12:39.884816", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2191459096, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 key ring into 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', [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": "193620", "label": "putting key ring into basket", "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": "193620", "label": "putting key ring into basket", "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": "07739c3fdf55bf957d9dde97b9d063a00b3c0997b8f75991cd4830c605bd1758"} +{"episode": 34765, "episode_seed": 1909920743, "split": "train", "timestamp": "2025-10-13T03:12:42.258418", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1909920743, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bangle 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', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "65590", "label": "spinning bangle so it continues spinning", "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": "65590", "label": "spinning bangle so it continues spinning", "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": "be945f7297b72fe8edc05649f2726a0072e84cc11b40cbce9a75082e10474b69"} +{"episode": 34766, "episode_seed": 1971417510, "split": "train", "timestamp": "2025-10-13T03:12:44.109391", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1971417510, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 screwdriver onto digicam'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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Oa83DU0nc9LE1G9C/4cZf7TVZCAQelbuuSjzkiVs7VJP4muPtXzels4PPIrW80sxLksT3zULAt45Yq+iVrGcsT/s/sbD2wBWDqeii7uUmjlMZHXaOtbe7INN69+tenKKkrM5ITlB3i7MxbXQ4I3DSCSVgOrtW5bRpFwqqvsKYMZp6noKcYpbBKcpO7ZZDYPNSCQBaqFuQfSs7TUk1bxVNpsmpz2kZEhi8tN25lQsF9hweT6e9KUrCUbms0yI252FVbjUUVeGFcgmp3M0WZpnfgEbj0qJZpJJPvHHpXkYinz1mz18PU5KKRuyXzTSALXQ+GGjF3mRhurmLSMiMt14q7p+9HLq3SrrYL2uHdJOzZhHFctXnetjq9buBNeGNTlYxj8awr2BLqFom7jFSeZnvknrSFgT6V3YbDxoUY0l0RxVarnUc+5zcXh4plXnlZeflXgYrZs9Pt7ZQEiUH1PJqzkfjTgQOa1jCMdglVnP4ncsAnYMVIrjgHtVcE4qhrFzLbaY7wyFJN6gMPSqbsZ2ua8j5HXFYTXAZ+cU7WEjt9Bh1LT9Y1CZWuTbZuIljWchNzPEBztU4U7vUe4GfuAHWuDF1nZJHfhKau2zSSRAOozTZZh2NZUk2OhotnaR+vFedCk5yPQnVUYmisIfk1PGJLaeGeFtrxMGFNj+XGalB3CvaVKLhyNaHjSqtz5kVfEFvc63fi8kmxKeCcZGPQVUt9EXeGneWUgfxHArZXmgOu7BNKnQpwSUVZIbxFVq19CS1gjhPyKFPTgVbDbTz9Kqo3QZp+45B9P5VuYvUthwFyDz3rB19VkktmYg43f0qXSpIdR8Wtpt9qN1aW8smyOSKWKNY/UsZOMYzwOScCsi8FzHq97ZXBuCbeZolS4A3rgkfMBxngZxxWc5JqxcI2dxYIhJKAkS47mtyE+WqrtAFVbWIQx/7R61Y3/lRHQJaloPk9qCA2agU5XIqTf6Vd7mY9bu6TSbjTBLiCU5YDqfb6VzKaFMGZWuZNhzwgxke9dF39DRkY96wjh6UW2o7u/zOhYmqlZS8ijZ6XBbqMJknqWOa104QY7dqgBA5p4Y4rdJLYxbbepZVweppJJMjGRWRrFzJbaazwyFH3qAy9cVHr+k63oOh6VfXl1crNemTzISmBAAFKBjj7xDZx2+oNS520BQuYNv1j/2jzW6HIHbiiisqWxtU3YkeA24KAT1NTJIS5U9B0oorRGUiYMcZqOdyMEetFFX0I6hG7HGTVgHmiihDAk1zDalcaT4he+ttnnRO23euR8ylTx9GNFFRU2KjuY/3QFHQDFXLFARuPXNFFcn/AC8Oz/l0jfjO0BQBjFPVyqArgUUV1I5WWlc4HSnhiaKK0RmytK7CQ4PSpYHJBzRRR1DoWATisvXT/wAS0+zj+dFFKWw1uUNb8TPrkFvFLpenWxgRY4ntkdSiLnCAFyoHOTgcnmmsTtoorzMV9k9LCdStITVuz6CiilhviKxHwl5JGLEHHFWEckCiivTR5jJwf8KqzErJwaKKbEiaGRuOas5NFFMDnW1ttK1C8jbT9PvYppAxjvIN4DKOCCCCOpyM4PcGi0vZ9T1G8v7x/NuZ38yRyMZY9eO1FFYdTXoaSSMVp4kO7HFFFWiRfMYJkVMrnjpRRVEkisSPxqs8jCU4PeiigETwuSvNTAnFFFNCMvXSRpxx/fH86xr3xBqmoabb6bd3k01vbyPKgkkZiWbGcknnG3j0yfWiisp7lx2P/9k=", "info": {"video_id": "17500", "label": "putting screwdriver onto digicam", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "17500", "label": "putting screwdriver onto digicam", "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": "5d756af8e384efce9f45521925f0bca280a43597fced4957c49b1e52303a9bac"} +{"episode": 34767, "episode_seed": 1336767117, "split": "train", "timestamp": "2025-10-13T03:12:48.345944", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1336767117, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 biscuit on it slightly so it doesn't fall down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "178768", "label": "tilting plate with biscuit on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "178768", "label": "tilting plate with biscuit on it slightly so it doesn't fall down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6c668bcc5dfcc37e015a854878efe72a43f05178890db5e1e527648b703aeef3"} +{"episode": 34768, "episode_seed": 713037282, "split": "train", "timestamp": "2025-10-13T03:12:49.720478", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 713037282, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toothpick 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, 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": "80295", "label": "moving toothpick up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "80295", "label": "moving toothpick up", "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": "d7ddbb94a36ebf60340006a130a66ff5dc120c8af689f73642923aba2c04ad5a"} +{"episode": 34769, "episode_seed": 1484558514, "split": "train", "timestamp": "2025-10-13T03:12:50.382948", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1484558514, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'paper falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "150552", "label": "paper falling like a feather or paper", "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": "150552", "label": "paper falling like a feather or paper", "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": "ed8a6f662d0ece36ece799be544c6e7fc347965b37cfddc004d30dc2615367fa"} +{"episode": 34770, "episode_seed": 1454772016, "split": "train", "timestamp": "2025-10-13T03:12:52.606716", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1454772016, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 belt and water bottle so they collide with each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "129047", "label": "moving belt and water bottle so they collide with each other", "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": "129047", "label": "moving belt and water bottle so they collide with each other", "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": "aaf8dd497c6ce45dca6e45d06df990535247ec9d34e2cf6c2842fb2fd3c3272f"} +{"episode": 34771, "episode_seed": 2833879088, "split": "train", "timestamp": "2025-10-13T03:12:53.887213", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2833879088, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 portable battery charger out of white 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, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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7l966LT9antkEZCyoOgbqPxrm0USJhvzHUfSrMQmUACRWA7svP6VwxqSg7xdmd8qUZq0ldHVv4gnkTEcaRk9xyaz7mPzRdXEpJWNWdj3OOcfjWW5fyWLyZ46KMCtvK3XhiWWNS/mxklV6k9CPrXo4Ks5yamzzMfQjTjHkVjO0uaO+0Zpo0jjSRCcDqPUetcvCk6OskuQ5wdp6qpHy5/Dn8amttU1ZdP8Aseh2A0+IPzLdKZJmOOWwBtHpiruk6Hcw/vLyWSaWeXzJpJfvMePy6AAV6Fbl2iedHbU15tQNuxYksoO0KO5HU/0qxb6xbzkKzLubsRg1Fd2HmCW3CHeHMkf+2p5IHuD2rNi0+W3lFzJGUgi+di3HSk6MJxuzsjCDhe+p0InhZCy7QuOtYXiIhXtuc53f0qRS0OnhZPlYISR6E5OP1rO1eVna23fwg/0rjxNOMaLaHhP40fn+RWUnblfmKnP19a1rG8aF1mgfDeo6GsmHI/OrSRkPujfaT1GMg/hXlKTWqPZcU9GddF4il2gG3jJ9dxqve6hPfQlZCAu4YVRwOtYcZm6F0H0Un+tXNMkX+1Ft5CWLrkFu5H/6zXVQxE5VEpM48ThacaUnCOpVvrlLTUrbT0jQzTR+Z5jc4OcBR/jXPatBcS6skhOdsTu23O3Axj2ra8USjT9ft7hNLmvJgo8j5tsKnPV8DJx1wKwry78Q3dyft0saQtkLDBCUQD1JPJr2KnKoaM8ek7Suy74KlEVxc3UiqZ3VVjLDO3J/w5/Cu0TWraQ7GJwP4mHX8O1ctp1hLaacsyxM0nmCUoByV6Y+uCTTZLeVZMwo0iPyjKO1Z0qacbSOqCjUk3I7QPBKoaMq2c4waikA5HHAzxWJZSywPDE+N0QZ5PbcMAfzP4Vf+2I9ww6fIAfzNL2EE9DCas2kzhIT1/A1cBxj61Sh5q0vMqj0Ga8GSPo4l5D+tPcZiYe1QoeB7VMeRntUsod4c1WWzgaPhwGJaM+/IxXQnXLPy/8AUzbv7vH881xk0UsFwk9vjOMMh6MKm+3jK74nj5AJbAAz75r08PiY8ii2eTicI3NySOqguZL24UhVUA5VO34mtNvKuAY2yrdQM4ZSO4rP0yIWzYkwXPGR0X/EH1rTkSOQ/MBuA4Peu+jUjON0zgtbRlYWcSSB5HlmKcgyvuAP06VDO3nuEXlFOXP8hUzwKxO93cejNxUDuqAqMBQOMVtohNpGB4jPzW3tu/pWfD1NW9ekDyQY/wBr+lUkO1S3tXg4qSlUcke3gv4KX9bluE5z9atqcjNUoOEX6VajPauU7Cpdytb39tMGICnJI7dv611UGuIUAuo2JH8aY5/CucuIVmQo3dSPpVS3uZ7aIRzRtIqjAdOTj3FdmErqF4s4MZhnUtJK518usI7bbaNgTxvfHH0FWrRvLgJk+65yG/xrnNLIvGkIIURsA+TyPwrrIChhwFwAMFTzivSpVoSlZM8qVNweqKs9hDOTKssyBuSsUmFJ9arPaW9rFhBt74zksf5k1fkgUL8jMin+4cVXaFIiXUZf1JyfzrqSRLt3M37IVRmc/O2SQO3tXHxd67m4cFSO+Pyrhoee1eVj5JtJdD0Muesvl+peBxtx0zVyM9PeqCnMqj0GauIentXmHqkzjMTD2o8O6pLaW7Rn5gGJaM+h5GKCQVz2rNmilguUuLfGduGQnhhWtCr7Od2YYil7WFjrn1ezZOYpS393A/nmooppLuUFUCgHIXPH4muc+3jI8yJ4+QDuwBz75rqdPiFucSYLHuOi/wCIPrXrRxEG1qeLUoShuiwwiuAY2yrdQM4ZSO4qEWcSuHkeWYryDK+4A/TpVuWNJG5UZHQ96rPbq5O93cejPxXYrGehQvIRcPtjxtByx9fQVz+rqySRBh64/SurYhRtAAUDjFc1r5HmwEf7X9K5MbKKp8vc3wj/AH0bef5FSHqRVmE5z9aqIdqlvarMHCL714jPeRdU5ANUbyVoL+2mDEBTkkdu39atoe1RXEKzoUbupFJS5WmKUeZNHQR6yrIBcoxYfxp3+orNl8ie5MmGkbPVxgD8Kxre5uLaIRzRtIqjAdOTj3FaumH7Y0hBCiMgOCeR+FevHEwlG9zw6uFlBt2NmBdkGXHytyG/xqO502K4Jljllj38kRSYVj/n0rRQoYcBcYGCp7VA8ChcIzIP9g4rui1JXRzq2xkSQx2Me1VC85xnJY/zJqmPMVWdsB2OSB29q3JLaJQW25c/xE5P51l3sOBlTn29KVSShHmYn2RyFufSrURzMx/CqNs3z49quQHqfc187JH0kS8h5qYc/LVZG5BqXdUspDiN2PrTZII5UCyoGUEHBHcU5SDu+tLI2RU9dB9CXS9Ya0/c6jIqh5isDDnAPQH2NdGbl17kj1HJX8O496451VipZQdpyM9j61ZjvbmFAglUxj7u9SSn0IIOPaumnVcdnY87EYa75onSXF86AHYpJ44PX3H+FZFxdSSlj5mNv3u2PqD/ADFVpru8lgMgktJIh99zuUD/AHhz+dcvYwzeIPEsum3uqTW9swkaCONNwZlQsFOeQOCef5mulzqVNHLQ4fZpGpdajHfSr5RDBMjcDwSfQVJu/dY98VzOh3c1wjiWRmVVXaD0XPpXSKQVj9zXLVVnY9XCq1NWL0f3RVlTwDVSNuMVOp4xWJ1E2MnPqaYI/wBKN3H409WALVLGVczWVzHNYqiO0oaYn+Je9dHp+qwX0TvbSAFG2up6KfT6e9YDnnNRwlrdt1u3lPu3ZUDBz1yO+a1hOxx4igqiutzsPtTnIKn3Ujke4Peqs13Iy44UdNw5B/HqKx4NQuXbYZrZCf4GRgpPsc/LWT4n1HU7SwPkyRQXJdeY2JcL75GMGuxVqklZSPMdLldmjXvdSWx/1rhnf7qFhk/j0x7mudt271V1K3istHj1bTtWv5pHuTbtLcwqn2ghNzPH32qcKQfUe4E1q3zY9qxqxsdmDSXN8i9CczOfwq6h5xWfAcZPuauI3Q1zHolkcjFNZc4+uKbup2c5+tSxojlt45UCyoGUEHB9RU+m6w1oPI1F1UPMVgYc4B6A+1MkbI4qrIqsVLKGKnIyOh9aqErbmVamqiszrftDgYySPUclfw7j3pkl0wwQiknjg9fcf4Vzcd7cwqFEqmMH5d6klPoQQce1W2urt7cyiSzkjHLudyhf95efzrthXnbSR5FSg4PVFmeaRwT5hG3r2x9Qf6Vzuo6hHfSx+UQypkbweCeOg61QsX/tzxU2m6xqVzb2Uku2LypY0jj75YydsZwOpOKrA3EGp31jObgLaymNI5woZACRzt4zwOlKcZcvM3dmmHilURrbv3WPcCrkR+UVQBBWP3NXI24xXI9z1k9C2p4BpxGefU1EjcU7dx+NSygCfpUBM1ncJNYqiO0oaYn+Je9WgcFqgkNKLa2FNJqzNyx1SC9jd7WQAo2x1PRT6fT3q19pc5DKfdSOR7g965OEvbtut28p927Kjg565HfNXIL+5dthmtkJ/gZGCk+xz8tdlKtJfC7HkVsM4u62Naa6dlxwo6bhyD+PUVlXmoJY/wCufc7/AHULDJ/Hpj3NZPiXUNStbE+VLFBcl15jJLhffIwQazdY0XV/Duk6bqdxcXIu70yGYNHzDjaVDHHUhs47fga1fPU1kzDkQyPiY4q1AT5SmiiuSe57cNi5GeBTlJLUUVmy0ODHD/hTsmiipG9iJj1+lOm/1Ge9FFUjORlySuJo0DYUhmYf3sYwD6isB9YurDxBNqcPl/aYnbBZcg7lKnI+jGiiuqlujixKVrk3h9QsVwB0AUD9a6KM8xj60UVNbc3wvwIuRE78VPkgUUVh0OnqKzHaPpTskFvwooqGUI54pI+WI9qKKDN7FeU4lNY2q3kx0EBmD+a6M+7nPPA+goorel/kc1VJx1KmseIm1tYIZdM0+3MCKkUlsjqyIM4QAuQBzk8cnmtOPibjsKKK3rmOF3ZZgJ8oGrkZ+XNFFch6A9SdxpQT834UUVLKHEnmoW70UUugnuE3+qzWe8rrPEgYhSGZh/exjAPqKKK0huYtXRiy+IJbLUdQMlhp96s0odku4N4DKOCMEEdTkZwe4NSWd5PqNze311IZLi4cSSN0yxyenb6UUV1v+GcNPSqjVjJzGPY1ciJ3Yoorje56a2LBJxSknbmiipZSHEkE/hTJDx+FFFJCY1OWNVZTiU0UU0Zy3MbU7uY6GNzbvNdGYtyc54/AVn3eu6lqFjDpl1dzTW9u7Sp5kjMdzYzkk8428emT60UV3U9medXSUtD/2Q==", 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", 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", "info": {"video_id": "139714", "label": "pretending to take portable battery charger out of white bowl", "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": "139714", "label": "pretending to take portable battery charger out of white bowl", "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": "aadfa12d1a52545dd9939b90e6d235323f973f96a2115afcb579d0caa7a548e0"} +{"episode": 34772, "episode_seed": 1433376856, "split": "train", "timestamp": "2025-10-13T03:12:55.479533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1433376856, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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": "194198", "label": "holding plate", "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": "194198", "label": "holding plate", "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": "409b98da93f9cb784714217fc20ccf9a691987861eaeabde572a1fd99f6a60c0"} +{"episode": 34773, "episode_seed": 763585070, "split": "train", "timestamp": "2025-10-13T03:12:56.856489", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 763585070, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 grape'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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7iJwyuoIIrzP40HEmh/8Abf8A9kriPg38RXgdNE1GckLxAzHqPSuw+MM63C6HIhyv77/2SoqNqDizka6o81uLKK8tiXyrKMhhXo+kxCHS7WMDG2Jf5V520nl2Uz9dqE/pXpGlzJcWEEsZBRkBBH0rpy2V6UvU5cR0Niy67fWsu7msvE2mahpd3sgEf+rkZunXa35/zrWt1Plsw644rz6/UreqGUmKQlXHY+hP0oxuJlQcXa6d7mCMfSNcu/C+oyaZqCloo2Kn1T/Eehr0vQNQt9RKvG6tz2NYWn6fZ6tay6XqcCyEr/o8xHzgegb26j8a5y0Nx4H11YriUfZHcYkJwDngVzxgqlL2lM76Fe/uyPdLdN2KvxxDisfRL5L22SRSCCK3U4qEdDZKqDFI8eRUo6UtbKGhjzO58rQHOD6irYlax1Gx1NDjyn8qX/cc9fwbH5ms6wysYRm3MvU/rXRQWFve6VNHMR+8+RgCc7TkE/yxXHBuGObTtZt/Lr96M7r2Sud/p9wlwEKEZI6Vzk0922YpZGdTJvHOSPX/AD7Vymj+J7/QbtrHVI3aS3IBkA+8vZvoR3+vpW4niGzuNQiu7W6t1RX3+XI2O/OeK9vF4KpWipUveXl+qOVwfQ04LbytHtbxBtkmLDyn4Zl3HBx2q5Jqw0vSZvtQ2opMin09vzqr/belJCZZbxJZMfMR83P4V55408SPq88djauwi6sf6n/Cs6GBnQl7aquWCXzf/DmlChOtUUEtzmdf1J9Z1We/fIDttQeiDgf1rBmElvMlzCxV0YEMOoI6Gtu6gVIlCjCgYFZsqho8EcGuKVZzqOb6n0tbCKFJU+yPo34YePI/EOjpHK4F7AAsyk9T6/Q16lb3IkUc18Q6Drd34a1iO9tmIKnDpnh19DX1F4N8a6dr9pG9tcBmx8wPBB9KUouLujxlrow+KTfNpC+vmn9Fri4UWaJ4n+46lW+hGDXTfFGV3bRpEYbEMpbjn+CucslMjoozknAx1rz8xT54NbtfqTDRyOo8C6jJPoi2l03+lWbG3kPqV6H8Rg/jXR6jeT2cETQKCWb5sjPFeb3l5L4S8Qi6YM9je4jkI/glUfKf+BLx9VrsYdbs9T00NDOrsh3KAeTx0r6GUKlShzrfrbv1OOS6orOqX2pQxNhfNnIUd8bSf0/pWhayvZ3gVkIliYK/HBHf9Ki0yZJdpEIS5RmIlZeVBHQfrUt7d22mQvNLIBxklj/L1ry6WFnJpwV5N3M9TJ+IviKLTfD9yInBuLlTFCPduM/hmvnt48ZQHIXgfSuo1vVpfEmtS3BJ+zQkiNe2f/rfzNc7Ouy4+vFdOOnHmVOLvy7+vU+sy3BOnQcpbyMqdiWKNwR0qqCW3DFX7qISPkHBHH1rR8N+G7nXtQS2t8KM/vJHHCDv9TisqUeY48a/ZvU9P8JRzR+GtPjkBU/Z1JDjjv8A0xWZByQfWuxNqtjAkMI/dwqFAPUgCuIscquxm3MvUn86MzjbD37NHkUXeZorM2narp+qKcLG/kTe6OeD+DY/M16lZzrcKpQ8kdK8+j0+3v8ASJopmA8z5Gwx3BTkZx9cEfSs7RfFl/ody1hq0bmW2IVnA+8OzfRhyD/hXVlUXOgqbkr7r0fT8xVUpS0OwmmunBSWQuvmb/Ugd/8APtTre3Mek2t4g2ySlsxP8rFSxwcdqzI/EdlPfR3Nrd24RX3eXI2Dn3rUOuaWkJkku45HxyR83P4Vm8sxHM04O+3/AATBxl2Lc+rppekzG6+VFJdT/SvAvEWpvrWr3GovkCR9qD0ReB/U/jXU+OfE0mr3MWn2jkRdWPoPU/0FcleQKkKqi4ULgVpin7CksO3eW7/RH0OUYGVnWkvQxblGVA4555qi3zHI6HrWpIP3QBGexqG3szPcLDEm52OMHoPc+1clLUvHRUNTPgMtpdLLGSrKQVYV6fJ4wbxPpdhBKm2WzDhvfIH/AMTVmf4fwR+EvLAZr6TEpkfqD6AdhXFaHbyWl7cxS5VoWCsv14rpqUvdd+z/ACPF9omtDr7cBhgjIPBB71v+DL37HBLpczE/ZpNqE9dh5U/lx+FYdiqtKgcgLnktnH6VJr9pc2Mx1fStx+z/ACXCqMgxdQx/3STn2NceUySk3J6PT9bhW10O91vzWtrR4ZdgDEgg9+KybKFrzVLfz4iYXZ3kkP3EG0g5P1NYNt43hlsha3oMLE7lkHzAcdR7Vo6f4h0+O3WGfUEkiVi4VVIOTjrx7V6NfLK86qnFcy8muhzOEuxqwLPHc7oWDpBICj8jKj1riPiXry6hF/ZkEamViGcnnbjnArd1zxnaWtrILQNvC9WGB/ia8xjElzJLczkmWTJ56gdf1oVGWApP2nxS2XbzPQy7AyxE9dkev/B7xOb/AEgWs7/6RakRtk8kdj/n0r2eGUOikGvjjQddl8K+JYr5C3kSHbMo7j/63Wvp7w7r8Oo2cUscqsjKCCD1rz3pquptODhJwe6O2Q5WnVVtpg4HNWq3hK6OeSsz5RteLqRD1HBHuDg1v2bEKFzxnP41nalZm117zlGI7lc+wcdf6GtG17V42arkxEhUHeCNzVNDstZ01ZrgmKSNcpcA/vBnqPcHuDxxwB1rxci5SVjEySLuOP4TivVtY1BrXQLht2NkZRB7tx+fP6V5goxXZh8xqt81N22R6+VZfCpGTqDo7q+CsoRQGGMs+cflRHHt3bmLseWY96lAwBjvS4IPAzW1fGV66tUlc+gw+AoYd88Vr3H3EQe3Ug9s1izruk8tPvY5PZa0ry4ZbdYE4IHzP2Uf41p+GfDk2qSho1ISJg0jlc7B6n1Y9hV0ad9WeJmuNj/Dh8zEXwveX2nzS2sDM9uN8hPHHYfU+lZmia5e6BqCXVpK0bKfmXPBFe7ta29rax29km22A4GclierMe5PevN38JWGs+N7qye5e0RhKyCKLfudULBfQDg5J9PeuuULI+ehUuztZvF0fi7QLWdWG+DdHIp6hmAI/wDQTV6xbKRv6gGuD+GNidQ0nxDbr/rMQPGfRxvIruNJYvZxEjBxg14+cQ5aVOS8zWk7zkjpYLW31a3uLK+RZLedNrqTg8dNp6gjtjnjiuB8XaRqPhIwSRyNNFI+I5FYJNjGfnXofqD+Fd/psxglWTGcds4zXEfEa/N1qtrbFt3lRmR/95j/AIAVGX5lOlGMYP3rv7jtwOD+sYlRexgQeN75F2yXlyuP4W3A0mo+IbnVRshMuGUCSVwQB647k1TjVmOB2GetPPI9q9medYiceVWXmfR08goKSlJ3JdOgUOsSDCgcLVC+tCsxyMHqK0bNttyrY6ZzzVS5dr6+EcO4wk7QV6uc9BXnwhznTmGIp4eN2ZMVk95OEjJ2kgFsd/Qf54r13wFpS6baPdmMJbyARwlurnnLf7vbPeqXhHwhHLG096gFuv3VH/Lb/ZX/AGAep7nitnxdeXNtoby28jQukiIuzjA9K9GlHl1Pg8RWdWTb6mrqkO62cKf3nA4rzq0P+lyp0I4I9CDg1oanfXMejRahZa9qMwa4+zFriNUWchcs8eOdqk7Tu9R7gN1GzNr4g85RiO6Xd7BxjP8AjWWPXPhZtdLGdJctRXNK0YhQueM5/GtjVtBstZ09Z5yYZY0+S6U/vBnqPcHHIbjjgDrWPbdRU+uak1p4cuW3YKxlI/8Aebj8+f0r5zCYt0XJLVu1jt9g6s4xXc8iLXiSsY2jkXccc7DjPp0q3Ff6hsZFiRdwxlpM4/KoVHarIBAGDnIzX0EczxUY8qmfWrKMM90yKOMruLsXc8sx7n/CrtzCr2iMDzjPSoNrdACefzpLudltlt0OGA+d+yjpj3Nc0eapJt6tnTiZ0sNSXRIypYt0vloADjk54UV1fhLwxLd3BXDRxqQZ5iOVHUAf7R7Dt1pfC3hqXU5FeMFVhYPIxXOwep9WPZa9M+zQWlrHBZJstwOBnJY/3mPcnua9ClTsj4XGYp1puTJXlSZCxAwpCEfyNec+KdMjsrxruMAfaWKnHqMkVqW14bnxtNpd3ql3aW8knlq8UsaLGOpLF+MYzx1J4qlcW95qH9r6bdy3LPbylYluMb0ZScZxxnjnHFdCak+U4mnFXK1kc7HHsRXUaKczFTkkjIyeM/5+prlNLJNtHnOQMEH2robKRoWDocNgjIr5CNX2FZSfRndKPNGxyvj/AEeysLm3+wSeU8rMXRB+6GMZ2r25PauRjW7TgNGffJH9K6Pxfd/adb8sHKwIE/Hqf5/pWNGBk169DHV4xvF2ufRYLLaMqMedakbpNMQ1y4IX7qL0z71bt1Blwe461HgkZpVk8lvMY4Az+PtSnVqVp803dnqRo0cNTairIz9VtkMbgnHcE+tb/wAPfHjeHrhNPvy32Rn+Vyf9Vn19qwlR7y+DPwScYAyE/Duas+KfBl/o0EV8Yj5ci5kTq0X+979z6ZrrhS92zPkcbiY1a3NE+qdG1SO6iR0YFWGQQetdJFKHXqK+SPB3j3UNP0l9JF3LFKrKbeVTyFzyten6hqPivR9J0+7udXvllut5kiIwIsBSoJx94hs4/wDr1Ci0zCTTRx+tXEj6tBGSNkchVQPpV+26CiivNzr+P8jLDfAZXjCV1sbaIH5XclvfA4/nXHCiis8J/CR9dln+7r5/mWOkeR1ps7GOBnX72cZ/Ciiuyn8R145tUXbsOlgjQqoHCgHnuSOpr1jQ7aLTkis7ddsTRh2z1ZsZyfeiivVp7nwdZ6FqYCJZ0QADcMe2euK82ur6bR/E1xe2u0zRSNjzBuB3LtOfwY0UVrPYxhubXwviS0/t2SJQCqQkA9ON9b+mksshP/PZ/wCdFFeRnX+7R9f8zeh/EZu21eYeIpXm8Q3zuckSlR9BwP5UUV4mB+N+h9Nkf8aXp+pRi61OcKMAelFFeoj6r7LHY3zQRZIWXG4jrWj4b0+3vNat4ZlOyRypAOMKATgegoor0aS0Phc4k3Wd2ewTY+zW8iqE27F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", "info": {"video_id": "214117", "label": "putting grape", "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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WB611qncMivlj4NeMDpmq/wBiXcm2Gdt0JY/db+7+PWvpyzuFkiByK8yPuOx2S1Vy5Xk/xoOJND/7b/8AslesV5N8agd2iHt++/8AZKut/DZmeX3FlFeWxL5VlGQwr0fSYhDpdrGBjbEv8q87aTy7KZ+u1Cf0r0jS5kuLCCWMgoyAgj6Vrlsr0pepz4jobFl12+tZd3NZeJtM1DS7vZAI/wDVyM3Trtb8/wCda1up8tmHXHFefX6lb1QykxSEq47H0J+lGNxMqDi7XTvcwRj6Rrl34X1GTTNQUtFGxU+qf4j0Nel6BqFvqJV43VuexrC0/T7PVrWXS9TgWQlf9HmI+cD0De3UfjXOWhuPA+urFcSj7I7jEhOAc8CueMFUpe0pnfQr392R7pbpuxV+OIcVj6JfJe2ySKQQRW6nFQjobJVQYpHjyKlHSlrZQ0MeZ3Pnq2bdhvX/ABrQtbqTTPEOm34P7mUm0mHpu5Q/nkf8CrI03zFBSUguOeB61vtpTalotyiuY2OAj4GFfOVb8CAa8+m5U8xfL0bv6dfwJ09krnpNu6yBSpyDWFeajPcK8cyDiT5Djt0P+fauf8LeNY5lWC+/0a9iby5Y2OAHBww/z7Vt3F3El+jKplgL7iVGRgnpXs46jU5E1s+xxyTQy0gEdgb5BvhaV0baM9GwD/Stu1vlSxeORtoQ5XP93FQIiG2QYEcK5KRJwF/D+tcJ8QfFaWVitjZsDcTfJhDz9PrWOEwso1LpWilqx0qcqk1GPU4b4hayuteJZZIWBgtVECH1PVj+oH4Vxk+6NS3vg1r3NsY7ZQzbmOWZvVj1NZr4MOD06Vz16qqVXJbfofZQwnsaEYdUjJlbHK9DXU/D+KVvE5dVbatu+SO3TH61zn2b5wMkgnjA5zXrXgLwtLplhLqd1tEs6hY4xztXPOT610UIXdz5/GT5bxL+vZ/0XcR8wc9Oe1VIFV0KOMqwKsPUHrU3iXelxZ5bAQvn3zgUywAaVA2AvcscCvPzWL9tC3Vfqc9B+6zofA1+YtPfTLh8yWUhiDHuvVT+KkV0mrS3CRWzW8mz5iTg9cV5zry3WhX/APbOn5aBf3V0o5ATqjn0xkg+mRmte38a2d3ZC3uW+zzg5UydAcV73sZ4mh7jvLrbuuq9Tmcbu6Na3iN7q0EMqNiRpHJx8qrtPU/U1dtWmguQVw4hcYdT94Cs7T9btPs4hnvrfy1JbKuCWz6/571X1vxbYafaTG3kDOFOccD8TXJSyzENr3ba3uyFCTdrGL8TPE6S2x0m2J33BAlweVTqR+Qx+NeRMmWIz36GtgSTajcTXtwS0kudueoHXP41mTJtnB7GoxlaM6lobLT18z63B4F0KHvbsyZchijdaryRM65A5FaE0au2WHI711XgnwoNbvRNcq4tYvmKrxvI9T2FKjFy2PLxtoOxU8A+NJvCl6dwL27/AHlJ+6a3oTuIb15/WsPxv4aOkam95AmLV36AcKTWtYZWNUZtxXqf1rHHwtSb81+pxRleSNEStY6jY6mhx5T+VL/uOev4Nj8zXqGn3CXAQoRkjpXAQWFve6VNHMR+8+RgCc7TkE/yxVDR/E9/oN21jqkbtJbkAyAfeXs30I7/AF9K7MrXPQVNyV916PoY1VzS0Ormnu2zFLIzqZN45yR6/wCfapILbytHtbxBtkmLDyn4Zl3HBx2rMTxDZ3GoRXdrdW6or7/LkbHfnPFav9t6UkJllvElkx8xHzc/hWbyvE3knBt7f8ExcZdi1Jqw0vSZvtQ2opMin09vzrwzX9SfWdVnv3yA7bUHog4H9a6bxp4kfV547G1dhF1Y/wBT/hXLXUCpEoUYUDArXEv2FJYdu8t3+iPdyvBS5XWkvQxJhJbzJcwsVdGBDDqCOhr6W+GHjyPxDo6RyuBewALMpPU+v0NfOUqho8EcGl0HW7vw1rEd7bMQVOHTPDr6GuRLnj5kYqmqc7rZn29b3IkUc15h8aTltEHqJ/8A2StPwb4107X7SN7a4DNj5geCD6VgfGWTzJNBkDcL5+R652CiN2nF9n+RyVFZXRwNuAwwRkHgg963/Bl79jgl0uZifs0m1Ceuw8qfy4/CsOxVWlQOQFzyWzj9Kk1+0ubGY6vpW4/Z/kuFUZBi6hj/ALpJz7Gs8pklJuT0en63Mq2uh3ut+a1taPDLsAYkEHvxWTZQteapb+fETC7O8kh+4g2kHJ+prBtvG8MtkLW9BhYncsg+YDjqPatHT/EOnx26wz6gkkSsXCqpBycdePavRr5ZXnVU4rmXk10OZwl2NWBZ47ndCwdIJAUfkZUetcR8S9eXUIv7MgjUysQzk87cc4FbuueM7S1tZBaBt4XqwwP8TXmMYkuZJbmckyyZPPUDr+tCoywFJ+0+KWy7eZ6GXYGWInrsj1/4PeJzf6QLWd/9ItSI2yeSOx/z6V7PDKHRSDXxxoOuy+FfEsV8hbyJDtmUdx/9brX094d1+HUbOKWOVWRlBBB615701XU2nBwk4PdHbIcrTqq20wcDmrVbwldHPJWZ862wKX7xtguq7Wx6g4NdFZuVjKjoev09KydTs2tPEgmUYiukLfRxgH+hrUteorws2Tp4uVuv+QUNaaJtc8ILrH/EysGSO+MY84MP3UoA43Ecqw6Bhk9iMYry1fEmpabcyw77mJUdlyjF14OOCO1exXuqmy0KeQnCwRM/J6n+EfnivE0zkkn5jyT7162FzirH+FtZXv3PWyrK1iFJze2xsp42mlikSS4uJsrwFDHJ/Gsl5J7y5+03Iw+MIpOdg/xqUAqBnvzRwDyOprbE5nWxEeSWi8j6HB5PQw0/aXuyxdWpksUZRn3rn54ggAHO77oA+8a6Ca5EOmxpjdK3CL/e/wDrU3RtFn1OeNhG00hbBCnGfUD0GOS3YVjTp8zucGa42NKLhHdkXhvQJry9jATzLlyRGvZfVifQdz+Ve3Kka2qQrt2xKEbAxz61QsNIg0O12wFHmlUebMo4Poq+ijt69TXKpdXt54yu9LbWbm0hYyCNY1DbmVNwX2HB5NehD3FqfHTbqMXxdGY5lbnYzFUPvjP9KgsmyEcexFVNNkvfEWk6hFd3Mk0qhHiLn7rcnj64xVjSyWtYyeuMYryc6XuU5rzNcNu4nVaRiVpI3G9XXlDyG+uePzz9K4Dx/ocGi3FsunThBIWzbkFkixjhT94DJ6cj0rtrGVoGDrww6H0rgvG959q1/wAoHK28YT8Tyf5iuTBY6cYxpw0au7nqZfg1XxXvbWOaiub+PjylJ9RKMfyqeaW6vSGuCqoMfIpzuPuaIhnOT2qUAkZxXq1MyxNSPJKWh9NSyrDQlz2vYms1VpSrcZFZ99CsbMSeAM56Yq9E3kv5r8KoOT696ppG97fhpMLzwpGRGPU+p9qxpU+YxzPGQoRdt2VbPTjdyq7qdgI+TGfpn3PYV7D4a0x9EsD9p+Sa5wGi/wCeSjpn3559Ki8NeGU0mIS3kRF0cvAjjmMH+Jv9v/0EGmeKrm4tNGlnileOTzFXcDzg9RXpQjy6nw9Wo6ktS14g0yHVLCS0cKTnqfpxXAWvF1IndflI9wcGt3ULiWLRINQsdc1GZTcfZs3Eaos+E3M8Y67VJ2nd6j3AoajZm113zlBEd0u723jr/jWGOXPhptdLBTvGaRo2bEKFzxnP41uapodlrOmrNcExSRrlLgH94M9R7g9weOOAOtYdr2q1rGoNa6BcNuxsjKIPduPz5/SvncLinRcklq9jr9i6soxXc8pIuUlYxMki7jj+E4qzHdXwVlCKAwxlnzj8qaoxU4GAMd692OZYqMeVSPqo5ThnumRRx7d25i7HlmPerNxEHt1IPbNMwQeBmory4ZbdYE4IHzP2Uf41zR5qkm3q2dGInSw1K2yXQzZ13SeWn3scnstWl8L3l9p80trAzPbjfITxx2H1PpW34Z8OTapKGjUhImDSOVzsHqfVj2Fekta29rax29km22A4GclierMe5PevRp0rKx8VisS6k3JnhGia5e6BqCXVpK0bKfmXPBFeoa94vi8W6Dpk6nEsDPHIPRmAI/8AQawk8M6LqfjyWxvpZbW3nl2iSKWONYj1LMX4xjPA5JwKZ4e0UrP4n0nyp4mgmVI0uABIjKz43AEjPHOCRVQgnOxjOfuXNuyOdjj2IrqNFOZipySRkZPGf8/U1ymlkm2jznIGCD7V0NlI0LB0OGwRkV8tGr7CspPozolHmjY5Xx/o9lYXNv8AYJPKeVmLog/dDGM7V7cntXIxrdpwGjPvkj+ldH4vu/tOt+WDlYECfj1P8/0rGjAya9ehjq8Y3i7XPosFltGVGPOtSN0mmIa5cEL91F6Z96t26gy4PcdajwSM0qyeS3mMcAZ/H2pTq1K0+abuz1I0aOGptRVkZ+q2yGNwTjuCfWt/4e+PG8PXCafflvsjP8rk/wCqz6+1YSo95fBn4JOMAZCfh3NWfFPgy/0aCK+MR8uRcyJ1aL/e9+59M11wpe7ZnyONxMatbmifVOjapHdRI6MCrDIIPWukilDr1FfJHg7x7qGn6S+ki7lilVlNvKp5C55WvT9Q1HxXo+k6fd3Or3yy3W8yREYEWApUE4+8Q2cf/XqFFpmEmmg8QyEXdjEMbQ4PvyDUltRRXk57/vK9P8yML8BQ8ZyvH4cKqcCSVVb6cn+grzhetFFZ4P8AhfM+zyX/AHb5v9C2gyuT2FPTkvkDhScevFFFd8Nz1a7tT0GCITQxu5JaRypPsOwr1LwHZwW+l/aI0AlnDBm7hVOAo9B6+tFFenT6H5xjG3OTfc6BY12zJj5Y2IX24zXkGo6hPp/i681CHaZ45n27xkcrtPH0Jooraexxw3LvhWVrbTr54zhh5agnt979an0li0GT/fb+dFFeXnP+7x9f8zeh/EZv2/avK72V576aWQ5d3LE/jRRXj4HeR9PknxT+QkP3qmUbpNpJxkDiiivSW59FP+GxYQHlndgD5K5Rew5xXTeDbC3e9upnTc1sA0eegYnqfUjtRRXp0l7qPgcwk3Vnc9GZjLZRTvzIMNn8cGuV8dANpLk9ElTA7daKK6nseXHc5HVfET6wLaKTTLC3MSrHG9ujqVQdEALEAc54HXmres3Ej6rbxkjZG5VQPpRRXNX/AN3n6Gr+NF+26CsrxhK62NtED8ruS3vgcfzoor5Oh/GiezgP94j/AF0OOFWOkeR1oor1z66GzGzsY4GdfvZxn8KdLBGhVQOFAPPckdTRRXdQ2Pls3k3WSuesaHbRackVnbrtiaMO2erNjOT71amAiWdEAA3DHtnriiiu+Gx87Lc87u9V/snVtQiNhY3sUsodkvIfMAZRkEEEEdTkZwe4NGiahczXet6lLIWu7t0eWQjud5OB2/pRRSp/GVP4CxpDFoCT/fb+ddBb9qKK+Oxn8aXqztp/CjzS5lea6klc5d2LE++aWL71FFep0PuKXQkA3SYPTIFRRneZpW6x4CDsM5/woorqwy1PIzqT5LX6nT+ELC3+0XdwU3PblfLz0BPf613syrd6NmdQ/wApzuGc9qKK9GnsfJVPiPA9eto9K8S3kFplEhmPl89K9Dtdf1LUtItrS7upZooi0i73ZiSwGc5POMcemT60UVz1Nzohsf/Z", "info": {"video_id": "214117", "label": "putting grape", "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": "77d1024d92a03c9ae123473cc7db51dabb204ad3c20158213f4ac7ac03dd20d8"} +{"episode": 34774, "episode_seed": 2593865919, "split": "train", "timestamp": "2025-10-13T03:12:57.584550", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2593865919, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of lady to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "77055", "label": "showing a photo of lady to the camera", "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": "77055", "label": "showing a photo of lady to the camera", "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": "28ce2838afb9cdf7816141de211259ee6e218298ea5d10bbeae0454fe1d8e2ce"} +{"episode": 34775, "episode_seed": 2715744961, "split": "train", "timestamp": "2025-10-13T03:12:59.890327", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2715744961, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 telephone on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189257", "label": "putting telephone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "189257", "label": "putting telephone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "84a002a6b18a02ddf80085126d59c57a9213089b57e99eb684fe7d077d75fedf"} +{"episode": 34776, "episode_seed": 1961498834, "split": "train", "timestamp": "2025-10-13T03:13:00.870754", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1961498834, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning a scatch tape that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "76314", "label": "spinning a scatch tape that quickly stops spinning", "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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jgZUj04OM1jGU+bfQ6a8IShzxexlAjDBSpVjjPRXx8q7v7rZ3HJNOR/mxkgHjkcjjgEeuNuGAxzWjYaHPdASyEwwnIBZcO64wAV6dM89eabPpsYvsRkrArBdzHJxnk/SteZN2OFp7nQ+GbcyaLK8O+a4W6BWJRk9B/OvTbKxSLT1tsssZHzJu7nk1yGgmK1iMNjMVeGQgvGc9ffv3rtkYAAGufFwV4u2ppS2ZnG00aC/N7PEj3VsxKb4Vb59uQSTye1Zl94h1TXb+2iubNpgT8gdAI0B6nkjP1qjreuDTNWuVa4RdzgqNpJ+6tYU3jXEmQJZT0+6FrVRc4RfNYylRpSl7707I9BEX9nHHmRMgyPn4IHr3qSO40rX7kaXqcMTWzZVZpmMcecZHIPPpzgV5lN4kuLoKSm0ehYtThqV9PhUnYDHAQAVvJrcUbR0SOiu9D0XR7iWyguU8yMnJiYEP6EHuPpVC1kiTU4NOu0iltHH7veu7YccD9Kz5IpxCfOJdk4AY5wD71VEV9Z3UU6LvMZDoyHdtP0rnlOS6Hp0YUZK0ZbrZkmqSr8lshwznceecVRmi2Im0ZJNQbpb/AFFpkBOW+X2A6VqX7RwCNQ4LHrRHRHC9dSk9xOLbydzPEvIiJ4zXoHw0aW7uL3TYyHzieNQfujADD+VeatcAMee/Wu0+GzTaDr0etu4ZMm3KE/e3D1/WpqJcybJg+x7OnhieWJllT5WGCD3Br5u8RaWdE1m8sJE2NBMyYI7Z4/TFe+6j41vpwUgZYR3KDn868a8c2Nzd6q9zGjSGVVZmz/F06+tbQcU7IVRO12YQjRo1I7inpJJARhiKaf8AR4Iklyr7eVYYpgfzRgDPvVszRoRwvLGgDHPWpBa3CSgock+hzRZOwwG6Doa2bGCW8ufKiVmZugWsLXZ0Qq8i0EuCkNnbBo/3m07m2gbj+HYe9c6ZVvrp5B0Hygegrq/GtpLoulWisoSS4DKvr2z/ADrltKtfJzLMdqYxg9zSSs2w5ufUYtuJLhlYHYOcetMvLd0cedkE8hfQVfsbiFtSkbOQM7Qe9W9Q0+R7A38+R5mdi1jKpy1NSWrrQ56L9y4eP5WU5GK9R8K+L5pLeOKWUsUGME15K02xypyDWjot+0V6qpuJY9BW84KSMk9T0jx3s1KxFyFGUAOa80aNc5HBr0KeRrnQ7kMCdsZOK86kmVJCvORwQR0oofDYctyxC7s6xFiRnPWri2jyZbd165rPh3MwkAIx3rZt5DsOeCR6U5bl05WE021nS6Tdnyw3OOc1l6lIYpkiZt5blvYdq7nQdIuNQZHWJmRc7ieleeptvr6SaV9oZ+ntUuOqNHU5za021jknQSfcxnA7+1JrNgbY72wHYZCegpbe/t4r20jb5YlcAt7V3zeGj4hV5bfBlf5Yx2NctWbp1U+jDlTjoeS7gD0ApQwz2rQ8QeHNT0C6eO5h3BTy0fzCsRJXdsBCT9K7YyjJXTOZo7zwpqr/AGe4sXbKBCy+1cu2N8mAMb2/nV3w4sv2m4fG3bCwPtmo5dMkgsy8eZCuWfjB+tFNLmdhyeiKRUckfpV61jEsKlucnmsuOXe+M4+tatspjIAPBpzHF2ZaOmhsBc7u1RalprhbFlbDRM7Z6nPHStWwhkvLyOOFdzsQoXI5ra17SZNMgsVk2r5u/p2xj/Gsp6Rubqq5e6cVcXEkERcl1GcAn1qu8J+zYUZLYqfWis97HaQuGEY3OTwMn/6386LmWK2s44dxeQHk0qe1xSGWDvHqVuA7KQ652nGRmvT0vF6Fq8ihugt/Ew/vr/OvQfMDZY1NXoFPqYPi5IX1berbmb7/ALHAx+lczcpHGoY4FdD4sl2PZOUAV1YqQPvYIyawWt57+BhbwySMvPA4/OtqL91GNR+8ToiNAh55FKpeLlCRSyRSWltEJY3Q7cHI4z9aijm3MQBxWrJTNWPzJ4lJYjfyTTzaXCkMucj3plmHTap5Xr9K27UPNcIE+Ynso5rDdnRCooo4GHUjaDanzfSoLi/kmbPAqiWo7E5rdRRg5NkhmY969G8HXdsujO1yGlM/yqg6q68ZH4MK8z3V1ngbVpba+azjijld2EkQfsR1x9R/KufFRvTuuhVJ2kd6LraAxNV5fs91LFDcI+135kQ8qPoetLaix+yLcXd8sanJVEUu5/oPxrn9a1xFvII9PypVWLF8E+30opJ3TZdZXhY2vG/h7TNN8LRX9vqcdw7TKiRFNsg9eM9Mf0rzy1k2ygckVc1u6u7ry/tErP65PSqVlayOxbpgZzmt29DBK2h0thb/AGhvl4BXr6V2XhO1lt7pJyp4yDuPXNcl4cV2mMcg4AGBXr3hnS/tEiACs1oVZs4v43qkVt4dlXOHE5/9AryT+1J9u0EAV7D+0PEtvD4ajXoPtH/tOvDM5q4xVgcnsXre+kiuVk3Hg5r2TQr7T/EligkChbePLJXhx46Vf0vW7zSLgTW0rIehwe3p7isMRh/aR00aKhOz1Oy8SeF4pQ1/ZTbQ7kCMrVbQrO58PyXNzdQxMwQBd43DB68flVuDx5HeRQxzRwxrHyQq4yfof6VU1LxBBcoSWzHu3MB1c+lYU5V4+7IqUYvU7Tw81nfwSW+oNJBHcEEvCAdnPHB7Vx/xAsdP07xN9lsLwXSCFS8ijHzc8fUDFULPVr6cMyTNGrZ4Xjj0zWPdLJLeOWJJLYBNdkI2Rk9Xcv6dJuwrc5NdLbWDyRRlQck42g9q5q3tZIlRl+91IFeieGofOjiLDLFQaT3uM7Xwbb+VCttJ0IJHPtXzZJcuHIRtuCen1r678PaSIrfz2HY4FfHch/eN9T/OqjrqD00JDOxOSxJ+td14U+IV5pEKWjyEJjaGB5A9BXAAgDpTW56UVKcZqzCMmme4y67omoTtcHUt5Ef+qcFQxx0ya5m7l09rEBBGrmTdtX09681WWVPuyuPoxqRLmcsMzOR6Zrkjg1HZmnOn0PQNMvYYPMW3n2zOx3kNg4Pb6V2M/iLw/beHblb7T7aS88lhC8J2sWxgbgOK8dt900wC9+1aF3FixGPX+tdUYpKxi1d3KMMg3Lg85rqNKT7VtBYBe7Vz9jZ+Yd7ZAFdH4ft3juyr4IxnAolroNHW+HtMeG8S4wAVORxzXQfEJYRpem3kxKRxpM7/AIBa1fDOli5ZBjtzXO/H64GnaLounwgjz2l3H/ZXYSPxJFZyjzKxcPdd2eHzag7TPMOHdix9s1DJeSyj53JqsTTRzW6ikS5NkySsrq2ejA/rXpMeoxuqncORXmBNWv7VuYwqqw4GOazq03K1iqcuXc6rxlKpj00oWwVk69Oo6V02g6hZL4bt7f7FBIPL3eYrFXLHrk9OvqK8xn1G4v0hE5BEQIXHuc1d0vU7izkCRPhSc7SMjP0qqceWNjOr7z0ParLwdp2raVLKupxx4iLSxXCbcDHJBz0968at2IlJVsjOB/jW7f65qcmluplxGRgqgwD9fWsXT7OST5uduM8mhsIxsdRp8Iu8BT82OSe1dZ4Y06WHUI7jB+VsgY68Vy3hiOTzmSXkDBA/GvY/Dml/aNhxWexVrnylmkzQaaa6SR1Pt7l7S7juI3ZWRsgqcEfSoc89aaeTUvVWKRr3GuzzbYYSVjUYDHqaXTGMl6QxJJU8mslODWhpr7b1G/CpSSWgNt7mtftkx+681esIGNsu0c9az70/Mo9O1XYtRCbUijPTvxUyvbQR0ekjy7jOPmr2PwTcx7gGIyRgV4VY3TNL8x24Oa2/Duq3114qewTWbqyQiQw+UobLKhYL7Dg8n096VmWmbn7R3/Mt/wDbz/7Trwiux8ceItR1+DTWv72W5MQcr5hB27tucfkK46tUQxetIRSGk3cUMEI3HSpI3PUmoj1p6dKkZ02jDzLbOfu7ifyqONS96RjoxpmiS7LeYd9pqSGZYLqR2UsOcYpaiNuOFgdx+6cV2XhuURvH0A4FcDHfySKSFAANX5dSnttMM0Erxy71AKnFQk+pS0Pp3SZUl0pdpHC818SP99vqf517afEV7p2hRX2m+I9Tkja4NvmeNUWchMs8Q67VPynd6j3A8RY/MfrWkdFYUhucVIMbM1EelBJU7T2qmJAxoRuaSkwc8UhmzoJDatAjH5Sec/StO+P7ggdN/FYFixS5RwwBFbt0D5aZx8wDD9aXURcsIC1vjdgnnNbumYjnHTPrXMRXkwCIpAwME+talldSRT7ZDypwQaztK40e7eCbyLeFLDJGBXC/tG/8y5/28/8AtOsHw5rEkni06fNq93YwSSbY3imjjWM9yxcYxjPHUnArnviTrGpX99Baajc3Uxs5Zo1W62705A5xxngZxxVxVhs4Y03OKcaYelaEClh60nDU0cU9RxSbKSHocYq5aEG5jB9RVIZGKs2rYnQ4pLYT3OnvDttGQdA9WLOFzbAIOeODVK5fdD1GWwalh1Nl2okeTj9ayknbQDqtIHlTgnAPQ17T4OnRoSuedtfOlzqdxDZl4pGicOPmXrXWzz+KPC2jaVfT6nexTXhfzIduBABtKBjj7xDZx2+uaOVl3PGqcgBcA8jNFFbkEHejvRRQV0JEq3bsRKnPeiipYM2747rknAHC9P8AdFQbisi470UU+pBrq5+0uc8nrVSDU7jSteN/bFfOjZtu8ZHzKVPH0Y0UVJb3MrWOI7ZewBA/SsqiiqRLGucKR60ztRRTKWwoGacnWiikM29GdlacesTdfoalxhzRRQQyezkbZKueCAP1qW9cjTivUCQGiipe5XQ0NQ8TSa7DBFLpenWxgjWOJ7ZHUoig4QAuQBzk4HJ5rhD3oopoTE70zuaKKoIin71PXmiikMsQf6wVusS9vCW5xEP5miijoSQtwVx61pW8jOHZsZyDmiikNbCW+tvpl/dRtYWF7FNIHZLyHeAy9CCCCOpyM4PcGsvxPe3Go3YvbqQyXE7vJI2MZY47dqKKXUZh0jUUVZLGrycelPTvRRUsroSgDaa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", "info": {"video_id": "76314", "label": "spinning a scatch tape that quickly stops spinning", "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": "687570933895abe00c5f44b4ab34e84cd2fb8e2a6764e230dbe259515928bbaf"} +{"episode": 34777, "episode_seed": 3072164934, "split": "train", "timestamp": "2025-10-13T03:13:02.436352", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3072164934, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shoe from floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "71904", "label": "taking shoe from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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luywBZyxJPPXt+FTbQCNp4xx71U9hUt2xJljkCJghAwJ96ufa1+UjgCqZPamvnZUGjRU1aQSSgrzmm6Yt3DIt1ZSFJ4JFYEUy5Icqo+9/Kr+iqR9o46bf61rzcsbmDjdntVpJIYUMqhZCgLKOxxVtXrzaHxfLp9htuMySQj90x/iH91v8a67Rddttashc2zYYcSRk/Mh9D/jRUUfihswpyb0lubhbiqMhyalaTIzVd2yahbmh5h47u2g1IpGcOcY9s1hBRKp3YJPX0qx4nuhfa9NKo3KshAGew4qBVKAA4z3q3okRHVsbLCPKEaEDcQD7CryyoioFPCjH4VUOOlMbgcVN7lNFTVWzPkd6qx/IpPUirFzhmXH3qrNxmtVsZPRnQagWFmxBOMisyAMwB5rXvcCxlz7Y/OsuFsACsKfwmk17xKYD1zWrYTS2IZoWHzqVZT0wRjP1qinPFTRkhuelORcUiRgXbJpyx4GaeMHtTgvB5rK5qVmjHOai8hhkg5FXtgYe1NEfyn+tPmFYoY9arzgAEmr2AGYN1p+haPFr3iBtNur6W1R45Wj2R7yzqhYL6AcHk+nvWkNWZVNFcseEUWdr0lcoNmD69ab4hWNeFBG1hUnglmMN4WPGIyPbrTfEGHR8Dpg1jf8Af2El7lzFTla0LBNkgZqz4DkCtSNlIx3FbS7BBdS6xWQkjBPSgRgVDECKnByQO5OBWLNxQnXNOAyeR9K3NZ0+Gy0+2KLiTfhm9eKx+BQ1YExoTnIqG5GVx+dTeaqMq5+9nH4VQ1SSRLRpI2IbcORSSuxt2VyxbIUG44wBXZA7k59K5PV7G0tfD0Gpadqt9MrXX2bNzCsa3BCbmeIDnapwp3eo9wOnVw6Aj0qK8HFq5nGansYPiazX7H5q8HcBiuVVWUgjII5BHauv8RP/AMSw/wC+K5iIjANb0X7hEoq53Hhnxt5ipY6s+H+7Hcno3s3v71p+NdWl0vw88tvzLIwRSPTvXnqxxkjcoINaxv5W002Mh86EEMm/kpjsPaq5le4+V7GLHKJIIZUh2yNksCBwf8KCmzH0q0sOOcAGpHiBAGKmU7lxhYz8DOaR1ypqw9uCflPPpUTIUOCKSZVjOEBjUk8k9a2vDcSyLeBh12f1qLw7aafq3ihNN1S8uLWCZtiSxyxRrGepLGTjGM8DknA71c0S3kstY1qykSdPs0/lBLgASLgsPmA4z0zg4q6ifI2c/MuaxU1y1aGAnGVJGDWZpepXWlXaXNpIVccEHow9CO4rptc505/qP51yyRq3aik/c1FNa6Hq2ieI7XW7f5CI7lR88LHke49RVjVdQTTdNnu5ORGucepryiFHgmSWGVo5EOVdTgg10tzrJ1TQ5rHUOJSoKyJ0cg9x2NN2TKV2jmgYXU3UbttkkJxnpnsaQDAHpzjNSRW6xKUj+4DxUzQ/JzTlNDhBrcq4yc01lyDUzQnHBphUrwRSTKsUBCyAs3JNQSAAEnpV28JSAspIORWj4h8H3/h/QNH1C+MyzXxk82BoyBb4CFAx/vMrZx26dc41jrqYTsnYi1En7MRnjNZ8PaiisqfwFz+ItrwRVxR0oooZcSa3G+WNT0ZwD+Jrc1+CKCW2ESBQUbOB6Giis+hb3MnGBSnvRRUstFB/9dVWPU7jRtaGoWmzz4i23euR8ylTx9GNFFbU9zCrsavhH5bW8A7BB/Om6md0UpPcGiisH/HYL4DFtui1bBIl4ooreQo7GknSpU/1kf8Avr/OiisTY6vxR/yDof8Arsf5Gua6L+FFFOe4LYRYlaCSQ53I6gfiKpaqAunHj+NaKKI/Egl8LGa54ofXoLeKXStNtjAixxSWySKUjXOEALlQOcnA5PNdRZOxO0niiili+hlQ2Zn+JmI00/7wrmoCdi0UVVH4EN/EXFPyfSrFtzjNFFNlrcskDFGP5UUVmWNKjfnFVZB+/wDzoopoChFrZ0i8u4zp2nX0MzhzHeweYFZM4IIII6nIzg9wa1tAvbjU77VL+8kMlzcyLLK5GMsc54HT6UUVtV/hHKv4hNrrEWLAe3865qEnZRRUUvgKluWAflqdHLZBooqpFxJQAKXuB7UUVmaCMo3g4qCXiQUUU0JlW/UG3J6HI6UXfiHVNU0630u9vZ57a2keVBJKzEs+M5JPONvHpk+tFFbw2Oer8R//2Q==", 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"info": {"video_id": "71904", "label": "taking shoe from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d3231b6c7fc775402cb5b1b7f4b39f5388d1183d747c90996299fffcbb365313"} +{"episode": 34778, "episode_seed": 18588049, "split": "train", "timestamp": "2025-10-13T03:13:04.427290", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 18588049, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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, 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": "2459", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "2459", "label": "folding paper", "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": "3635371071469387f8a6f1974335580ce859bd52b34efce430c359fcd0e97f17"} +{"episode": 34779, "episode_seed": 2981055794, "split": "train", "timestamp": "2025-10-13T03:13:06.231197", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2981055794, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fidget 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', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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zt7KJYbaJY0HYDr9fWty2AOKKK7UeezQVRsqCSiiqQiu1R0UUxHP+L/8AkAt/11T+dcdd65qN9p8Gn3V3NNBA7SL5kjMSWxnOTzjbx6ZPrRRSGf/Z", 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"info": {"video_id": "98571", "label": "pretending to put fidget on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "98571", "label": "pretending to put fidget on a surface", "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": "9a150a1fd1182c3b8f95c324063b62dd9f51af4708b614be45ce65d4379594ac"} +{"episode": 34780, "episode_seed": 3302167991, "split": "train", "timestamp": "2025-10-13T03:13:08.132965", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3302167991, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the cable wire 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, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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feLbh7iFoyDAUG5CO/esZOzNoRuenrdZHWqWsXQWwZAcPKRGo9Sa5XS/EsFwTGHOQcLv64qVb86nqVvJn9xG5Ef8AtEdW/oKadwd0aol8m+iQfdQAVqtAwkWaEhZlGOejD+6fb37Vz80n+mg57iupjGcfnVR1uYyH286ygnBUqcMrdVPoabMfMmWMdB8xqO4RldZoyBIBg56MPQ/54plncLcI03ILNgqeq+xrQkLh/IvbeU8I+YWPoTyv6gj8RU7PjmobqJbmB4nzsYYOOo9x7g81UhvHbNtc4Fyg5PQSD+8Pr6djQNBHMV85Afma4K/hwa0IpDE26Pv1Xsf/AK9c61x5OuyBm/dsm9c/3gMMPywfzq0dSE/7q3O4t1YdBWZSNyO8F1fRhWzGmfzxWhHLtt2x1zXN2TbbtjEf9WuD6Ma1YbgSsqjIy3IPaqKNePiMA1o6YP8AW59qyVkrS0t93m/hTRLNcEDgdaXtUYBByaUtgc1RIyU4FVZG/M1PK+RWJrdy9vYStEf3z4ii/wB9jgfzz+FJjRhahZ/23puryDk3H7qAn+7H0x9W3GvGp4zC5DAhgSCD2Ne8QIltaR28YwkaBFz6CvKPHVssGvyMigLKok49T1/lXNVjfU6aE7OxzccxUjBrtfC+uDcLeZ8MRhSe9cEDg1YhmKMCpwR3rOLszeauj2Rbr3q1Dc8jJritE1v7VEIpm/er3/vCuhin4HNbKRySVjoYk+1O8v8AD92I+gHU/if5VoQTF4zuGHXhhTI0VUG0AKBgAU24yjrNH2++PUV0GRZfoGFV5GJ4qRJA6DByDyKVoyyk4oJOX8SWy3NgbcACWYiNGHUE9T+ABNc+baO0jEFxFOVQbV2sSCB0rqJD9p1OaQ8pbDyk/wB84Ln8OB+dU7rkkipZRzX2Q3LjfAILRG3LFjl2HQt7D0q01620RMfmHT3qS4kxmsm5kJwV+8p4rFlXO00q8/0ZFrQsJ95kmz/rH4/3RwP6muLs78i0+U4kPyAejHimaddXV74pm0r+17m0hAcQiNd2SqZC+w4Jyf61pFgd7dot00YboMkex7VNaSsy+W/EicH3rkPAupXuqLdtd3Mk2wRld5+7nOcV188ZQCdM7k6j1FUSy4oBFZ2q2ss8CyWxAuYG8yEnoT3B9iOKtxTBkDKeCKczZqhGbZ6imo2olUFT910PVGHVT7isDxbI9vBaXUThJEuBECT2kBQ/lnP4Vpahp9xDdNf6YUFw3+thc4SYD+Te/wCdc7qOt2d7dSWup291aLDEUeN4WbDsOoKgg4HT60mho05IIzYfZcYj8vy8H0xivD9TBtLuaA9Y3K/ka9Mh8UiW1EP2S+nuohtkEduQD6NzjGQM15l4ikd9auXkhaFnfcY2IJXPrisJxu0b0na5FaTtIxi37A+AxHXHtXWaTfkXaQuQGhTC471wsLbXBrZSR1s2nRys28EMOo9qnZ2HPudy92GugScciu+T5UzXlmr2tpb6JbatpurX8+66+y5uYVjW4ITc7xDrtU4U7vUd8geooflFawurnPIbdktEFXrIdo+neoXgZf3sWFkUYwejj0P+ParP7t3UruLJlWJ6Z9qSU/NjtirJIIZ1kUkZHOGU9VPoahvIYZ4/3q/d5DDgj3BpblGDCaLHmAYIPRx6H+hqvdyb7ddmf3p2jPUeoPuKY0YcmlC4gzNLKSzb1OeVPY02MXdsNihPTco61rOccdhwBVOU1DHcu2EghjAzk9SavQzmSctG2GQce9c6twYznNWtNu8gvn7xzSuM623uvNyD8rDqvpW3oz5aU56Y/rXmWnXn27xk+n3eq3dpA8myOSKWONY+5LF+MYzx1JxXSeCNRuU1zWNOv5LomOYRRi5C7lILfK2ONxAzxxwcVSYM9GHK0jrkVGj805n4qyStJlOvSsG8P2rWoos5jtE85v8AfbKp+Q3H8RW9LhuM4HcnsO5rndNV5oJL4jBvJDNg9k6IP++QPzoY0Ouvun1rzjx9Fua2n74ZD/OvSbhepNcF47XOmI3pJ/Ssaq0NKbtJHmrtio/PxSStiqbyVypXOy5s2N+YpVIYjFd9pWpi4i+Y8qM59RXkjTMq/KSDmu01PRNZ8KeHtJvLqe4jm1HzBLAUIFvgIUDH+8yvnHbp1BxrFMwqWue5/wDLKnDoKKK6zmK9jxdSRfwKwIHpmujv7eO1tZHjGSiFhu9QM0UU0I4+3hRNItmGSzxiRiepZvmJ/Mmsq4PBooqWMwLxjmsuQndRRXPIaJIpDHcQEYyX/p/9es2fUZ9L8Tz31vt86KRtu8ZHK7Tx9GNFFVDYbOr+GgwNRHYCIf8AoVd/7UUVqtiWU1JjupIl+51xU+TRRVCLFjEs10qPyM1jabEr6ebls+ZNJJI5z1O4iiimNHFeNc2RjvrclJyfJYjo6nPB+navJdZlaXUHdzljjP5UUVjP4kaw2ZRWtGNz9lYdsjiiis5bot/CbOteK5NfS0il0nTLVoFSKKS1SRSka5wgBcqF5ycDJPNeyKxVMj+7/SiitYmDG2n+ojPcjJ+pqVvWiirRA0qD1FZVyMavbIPuvkMPXtn60UUDKs5O8+1UnY7qKKhgUbtisbEelFs7IiBT2FFFQUZ7a2+m6pfI1hYXsU0ocpdw7wGUcEEEEdTkZwe4Nd18OZH1yTxBPqDGWW5eKSR+h3EscjHTB6Y6YFFFaIOh3ek3Mt3pcE8pBkZfmOOpBIz+lXWJ8uiiqQjO1ZiNGu8EguixkjqA7qjY/BjU0caA7AAFHAA7CiimIrXsaqhwK818bnOmOPSQUUVnU+E0h8SPLLgnNUnPWiiuaB2ETE7etad74m1fVNKttMvb6ae2tpXlTzJGYlm29STzjbx6ZPrRRWy2MKm5/9k=", 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", 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", "info": {"video_id": "17333", "label": "pretending to pick the cable wire up", "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": "17333", "label": "pretending to pick the cable wire up", "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": "64da54b06cce72d5103962635090bf75e9b186f556faf91d47cf10497f2004af"} +{"episode": 34781, "episode_seed": 79781997, "split": "train", "timestamp": "2025-10-13T03:13:09.776665", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 79781997, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "46690", "label": "poking the bottle so it slightly moves", "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": "46690", "label": "poking the bottle so it slightly moves", "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": "f67ffc85bf581c4d3d0e41eecee358aeaa216b4e054366bbfaae3f4ebcac21ad"} +{"episode": 34782, "episode_seed": 584885445, "split": "train", "timestamp": "2025-10-13T03:13:11.751837", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 584885445, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to turn a card upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 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": "119580", "label": "pretending to turn a card upside down", "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": "119580", "label": "pretending to turn a card upside down", "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": "6f92ae0844c235c7042b8de535b6f2defc1f3ed09dafd7cbaaec014056ac0ba0"} +{"episode": 34783, "episode_seed": 605197396, "split": "train", "timestamp": "2025-10-13T03:13:12.244785", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 605197396, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 enciclopedia 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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A9c1mvJsIJPBqktDOW4+9ddhDdR3rOhPlWctw5C+bJsGe4X5j+pWo766LZOeldna6zoth4Ug05bPztTSB/NcxD5HfnqfQEdK3grLUwnLXQ89a4819pBLE8Y7mu38G6RHb6ut3eOVjtFM0+fug46Z9f8a57wppyyeJlWQb1iUuu4dTwOldkVkeT7MCfLaf58fxYP8Ajis60kvdRtSTa5mek+BkYw3/AIh1H909y7S5b+GMDj8AB+lcL4w8K3V8bvxbbyfuJ5fNeBx86A4A+vbP1rt7aWSaygs0bajZSQdto7Vv3ugpqmlf2Us7wQuQWZEDHaOcc9O1ZwbeiLmlF8zZ4ZYTMtoI258s7M9/UfoavLITyD+NW9Z0m30bVruxi8zMUhXzHbJYds4471mg7MjpUSWti076onaVgSM1jNMATz16VplwFweeOPaudZiVLZ96qmRU6FqWQBDnkGsmNRLqKf8APKMGVuM4CjP9APxp9zc/u9ueDWt4M1DStON/d6tEZvNQW8Efl7snIZvbpiuimjnqSOYvLvMmCdxx82D3PJ/nVvS9Ne9CyDeFdtkQUcse5/Cl8UyJqWtyXcEXkxSMqiMAAIuMDpxXc+QNOjtFgUKI4sIAOmD1oqyUVoVSTludRpFkt9rmmaTCN1lpUe+Zh0MpHT6gcfia2fHOjL4yuINHtbgRSWALmQjK72Awp+gwT9ax/CDtZacxz+8kDOW7ls122jWuyJrpzunlOXOOSa54yeyN5xXxM8Htba40rUZbSbAlVmide25Sf/r1qJJu9vaus8ZeErbRfs9/JNNdTXMjs5fCgN14UfU9648gKcjP1zzRNNOzHFqSuiwZWCg7qqXk+3yw2c81IHHXPTiqGpTBdmBjOf8AOKmO4T+Ea03bP096rXLjy8McjqDVd5CAGJ71SvLrK7QenStkrsxbsgt92+5uM4ESbFPqz8D9Nx/Cs64uUaVhnAzwR6V2/hjUtB07QCmo2n2q/nm89YzEDtQDavJ4wTmuSsbFb3xTDG67oZZS5GMDucV0WSWphGTvZGx4Y0OS91SzEzFdzCRlPRUHcntXsvhCP+2fEV3q5Ui1hAtrTPQqvcfU5NefXXmRS3MUXyF8IxXj5SBx+VegaTPJa6RHa2xCPkJ07EVySnd3Z2KD5bI5nx9oV54h1C98R6a6yWkKhGQ5B2pwXHqO/wBK5PTJilu0TfwNkEdgef8AGvcjoxfQZNNtJFhM8ewMULBQeDwPbNeV654dj8PatNZmd5JAqneVCqwIz0/+vTldq7FFq/KmUllIIINOadh35PXFVh8pxn8DTtw6tWTLOVedEQgZ31nSyM2cninlgwziqzyDpXZFHGzrPCXgu+8T6bcT21zawRx3KrIZy2ThcjGB05rT1LwAtvMkE+qtcMRl/JiCAewJJOK5HS9f1TSbeeLT7xrdZmDOAAckfWn/APCQ67czKv8AaUrs7AY2rz+lXqRod9FGstrYRDokTMT7AAf0ro9Ds3j02BsYZyWOPQ1jWMJdYlxgiERqPr1rvrCzAs4Exg5/QVw31PQtobGnRNEVjU/IxGPYVz3xQMq21gPMPlMXynbcAMH8iav67qy6JolxOH2SsvlQY67j3H06/hXleq+ILvU0WO7vJrgJkqZDkr64reMkoNHO4tzUuxRcnt92oy3ynaeT61WabByGNKlyFIZgD6EVkzZFfVJAghJHPPB/CsS4nMp9PpWjrUwbycZ6tye/SseZ9vPFaQ2MZ7jEVZLmJZG2oXUMeuBnmvYbjwD4VtFlmlury5ZiXCtOFUn/AICB/OvFmlBPJqSWQynLSyN9XJrazMXY9KsdIsdN1CGW1gRJHZskEsxAGeSa0dMszc3dq3TLNKT9OlcZ4KtpFuJ7kZ2FdgJOefavUvDtmGmjbHCAKP5muSt8VjsoL3Lm1plqPPdWGCw4PpXW2DKkRMjhcnAy2MgVj28QDOwHzMeK868aeI4rvVxBCQ0VoDECD1bPzH+n4VVOXK7k1Y865TL111XV7xPN3gTuNxOc/MeTWQTj/aHsaimu/OIZsk+ueagMuCOo96iWrNFoi3ySXH3cVzM9ySu0ADHcd63hdMRtIBI6GuWZyUJq6XUyrdCOQk9TXo3g3wXomteGra/vr+6SVXkV4oWVQOfUgnOMV5k82TT0nfydgmkVc52q5AzXSrnNoelal4Y0G3nkNtb7o4lJUzSs5LevNXGQyhcj/V2wx9TXmWl2z3WpQJHuJDhjliRgV65YQedPtPVtoP0Fc+I0sdOGV7m9pth9ntrVDyEAz7967LT4xFKvOEzuPPT0rNtrZRHArD7oyayPGutx6Zoxs9w8+84x6IOp/HpUQ0LqK6siv8T5IvtdiyTBiYnBAbIHI/x/SvN2YFshhn0ps9/5gK4+XsuaptLwSAce9VOXNK4qceSPKXCS/wAqjB9Kz9VfZ5W7H8XPr0qVLlk6HI9DWdrMzMsB4wN2MfhUwXvFT+Ep3Ny0gxjH0qhLkqQDzjippXwm6qZmyetdMTkkewWHgTwxNpNrfXF9eSGa2jYosoRfujjgZx+NZQ0LTLK+S5tIAr+cFQs5ZgD7mvOGk3ouZHOBgDcelb/g+0kbVhcru8uMYyScZNOd+V3YQs5Kx3Mdr9su+nMlzj6Adf5V3Gn2uLv5h94YH19f0rB0Kz8yaPj7pJ/Emu2hiVZXcAZ6CuJM7paI19LQgMCSdo2ivIPGbsPE+oLJKZCJiAWOSBgYH4DitPxv4jVb2LT7eZ1FrkylGI+c9uPQfzrhLq++0vvkZmY9ST/OtnJcnKYRg1NzFYkfeyR7UhJJXbyMVVM2P4uvenLcgKVK4z6d6xZqjknYIpIOM9qznkLOdtI10z8GtrwzoX9sXhMuRbx/fI43H0r0oQPMqVElcyYt2e9en/DvwjBqCC8ukLSE/uxnG0etalv8M9H1GJTaySwSjnIbcp9iD/Q12nh3S59HItZo1QqMll+647YoxNOUYXDC1oVJWvqUF0oadeMG5VeRmutt1VbWNm4AUYzVO6iFxfxKhyd2WNYXjrXzo2nolvIRd3GRHj+BBwW+vYV56Wp6TehyvxE1h77VhBbvm2sx5eB03nlj/IfhXENdZOQelSfbGO7zDuz2Pesu4Oxiy8qeo9K1S7mbdtjQMzbODwacrEjgj6VmJNlQCeB0Oan0G2/trxK+nT6nNaqySmMxpuLOqFgvoBwTk+nvVKDbsiXUUdWLqbArDnOOev4Vh3coHAzUEl/PPGhklZuMjPbNNgSW5nSKNSzsQqqO5rWFO25hUqXBVZuc1saJprahqMMGCULAv9K9G8J6NZafCkLwJNIQPMJUHJ/HtXbw+CdOLre6fDHa3J+YiMfu3+o7fUV1OjJwujjjioKdpbC23hy1XRUCQpGVAKgLjAq1o8JjnEar8qLy3oa0osWtp5c2RIPvKT3plnEsMEssh2hySSf4VHU15DTvqe1GS5boq+Itbi0fSJ5UYeeymOLB/jPp9OteG3bNBKxLFg3etTxNrr61qslwpK26krAmfur/AInqaw5rgSJ5Z5Hv2qkmS2hFny4GetPV8sx3Ej2rMZ2ifBPA6H0qK9uilqzRMVcEfdq+W+xHNbVm8OvHT0zXNTyBVNbmr2lra+H4NU0zVr+YNcm1zcwrGtwQm53iHXapwp3eo9wOQ81mPJ61tCk4vUwqVVJaDss7HnirEMbswABJJwMV1/gzQYZAt9exK+8/u0YZ49ce9eoW/gjRNWRZls1t5l5SaIbTn3HQ/jXbGi5LQ4J4mMZWZn/D7wvbLpatNAplcZdyOc+ma3otPFjcFVXccgKK1tK06XS8QzkYUYRl4DD1+vtUyotxqKyDhI+SfWvJqxkpNSPYpTi4px2LbyR28WZSBgZOT0FeL+MNUbWdZmvo3JiU7Il/2B0P48n8a6b4j66Yimk27EO6iS4Oex+6n9T+Fea/amjU5PJ9e9CTHdETXWec4+tPMm4L83XtVGfIbenfqPWkjuFwAx74HqKuxPMaqsD7H3NVNUbAhJx3/pSeHUs9U8ULpuo39zawTPtSWOaKNY+5LGTjGM8DknA71k6159pqt3ZTfaAbeZ4wtwAJFwcfMBxnpnHFaRpPRmU6ys0R3MoAwtVoopJjhFZj6AZpkSyzTLGgLuxwoHc1614S0uLSYY0MYeduZG9T9f0rrp076HFWrcup5xpunyXt7HbqDyfmPoK+gtH8O2q6CsYhVAEG0AcirUXhjT9UjW5aBI7odJ4lAYex9R9a1IY/7OhaOcjeOeOh9xWOLpSjZ9DXBYiFS66mVpNsYbpIlXgZLH0rQ1fWLfR9PmumILIp2jP3n7CpLOHaZZiMGQ4XPYeteO+L/EDaxq8nkMRZwsUhHrjqx9z/ACxXFFHoyabMe/nmW6kmlkLtISzN1yTyapi4+YDPWlluA8fltyPfqKzWYxSYPQdD6VaV9zNuxqGVjIct0qQZBBGSKw725aO2Z43KPkZK1qa7oOr+HdB0i/u57lZ70yeZCUIEGAhQMcfeZWzjt06g1apOSuiXVUXZnGxDIGa9e0Kwt7XT4IolIXAJ9SSMkmiivSo/EePivhPSfDI/eovY9a6meBJLd1YdASD3BoorqrLSx5tJtTTXczLSNVgeXqxPU14549vJrnxZeLIcrbkRRgdAoH+JNFFeEtz6tnKXIAOB0qAgFSKKKpbEPcoy/LIMd+cVVttUudG1kaha7PPiZtu9cj5kKnj6MaKK1huZVNjOPyiMA8AYruPBFjA4ku2XMqtsUnsO+Peiit4bnLX+Fnp2nQIJ1wO2a9C0g/uFTtjNFFeg/gPHfxEupW8cixOy/NuC/UVx3xCvp7Hw+6W7bBOwhcjrtI5A/lRRXj4lfvD38A37FHjXVsetUnOJMUUVgjrYyVQV5FZN3xbuOwYUUVrAzn1Lut+KpNfht4ZdJ021NuixxSWqSKUjUHCAFyoXnJwOTzVPw/axXurW8E4JjZuQO/eiiulbnHL4T2GxhjCRkKB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", "info": {"video_id": "58928", "label": "pretending to open enciclopedia 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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Zwpx160UV09Tkex7NpNlBBbLDGgVEGFAruNAURlGXrjNFFehR+E8as/eO0RVeIbgCGHI7VkpAkPn7ByGIzRRXn4xaI9LLW+aSPEPF99PqHiO6M758pjEgHRVU8YrnJ/8AVBu9FFcJ6xAvKnI7VTuVCsCPXFFFXEhle211tHnuYzp2nX8Uzq7R3sHmAMucEEEEdTkZwe4NUdQv7nVL+W/vJDJc3LmWV8Yyx68Dp9KKK6Vsjlluz0DwTYwJpy3AT97KTuY+gPA+leiaNGqyYUYwaKK9DD7Hj4p+8z0a05hH+zxmql3bRf2jG237w3Ee9FFc2LXuM3y9tVvkeffE7ULiK0t7JGAhmYvIAOTtxgfTnNeXkZVh7Zoory+h75Sz+8IqOdFIOR1ooq1uZszbkn7GTnkMtOuvEeq6lplvpl5ezz29tI8qCSRmJZ8ZySecbePTJ9aKK6IbGFTc/9k=", "info": {"video_id": "58928", "label": "pretending to open enciclopedia 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": "4ffb8e6fcede9a3f999f267e5e6702ee19377c10a55b294548659a6295ab7538"} +{"episode": 34784, "episode_seed": 3860369266, "split": "train", "timestamp": "2025-10-13T03:13:14.502685", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3860369266, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 container, container and container 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, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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lH/EtuRk/xRkfzr6G2XQB2mL9RWbe2VzOCGmSMHuqkn9aaxNXsZKlqecQeFvtdqgeaNJUUK6AZwR64NCeB2SVXW4VSDnIU5/nXZWujRWDOY97O5+ZmOSas+WR1qlOXc7OSLWpkwafLFAqSSeYQMbvWoLrTEnjIkGcDg9x+NbRU1HInyGqi9SJbHn93pU1sS0Q3rnPH3hUEU8gOD8w7g9RXXzwg1nXWmxTclcN2Yda6Iz7nPJdh+hQSXhn8mcwlNob5A2evrWwdIvT0vUP1hH+NU/C1nLaS3Qdgyttwe/eutiXJAPSsKr952Lh8KPC9Y8O6nZXspurKdAWJD7MqeexHFZ8tqwtQCO9fSCpMiYAWRfrtP8AhUUsIdfm0+Mn1KJWaxU1o4mUqWp80x2Uqh32MQB1AohMsUg2kj2PNfQd14fGrxyWk6JbxyqQChGc9uOlecaz8N9a02ZmjtjdQDpJAN35jqK1p4pS0loJ03FE/hzRbT7F9udSZGGAM9K5jxHAbbVJY1zt4Zec8Gul0+9k06A2V1HJFjlSyEVjeIIZLp1uFicrjbu28GrhL3zplKPsUo7nNiQgYpCSaV4JVP3DTJPMjHK/rXScYv8AEPrXtq6ZflBi6hPHeH/69eJ29rc3as8SZCEZGea+ibcfIv0rnxDtY1o9TyfxtoGpfbVuGt3lh8sDzYozt+nfH41y0Nqyo/GOK+jo45B8yFWB6qeP1pktvG+fM06KQnuURv51zLEzirWCdO7ufNH2RzMMAnntSASRHIJHNfRUumq7Dy7CCEZG5sKuB36Vw3iH4XajFK8+mAXcLHIQYDr+Hf8ACtIYu7tJWF7NpXPOpWBsPOYDzN2OBgflVfTriY38IXGSwA4963NQ8P6lbWyxS2VwjbjkGJh/SotI8PamLuKcWE/lo4YsyFVGPc10qpG25kk7nc3ujeZbu8eI3I52jg/hXPOlxYsFbcvv1BrvtyzWodGDKw6isq6tlkyrKCD1BrKM+51TS3OZ+2pj96u0+ora8LySX0l4LNojs27vMB75xjFYWtaf9nhLQsQvPyH+laPwsZmuNWB7eV3/AN6rqW9m2jGLfOkda1jqR/5ZWp+jsP6V5T4isbiLW7r7RC0bGQnDAjP09RXvUYGRkA1JLaJNF5dzax3EfbKhv0NciquDukazjzI+cWt2FrjB5NUkheNnPTA4r6Im8O6DIuG0SLOe0TD+VZl14Msb6Ga1tNOjtDIh2ymPGD296tYzyMlSZ4fHMwcCRQ49DVq4upbGAxQzOI5gGdAxAOOmfWtnWfCOqaPcFbu0dFzxIBlD9D0rD1K3cyBcdAK6o1Iy1RnLmTL2g6kZ5pIrgPJEkbOQW+7gdvSn3Gq5EbWzE8Zx0I9qz9KU20N+7IxzbMgOOATWeu5MEZBq1a7BydkdVZaz5r7LkIoP8RNXLfUrRnwkmxuwPFcnJO/k+Y2N/qBioEvHDAkKfwp8qJ9o+p9NwxDYKtJHgZFRw42irS15p2XBQ2OtMeInrzU2eKYSTQUpFZ4V61VljXPAq+yk1C0fqKCuYzjECelQzRYU4rSaMYqrKhxVpkuRhzxDuKqtHk1sSxDmuPgNxqHjC50x9WuLWL955QjTdllQsF9hweT6e9aw952MpSSR1ekw4Z8e1bixnHFcR8P7+6v/ALYbm4eXaIyu49M5zXfKKzqfEVGWgJuUdalLORigU/cMcVnYtMiWMPxJn2PpVpZJY1wXEgHQtwfzqsz+lRmRqiUFLcJWZU1y8cW7E2zSY9CDXmWp3aX8xjnJt4wey7j/APWr0+4YuORXOapotteg+ZEA5/iXg0UqcYu5i6fVHCzaXplwoEM+GA67uT+Brm9TthZymEsGwODXSaz4curQl4VMsfXIHI+orkNTaZISSW3A4Gev0r0abv1MpadCWwYxcKcZOTzX0NBEfLX6V4Tqul6dZ+H7bVdL1S+mVrr7Lm5gEa3BCbneIddqnCnd6jvkD323GY1+grPE9CqD3HRqy8g1OGbFCipAQBXLY6EyHDbvmHHcVYiVoRiKT5P7jcgfSo2bNMMjDiplBPcp6oluLqZUwE3fR65rVIr2/BjJjhQ9SWLHHsK23diKqSKSTmojRincz5Ec9Dpy2Nt5SEtzkk+tVpIsnrzW9NHWfLEMk11XBnLa1pk9zbnyV3YFHwzsZrS61ZZoypPldR/vU+wuTc+MpdMu9UurS3kl2I8UsaLH3JYuMYxngck4FbXhB7k6zrVrcvcFraURhbgKHXBYfNjjPHbiqlzqPkZJrnOuSP2qxGXUUqjipVUY5rE3uJvyPu01U8w4JKkcgjqDU4AxTGYDpUtFJj98mwpMiSr6jv8AUGsa+sdKYln0iBn9fs4JrSaY9KqTSE1l7LsZuKZzV7osWsZs2tRbWrrgFQFIbtgCuG1f4Y6xZOz20a3cPYxfe/FT/TNeqAAkhhwanS8u7cY2i4jHYnDj8ehqoynT+EznDQ+edQ0q5s0EU8EkTdw6lT+tZS2zb+RXvXjfWojoDNGssMwkQfvI88Z5GeRXBeJvDl1ouj6ZqF2HWe8Mhki8naIcBSgY4+8Q2cdvzruo1pTV2jmasewW7EqKvRdKKK5DuZOAD2pCBRRTJI2HNRsOaKKCiMgYNVZwB2ooqkSzPnA5rzLUdQn0rxbdXtts86KVtu4ZHK7Tx9CaKK2o7mdTY3fhx8rX6joBGP8A0KvRUJxRRWdX42aQ+FFhOaXFFFQMQioT1oopDRFIPlqrMg54oopgzLuUXniuC8aafbf2a84iAkDryOM0UVrS+JGU9jkde8VPr8NtDLpOmWpt1SOKS1SRSka5wgBcqF5ycDk819D2rHy1+goorTFdCaHUuxnpU2AaKK5jcRgOajaiigERt6VCygiiihAypOBg1mTjrRRTJZ55qGstpeuajGbCxvIpZgxS7h3gMo4IIII6nIzg9wa6X4f3txqOpaxe3UnmXE7JJI2MZJ3UUV0VP4ZlD4z0NCc1Mp5xRRXMjceeKjaiimIicD0qBwMGiikMrygADFM3ECiilITOZ8bMf+Eff/rrH/OuBvtc1G/06HT7q7mmgt3aRRJIzElsdcnnG3j0yfWiiumh8Jzz3P/Z", "info": {"video_id": "128873", "label": "putting container, container and container on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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lH/EtuRk/xRkfzr6G2XQB2mL9RWbe2VzOCGmSMHuqkn9aaxNXsZKlqecQeFvtdqgeaNJUUK6AZwR64NCeB2SVXW4VSDnIU5/nXZWujRWDOY97O5+ZmOSas+WR1qlOXc7OSLWpkwafLFAqSSeYQMbvWoLrTEnjIkGcDg9x+NbRU1HInyGqi9SJbHn93pU1sS0Q3rnPH3hUEU8gOD8w7g9RXXzwg1nXWmxTclcN2Yda6Iz7nPJdh+hQSXhn8mcwlNob5A2evrWwdIvT0vUP1hH+NU/C1nLaS3Qdgyttwe/eutiXJAPSsKr952Lh8KPC9Y8O6nZXspurKdAWJD7MqeexHFZ8tqwtQCO9fSCpMiYAWRfrtP8AhUUsIdfm0+Mn1KJWaxU1o4mUqWp80x2Uqh32MQB1AohMsUg2kj2PNfQd14fGrxyWk6JbxyqQChGc9uOlecaz8N9a02ZmjtjdQDpJAN35jqK1p4pS0loJ03FE/hzRbT7F9udSZGGAM9K5jxHAbbVJY1zt4Zec8Gul0+9k06A2V1HJFjlSyEVjeIIZLp1uFicrjbu28GrhL3zplKPsUo7nNiQgYpCSaV4JVP3DTJPMjHK/rXScYv8AEPrXtq6ZflBi6hPHeH/69eJ29rc3as8SZCEZGea+ibcfIv0rnxDtY1o9TyfxtoGpfbVuGt3lh8sDzYozt+nfH41y0Nqyo/GOK+jo45B8yFWB6qeP1pktvG+fM06KQnuURv51zLEzirWCdO7ufNH2RzMMAnntSASRHIJHNfRUumq7Dy7CCEZG5sKuB36Vw3iH4XajFK8+mAXcLHIQYDr+Hf8ACtIYu7tJWF7NpXPOpWBsPOYDzN2OBgflVfTriY38IXGSwA4963NQ8P6lbWyxS2VwjbjkGJh/SotI8PamLuKcWE/lo4YsyFVGPc10qpG25kk7nc3ujeZbu8eI3I52jg/hXPOlxYsFbcvv1BrvtyzWodGDKw6isq6tlkyrKCD1BrKM+51TS3OZ+2pj96u0+ora8LySX0l4LNojs27vMB75xjFYWtaf9nhLQsQvPyH+laPwsZmuNWB7eV3/AN6rqW9m2jGLfOkda1jqR/5ZWp+jsP6V5T4isbiLW7r7RC0bGQnDAjP09RXvUYGRkA1JLaJNF5dzax3EfbKhv0NciquDukazjzI+cWt2FrjB5NUkheNnPTA4r6Im8O6DIuG0SLOe0TD+VZl14Msb6Ga1tNOjtDIh2ymPGD296tYzyMlSZ4fHMwcCRQ49DVq4upbGAxQzOI5gGdAxAOOmfWtnWfCOqaPcFbu0dFzxIBlD9D0rD1K3cyBcdAK6o1Iy1RnLmTL2g6kZ5pIrgPJEkbOQW+7gdvSn3Gq5EbWzE8Zx0I9qz9KU20N+7IxzbMgOOATWeu5MEZBq1a7BydkdVZaz5r7LkIoP8RNXLfUrRnwkmxuwPFcnJO/k+Y2N/qBioEvHDAkKfwp8qJ9o+p9NwxDYKtJHgZFRw42irS15p2XBQ2OtMeInrzU2eKYSTQUpFZ4V61VljXPAq+yk1C0fqKCuYzjECelQzRYU4rSaMYqrKhxVpkuRhzxDuKqtHk1sSxDmuPgNxqHjC50x9WuLWL955QjTdllQsF9hweT6e9aw952MpSSR1ekw4Z8e1bixnHFcR8P7+6v/ALYbm4eXaIyu49M5zXfKKzqfEVGWgJuUdalLORigU/cMcVnYtMiWMPxJn2PpVpZJY1wXEgHQtwfzqsz+lRmRqiUFLcJWZU1y8cW7E2zSY9CDXmWp3aX8xjnJt4wey7j/APWr0+4YuORXOapotteg+ZEA5/iXg0UqcYu5i6fVHCzaXplwoEM+GA67uT+Brm9TthZymEsGwODXSaz4curQl4VMsfXIHI+orkNTaZISSW3A4Gev0r0abv1MpadCWwYxcKcZOTzX0NBEfLX6V4Tqul6dZ+H7bVdL1S+mVrr7Lm5gEa3BCbneIddqnCnd6jvkD323GY1+grPE9CqD3HRqy8g1OGbFCipAQBXLY6EyHDbvmHHcVYiVoRiKT5P7jcgfSo2bNMMjDiplBPcp6oluLqZUwE3fR65rVIr2/BjJjhQ9SWLHHsK23diKqSKSTmojRincz5Ec9Dpy2Nt5SEtzkk+tVpIsnrzW9NHWfLEMk11XBnLa1pk9zbnyV3YFHwzsZrS61ZZoypPldR/vU+wuTc+MpdMu9UurS3kl2I8UsaLH3JYuMYxngck4FbXhB7k6zrVrcvcFraURhbgKHXBYfNjjPHbiqlzqPkZJrnOuSP2qxGXUUqjipVUY5rE3uJvyPu01U8w4JKkcgjqDU4AxTGYDpUtFJj98mwpMiSr6jv8AUGsa+sdKYln0iBn9fs4JrSaY9KqTSE1l7LsZuKZzV7osWsZs2tRbWrrgFQFIbtgCuG1f4Y6xZOz20a3cPYxfe/FT/TNeqAAkhhwanS8u7cY2i4jHYnDj8ehqoynT+EznDQ+edQ0q5s0EU8EkTdw6lT+tZS2zb+RXvXjfWojoDNGssMwkQfvI88Z5GeRXBeJvDl1ouj6ZqF2HWe8Mhki8naIcBSgY4+8Q2cdvzruo1pTV2jmasewW7EqKvRdKKK5DuZOAD2pCBRRTJI2HNRsOaKKCiMgYNVZwB2ooqkSzPnA5rzLUdQn0rxbdXtts86KVtu4ZHK7Tx9CaKK2o7mdTY3fhx8rX6joBGP8A0KvRUJxRRWdX42aQ+FFhOaXFFFQMQioT1oopDRFIPlqrMg54oopgzLuUXniuC8aafbf2a84iAkDryOM0UVrS+JGU9jkde8VPr8NtDLpOmWpt1SOKS1SRSka5wgBcqF5ycDk819D2rHy1+goorTFdCaHUuxnpU2AaKK5jcRgOajaiigERt6VCygiiihAypOBg1mTjrRRTJZ55qGstpeuajGbCxvIpZgxS7h3gMo4IIII6nIzg9wa6X4f3txqOpaxe3UnmXE7JJI2MZJ3UUV0VP4ZlD4z0NCc1Mp5xRRXMjceeKjaiimIicD0qBwMGiikMrygADFM3ECiilITOZ8bMf+Eff/rrH/OuBvtc1G/06HT7q7mmgt3aRRJIzElsdcnnG3j0yfWiiumh8Jzz3P/Z", 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", 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", "info": {"video_id": "128873", "label": "putting container, container and container on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "11e19635453313ef428aa392763360bd224b80dc25ddc75c42ca8eb478be7c6f"} +{"episode": 34785, "episode_seed": 3194560646, "split": "train", "timestamp": "2025-10-13T03:13:17.071474", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3194560646, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 carton box down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 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": "164478", "label": "moving carton box down", "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": "164478", "label": "moving carton box down", "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": "dfb2202530069d194830d0a57fc24d6cdd877eb27777a1177f8b82e970904bfe"} +{"episode": 34786, "episode_seed": 2942279459, "split": "train", "timestamp": "2025-10-13T03:13:18.400151", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2942279459, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tweezers that can't roll onto a slanted surface, so it slides down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "42741", "label": "putting tweezers that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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yhcssfU49KoxDnNX7ZSGpRdhSO58H+PtMkgSKG6RbmJnMlvdDY0gJz8pPcelWvgu5u7TXtRY83N5nr9W/9mrznVL2e51VvK0W2e4hiCrOY8sQR94k8Z6gdx2q/wCBvEWp6Pp0tvp9mv221l86a0eMq80L4G5e4KnGR0IYHHFehBrlOSUbtn0TXz3+0nLGdR8PRDPmrFOzc8bSVA4/A17T4c8T2fiO0LwhobmM7ZraUYeNu4Ir52+Ot9/aPjIsrZjtma1XnuqqW/8AHmNUZpM8po6Clxk04IPqaQWNPQuNRUeqMK6vZ901yeitjVIAe5I/MGuwxlB7VxYhe+dlB+6SRqMAetXrLal1DI4O1HDEDviqkWeKuwjkVEJOLUluVNKSsz0nwxqSfbhsC7liZUBfliSvy57ZANS3Wp/2p8bdBiRZIhbWblo5B91iHJ/pzXmV1pOiJbTXt1Pc2t4zjy3hYks30/D2pNI1+KHxlb3DTy7jb/Z4Lm+kL4bGFZzwdueODxn2rvhUlU96TuzkdOMNIqyPqGuW8a3JjXRrZIzLJPqEZEYIBYICxAz+FY3h3x/eNPHY+IdKuLKaSQxRygFkZxztz1zjmneI78Xnj3QIrdWuIrWCS5cRcn58qDjuRtPHWrW5PK0z5MJxmhAD2BI9acoB5NID8xwCfpUlEu35ck9K6DwrKFvZYuctH29jXPKrsMHgegra8OnytWg7B8r+YrGrrBoun8SO3CjjHarcQ6YqBBkVYiHSvOOxmhar81Ra5ZMwOo3Nw81uvlQx2pYjJLY4PYAZP1qzbDpWrJYpqWnS2j4BcZRv7rDkH866aMramM1cpxafaeDZrHVrUNdeHrzZDqVvMd/lnPyy+2D37fjXS2C3ej+E/EGo3VqivLLMyNEwDDjZGwA42nIPH171zrX1vY+DNQuL2FpkRDbyWueC5IXbnt1zn2rU0We4u/AXhbTLti01/exK2epgjYyc+vyov51vzPluQ42eh5v8T57+DQvDNrPEqxxC4MVxE4ZJgSmfcEY5B6ZFecC7n2n96a9h+P1mkLaEUVA7NcBmVdu7GzqOmeTzXjPlepzVxkpK5m730HfapSOZD+dAmkY8Fvzo8tccCpUQEindCszd0oM1pGM5PIA/GultoREoGOSOayfDqq1gTj5lkIz+VbowCK4aj95nbD4UWIl5rUsMpKjjqpyKzIMZrWthyKmO5MjL1K31/W7v7Fd3scUl0zGBGyFlCnGeOgAPGa1dEXUN9wsupvpWs6HHtumGWW4gX7khGfmwMA+o2ml1O2ZL3T9SRseWTCxP8OTkfTkfyq14jI3WfiCeLaFzZX6g4823k+U/ipP+cV3Rn0MXDS530Piy7b4fS6tqEIjme0kZGj6FuVX6ZOPzr5E8puhNfTniy1VPDul6HpYI+2MqtCrDbJFEm8v7Hhee+ea+aMH8MkDPXj1qoz5lczlFJkflgDgVIkYJFOx0p0ahVFO4rHVaGANPRsckkfrWk74NZWjyD+zEx2Zgfzq2zljXDNe8ztj8KL0Uo3YrWtG3YIrBizwa2LBsSYJosTIva0kz6XashPlw3UczqO5GQD+BIrR1i6WJNL8U2yA3WmlUvEx/rbc8MCO+M/kamjhS5tJIJPuSIVPtnvWLrOtNpXg4FIo2ubiQ2cvmchcBg+R9Mfnmt4N3Rm0rO53XhyKTRdJ1PWNRk3+ZM863aMWZUQfu93+yVwOOnevF/HlzJcaJopubaaO8nnurySV1G2YSFMFT7FWBHb8a9RjS4XwD4e8Oyyt9s1N44JR3EI/eP+SAD8a4z4z2r2cPh21X/UQRzRxqxy0f3CVz3AyMH3Iq4VPecWROHu3PJ9u3Bpwbt/KlEZP3jTggGK1MbE2n8X8DHoJBn867tRxiuGhGxgw6hga7tCCM+ozXJiNWjpo6Jj4hzV+EZI4qgrYNXrdxkVikaM1re1t7vZHcwrNEGDFD0OKZoK22s6RfaXq4H7532OV+aFtx2hf930+oqxZcEVNFDFa+I4mfAiveRk4AlHX8x/WtoSdrEW1LfhMahq2sact/diO70ESWs2V3lz/yykweo2kj1x9at2t9qY8eanqmmx28klu/2f7GSQJ1TareUx/i3bjg+lYPgbV5rnxB4j8TXWBaWsBj2pwoVSSoPqQq9feu18N6dt8L6clypaWeM3My9P3jEyEg9QwLDn2q51HTd3sKMFJWR8wpCD945NTKntTB8pXcSF/iYdQPpU8QyoI6Vq2ZpK9hoHzAY61esXEN3BJ02uD+tVlXB5qYDK496iWpSVj0RSFOKmib5sGs2G5328MgI+ZAT+VWEkOQa4eU6TftegPoa27NgK52yuArKGP3jgfWt+A/LxW0NCGjD8W6XdXGI4J2S1vpFFwqjq6/dP4j+Vd3aQQTeLdOsbfYsOi6UqqF6CWXAA/BEP51lQLHfqsTZwTwehVgeD+dcj4fvdSn8aapaTarc2MtxPKQsa7iTGhCqT24HX/Gt4JvQzm0lcX4+SSOPD+8c5uSPcHZivGV5C8jnPGefxrtvH2salrC6a1/eS3Hlh9nmEHbnbnH5CuJiT94zE8+laJcqsY3u7kpwAKarhAABmmzPnCilgj3HNHQb3Op8MS7ra4U/wALg/mP/rVtmQCub0OTy5J0HG5QfyP/ANetqMkjk5rkqR946qbvE0beU5Fb1mwIHrXNwDBxW9pz7uPSptqDN14VubCWBuBIuAf7p7H8DiuU1RpfF3iLQNEjEgKZW6Q8Kj5w5/75XP411sLbcCsLW3fQprrXLaRoJDsKyKOjchhntkY/OuiDsyGtDurbZqHje/8ANCm20qyFoo7b5Pnf8lCCvlxFJlkfOck4r2n7TcWfh06jpuu6jK15dv5sk8Sxi5coC7oOu1eFO72+g8cjUZbj2q1HlbMnJTsKV/lTHfkAUSvtJAqEHnNUkQ9zo9Fbdp7pnpIf5CtSPkA1i6C2Y519wa3I+lc017zOqHwosQjPFalmMkVnRD5h71fsAyuwY/xcfSlYGdRbHCAHoRisi98Oxan4usfNBNtKwkdD93KkBsj3AFaKMy24ZV3MO2etWZ5JItOubuBC89tG0ke04OQP8/lVxJN23Yav48vb+IKbXSIlsosdDK/zSEfQbVrgfjfIjx6DIrD5muST+KVN4OmubbVhot5q93amZ2MkkM0aKHbDMzFx6cepNcl8R7i+fUY7W9muJBbSSoiXGAyAEDBA4zwOla8nvKRm5+64nGAdcgg+hpSuTj3qJSwQZPJ5pyPzg1o0ZFlRwcV2FrMHsoHJ+8g/lXIJzW/p8u6wjX+7kfrXPVV0bUtzTMhzVuBzkVRQZxVpCViJUZI6CskjVnS6exIX2FXNTsl1LTJYBxLt3RsD0YdP6j8azdNfke9a8bsJSpGF4w2apElXTIIbTwLa6HD8smtX6JIB2iGGkP8A3yuPxr0gEwurxDMAX8s4wPyrynxNHc6bqcWqW0jRCOICDylx8zth/wBB+tbGpTeKNH0PTrm61S8WW73mSIrgRYClQTj7xDZx2/A1tyc6J51BnhbqGjwemRVuNQqgDpiiiqlsTHccKkT7p+tFFQyjpNMctp0ee2QPzrXi5oorne5utjTtADtJ/hbIro4WIKe5xRRTRLLsLlLmPb3NcNrV/Npfj2+vLbb5qTMRuGRyu08fQmiiuimY1NjjvFDEraD03D+Vc4v8Z9qKK0e5nHYgb7xqxbdaKKHsJbmvpRxfEeqGugi60UVzVNzqp/CXYeorU0kYmk5PJz+lFFQM35CViQqSDuX+dZvjSNZvBcwfOPtMPQ9QW5FFFaw3IlszKufEL6zBFFJpthb+RGscTW6OpVBnCgFiAO/A615cDiMnvk0UVvI54blZiSxzSUUVSEzX0JiLiRexWukj6fjRRXLU+M6qXwFi3JYKT1/+vWrbf60fhRRUjZu2hJVh9K1dK+eaRGGVIwR7GiiqiSzjhqf9ma7qMIsbK6iklBKXMO/BUcEHII69M4PcVy3jW6mv7mG7uX3zzs7u2MZJxRRXStjnfxM5IjpUfeiimSy5Afl/CtrSSTDIOwb+lFFY1djalua0XQVdgP7zHbFFFYo3ZqWhIHHpW4GJhDd8CiimiCPxYd3hFHP3lmjwfxNc5/bmo3+n29hdXUssELPIu92YktjqSecY49Mn1oorop7GNTc//9k=", 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", "info": {"video_id": "42741", "label": "putting tweezers that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3c65147ca05796b288541f16ebd118ac4ef6e69786bc449181fc62083c1966bf"} +{"episode": 34787, "episode_seed": 3891989192, "split": "train", "timestamp": "2025-10-13T03:13:20.509425", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3891989192, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 napkin out of folded 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, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "79598", "label": "taking napkin out of folded paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "79598", "label": "taking napkin out of folded paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dd6756239c3195659d6123dff7231bb28390adbc9efd541718f7463106a416f4"} +{"episode": 34788, "episode_seed": 2291734620, "split": "train", "timestamp": "2025-10-13T03:13:27.289900", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2291734620, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting brandy bottle roll 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', [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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rnm2qsz7VI+Xt+Q9Kq+MvCnijVfEF9qV9pps7G1bY0skgAdQ38Hds54IGK5q6uy7Mo4C8Aelejh0uRXPPraSajsN1G2tLu6aead2ZuyjFdb8PPs9lDqjWluZSTErADcSPm4rhJWJOWBH+0K9J+DGf7T1EvIE2+U24d/vdqKzTg9CafxI9Pm8LW+qWH72N7eIIeAATuIxnnjAGe3pXFTeFXz9m0yHyreFwP3pyW4POPy5PSvVobuC/u/sce4xjqegq9dafYJAzKAOx2jqa41c6JJPRnz9caZf217HHPuSSVQPMQhjxwxX0OMD1963LyS8jtraOPTpJGQRxK63G7anJAYE4Byc//qrozp1rBqRmQnzOT5jntnBz2Pfiugt9Fa48ueOZI1GRIzJkv2HPYYokne5CpW2MK18PWM2nNHNEbGJYxH9oaQJ5nQnge+ME9ap69oNpcWaRwWcaPbqqRTR4dy2ckkKBkduenWu7vbiGLTEEVvBcTE7Rg8YHX61xdq935xljkdHLEj5txx059MCoUG3c05F1OX1DRbjRrWRIZo47iYEMUjySWHzLgZwvJPfHFYa6UywNDeT5nUDMbMGReOM9iecce1dvqOn39zPK6oS6nIOTtbjj8ev51w3idk02WO2EXluEVmBOeSOv+e1a0qblKzM5pRvKwzwvqd1ZwXb5CslySbcjBaHA5A9q5/xFo7XF3eXthes2nzS7zECWKnvkeg9apS6s8E+6SPfETnK8MpxjIP8ASsy51OSG/D2so2DDcDIzjrituVxnpsUpxdNI+jbO4jWBQGaR3JGxOyjGM/XJ/KpRqBw+Dhn54ORj+VYltcPFG7/aGAKclRtzx2HX8+1TQTiaRQy4AHAHGP8A61DSEmaUALHvktn6gf41JPeSRqEOACueDkj2qC2Lzg/JhFOM9z9KguZDNcG3XLEZDEgg470tBq5sWur6iLRYLG3jeNj88brnK47Gt1fEmg6h5enf2xbQ3rNhoWAJV8ZI5/GqWjW/2YxltgAG1VHYdqztT0ix1HU2E0MTnnJdAc/jUKbT0K5E9zl9R0yxfxBOQhnKXbR4TKxkADOBXPeNrK6uNPu3dXRVXzIYiOynnoOnWvRba2s7G+KrGoCHKgDgdM1m+JbxLoFPLRgh/u5wv19OlOMncHH3T50E5BPPHUGnfaQVJyM10eu+Ewlw0mlhnVvmMDDG3/dPp7Vx80ZhkaORWR1OGQjBB+ldCkcrieo/Ch1mfVATn/VDAHX71evRy+TGEwSDgKpwK8T+ElybWfUpA4BUxMMjPPzc49q9TMqBEVZWJVeS45B7Y/xNZS1ZtDRGtd3isiQIDt/iHrn/APXTbMxWzlwiqFyo3DuKz42LMpYkdwc1OceTnYucbd2ODStpYq5rJfwNdK0+PLHTvn2qlqupSWk0up2dsLktHt+yvkKR0P6c49RWbZoJbob5AI1XAOeSfQf4+9dNPpMUujmQOwmxw2aiVkWtdzz24utJ1W0vr6G4e21cXLAWyr99HKryG5AH44wPrVmW3gsbBrmEysvKFcgkn3z6e1ah0iABXaNZJQ2dxXJ/A9q2bDw/Z3GnbZf9cMnOehPce1ClYc1zNs+evF7yRa5IzqwEiK67jnjGP6VhifgA8jtXpXjXwu97cPHFMv2m2dlDtkBx6H0zXlt3bTWknlTxvHIOzd/p6iumMro5JRsycyqXAPr3r6T0w+TtYYLHAA44r5a3NvX5s819PQXLC2DRqqqkaKBuG9jjk478n8AKzqa2LpKxtEJK5lmdWVegBrLuovt7j5wIx0QDv0OfWoTeylPJI6cA+tWLeNgFLEKQpIbGck//AFqixqalvaWNupZ87sZOe30qaV7eWzdYd24gkL6+9YF5dvbmQbjsCg5bn+VWdOhuZZeFO7HUn1qWupSfQfCE8iZbkBowgGxhjJrP0zXV0x1McDCIZ3bj8/4k8mtG/hlWXyWgCkDPmdMgispLSIzxQNCbh2f7pJB+mfSiy3Ycz2K3xF8Wf2j4Uu7e2tNibVYuxy3DA8AfSvAxPliSeSa9u8RWf2ZJUuLMxidWAjwcY6cV4jqWnz6bdmKUHYf9XJjhl+tbU7JaGFRO4rSqRnOK9C+E0Tz3WoiFgoHl7uf96vK2eQZAOfrXpvwckkD6uFOOYct6DLU6j90mC949paQ6bZtFFnzmHGG5z6ms25uru1tVeaY8tkpydx9B+NWI50R/MKkkdPm4qo8guZ98i7mDbQccgHtWCidFytDBc3exipJJ3cc5Hv8AlXS2f2iOIq6EDHv16YqpHcxW0YiRlyB/nkUsOtOZNo5Poo6Ck7saGm8QqbZwqkPsQjr9KE8m2ZlAABw24HofpRcW4jl+0IPM2ncQTioRIkxdwPmYfMpxz+PrSsVc6tbO2uLFWG3KjCtjGDXzX8S3eLxrqMDnBil24HQLtG39CK9mvdSnt9MSKF+JeSqtgj3rxn4nRXE2tx6pMFYzxrFKyjHzqMAn6rj8q1paMxq6o5ByrpgnmqbQKHzQ7soU9RULXHPet7nPY92jnJgdQvB5+6SAeBz7ZrU01VEiqyqdo+Ur69z/AIVgxziRDNGyD5sHB9Ku2VyFBVNz44I9vf2xWbRuj0XT7aL7LvMfynPHUk+tQC2ginDBfnkPXHSs631gQwRRk9QQFH+c1b0xo74/aJZCTgFB6du1YNdTVE93JGBGI2xkkZ9cetZOp3X2dUkBAcHgVLqxRLxXik+UDOAfz/GsqeczTBnzJtHG0c4/yaaSsO4kt7IXabapboTnPNZlxOHRw2QxByB0NSSlmuHCMw2nA7d+tWodNM3Ex+XOefSr0RG5yF5byxDegbb6d65LVrWK/DfaYtsqj73RgK9E1q1S2Hlh9skb7gPUVxGrxukiy55cYJ7e9UmRJFn4d2ZsZtQAkDI/lDOMEferuy7S3Gzcm0DgZ4/IVxPhMbTeMpBA2dsnvXXwyL520/OSR8xHK47ZFDQI37a1e4EQkzwckD09/wDCta/0+ZrRY4SRuPA9fbFUtGmje5QS/dABJPc+4/z0rqmvbWPaM5yvC/pWUr3NFaxz+n6Ylu484/PjkkYA960NQuY3tBDF8oJyTnBzUeqOUUF8gA5Iz1rJnuCLMNuIKg4GO9K19Sr2HyzLGNu8bwMVUOrzW5EcLjBHzCqEbypiWc5Zjk7h0qC9Jdw+GGSOnbiqSJbM3Wt8krSAHLL85LHJPrmuT1KCzuLcwT2ykEnaDwQeuR6Gu38lpWBZMgfKCRXM6zbDMm+MF8kDvxVpmbR5tfaJJbzFrZjLFnIB4Yf4/hXuKTCG3T5ACxBz0A968rn3M/Odw4b616TFMNkW4sEAGCr8j0BHvTkKJs2sjuShUltu45HtxVy1lnZgWAYYOeDiqmnzKIsyMDk/eP8AEfeuv0+xRIDIwQsw5zxxWcro1Wpyo+0XVxjy2Xa2QCcjrXUWusvAlrbSWEflxhd1x/eII/L8atfYrZXCKoJxn396x7i4DSmM7WBBGz0GcYxUptjcUdtd2sU1mQLiRFYjD434/wDrVwcs8Vtr04Uq5hIAdVxn5R0965q6sILW6RbYT28x+YGCZ0x+AIFTxmWJHY3LSSN/fOSe2efpWjlzKxnGPK7mt4k1eHVNNNuFPnI28Nn04x+v6V5nqESXi+S6xmH+JGOc+3sc108srYO7IHrWLe2yFdxGCemOBn+tEdBy1PO9Z8OPbbprJ/MjHLRZyyD29R+tdR8JplgXWdzFZD5IQY4J+fqe1Vb2OSGZonbJ5OR/KtPwi7J9vdEG9vL3kLyR81XJ3RmlqeixyzM2I2yvBwo6etWraFVKHIbkkrWTZeakm3bgYBYk9PTPvjtVmMTmcIhbzC3GCefpWVzUu32yJEwdgQ8DvRpESu8SuQsrt90HgCoZ7O8e5LyEuvA9dvtV2xt5beRHC5C8Z7n8KV9LFJG9relr9kjMZKnPO3v61lNCqFQvHUZYcCruqaozoq7VBHHB/pWVNMWTLuFbBHWkrjZ0dn4fsrrTUjlBMpUgup5Ge9eW61Y24e7tLhUmiVmUgrkEg/4V18OvvAjwGQ7WQr8vauS1sLc3DPGgUYAIPPPrVQTW5EtTy/W/C5gjN1pjGWAjJiJyy/Q9x+v1rknc9CMV6teTGABRGsbHpxiuS1bT7a9meTb5Mp7qOD9RWyehi4noDN5bsYWG8Y4I446duf8A9VWNIllX7T8u4k/ek+YA56VRju7a5uVSMgE/MQQVIBPB5rZtjBFIiqwKIuMY5zx3/wA9azZojRgWGWJS4wy8uxGR9avxX80MBiUxKy5X5evqP5/pWSUnliBiZdoXDKG6nPFVH1GGG1gnWQGRmZGjRsklQSR7Yotcd7F+5v3Z1Vt5wuB+Hb86hguiPOKjnj5scBvSqFxqCyDMau+cglF6dCc0y1neeJmRtqls529vpT5UtAuaUNyLpgdoDhup4rUj1JLaJhM5CqOTjpXO/bCiP5GDIzADJ6E9KzLm9ut7JId4ABZVfAPPNPluF7Gtruo2166yxOSBgsQh5964/U52nDYQBEOcZ5981oMSAWQNs5Y88e4z7Vk6XbLrfiiXTJdSltUdJGjKR7y7KhYL7Dg5J9KLJEORY8OM0E91INjICpYjPPXpXRyXSwsmGCh3wAFz+f8AntXI+C555Y7x8l+IycjIHBNdJHbm4uBsygJ3Oc4AHTr60XsNHV2pe3mIBVpMfd3cg8dfStC1W4lvE3SghQxwW4PPH41gITHLHKAQSpIOMnP+f51pQ6ku7EUe/YAykj8T9c1D1LWh0er3Ci2CO4YgHcByeO3596wPth8jb3Gcjpk96S4uluLYEOPmOMdsf/rrD84xqqeYQxxkk+valGNkNu5oXW3yxAZHUjBHzcHn/wCvWjpkKTjy3GcDgg+neuduZFnIKOSUI/ya0rfVrfSxiRiTjkAcmm0K5pajbfYYW2k8jINchfyxOkk08mMfd3dxUus6vPqsyzAkRgBRGGwVHrx/OuW1yV108ywMyMHAHOe/9aaj3JcjNuwomkaNsfNnB7V3JYEZGWTb+A9/zrj9csbO20CHVdM1a+nElz9lJuIVjW5ITczxDrtU4U7vUc9QNuXcYiEbEW35lzzn/GqvYlanUWE7sImVdqe+PTp9K6STWmt7d1jO7CHHuR1rjrKWaOwjRWEarzsU9QTkbv8A69bVrIZ/mnPlg/IM8c9cn2qG7mi0Os0q7ZrNzIPmI3MemM845rDvpFj1CSUlsFdwzwcHoKkGok2qxpOXfGDxjHb+VYGoXDvcn5QSRuznv/kVEE73KbL4Vbi4Eq4IHqe/aqdzgXEqsNuThRnr+PrSW12RbyqRgA43E9x3qot3LcyMrAgBgOmcVaRJoCwDKJNu4E54NUNUgSJGR1bb97djOK37OSKK1O/JVfvZPT61j67Lb3FuDFcRso7hxmhXE7HDavanyvMwdwO05PIqbws0aSXHmJlQUJ5xzzio7BrPWPFh0nUb+6tbaZ/LjlSWKNY+5LF+MYzwOScCmaNFJaazrNnMtxmCbyvLuFUSLgt94LxngZwcVSXQi+p39hOqQlix2Z47nPP512Ph+wWZVlY/Oedw7fhXnllO7xRlAyAsFGeCP84rtrLVBp1tGQQOBu4PUjPaomaRZ1EsESrhRuc9cDk5rB1WUWtzlu+AhA9+adoWrS3B86RNobIAxgYHHWs7W72OfUdpVVK/J1xnv+QqFoynsVdSvnjJdHXOAMDOf/1U2K6QlGcKxIPbrVK+dblxHGoBJ2qwHSk8tzLGBJuCtkqQM9Mc1pYkZqChZ+jKD3xxmqvlF1PudoOK2JBFdbd2VOSQM5welZ0wa2kaIMSQMjii4jm9Rs2KSArl+cd8iuOukZmwc7wMN712niW7kj06SSKdlkR0AYcHB61zPiXw7qnh7RdL1G6mnWe+aQyQtHgQYCFAzY+8Q2cdvrmqTIkSaTcyJqoTCkTSbGJUHA5PHpzXa2VrHI0e7PzEE89eR/jRRQxo1Jv3enzMoAKuMYH1NcGJSJ7mCNUjQyByVXnOAOp/3ifrRRREbOusbeNdPVAOE3KuecDpWXbHZDvUAEylPwA4/lRRVMEVLtQ16i8rnPKnBGAP8aku1MEpeNmVkQEEeuBRRQgZiahutp2eKR1bBGc9cVz6alcaPrjahbbTPFu27xkfMhU8fRjRRQyGO8LXclr9rVArAonDD0DV6HbuY7cAAHI53DPpRRUyKiXEYliDyqLhV7YIFPiiS316COMYViyYznHAPFFFKIzHl1K5j3SBgd7kbT0HzsOPwAqP5zdWiNI7LLksD/T8qKKoEX7qV4UQoevJz61XuwohnYopIIGSPbNFFDAzQqq8W1QN6c4+tZviZBDpw292Gc+xoopskyde8Uvr0FtFLpOm2xgRI4pLZJFKRr0QAuVC85OByea7iwjSZ496g/vKKKlhE1bQl4Z2fDNvHJA/2fSob25kgeVExtGCAe3OP6UUVBZpSsYbi32ceYMN+nNULuRmkUE9cDPf71FFadBFOB3ljOXIw3UfgamlkaKB5E4Yk/pRRQgMhtQuTH5ZkJUhs571DJgAMqgEgsceoHFFFUSc9Lrr6RqF5GdO06+inkDtHeweYAyjIIIII6nIzg9wak0rU7zUrrV7u6mLz3Z86ZwMbmznt0HPT2FFFSJbnaaVcywWqQRttXnJHVgSOD7V0UErXEcO/HzHnA/Ciis0aov6TcTKjxiQhAxAHt1rK1SVknLjlt23J54JooojuPoV0lZXJHVW4/CjUpXjvkCnG7OaKKpkGjpZL+VuOd5wc+wrB1jVLr+0Zody+WrEBdvSiikM5TxNNI2nruYkMVcj35rndR8R6rqGl22m3d5NNb28jyoJJGYkvjOcnnG3j0yfWiirWxnLc//Z", "info": {"video_id": "58862", "label": "letting brandy bottle roll along a flat surface", "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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rnm2qsz7VI+Xt+Q9Kq+MvCnijVfEF9qV9pps7G1bY0skgAdQ38Hds54IGK5q6uy7Mo4C8Aelejh0uRXPPraSajsN1G2tLu6aead2ZuyjFdb8PPs9lDqjWluZSTErADcSPm4rhJWJOWBH+0K9J+DGf7T1EvIE2+U24d/vdqKzTg9CafxI9Pm8LW+qWH72N7eIIeAATuIxnnjAGe3pXFTeFXz9m0yHyreFwP3pyW4POPy5PSvVobuC/u/sce4xjqegq9dafYJAzKAOx2jqa41c6JJPRnz9caZf217HHPuSSVQPMQhjxwxX0OMD1963LyS8jtraOPTpJGQRxK63G7anJAYE4Byc//qrozp1rBqRmQnzOT5jntnBz2Pfiugt9Fa48ueOZI1GRIzJkv2HPYYokne5CpW2MK18PWM2nNHNEbGJYxH9oaQJ5nQnge+ME9ap69oNpcWaRwWcaPbqqRTR4dy2ckkKBkduenWu7vbiGLTEEVvBcTE7Rg8YHX61xdq935xljkdHLEj5txx059MCoUG3c05F1OX1DRbjRrWRIZo47iYEMUjySWHzLgZwvJPfHFYa6UywNDeT5nUDMbMGReOM9iecce1dvqOn39zPK6oS6nIOTtbjj8ev51w3idk02WO2EXluEVmBOeSOv+e1a0qblKzM5pRvKwzwvqd1ZwXb5CslySbcjBaHA5A9q5/xFo7XF3eXthes2nzS7zECWKnvkeg9apS6s8E+6SPfETnK8MpxjIP8ASsy51OSG/D2so2DDcDIzjrituVxnpsUpxdNI+jbO4jWBQGaR3JGxOyjGM/XJ/KpRqBw+Dhn54ORj+VYltcPFG7/aGAKclRtzx2HX8+1TQTiaRQy4AHAHGP8A61DSEmaUALHvktn6gf41JPeSRqEOACueDkj2qC2Lzg/JhFOM9z9KguZDNcG3XLEZDEgg470tBq5sWur6iLRYLG3jeNj88brnK47Gt1fEmg6h5enf2xbQ3rNhoWAJV8ZI5/GqWjW/2YxltgAG1VHYdqztT0ix1HU2E0MTnnJdAc/jUKbT0K5E9zl9R0yxfxBOQhnKXbR4TKxkADOBXPeNrK6uNPu3dXRVXzIYiOynnoOnWvRba2s7G+KrGoCHKgDgdM1m+JbxLoFPLRgh/u5wv19OlOMncHH3T50E5BPPHUGnfaQVJyM10eu+Ewlw0mlhnVvmMDDG3/dPp7Vx80ZhkaORWR1OGQjBB+ldCkcrieo/Ch1mfVATn/VDAHX71evRy+TGEwSDgKpwK8T+ElybWfUpA4BUxMMjPPzc49q9TMqBEVZWJVeS45B7Y/xNZS1ZtDRGtd3isiQIDt/iHrn/APXTbMxWzlwiqFyo3DuKz42LMpYkdwc1OceTnYucbd2ODStpYq5rJfwNdK0+PLHTvn2qlqupSWk0up2dsLktHt+yvkKR0P6c49RWbZoJbob5AI1XAOeSfQf4+9dNPpMUujmQOwmxw2aiVkWtdzz24utJ1W0vr6G4e21cXLAWyr99HKryG5AH44wPrVmW3gsbBrmEysvKFcgkn3z6e1ah0iABXaNZJQ2dxXJ/A9q2bDw/Z3GnbZf9cMnOehPce1ClYc1zNs+evF7yRa5IzqwEiK67jnjGP6VhifgA8jtXpXjXwu97cPHFMv2m2dlDtkBx6H0zXlt3bTWknlTxvHIOzd/p6iumMro5JRsycyqXAPr3r6T0w+TtYYLHAA44r5a3NvX5s819PQXLC2DRqqqkaKBuG9jjk478n8AKzqa2LpKxtEJK5lmdWVegBrLuovt7j5wIx0QDv0OfWoTeylPJI6cA+tWLeNgFLEKQpIbGck//AFqixqalvaWNupZ87sZOe30qaV7eWzdYd24gkL6+9YF5dvbmQbjsCg5bn+VWdOhuZZeFO7HUn1qWupSfQfCE8iZbkBowgGxhjJrP0zXV0x1McDCIZ3bj8/4k8mtG/hlWXyWgCkDPmdMgispLSIzxQNCbh2f7pJB+mfSiy3Ycz2K3xF8Wf2j4Uu7e2tNibVYuxy3DA8AfSvAxPliSeSa9u8RWf2ZJUuLMxidWAjwcY6cV4jqWnz6bdmKUHYf9XJjhl+tbU7JaGFRO4rSqRnOK9C+E0Tz3WoiFgoHl7uf96vK2eQZAOfrXpvwckkD6uFOOYct6DLU6j90mC949paQ6bZtFFnzmHGG5z6ms25uru1tVeaY8tkpydx9B+NWI50R/MKkkdPm4qo8guZ98i7mDbQccgHtWCidFytDBc3exipJJ3cc5Hv8AlXS2f2iOIq6EDHv16YqpHcxW0YiRlyB/nkUsOtOZNo5Poo6Ck7saGm8QqbZwqkPsQjr9KE8m2ZlAABw24HofpRcW4jl+0IPM2ncQTioRIkxdwPmYfMpxz+PrSsVc6tbO2uLFWG3KjCtjGDXzX8S3eLxrqMDnBil24HQLtG39CK9mvdSnt9MSKF+JeSqtgj3rxn4nRXE2tx6pMFYzxrFKyjHzqMAn6rj8q1paMxq6o5ByrpgnmqbQKHzQ7soU9RULXHPet7nPY92jnJgdQvB5+6SAeBz7ZrU01VEiqyqdo+Ur69z/AIVgxziRDNGyD5sHB9Ku2VyFBVNz44I9vf2xWbRuj0XT7aL7LvMfynPHUk+tQC2ginDBfnkPXHSs631gQwRRk9QQFH+c1b0xo74/aJZCTgFB6du1YNdTVE93JGBGI2xkkZ9cetZOp3X2dUkBAcHgVLqxRLxXik+UDOAfz/GsqeczTBnzJtHG0c4/yaaSsO4kt7IXabapboTnPNZlxOHRw2QxByB0NSSlmuHCMw2nA7d+tWodNM3Ex+XOefSr0RG5yF5byxDegbb6d65LVrWK/DfaYtsqj73RgK9E1q1S2Hlh9skb7gPUVxGrxukiy55cYJ7e9UmRJFn4d2ZsZtQAkDI/lDOMEferuy7S3Gzcm0DgZ4/IVxPhMbTeMpBA2dsnvXXwyL520/OSR8xHK47ZFDQI37a1e4EQkzwckD09/wDCta/0+ZrRY4SRuPA9fbFUtGmje5QS/dABJPc+4/z0rqmvbWPaM5yvC/pWUr3NFaxz+n6Ylu484/PjkkYA960NQuY3tBDF8oJyTnBzUeqOUUF8gA5Iz1rJnuCLMNuIKg4GO9K19Sr2HyzLGNu8bwMVUOrzW5EcLjBHzCqEbypiWc5Zjk7h0qC9Jdw+GGSOnbiqSJbM3Wt8krSAHLL85LHJPrmuT1KCzuLcwT2ykEnaDwQeuR6Gu38lpWBZMgfKCRXM6zbDMm+MF8kDvxVpmbR5tfaJJbzFrZjLFnIB4Yf4/hXuKTCG3T5ACxBz0A968rn3M/Odw4b616TFMNkW4sEAGCr8j0BHvTkKJs2sjuShUltu45HtxVy1lnZgWAYYOeDiqmnzKIsyMDk/eP8AEfeuv0+xRIDIwQsw5zxxWcro1Wpyo+0XVxjy2Xa2QCcjrXUWusvAlrbSWEflxhd1x/eII/L8atfYrZXCKoJxn396x7i4DSmM7WBBGz0GcYxUptjcUdtd2sU1mQLiRFYjD434/wDrVwcs8Vtr04Uq5hIAdVxn5R0965q6sILW6RbYT28x+YGCZ0x+AIFTxmWJHY3LSSN/fOSe2efpWjlzKxnGPK7mt4k1eHVNNNuFPnI28Nn04x+v6V5nqESXi+S6xmH+JGOc+3sc108srYO7IHrWLe2yFdxGCemOBn+tEdBy1PO9Z8OPbbprJ/MjHLRZyyD29R+tdR8JplgXWdzFZD5IQY4J+fqe1Vb2OSGZonbJ5OR/KtPwi7J9vdEG9vL3kLyR81XJ3RmlqeixyzM2I2yvBwo6etWraFVKHIbkkrWTZeakm3bgYBYk9PTPvjtVmMTmcIhbzC3GCefpWVzUu32yJEwdgQ8DvRpESu8SuQsrt90HgCoZ7O8e5LyEuvA9dvtV2xt5beRHC5C8Z7n8KV9LFJG9relr9kjMZKnPO3v61lNCqFQvHUZYcCruqaozoq7VBHHB/pWVNMWTLuFbBHWkrjZ0dn4fsrrTUjlBMpUgup5Ge9eW61Y24e7tLhUmiVmUgrkEg/4V18OvvAjwGQ7WQr8vauS1sLc3DPGgUYAIPPPrVQTW5EtTy/W/C5gjN1pjGWAjJiJyy/Q9x+v1rknc9CMV6teTGABRGsbHpxiuS1bT7a9meTb5Mp7qOD9RWyehi4noDN5bsYWG8Y4I446duf8A9VWNIllX7T8u4k/ek+YA56VRju7a5uVSMgE/MQQVIBPB5rZtjBFIiqwKIuMY5zx3/wA9azZojRgWGWJS4wy8uxGR9avxX80MBiUxKy5X5evqP5/pWSUnliBiZdoXDKG6nPFVH1GGG1gnWQGRmZGjRsklQSR7Yotcd7F+5v3Z1Vt5wuB+Hb86hguiPOKjnj5scBvSqFxqCyDMau+cglF6dCc0y1neeJmRtqls529vpT5UtAuaUNyLpgdoDhup4rUj1JLaJhM5CqOTjpXO/bCiP5GDIzADJ6E9KzLm9ut7JId4ABZVfAPPNPluF7Gtruo2166yxOSBgsQh5964/U52nDYQBEOcZ5981oMSAWQNs5Y88e4z7Vk6XbLrfiiXTJdSltUdJGjKR7y7KhYL7Dg5J9KLJEORY8OM0E91INjICpYjPPXpXRyXSwsmGCh3wAFz+f8AntXI+C555Y7x8l+IycjIHBNdJHbm4uBsygJ3Oc4AHTr60XsNHV2pe3mIBVpMfd3cg8dfStC1W4lvE3SghQxwW4PPH41gITHLHKAQSpIOMnP+f51pQ6ku7EUe/YAykj8T9c1D1LWh0er3Ci2CO4YgHcByeO3596wPth8jb3Gcjpk96S4uluLYEOPmOMdsf/rrD84xqqeYQxxkk+valGNkNu5oXW3yxAZHUjBHzcHn/wCvWjpkKTjy3GcDgg+neuduZFnIKOSUI/ya0rfVrfSxiRiTjkAcmm0K5pajbfYYW2k8jINchfyxOkk08mMfd3dxUus6vPqsyzAkRgBRGGwVHrx/OuW1yV108ywMyMHAHOe/9aaj3JcjNuwomkaNsfNnB7V3JYEZGWTb+A9/zrj9csbO20CHVdM1a+nElz9lJuIVjW5ITczxDrtU4U7vUc9QNuXcYiEbEW35lzzn/GqvYlanUWE7sImVdqe+PTp9K6STWmt7d1jO7CHHuR1rjrKWaOwjRWEarzsU9QTkbv8A69bVrIZ/mnPlg/IM8c9cn2qG7mi0Os0q7ZrNzIPmI3MemM845rDvpFj1CSUlsFdwzwcHoKkGok2qxpOXfGDxjHb+VYGoXDvcn5QSRuznv/kVEE73KbL4Vbi4Eq4IHqe/aqdzgXEqsNuThRnr+PrSW12RbyqRgA43E9x3qot3LcyMrAgBgOmcVaRJoCwDKJNu4E54NUNUgSJGR1bb97djOK37OSKK1O/JVfvZPT61j67Lb3FuDFcRso7hxmhXE7HDavanyvMwdwO05PIqbws0aSXHmJlQUJ5xzzio7BrPWPFh0nUb+6tbaZ/LjlSWKNY+5LF+MYzwOScCmaNFJaazrNnMtxmCbyvLuFUSLgt94LxngZwcVSXQi+p39hOqQlix2Z47nPP512Ph+wWZVlY/Oedw7fhXnllO7xRlAyAsFGeCP84rtrLVBp1tGQQOBu4PUjPaomaRZ1EsESrhRuc9cDk5rB1WUWtzlu+AhA9+adoWrS3B86RNobIAxgYHHWs7W72OfUdpVVK/J1xnv+QqFoynsVdSvnjJdHXOAMDOf/1U2K6QlGcKxIPbrVK+dblxHGoBJ2qwHSk8tzLGBJuCtkqQM9Mc1pYkZqChZ+jKD3xxmqvlF1PudoOK2JBFdbd2VOSQM5welZ0wa2kaIMSQMjii4jm9Rs2KSArl+cd8iuOukZmwc7wMN712niW7kj06SSKdlkR0AYcHB61zPiXw7qnh7RdL1G6mnWe+aQyQtHgQYCFAzY+8Q2cdvrmqTIkSaTcyJqoTCkTSbGJUHA5PHpzXa2VrHI0e7PzEE89eR/jRRQxo1Jv3enzMoAKuMYH1NcGJSJ7mCNUjQyByVXnOAOp/3ifrRRREbOusbeNdPVAOE3KuecDpWXbHZDvUAEylPwA4/lRRVMEVLtQ16i8rnPKnBGAP8aku1MEpeNmVkQEEeuBRRQgZiahutp2eKR1bBGc9cVz6alcaPrjahbbTPFu27xkfMhU8fRjRRQyGO8LXclr9rVArAonDD0DV6HbuY7cAAHI53DPpRRUyKiXEYliDyqLhV7YIFPiiS316COMYViyYznHAPFFFKIzHl1K5j3SBgd7kbT0HzsOPwAqP5zdWiNI7LLksD/T8qKKoEX7qV4UQoevJz61XuwohnYopIIGSPbNFFDAzQqq8W1QN6c4+tZviZBDpw292Gc+xoopskyde8Uvr0FtFLpOm2xgRI4pLZJFKRr0QAuVC85OByea7iwjSZ496g/vKKKlhE1bQl4Z2fDNvHJA/2fSob25kgeVExtGCAe3OP6UUVBZpSsYbi32ceYMN+nNULuRmkUE9cDPf71FFadBFOB3ljOXIw3UfgamlkaKB5E4Yk/pRRQgMhtQuTH5ZkJUhs571DJgAMqgEgsceoHFFFUSc9Lrr6RqF5GdO06+inkDtHeweYAyjIIIII6nIzg9wak0rU7zUrrV7u6mLz3Z86ZwMbmznt0HPT2FFFSJbnaaVcywWqQRttXnJHVgSOD7V0UErXEcO/HzHnA/Ciis0aov6TcTKjxiQhAxAHt1rK1SVknLjlt23J54JooojuPoV0lZXJHVW4/CjUpXjvkCnG7OaKKpkGjpZL+VuOd5wc+wrB1jVLr+0Zody+WrEBdvSiikM5TxNNI2nruYkMVcj35rndR8R6rqGl22m3d5NNb28jyoJJGYkvjOcnnG3j0yfWiirWxnLc//Z", "info": {"video_id": "58862", "label": "letting brandy bottle roll along a flat surface", "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": "caaf43dac582453d56b0bd2f2864fd6e989cb1d77ab08bcd07c10cc25e70b90e"} +{"episode": 34789, "episode_seed": 2594412261, "split": "train", "timestamp": "2025-10-13T03:13:29.085527", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2594412261, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 key with pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 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": "130586", "label": "pushing key with pen", "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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kiEiMdgo5/Oq6yXKMJ/tEgkBzndTIUC/WnzNhCPas+Z3OlRSWx0+k6tFqNucFEuIlLOjnC8ck5/u4B57VyGsfEJvtMtnawJJpg3xRXEqFpCrZ3kL0KngBT6A9a52/vTHKybsK3ysM9RXZ6BY6WfCguViSaSMM7PKoJWQD/wDVXTGV0c1SCTucJZT29p4av4Fx9oLgTKG6Budy+3AFd14XsEt/D1uE/wCWg3nPqa87u4gvmhsGa6kVQQMfLnJz+letadbiDTYIwPuoBT5lJaGWxGIFjyFRV57CmMhyc1dYcVC/Sk0FyqVp5QU4jimSOF71z1VsdFB7kTkLmqFw42E0+4uRzzWVd3WEPNY2OghkcAmsy6cZJolusjrVCe7HTNPlC5Yjn2gjNdf4KiJt5pz/ABP/ACrzl7sKS2eBya9R8EOk3h23uEGPMXJHoc81vSRz1nobzCo8jNSsahLDn8q0ZzjMirmnfek/CqRIFXtKG9pfw/rSBGjmgzJGPm61IVCIWboBXK3+ou9wyp91TgGhuxpCLkzcl1FEzzioY9WUyYDcVzLyO68sSaiIKpnnPY1n7Q6PYqxZu5Zta8XW1gzB7TT2NyxI5Ln7oPrjt+NTeKp/KFkG/wBV5u5z+g/nUuiajFNeGN0VZSMFsDLY9TVTx+pbTUgT7zHd+VbxaerOWUbSsU01Z4/FhtlG5WjVSfTFdPjiuG0AG58UTu/JRFBPvgV3rJgUSfM7krRED8AU1mzUjJkmo2TFZtD5jN8zA255qdG4xVSMc5PIq1GMU0UXoOcCtrT7Ga6jZ4k3Bew64FYlsrFwFGWJwK9L0WxNnaKMgggY6fic+9ap21JkcbLEVUnFZsyjcTxk9673V9HE6NNbr+8/iUd/p71xdzAwJOD6Vbs9UR6mVIapznIC1ozxgHGO1Y2qTizsLq6PSKJpPyHFQ0UjltGmSV9cvvO2s90QoXqVB2j8MIaXQL43VnISqooc7VUYAHtWTpkX2bQbmQ8SGEgsR1bA/wDZi1HhG3bUNUGnNqU9mjpI0flpuLOELBfYcHk+nvSleyQLe51qyMylN3ykgkeuOlPArnvC95c3q3DTytJgIRu7ZzXQ9K45/EdlJe7clBAFVLycKjHPapC+KxNVuxHG2Tjiknqa2OW1e7zOTngZro/CetSpol9buD5M8i7D9Ov9Pyrk5NOu9Ws7y6tl3R2pTzD6b22iumgt1t9NjhUAbFwMVsnYiyejGiIX3iezReUDZ/I16yq7IlHtXm3hK3+0a4JSuRGCc/WvTGBwR6CtoL3dDkqW5iu54qu7DkVI2eawPFFzPaaO81tK0cvmKAynnk0Mg1XfArLubrg81j6rM8GiQ6jYa3qEytc/Zs3Eaos5CbmeIDnapwp3eo9wGXVyfWsKnQ3o9R1xd4BOax768+Q8026uuDzWLfXBKcetZ2Oi4+W9wpGaz5LosarsxaiNMt/M00iWwuZcQmMH5pB+leyeA5IP+EWtYoicouGz3Oea8Qnk824DjpjivZPAMLx6JAWBBIzXRTRz1JHWN1NQtn+tWWXANQSDrVNGVyuxx3rU0Pnz/wDgP9a4e1uWvPGc2mXmqXdrbPLsjeKWNFj6Eli4xjGeOpOBWn4Yv7u0vtbtrua4P2eYRqtzgOuC3XHGemccVna2o99DqdXvxDblFwWIwBXLDrzUs9w1zO0jHjtUVYTndnZSp8qFwM1HMdqHmkaTDdaq3U4CH6VCepo0Y1zqTWF+kyNgo4Ndd4jljupIZc5QQhvzGa8w164LzpGDy7ha6u5vW+wqrHkRKv5DFdCfutGMqfM7lnwRGZ7m6uD/ABSda7ogf1rlfBEHk2RYj7xJ/WupdutbLY5GtRjDAqJiKyPFV5PZ6I01tK8UokQbl64J5rD1qHxFomjabe3WoXazXZfzIiuBDgKVBOPvENnHb86kVjdjA4+tWRRRQjQuW4y59hXonhqd59Gj34+QlB9KKK06EPc2K5zxJaRRhJ0XDu3zAdD70UVVP4iKnwnHXQzk1haxZxXmnzW8oPlyABgDjIyDiiinII7Hm8pLaPraE5WOVCn+yCSSB7ZqjYahNo+ore2uzzYs7d4yPmQqePoxooqJdC0bvg4BRdgdBsH866aSiiuOfxs7afwIhboawdUjWQFWGQetFFQtzQt2Cx2ngiS2giRFm1PdIwHzNtjGFz6ZOcVn3bkRnFFFbPoZx2On8ARIbd5CPmLcmu4lAAaiiuqPwo4pfEyjMAOlcx4v/wCQC/8A11T+dFFSxnK6x4ibWooIpdM0+3MCrHG9ujqVReiAFiAOc8Dk80y7kfPWiisKnQ2o9TLlYlOtUbz7g+tFFSbMoVH5jC5Zeywu2PfBooqluZy2KyfeX6CvdfBg/wCJLbf7gooran1Map0r1Xf09qKKbMTzrUtXbTNe1JDY2N5FLMGKXcO8BlHBBBBHU5GcHuDVrQr241C51K7upC81w6yStjGSc/5xRRWVT4WbUvjRvLSnpRRXGegVX+8azL1jtPNFFAHFX3za3aA9PMrqL8/6Jn1GKKK2Jex23hdANNix3FbD96KK6uh573Oa8Z/8i8x/6ax/zriLvXNRv9Pg0+6u5poIHaRfMkZiS2OuTzjbx6ZPrRRUgf/Z", 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kiEiMdgo5/Oq6yXKMJ/tEgkBzndTIUC/WnzNhCPas+Z3OlRSWx0+k6tFqNucFEuIlLOjnC8ck5/u4B57VyGsfEJvtMtnawJJpg3xRXEqFpCrZ3kL0KngBT6A9a52/vTHKybsK3ysM9RXZ6BY6WfCguViSaSMM7PKoJWQD/wDVXTGV0c1SCTucJZT29p4av4Fx9oLgTKG6Budy+3AFd14XsEt/D1uE/wCWg3nPqa87u4gvmhsGa6kVQQMfLnJz+letadbiDTYIwPuoBT5lJaGWxGIFjyFRV57CmMhyc1dYcVC/Sk0FyqVp5QU4jimSOF71z1VsdFB7kTkLmqFw42E0+4uRzzWVd3WEPNY2OghkcAmsy6cZJolusjrVCe7HTNPlC5Yjn2gjNdf4KiJt5pz/ABP/ACrzl7sKS2eBya9R8EOk3h23uEGPMXJHoc81vSRz1nobzCo8jNSsahLDn8q0ZzjMirmnfek/CqRIFXtKG9pfw/rSBGjmgzJGPm61IVCIWboBXK3+ou9wyp91TgGhuxpCLkzcl1FEzzioY9WUyYDcVzLyO68sSaiIKpnnPY1n7Q6PYqxZu5Zta8XW1gzB7TT2NyxI5Ln7oPrjt+NTeKp/KFkG/wBV5u5z+g/nUuiajFNeGN0VZSMFsDLY9TVTx+pbTUgT7zHd+VbxaerOWUbSsU01Z4/FhtlG5WjVSfTFdPjiuG0AG58UTu/JRFBPvgV3rJgUSfM7krRED8AU1mzUjJkmo2TFZtD5jN8zA255qdG4xVSMc5PIq1GMU0UXoOcCtrT7Ga6jZ4k3Bew64FYlsrFwFGWJwK9L0WxNnaKMgggY6fic+9ap21JkcbLEVUnFZsyjcTxk9673V9HE6NNbr+8/iUd/p71xdzAwJOD6Vbs9UR6mVIapznIC1ozxgHGO1Y2qTizsLq6PSKJpPyHFQ0UjltGmSV9cvvO2s90QoXqVB2j8MIaXQL43VnISqooc7VUYAHtWTpkX2bQbmQ8SGEgsR1bA/wDZi1HhG3bUNUGnNqU9mjpI0flpuLOELBfYcHk+nvSleyQLe51qyMylN3ykgkeuOlPArnvC95c3q3DTytJgIRu7ZzXQ9K45/EdlJe7clBAFVLycKjHPapC+KxNVuxHG2Tjiknqa2OW1e7zOTngZro/CetSpol9buD5M8i7D9Ov9Pyrk5NOu9Ws7y6tl3R2pTzD6b22iumgt1t9NjhUAbFwMVsnYiyejGiIX3iezReUDZ/I16yq7IlHtXm3hK3+0a4JSuRGCc/WvTGBwR6CtoL3dDkqW5iu54qu7DkVI2eawPFFzPaaO81tK0cvmKAynnk0Mg1XfArLubrg81j6rM8GiQ6jYa3qEytc/Zs3Eaos5CbmeIDnapwp3eo9wGXVyfWsKnQ3o9R1xd4BOax768+Q8026uuDzWLfXBKcetZ2Oi4+W9wpGaz5LosarsxaiNMt/M00iWwuZcQmMH5pB+leyeA5IP+EWtYoicouGz3Oea8Qnk824DjpjivZPAMLx6JAWBBIzXRTRz1JHWN1NQtn+tWWXANQSDrVNGVyuxx3rU0Pnz/wDgP9a4e1uWvPGc2mXmqXdrbPLsjeKWNFj6Eli4xjGeOpOBWn4Yv7u0vtbtrua4P2eYRqtzgOuC3XHGemccVna2o99DqdXvxDblFwWIwBXLDrzUs9w1zO0jHjtUVYTndnZSp8qFwM1HMdqHmkaTDdaq3U4CH6VCepo0Y1zqTWF+kyNgo4Ndd4jljupIZc5QQhvzGa8w164LzpGDy7ha6u5vW+wqrHkRKv5DFdCfutGMqfM7lnwRGZ7m6uD/ABSda7ogf1rlfBEHk2RYj7xJ/WupdutbLY5GtRjDAqJiKyPFV5PZ6I01tK8UokQbl64J5rD1qHxFomjabe3WoXazXZfzIiuBDgKVBOPvENnHb86kVjdjA4+tWRRRQjQuW4y59hXonhqd59Gj34+QlB9KKK06EPc2K5zxJaRRhJ0XDu3zAdD70UVVP4iKnwnHXQzk1haxZxXmnzW8oPlyABgDjIyDiiinII7Hm8pLaPraE5WOVCn+yCSSB7ZqjYahNo+ore2uzzYs7d4yPmQqePoxooqJdC0bvg4BRdgdBsH866aSiiuOfxs7afwIhboawdUjWQFWGQetFFQtzQt2Cx2ngiS2giRFm1PdIwHzNtjGFz6ZOcVn3bkRnFFFbPoZx2On8ARIbd5CPmLcmu4lAAaiiuqPwo4pfEyjMAOlcx4v/wCQC/8A11T+dFFSxnK6x4ibWooIpdM0+3MCrHG9ujqVReiAFiAOc8Dk80y7kfPWiisKnQ2o9TLlYlOtUbz7g+tFFSbMoVH5jC5Zeywu2PfBooqluZy2KyfeX6CvdfBg/wCJLbf7gooran1Map0r1Xf09qKKbMTzrUtXbTNe1JDY2N5FLMGKXcO8BlHBBBBHU5GcHuDVrQr241C51K7upC81w6yStjGSc/5xRRWVT4WbUvjRvLSnpRRXGegVX+8azL1jtPNFFAHFX3za3aA9PMrqL8/6Jn1GKKK2Jex23hdANNix3FbD96KK6uh573Oa8Z/8i8x/6ax/zriLvXNRv9Pg0+6u5poIHaRfMkZiS2OuTzjbx6ZPrRRUgf/Z", 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", "info": {"video_id": "130586", "label": "pushing key with pen", "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": "604de2bc6e3370353a567de9acf52add8aa58616e223bb07390e7be64b94a5ba"} +{"episode": 34790, "episode_seed": 1426134985, "split": "train", "timestamp": "2025-10-13T03:13:30.678040", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1426134985, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 straw so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "178771", "label": "pushing straw so that it slightly moves", "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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ke44ru4/F8moaDd6brsIaQxnyZVwfm7deRXCTjms6kYxfuM2pylJe+rMx306CwlLW4wJOo7cf/rqzFgkbuPemXmd6Y4606M5A3U7t6sTWpYW12yLNA7RSjkOhwa7HQPGN0jx6brttHfWbsF3sudvvj+orkYsj7pqxuV9ofKnOciqhXlDYznRjU3R1l1ruo6Brc7aRP9o04P8AJDIScL6An+ta1lrnhbxF+5vLYaZfN/EihMn6dDXGBmPIbcKJIYrhMSoM9s/40fWm9Jq6H9WS1g7M7DUvCF9bRGe0KXtt13w8kD3HWuXmjKEgqQfQ1Lpusa3oDq1jdtNCD/qZTnA9jXTw+KfD3iTEGtWn2K9PHmjCkn69D+NV7GnU1psXtqtPSorrujiGLKeDUUjq3+sUGuy1nwVNb2kl9YTR3loo3Fk4dR7j/CuKlHBINc86coO0jphUjUV4sy73SLG7O4xqG9RwarQnHBGa0JM8/wA6zoCR15FaRba1ImkXLGW70q6W90uUpIDlo88NXouiapa+KT9osrgaZr6D5lPCTezj+tedxgE9cGrdmTa6jBfRkrNCwZWU4P4+tb08Q4aM5quHU9Vudvv03xDrZh1Bv7K8RWp2CZcFXI9f7w/WjWbLWbZ1XVNhU/clh5R/fP8ASuRvVTVrua7eRluXff5g4YGuh8P+ObjTUGleI4hdWL8CVhkfj6H3qpVIVvd2YoQnQ1WqKZQjkYI9qjYAgjFddqPhlJbb+0dCl+1WhG4xg5dB/UVyzgHh15B+hrhqUpQep206saivEz5Bg8cUwyMBzyKtvFnJUhvY9apyDBIwVPoeKhF3KlxDbXKlJY1I75FM8O+HdPn8S21o8wt4JyS5z2X0/OnzAjisq+WTzoZIpGjkQkqynkV0UXZ67GNaLcHbc9L1TRfC/wBsNkI5rEr8sczZxJ75PBrC1vwbqlrYSS6di+ixwYfvAfSqGl+NLu1jFrq9sl7aHgkrnj6V1+mR21/bPd+F9WaCRFLmzmJdDjnjutely06mp5PNWpaMxfA2l262O+6iIdcswYYOfQ06+vPNDWsZzHuO4jp9K0LXx1pl6hsfEVh5JY4MqEjJ/wB4f1rSbwnZ6hCJ9A1COZSMiGVgD+DdDXPVptx9w7aVeMdKiszk1tgoG0/gaRo9vDA596v3unXmnSmO8tpIH/214P0Peq+/aMMM150oSi7M7lNPVFF4wDnHFQncvQ1fdEPQ7f1FVpYyo5Xj1HNIdyrIyn765rLvdHsbrJMYDHuODWnIMjIOf1qpITzWkG1sS0nuZcLdDV1HXvwayYpSOKsRsWatWjBGxG4xjqKsIVIyDVCOMqoIOamSRlIyPxrJotGjHK68HDL+tTqVf7p59CeaopKCoGalD5GTz/MVm0Wi0XYDb19j1qMy+pP49ajEhIxw4HY9aQsH4znH8LdaBitKwGGw49DVZxGw+Vtp9D0pzHBwGwfRqpaRa/2z4ok02fUZrRGWQxeWm4s6oWC+gHB5Pp71cY3ZLdirfgpJHkDnPIpI3AUelY8V3NMFaSRnwAQCemauLLuH17VtbQz3NeN1HQ1ZRwevB9ay7Zd464xVtd6dBkVm0WjRRmU/KcH9KspKCMONp9R0NZsM2ODxVlZPfGfyrNotF3leQePUcioZ1jmXE0YIPfGRUYkK9DtP6Upkxyw2/wC0vSkrodjV0XXLrRI5ooJjLbyIymGX5gMjHHcVjSujHLrg/wB5aV8D5v8Ax5azNXnlisGeJ/mDDDLWjnKdk2QoRhdpE8iZyVIYfkax4W5rS1mztbbQINU03Vr+YNdG1zcwrGtwQm53ixztU4U7vUe4GJFNjg/nWsYtEOVzWjde/Bq3G/pyKxo23MOetaEcbLjBqZIaNFNp5FTZ3oY5VWRCOhFZ6SMp5HNW0lyKyaLLukaxqfhe4E+mytLbA5a3Y8j6V3cMuh+O7TzrSSO01PHzKeFY+47H3rzwPkc8/wAxUHlTQXIu7CYxXCnORxn610066a5amxz1KGvNT0Zuatpl5pF01vexNG46E9x6g96y3cgYOHX3rqdT8Tx654Tt7a8jI1KGQAg4wVx1B/pXIMcEgMR/stWNWMYy93Y2pSlKN5KzI3EbDCkqfQ9Ky78FHjyOueRVvRY7XU/Fn9malfXNpBM+xJY5Yo1j7ksZOMYzwOScCsfUVns9XvLOb7QPs07xhLjAdcEj5gOM9M44qoRe4pSvoXI2AXnkVe0+cWNwZ7ZzHIVKkqcZBrEWXd+XSrlsu4dap3RFr7mqxSbPmKDn1HWlt47iwk83TbqS2cc7Qcqfwqqu9R0yKsQzdjx9alSlF3iy3FSVmdfpvxHvbaEWuvWKXVt0L7d6/l2rcisPDHiSPztIvhZzH/lmx3Jn+Yrz1ZAfTB9elRNaxiQSws9tMOjxHFbRxCek0YPDOOtN2Ot1Xwtq2lgySWxkh/57Q/Op/LpXOMxB+ViPaug8N+NdW0iZYNQf7VZtwWBw2KxNXlt59TuZ7ZSsDyFk9hnvWVaNNJODNKMql+WoilIyMfnXB/vLVaRMjKEN+hqDVppYrAvG+CGA3L1pdf0DV/D+haTf3c9ws96ZPMhKECAAIUDHH3iGzjt9QaiMWzWUrGCvapYnIHFFFbSMkalu5ZMmrY6c80UVg9zQRiRUsTEttJ/GiipZSHhic+1Lu3nDc+/eiikxlcyMzFG5Ge9YTancaL4ie+tNnnQu23eNw+ZSp4+jGiitYbkT2KFsoAIHQACrS9RRRWpmXbeRg4GeK00PWiispmiH4796RHIPWiio6llhjhFI79qXcV6Hj0ooqRjJSYwGTgnsKy9YOdNZ8c716d6KKuO6FLYra34ofX4LeKbStNtmgRY4pLVJFKRrnCAFyoXnJwOTzVNQKKK6DBEsTkdDWpbsWTmiis5louLzkHmkb5WwKKKyLJImJbaT2zmpASc+o70UUuox24ycNz796rGRixRuR70UU0BitrjaPqF5EdP0++hmkDmO9g8wBlHBBBBHU5GcHuDVOW9uNUv7m/vJDJc3DmWR8Yyx68dvpRRXRHZGD3HrwRVy3kYMBmiilIaNJDUpAxnocUUVkzRDQxGCDVjcdqn17UUUmNDt7KeDx6VHKSgDKcZPQUUUkMy9YOdNZ+jb16Vm3niLVdS0y3028vJpre2keVPMkZiWfGcknnG3j0yfWiitobGU9z//2Q==", "info": {"video_id": "178771", "label": "pushing straw so that it slightly moves", "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": "d1bcd0ff8700c584acc808d60b7900ae23945fc6617c566fb8d19e6645186dd5"} +{"episode": 34791, "episode_seed": 616270873, "split": "train", "timestamp": "2025-10-13T03:13:31.209514", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 616270873, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup behind coffee cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "147504", "label": "showing cup behind coffee cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "147504", "label": "showing cup behind coffee cup", "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": "84ae40b7ff17cd7047438ef2631e55cb4f698cd55ba54adb5e80a9cdcd79bffb"} +{"episode": 34792, "episode_seed": 3540644201, "split": "train", "timestamp": "2025-10-13T03:13:32.175666", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3540644201, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 heavy box onto an empty box so it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "208856", "label": "putting a heavy box onto an empty box so it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "208856", "label": "putting a heavy box onto an empty box so it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "407858bc9d5494a2acda96e43ccda6588bfaff999974f56b74d3bccc2b8acdcc"} +{"episode": 34793, "episode_seed": 2461011829, "split": "train", "timestamp": "2025-10-13T03:13:33.033533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2461011829, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing paper from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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c9q7r4Ovax/E7SmumAB81YsjjzChCj+dcMeFq1Z3ElnNHc28rRTwuJI3U4KsDkEfiKpAfad9MltbT3E8gW3jjyT3GOteMq8mMq4x23LVFfis3iTwpp+gyebJqsyMb+dlCr8rZG3GAd3B9sYpiaTKyffmGfQ//AF68vHyu1Hsd+CjZOR6ULW4UcXFs3bmNh/7NUN4t9FYXBD27AQuc4YY+U1pC3G3GSaSeIiEx7NwYEH0INc0WbJeZ4DFFZRQIJrpNwUZwarTSaXk5nUgehr1CfwLoZuCf7LhVP7oJ/wAaqXHgnQVYn+zo1U8DGeteh/aMV0ONZfJ/aPLZZNLySJRVKSKyZjtmX8TXq7/D7RHz/oaj8T/jVaT4caGSf9Gx9HIpf2nDszRZdPpI8p+yxHO2VMfWoXs2I4IP0r1CX4caJ/Ckq/SU1QuPh1piAlJLlcf9NP8A61H9pUeqYnl9VdUeZS20kbZ2k+9eyaFeRnTLctJyY1z8p9PpXMSeALckiLULpD9Qa7PTbIWllDEGyEQKM98DFceMxNOrFcpth6E6bfMdVoG65Wb7PLENuNwdW962zDeKBtNtx6Fuf0rJ8Lx7/tI3dNvT8a6MQc7uT+NYUneJrLR7nnHxBgvLmLToDEoDSuxZWJ6LjngetcTJoaKu53QY7V6v4q8P/wDCQQxRtPPbmFmKtEQM5HIP5VyZ+GVk0eZr6/dvTeP8K9GhiadOCT3OSthqlSfMmcXJYWkSkGdAfrVOWC2K4WdCR712rfDDSnyvn3RI6guP8Kjb4VaZg/v7kf8AAx/hWjzCl5iWAqdzz6e2Q/ddT+NVJLNicjB+lehv8LdOHP2q5H/Ah/hVeT4ZWa523t0PxFL+0KPUbwFU85nspB2Na3gtzba/h2CAxsMt+FdDP8PooyQNRuQffFWdD8ItpmqLcm+kmAUqFZcYz3rOrjaM6bimEMLVjNNnYW13Dn/XJ/31XVJazKOLuM8Y+aD/AOyrmEj24GQcV2SwLtxzXm0Xuds0Z93FeR2NwVmhYCJz9wjHyn3rxCObTooER7gMQoyR9K+gJo2WPaqgg9ea5G58J6S92XOmWgX0WICu+jiFRvdHNWw/tba2seUPf6aCf3mQKqS32nseHIr1W58KaMGydNgVTwMIOtQN4I0aTrYw/wDfNa/2jH+UhZe/5jyaRrRydsy8+tU2tY2J2yofxr1ubwBohJ/0NR9CR/WqM3w90Q9IpFP+zKaf9o030Y/7PqdGjyx7F8HGD9DVSW2kjO4qfyr024+H2mqCY5Llcekmf6VnyeBYtxEWoXKfUA0/r9F7kSwVVHS6LeI2mW5ZmJKLn5G9PpXa+H91yJvImRAu3cHjJz1x3Fcrp9mLW0ijDk7FC8+wrr/Cy71u1z/c6fjXk8y5tD0OVqNma4hu1GFa1Pv8w/xrlPiELh/D0SXHkRxm6Tc4c9gxxyK7gQZIwSce9Z+taba6tZm0vbVZ4Mhgr9Aw6Hg+9bU5qMlJoiUXKLimeHsNPVebhMj0NVJJNO/57rk+9emDwFoO0mTTl/Bj/jVGTwBobHb9k2t3G4/413f2hDszlWAk+qPM5fsj5CzL+dU5bZWHyup/GvT5Phno75ISRfpIapyfDDTSPlluE+jg/wBKP7QpdUx/2fU6NHmjWb4yAD7ConhkQdDXoU3wzgT/AFWoXC/UCs+fwDcxk7NVb/gUef61Sx9HuZywVZdDl/Dkhh8R2xyFySCScDpXs9pcKQv7xen98V59p3g++ttUgmluoZYkbJATDGu8itlRQCiflXn42tCpNOLvodWFpzhFqSPUSOcZxUTvkYyT+FWWC7uAPehgoA4/KkCZlyoCx+YGoHtdwzmtCXfuOAMVVllkUcj9Kho1jJlEwsAQD+dRSRtnOMj6VYaYkE9fYCmPLjPHNZSSNlIotESTlD+VU5ojn7n/ANer73OzO4Gqkl7B/eFQ0PnM6SIZPyEVGOOMHirMt3Dj/WDpXKW1xcan4wudNbV7i1i/eeSI0DZZULBfYcHk+nvVUqTqS5UYVKigrs9K8IHd9sOMfc/rXSMcYOetec/CLULrUU1Y3c7zbRDt3HpndmvSggPUCuhQcPdMedS1KUh3ZIYfjVbZuI5FaUw+U7V5+lVCzgfdH4CkzSMijJbFMkd/QUjRMM9OlTSTncQcA+9R+b14HTPSs2kbplKWLj7uT9KqSwgD7prTlm4OAfwqlNdR5wSB9azsVzmTPCD1Qn3qoyKhGM8VqSXMJOA4rm/FGoPbaO8trOUlEijcvXBNJR5pJIznOyuaIYcDnrXc+2ccV4/qdw9vosGo2Gt6hMrXP2bNxGqLOQoZniHXapwp3eo9wPZOCFwB054rrjQlT3MY1FU2IGbIxkmqsiAv1z+FaZICj+hqpIH3EjpTaKKbWwdckmoPs5GQDj0Jq3K8iLyDVczE98+2KxkjSLZBJC2ehIqnJCeSUNaLykZGOaoz3BQMWU+1Z2NVIzJo2B+4KqOgB5Qirk1/D61TkvYcffHShoTlcizhsYOK6nwf85vOMfc/rXnWn3aX/jGTTbzVLq1tpJNkckUscax9yWL8YxnjqTgV2Pw3e5Gq+IbW7e4Y2syRqtzjevLjnHGeBnHFdCw8lFTOV1k5cp3bHAznGKikbdnnFWcAnoMUkgGCAKLFJmYYt3cfhUMlqQSwxk+3Wrx3j+EcegqvLPg4IA+tZtGsWVfKbg9sd6rSR4HK8+mKumU55Az7CopJuOATx2rJo0UmjNkiAH3eaoTRqfvKeK1pbmPGGPNU5J4icBhn+dTYbkZRiRORSLIBnJql4nvZLbSGltpjHL5ijK9cZ5rI1uz17QtF0y9ur26Wa8MnmRFMCHG0oCcfeIbOO31zW1LDyqR5kc9SvGDsz3d+Ez3phbHAAxmiitjEY54qs/JKnpiiikzSJQkRWzkDjvVeUbff60UVlI0K0rYXoOf8Kpz2sMoIZB06iiioew2c7qGnxR7ikkowem6vPJNSudH8Sy31s4M0UjbfMG4fMpU5H0Y0UV14P4mc+I+E9J+CIwutD08gf+h16yRz9KKKqp8TMobDSc9hUD9z6UUVmzWJVmUEgkDmqzxhQduR7UUVmzdEDYOeKpXCLIxDKp/CiisxmJqVhD5ZZS6HH8JrgvFBePTnUSOw8xeDRRV0PjRE/hZman4pl16O2il0zTrYwKkcb2yOpVF6IAXIA5ycDk819FZxGD34oor0K+5y4fZjDIVIAAwaQsdgPrRRXOzoRA5ySvbFVZEUnBUGiisJForyqEGR+tVJmITtzRRUFIzLm3ilJDIDkVz19p0KBmVpBg9A3FFFMGcUdZbR9TvYjY2N/FLKGKXsPmAMnQgggjqcjOD3Br0v4R3txqV74hvruQyXFw8UkjkYyx39u30oor0an8FHBH+KenN1ximliTjAoorkOkZJzVWYBgCQKKKzkaxKrRKASMj6Gqx5PSiisWaIq3EaSAhlFYGpWscaBkLKfY0UUCe5wfiK6m+wyL5hIDrWPP4l1bUtOg067vJpre3keRN8jMSWxnJJ5xt49Mn1oor0cN/DOLEfGf/Z", 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", "info": {"video_id": "110339", "label": "pushing paper from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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3apSZzzV+RTtqjItJgQ45z2ruvg69rH8TtKa6YAHzViyOPMKEKP51wx4WrVncSWc0dzbytFPC4kjdTgqwOQR+IqkB9p30yW1tPcTyBbeOPJPcY614yryYyrjHbctUV+KzeJPCmn6DJ5smqzIxv52UKvytkbcYB3cH2ximJpMrJ9+YZ9D/APXry8fK7Uex34KNk5Hpy290uDvtW+oYf40x0vVABWBx6B2H9K0BBwRuJzTZVaKP5VJNcq2N16ng50ua8lluJgEMkjt83uxNQvpEEbEPKgx3zXa3Xw4hmumY6jfeWxJ27hxz0qnP8MtLU5a5vSPVnHX8q9NY2lHQ4fqdVu9zi5bezVuLhPzqjNbw87ZVP413bfCvTG/5bXP/AH3/APWqGT4V6cDxcXP/AH2P8KTzCl5miwFTujzxrTO7DL+dVXsnweK9Ef4X2C/dvLof8CFVJ/hvbxglNQuhjryKX9oUeongaqPN5raSM5KmvWvC15GNDtN8y5ESgjPIrn38AjJEeqXAx6qDXYaLpv2DToLfzC/lrt3HqfeuTGYmlVglE2w9CpTk3I63Qv8ASlm8i4iG3bncpbrn0IrZ8i7Byk1tkDsjD+tZXhqIMbjnGNvT8a6JYACWAz+Nc1J+6ayXvHmHxDjd9V0/7XLDGqwORgnnLD1+lcZM2movNypPpmvY/EGg2WtBDfWUczxAiNn6qO44Nc+3gXQxER/ZkRcjg8/416NLGxpwUbHLUwcqs3K55bK+lAECYZqlL/ZzjCzCvU28C6HKSFsUGOD16/nUMnw60M5JtB+DGr/tOHZgsul/MeTyW9scbZk/OontAfuup9ea9Sk+HGh45gYfSQ1Tl+HGj87ftC/SSl/aVLqmN5fU6M8wmsn7DNdB4DkNtqs6yEoDGOoJzg1uz/D+xQkLc3Sf8Dz/AEq5oPhRNJv3mW7ll3JtAkxxzmsq+No1Kbitwp4SrCabOstruHIzIB26H/CuoS1mUcXcZ4x80H/2VcwibSOeldksC7cc8159F7nZNGfdxXkdjcFZoWAic/cIx8p968Qjm06KBEe4DEKMkfSvoCaNlj2qoIPXmuRufCekvdlzploF9FiArvo4hUb3RzVsP7W2trHlD3+mgn95kCqkt9p7HhyK9VufCmjBsnTYFU8DCDrUDeCNGk62MP8A3zWv9ox/lIWXv+Y8mka0cnbMvPrVNrWNidsqH8a9bm8AaISf9DUfQkf1qjN8PdEPSKRT/symn/aNN9GP+z6nRo8sexfBxg/Q1UltpIzuKn8q9NuPh9pqgmOS5XHpJn+lZ8ngWLcRFqFyn1ANP6/Re5EsFVR0ui3iNpluWZiSi5+RvT6V2vh/dcibyJkQLt3B4yc9cdxXK6fZi1tIow5OxQvPsK6/wsu9btc/3On415PMubQ9DlajZmuIbtRhWtT7/MP8a5T4hC4fw9Elx5EcZuk3OHPYMcciu4EGSMEnHvWfrWm2urWZtL21WeDIYK/QMOh4PvW1OajJSaIlFyi4pnh7DT1Xm4TI9DVSSTTv+e65PvXpg8BaDtJk05fwY/41Rk8AaGx2/ZNrdxuP+Nd39oQ7M5VgJPqjzOX7I+Qsy/nVOW2Vh8rqfxr0+T4Z6O+SEkX6SGqcnww00j5ZbhPo4P8ASj+0KXVMf9n1OjR5o1m+MgA+wqJ4ZEHQ16FN8M4E/wBVqFwv1ArPn8A3MZOzVW/4FHn+tUsfR7mcsFWXQ5fw5IYfEdschckgknA6V7PaXCkL+8Xp/fFefad4PvrbVIJpbqGWJGyQEwxrvIrZUUAon5V5+NrQqTTi76HVhac4Rakj1UjBx0qF34wT+lWWUZ4ApCqgdP0pAmZkg+b7wxUT2/mKM4PfpV2XcH4UYqvJKyDlf0qGaxZU8lhkD9ajkjPccVOZs5PGPpTWlwOlZtGykZ0kOScr+lUpouo2mtSW4CZLAiqMt1Dz8wqGh85kyQoDnaR+FRqQvHPFXZrmLbneMYzXIW89xqXjC501tXuLWL94YRGgbLKhYL7Dg8n096qlSdSVkYVKqgrs9H8KEH7YR22f1romO3B3de1ed/CXULnUI9WN3O820Qld/OM7s16UqjuBW6g4e6zLn5tSjLh1PzY+oqqYQ3Q1pzZ2naOfeqjtIBnH5Cky4yM+S2Kcgn6Co2iYbuc+lWJZ2yQePqKhMp59u+KzkkbqRUkjbH3SfXiq0sPH3KvSzHspx7VUlvIhwxx7msrFc7M6WLg5jz71VZApyAavyXkJP3xXPeJtSe30d5bScpKHQbl4ODSjHmkkjOc7K5phsYGDXde2ccV49qdw9vosGo2GuahMrXP2bNxGqLOQu5niA52qSFO71HuB7LwQMAdOeK7I0JU9zGNRVNiBmyMZJqrIgL9c/hWmSAo/oaqSB9xI6U2iim1sHXJJqD7ORkA49CatyvIi8g1XMxPfPtisZI0i2QSQtnoSKpyQnklDWi8pGRjmqM9wUDFlPtWdjVSMyaNgfuCqjoAeUIq5Nfw+tU5L2HH3x0oaE5XIs4bGDiup8H/ObzjH3P6151p92l/4xk0281S6tbaSTZHJFLHGsfcli/GMZ46k4Fdj8N3uRqviG1u3uGNrMkarc43ry45xxngZxxXQsPJRUzldZOXKd2xwM5xiopG3Z5xVnAJ6DFJIBggCixSZmGLd3H4VDJakEsMZPt1q8d4/hHHoKryz4OCAPrWbRrFlXym4PbHeq0keByvPpirplOeQM+wqKSbjgE8dqyaNFJozZIgB93mqE0an7ynitaW5jxhjzVOSeInAYZ/nU2G5GUYkTkUiyAZyapeJ72S20hpbaYxy+YoyvXGeayNbs9e0LRdMvbq9ulmvDJ5kRTAhxtKAnH3iGzjt9c1tSw8qkeZHPUrxg7M97PQmmHgYxxRRWxzojeq79Cp6YoopM1iU2jU8459RUEgwcdfrRRWTNkV5sBeg5rNuLSGUHcnJHUcUUVDBnLalbCFjslkHTjI/wrz6TVrvSfE0t9bupmjkbG8ZHKlTkfRjRRXXhNzDEfCelfBLldZUk4AgH/oderHhjx0oop1PiMobDd27qBUMhOCfSiis2axKc4BwSOtVGRRkgY+lFFZyNkVmOSRgVVkCyEh1Bx7UUVmMyr/Trd03AMp4+62K4XxXD5GnsFkkI8xeGNFFXQ+NET+FmVqvieTXY7aKXS9PtjAqRxvbI6lEXogBcqBzk4HJ5r6JziMHvxRRXo19zlw+zGGQqQABg0hY7AfWiiudnQiBzkle2KqyIpOCoNFFYSLRXlUIMj9aqTMQnbmiioKRmXNvFKSGQHIrnr7ToUDMrSDB6BuKKKYM4o6y2j6nexGxsb+KWUMUvYfMAZOhBBBHU5GcHuDXpfwjvbjUr3xDfXchkuLh4pJHIxljv7dvpRRXo1P4KOCP8U9ObrjFNLEnGBRRXIdIyTmqswDAEgUUVnI1iVWiUAkZH0NVjyelFFYs0RVuI0kBDKKwNStY40DIWU+xoooE9zg/EV1N9hkXzCQHWsefxLq2padBp13eTTW9vI8ib5GYktjOSTzjbx6ZPrRRXo4b+GcWI+M//9k=", 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", 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", "info": {"video_id": "110339", "label": "pushing paper from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d6e973bd35f5de31b888a7b7b29f3dcaabddbf605b77018fba7f37aacfbaff74"} +{"episode": 34794, "episode_seed": 3635920843, "split": "train", "timestamp": "2025-10-13T03:13:34.612576", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3635920843, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 nail clipper 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, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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2nEhGP1z+OMc1ai+H+nzSGNIlLj+ETHP5VUmuUnedLrSpPtDyGQSRKyFQewxxgVYtr+8hTb5l+VGCoaAEgj0btWjt/ML3uxeHwyt8f8ej/wDf009Phjb5B+yv+MhrsfB+uXGsC4S4G7ygu2QgKxz6j+tdWijn2pqL7i5rdDntJ8OQ6fAg2DcuMY4xjtW55aKuQoBqfgConOFNPlSRN2zwH4o6b9i8UyTKMJcKJB9e9YNrC17phUD5q9L+LWn/AGjS4L1R80L7W+hrhdMKWYbePlI6VM52ijrwsL8xgCF4T3yOtb1hA15CsJ4dhhSaybu833DsygAtkAV0GiapBFKqmAsWGORnArNpvU6Z1YxjYqL4CvDz9pj59ENTL4CvMf8AH2o+kZr1Xw7c/ayvmxYjYZVmHboAa6j7NFtx5a8e1Xeo+p5rcex4SvgK94xekfSM/wCNTJ4Evx0v5R9Iz/jXuUdvH/cH5VIIIxztH5U7T7hePY8p8OeBpo73zbiaSYqMKXGNvrivSrDTY7WIIM5XOD0IzWisaL0AGaU4HSjl6sOY4j4m6aL3wnM6jL27CQfTvXjOgDDXX/Af619F6vAt5p1xbtgrLGV/SvnvTYGtL6/gcYKOF/ImlUf7uSNcN/FRbnQsrAVlrYM1+3mJvDLheMit3ihRscMv41xxlY9SSuUbbSDbSDDpgjkHsas6foFxeagttAsRE4Zmy/yxgHksewxzUk0gDj8qjcCW2dVB8wn5SDzntVxn72ocr5Pd6HY+EPD9hq9pKIJhLPbjEw2EgDOAefWuj/4QqDp+7z/1zFcn4d1jU9IgLxyG1yMFnwDn67cn6Gu/0DXm1EtHdsgndi0e3oy4zgcY4/Ourkg1oeROc3K7KEXgqBXVjs4PZAK6O20+O0jCRKAFq4vCk+/FKW4pqCRHM2MfhK+f/ihpwsvFUsqrhLhRIPr3r36Rvlryn4t2Am0+3vVHMT7GPsaqLtITWh0kZGKsR4NUFerEcmK4Ubs1ISAwrSADIB0I5BHUGsWCXnrWjHMCK6IMzki7HKc+XJgOB1HRh6ipUOOCaqEq64zgjkEdQadDcFpDG64ZRknsfpWtyLF0c8ZpzNVfzaDNzTuKxK0g6GqV2Q0TKeQRinPL1qrcS4Ws5MtI808O2D6V4i163ZcLvjZPdTurrY3qDU2ihuBL8odxgnuQP/11BFcqRwc1g5XdzRLQ2YpBV12L27Kp5IxWJDNzWlDLkYrSDJaOffQp5jjoynKsO1TJ4clubZ0Lqk64+Ujj/wCuDXSRuAeBUkiCRQQPnXp7+x9qFSiDqMxdC0y7gvYJTZpbNG212jJCsnpg12YYbaz4rlZEyOD0IPUH0qTzhjrW0dEZt3LLvhetQPKcYqMy8YqGSQgGk2NIxvEdkmq6Vc2j9JEIB9D2rxxnXAHpXtFxLndz2NeDBppXOxTjPU1g7tndhZqF7k0elvqN+kUeQOpOK9K0Xwxa2VsHKZcjknk1y/huB4C00i5Y8AV3FreO0eCMCqu9jKvJSndHQWcUUARFQbCoUj1FaSOYmEbElDwjHt7H+lY0U4EaEngCtMSq6FWGQRyK0TOZl5Tg9M08YPUVnQzukxjkfPHyHHUf41Z84etVcktFuaiaXBxUJm561G8ucmk2NILiQFTXjXinTG07xJczqMRXQDr9R1Fet3EuFNebfESbY2nt6+Z/7LWE3fQ6aGk0zl/NwKgnvDEuc9azpdSROC3NFkE1GbMkipCp6FgCxqFSa1Z2zqpaIv2sk97KBFGz46kdB+Nb9jo8wkVpJAB1wvUH60WjwRxhI2jCgYABFbFqwIyCD9DWUnroiPaOxesdOXUF8iaTyplOVYcc9iPauq0XRZbV45ru4MjxklQMAZ6ZNZ+lQmRPMQYdTlTjp/8AWroIbkyJ91gw4ZT2NdVFK1zhqSbdjT8wbetRyPxxVUT8d6a03atnIzSJWkOOtc74gsYtW0y4s5vuyKRx2PY1ryyYB5rLmlDE1jKRaRwo8baR/wA92/74NSp430cDm5b/AL4NeMl2Pc0hkb1rX6tEOdnt0XjvREPNy3/fBq7H8QtBAGbp/wDv2a8D8xsUeawqlRSIcz6Fj+Ifh7jN44/7ZmpG8f8Ahx8FdQKyL90mM4+n0r53EzA9aDM2OvNV7NCufRX/AAsTw9gf6Y2T/sHin/8ACf8Ah4/8v/8A44a+cvOajzm9aPZoLn0b/wAJ94e/5/hz/sGoJvG2hSfd1BPxUivnnzm9T+dbHhbS4vEOvf2fd38tqGhlaMpHvLuqFgvoBx1PpUuin1HzHVfEfX7W+bTTYXYk2eZv2Z4ztx/WuIXVbpOk8g+jGqEbGQHeScClYVpGCirA23qaaeINQT7t3MP+BmrMfi/WIvu384/4Gawfahhg8U+VCuzqovH2vxnjUZvxbNXo/iZ4jiVQL9zx3ANcNk+lKCRzRyoVz0FPitryuWMseTgH92OasxfFvWVPziF/qgrzXNGfelyoLnqa/GDUf4rW3P8AwE/41OvxfuWGHsrc/iwryXcaRmIUnNJ04sd2esn4pwtndY9R/DJ/9auBj8R3CHiOI8/3at63oWk2nhq31bS9RvJw1ybXNzAI1uSE3O8Qzu2qcKd394e4HNhTjNJUoormZ11r45urdAv2e3bHqDV+L4kXS/KbWDaevWuBwaAM0/Zx7CcmenTfEuSKWPZDFIkZzgEgE+tXIvi9KMZ06E+vzmvJSSKUMQcg4NHs4k3Z7Afi+jptfTFHcFJTkH1qQfGGLAzpw9/3hrxzecUm4+tPkQXPal+L9n/FYN+En/1qkX4u6f0NlLg/9NB/hXiO8+tG8nvS9nEfMe2yfFLS5B81tOh/3lNcX448XWutCy+xrIDFv3b8d8Y6fSsLwjp+max4ih03V7qa2hnO1Zo5o41jPcsZOMYzx1JwO9Z+p2RsNZv7F454/s87xBLgASLgkYbBIz64JHpUqlFO5Sm+hUeZnOWOab5jDvQRzSVrZCbY9bmQdGqZL+dPuysPocVWK0gFKyE2zVi12/gP7q7mUDphzVpfF2sL/wAxC4z6mQ1g0UcqFdnTR+NtcjGF1CcD/fNTr8QNfX/mIzf99VyWaM80cqC7OzX4ja8Bg38p+pB/pTv+Fj63zmdT9UX/AAriWPHHWul8Q+DL7w34e0fULzzlnvzJ5sLRkC3wEKKx/vMrZx26dc4l049iuZmEv3M01qKKsY1fvUP96iigT2G0UUUEgaQ0UUAAqzperXOiapHqFps8+IMF3ruHzKVPH0Y0UUAQQ/dP4UrUUUFrYb3pzdKKKGLoMpaKKCBKTvRRQMT+I0McLnGaKKAN3XvFsniK3t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tZLdKKKQ4kdKvX8KKKbGI3Wiiigl7iUGiigQUi9BRRQM0dJ159G8+M6bp1/FMysY7638wKy5wQQQR1ORnB7g1Dd6hdatqFzqF7KZbm5kMsr4xljyeB0HtRRSGtyu1NFFFMY49KaKKKQpAaXtRRTJG0neiigYNwtad94m1fVNJttLvb6ae2tpXlQSSMxLMF6knnG3j0yfWiikB//Z", 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", "info": {"video_id": "160563", "label": "putting nail clipper upright 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": "160563", "label": "putting nail clipper upright 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": "6e5beae38f5297404d4e03ec9d2a338127a7809689fcb0ab4ae21b856ac65131"} +{"episode": 34795, "episode_seed": 4022354585, "split": "train", "timestamp": "2025-10-13T03:13:36.664794", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4022354585, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pipe cleaner out of a plastic tube'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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qy6PtJBUH6d66swhDztI70v2eJ1CnPtUe2ZTpI4aTTI8EbCD6GuO8V2gtGt2TjcHB/SvYpbIZ27VPHJYfrXm3xNt0tW04oBhvMBAHTG2urDVeaaRy16doNnnhJDEA0KHlZjjcxAA9sUMrYEhHU4xWnp9mRtLDvk/X0r1UjzmyCG1kubz7Mg+aR0Tj1r1e1sVghjiRhsQBAMdgK5bwzpsbat9o8viPLnn+I8Cu3TaCCCOe3TFctepyuyOqhT5ldjf7NEgG5j+FPXSEUHG7H1q7bkMoX9K04xHtwCAMc81586rudsaaMIaao+Vl6dCRSS6Qr8oT7giugEC4+8D9OTSrGu7DDLDuBWXtWa+yRyEulhVyY9w9RVC50yNh93ArvXtY3BdQc4PA5qrPZIRmQKM99vSrjWZnKkjxfUbCOO6a5iGEl6j+6e/51HYWy+eu0fxdAOSatR3CzI0LHc2MEV1PhTS44J1uJYg7RkEAjv6/h1r2+blWp46g5PQdb+CdRVrWW5NvEkxyEMmWA9wB/nNep+HvCv2aVJZ2DyFQ3ThR7VnxWS3GdpZZiMJvH3c9/TNa+s+If+Ea8G3l9KSJ4ITHGCOWlPCj3ycVxzlzs9KFNU4txK/ilbG9lcWxXzrEBZSDyynsfpwfxrDii3oQAx2kBsHoT0FeV6Drmq2VxdPLcSLJcZEokUmRyevB55rsdAl1VRMsiz2tlMfMZt2HkYDAz3xzXLWhrqzphaysdY5ihjBuJI4R/wBNHCn8utNS7tyP3ZuLg46QwNj8zgVBa28MbBlgXcT1ADMfqTzWrARuKoSR6dgfSuZuC6XN7xRCkl0+BFpLdeDPOB+gFP8AJ1d8AJp8Ppwz1cE5TLEKMe/GakaaN8MG5GMehpe0fRL7hc3kea/ETSJ2gtYb2eGR33mIxxbNhGPzzmvMzbAMFZMFTjHoa9V+KV0EGkSkkA+aCPT7tcNBarfXSOBleN3ofSvYwkn7JNni4u8qr/roX/Dfhq41w+TBLFEqZLTSZ2jPYY612Ph/wZeR3ElsZrffv+ZkYtwK09FtUtbMW6x9BlmGOW78foBXSaXbm1vEuYyfKxtbjue5pVanNdG9CjFJPqX9L8P2FhYPJdojR7fnLj7wxXI3FklpeskZZoWw0Zz1Q9P8Ky/i543mt7q18PadNsfb5l0F64P3Uz+v5VlJ4slk0u08yHZNDHt8yR+W98Vy1YNpWOuFrNt69jroUAc8E5GTzU8ce85UgDnnOfyrM0/VkurKCW0geUlQHdpAqM4A3Y74yelXY3v5AWa4itV7eRDuY/8AAmzXHyd3Y6IrS5oJayE7grbR/Een50x7vT7cbZLyLzM/cizI35LUP9mQy4e6aa7Y/wDPeYnn/dHFaFuba2DRRRRxgfwxgA/ypfu13f4A3EpyTPcxH7NpU8gHO+4YRL/jXg+pWKJdvcxLhZTyP7rd/wA6+ikkUFkByrA/Nnnp3r58S4WYPCxy3QivQwMt7K2x52PafKl5/oVLG3UTrgdGzgdSa7uDwJfCygvpJ7UKSC0BYhlH5Yqr4W0pFuA8iBinzEHuewPtXpCW6XJVTuHHAPQmuurUtojmoUVJXkQ6N4TmnVJrl0MbH7iE8/j6Vr+IvD9jbWMbWyqlzGCzog+8nfP061oWWoxaJossuoOI47NGeV27ADOa8h0j4hXOo+J7i+1ASPBKrpHEg+6h6DH8645RvF2PRives3ZHWxxgpjB46nNWwoIQEcn3rAsNYiudVt7JflWQkBs55wTwPrW5FK7bQ2Tz90Y/ziuCcWnqbRknsWkgITk5OOB6VZitmJX5cjOenSorcjcyoSf0GfSrQuCg3kKuO4PGazaZVxy2zB8bRg9Oa4H4nabCYLO3cAb95DDsRtwf1r0F543wwblcY9DXnfxWuwi6PKeB++BH/fPFdGET9sv66HLin+6Z5cbfY+11G5TjHpXYeF/C764Cn2lbaGPO6V0JyfQCsq0tlvrhJsblGBn19K9U0i3W3shDs4A5PQknqf8ACvZqVLRPNo0uaWuxn6B4NlS6ksxdwsQ5LOik5HavQtO8O6dYWTvdojRhfnaQckf0rP0u1a0uo7qIEoBtYY5Ge5FcX8V/G80V9b+H7CUoyqJLvb7/AHUz9OfxFcj953PRUVFJLRGrNZLaXrxplo+GjJP3kPINTQphzgA8ZPNcufFfnadau8JSWKIJuc8tjvW3pV4bzTLW6ibJk3B8dmDY/wAK4KkXudCavZGnFGJTkEDOenerK253jAqrEwaP5w5IOeDkk/0rQWQquMrlv4ScnPtWLTLuSLat5fQA5zk9Kf8AY1liJYL8vOMZpEugrMh5OOAM9adDMgfYg+Qn8R+NSkyWzwnQdGSW9juH34z8uFJyfU16dp1hHaxRqIyi5zvyG3H1NUfDUVjc2oeKPKp8rDg7fTIx09666CzjWDyhhUySvfB9foa9irVbdkcNCioq7GW5xNhDz1IHc10sPk3skZliUiIhwrAHB7H6jmueS3eBD5gGODG3Ur6g+oq4l99i025mkGDDEzgbs5ABNZXOi10eeXqxv4s1S4bMkjXLruxnCg4AFW45iT+6GMNjIPArmrG6eRGlkIcud8hHByeT+NbcAjcDLhc/KqlcH/6/1rnnq7s1vpZGwZAqIAzM27kYOOn8quwSKXB8w7gRhS3H41g79k2xSjRhsnDHn/PNXftSJCPLjEh25BC4/DnqMVHKLmOg84RjcYwM5+UdCPWnsYtwLEAg9PwrKsNSSZm+aPYgJ+fgn8/Q1y0Wp3epeM7zTf7Xu7KJjJ5KooYkqhYL6Doef8aqFFydjKdVJXF+Jls2pPo9sqEFTLgdv4efemeGNIhhiiVYSXjOFEhHJ9frWXpuvy3l1D/aty06BQEeQ8Rg9enY8flXo9naQsIysYDDBQg549VPcV2qTp01A5401Oo5sbboqo27PXlTjj8a3dLuPLVt4Lqw6+lU5bR3w8JVZO5PTPr9CKfE5jm+SPC5yVz931+o/lWV2zqsr2Kfjiy0nTvCV7dtZ2n229dY2uHiUuzNx1PPQcemK8/s9G0uOBHe2Eshx80pLZPtnitf4szS6g2nabG+IYlNy4HdvuqPw5/OsLSpAIVhY/OMLuI3Af4VNTVbhDS9zprFUhXYFEMKthUQYx37VbhmB3/MQM/ePynrWUqxCLzUkRtp4znH+RmrVnIM5kwZOW6Fs+3tXPy3LvY37dwUwMOufvE/MB61YWVXyGGNuMtjt2rBW/8AKl4j2ZxtDDg+vSoPFupz2PhzzLabZOzoRJCR0JPX/PahU22kRKdkdMkqQgtGu4rnOOcV4houjI1yLx0dlDkIAM5Pqfaut1HU7i30WLUtO8Q6jKrTm2zPGqCbC5Zo++FPB3eo+gTw/qtgsyWlzbeTg7UYNkfQg13UYuin5nHUtVkvI39NsY7aALGrAMeZO5PuK34RtcBWw5GMjo3pTrWxhRCsYAhcgnB4z2IqQWzxkiRRsxlHA+6w6jHdT6VDk5M6lFRVkXb6wt/EWmJp13GTbylftCZxvUclcj3Arzrxjo2g2niiHS9NgSwjigBlW2O1nJPGc16Rp1w6s4cEDqCecD6+leOarpy6v4mvNbmlY+dLu2g4wo4A/ICpctLNj5XdNGhaaPYW06T28TtNG4KyPITtb9K6AygIoDMW3cjGR061kQxphQW25+VQV5/z71MPklCKUaMHJwTz/nmud6s0bsbsEieYD5p3AgBS3H41oibygWMajOflHQj19KwfOCwr5cW8lcqduPw56jFXrC+ErN80YRASBJwT/wDqNTyEuRqMYtwLHBB6fhXB/Eq2bU5dFtRGQV83HcD7uT70Qau9743udMutVvbK2ll2RMksaCPudxfjGM9Oc4FZd3rF9baxPBfGe6FpK0SpdYV0Geh28AnAzjjiuujScJKZyVZqacDR8N6XBCkapCwMZwiycZJ6n612Nqiqjbs+6E9Poaq6HLp+rWqTW6gOpxtP3kPsf6Gt2S0dxviYLNzz23dj9CKqc22bU6ajHQsaZO0bHgujDueQazdf0rQ9J8N6vrV5Y2kt5OGZrieMO2W4UAnpgYAx6VaBZJFMSbedxUfwnuB6j27Vh/Ed11HSbTS3ZhHK3muAOu37o/M5/Cp5rFuN1ocNpun6PNaxylPtDkAEvIW5/OulsEhtlMaokUQbiOMAAe9YemadDYgwwoQ3dl5rUAiEW9G5BwNyce+K55O5pc1Ipl+cMSoz/Eeev61q2simPbGVKZyQx5Arn7KTafm5flsqM5+tWBfPG4YR7Q2AhxuGe/8A+qpcLkuR0Kz7gyuDtTHPfH+cU+KYRNmFcsueB1H0Fcr4r1ea08Oh7S5xKXQmSI4Kgk8EY/zisXV38SaFpGnX1xqd7HNdhxJCUwIQNpVScfeIbOO351pCg5K5jOqk7Fbw+76br9u9u5G+UQsp5DITgg16dMPLKqpOFcqPpRRWk9yobFZLiTfIC24cHmsPxJdyWmnSxxBR5iEFiMkA9QKKKa2NTiI/kVwpwOn1rSju5ltGkD8o2F9qKKyYi3DM88AZ8ZAB4GKqi4lVtysVZTlWBOR9KKKcdyJbFb7VKbtwSCrYJHrnrWI+oT6Z4in1C3KmeJ22lxuHKlTkfQmiiumnucsxujwJPbXBkySjoq/TDf4V6j4Mmkk0aWJ2LLazBIs9QpAOPpRRU1TajsjYnkdEYKxGG/z/ADprtvO5uqjd9eO9FFRE6FscRrMz3Wqy+ZjCIqKB2H+TWJva31ECNiNxAJooqOrFI2ba7lF00ORsHQY/WrUx8soF4z7kUUVInsWP+XJxk7VO9V7KfasfxOqjRW46yJnk880UVrT3MKmxga74ifVoLeF9NsLfyVVI3t0dSqDPyAFiAO54681pXEEUtvZztGvmPHhiOM4JAP1wKKK3q9DKj1PQfDt1NPoMDyNuYHbn15xWj57vM6McqACBRRXMtzsRSubmWKG6ZHI8sMVHb7ua4xVzC/PRR+PGaKKVToXHYeJ5FtXcNyjYX2q1C5mgDPyQB04oorMnqNtmLSKQSrBshgTkfSpnCm4fKgg4JHY560UVojKRyF1qx0zV9RU2NjeRyShil3DvAZRwQcgjryM4PcGjR7yfVtQ1Oa+YTSXStJKxA5bBbI9On5cUUV1v4Dlj8Zv+EpWtdbjjh+VJAVZR0OBx+Nd/LK4RsNjntRRXK9zsjsQzyvtQg4OQcjrXMa7Iz6gsbMSsaBVGemTzRRRP4TWO5mu7R3SBWI3Yyc89cU9bqVbx4w3yDoKKKyRMiW5OycRgDG7qevT/AOtUoY/YzwMNlsdgfaiiqiRIyfEuP7EY7QD5q8j61zOo67qV5YQadcXc0tvBI0i75GYktjqSecbePTJ9aKK7KWxyVNz/2Q==", "info": {"video_id": "196725", "label": "pulling a pipe cleaner out of a plastic tube", "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": "196725", "label": "pulling a pipe cleaner out of a plastic tube", "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": "47fcc642746fc79221a34cb9df2cb897758260205f24077613cad9369769962d"} +{"episode": 34796, "episode_seed": 300008993, "split": "train", "timestamp": "2025-10-13T03:13:39.293960", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 300008993, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 nail cutter in front of shelf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "79134", "label": "holding nail cutter in front of shelf", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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LlF+g4rpw63uc+Lex6dfJaaTpc1/c4EcEZdyO/sPqePxrw67mm1K8nu5ziSZi3+76D6DgV2/xN8RC4nh8P2r5SEiS5Knjd/Cv4Dk/hXGRgCLkVnXlryo0oRtHmZNpkoW0ff5ibTktGOQO9U/tMR1iT7KPJiDEgsc9ufrW1oc0EVy8M2MSITz7df6VV1G1097jMUKoGcgPnA61gk27WOhzUVdk1vKskEpJ3NuI3eo7VjXpC39oR1Dg/wAq0VAt4HjHG1yAMdsVh30ub639jn+Vdcko07HFF3q3OxGpFR1rlvE8wlSNh1MjE/nVhrnjrxWRrEu6NBn+I1PPdWN+WzKFr/qz9TXYaFAr6Z5hHJc8/iBXGWrfIfrXa6HJjSoVB/iJ/Wsor32RiH+7R6f4RsUk0ZWbBAkfAz05rE+Ierpp1qmmW+BPcqTIR1WPp+p4+gNdJ4UnhsvChupnCRKHkkc9gOteQapqkmvazdajLkea/wAin+FBwo/KprWihYePM7voQ6Uw+17D19Km11HkEEj/ALuIhk2BuW78+gpkEK/bIyTjkLn61d1nQHLLKlyNpywD846cVxXtI7k9Bls1vH5KwxeXk5Jx1qvrDf6PN9KSBZo50aZwygFVKjIziqurTE27Afj+lddKNonHVleojY0u8MenQLnotRaxd+dZzZPPl4/Wsy2n22kY/wBmor2cm1kHcoaiEuhvKOtzBhP78/Sui8PRLNeuCMgJ/UVzUR/fH6V0nhyXy55z/sgfrWqXvIzrP90z0HwjapJrCKQozG3X69K9AktI0XAUVwngch9bUnqsZIFbfxC8Qf2PoxjhfF3dExw46j+834D9SK0kla5x07t2R594v1ePU9ekihObW1JjTHRm/ib8+PwrGtz5soGeMVFFFiMHHNWtL08zzSsZSiIM59K4J6u56cfdVh92ZFuI4Z1Zbb5ZBGBjeRnk+1WpJFazQjjjNUpIxcT3EpmklmAwm48FaJZ1+xrjgFRjP0roowscleopaIZo0/l3F0QcZf8Aqa1ZL/8AdkZyMj+dczp8xWSfJ5LVae4O0+lTzWk0dFrxRhak2dRkP/TSn5qrevm8kP8AtVMG9auS2HF6M76wRVs7UdxGP/Qa9N8HRrJpDnHKuR7V5ZazfuYBnogH6V6t4LP/ABT6kcbnNdDR5a3K/i/WU0HRpp1wbh/3cKnu57/h1rxRpG5dmJZiSWPJJ966Hxlrg17xLIsT7rO1JiiweGOfmb8Tx9BWBNEMY9OeK46rTdj0qK5Y+poWiSfZZHhXe+wkDGccdagsnVpWnmkaS6dhlz0wB0H5VYuLJ7PTQBePGZUxtXuKoxGOEWio7ZJIYN0P+TU0oc2qCtNRVuo7XJP3eM9x/OrcVyVgTB/hH8qxtYnVjt7gj+dTLKfJQZ/hFa1XaVyKGsCbVrgvZTAnqo/nXMwH53rWv5M20g9qxYWxI30qlrEtaMkRtxRfUgV3F1qi6bbxyRkGbpGp9fU+wrgo2w6E9Ac1oPcNczb2JwOFHoK6oS5YuxzTjzyVzRgkeWR5ZXZ5HYszMeST1NaMbkrj05rKtmA71e8zYjNn+Gudp3N27IcjLI28EEnIHPSluiUgGGBznBzVW0YmHkg8nHNTSRtJOmSMHBJPQ/WumMdLHJJ3dyR7lvLk3HJHAyeelYTyl7uL2Na2pRJG8ix9F5JPY4rAD/6Sh96dTYKXxJmw0nes7UX3KP8AeqdpOtSaBpUHiHxCdOur6S2Vo5WiKR7yzqhYL6AcHk+nvWEex1zdkY0D4Q/Wux0dwmmwZOOM1w0Dnacmtq31ARWyqDkqMAZppWbMKl5RSO58R+JPK8PWvh6zYbZgJrlg2eD91P0yfwrnbbaBWLAzM5ZiSTyTWnE/yHFctV8zOinHkjYtzP8AJtBwWGM1Zub2e5twZZARGvT196zZJc3aqOgXJp77ni4PQ+vSrhBWuzGpUd7CRzMPKBb5SzHrwaztRuCzMB3rTmhjjtICCpkJYZHTpWDeHErDPStkrIyTvI0oX/cJ9KiupMxMPY1HHJiFOe1Vr+UiAlTzXNFanoSehTib97+Fb+gMN8xJ9BSazoelWnhy31fS9RvJg1ybXNzAI1uCE3O8Qznapwp3f3h7gZljdCAsScZPTNdPLZnJUlzQset+C7qK0mur+RkWO2h3SO7cKCcVx3iDXpPE+vy3rZW3T93bof4UH9T1rDk1Wd4JLWKQrBLt80A/fwcgH2zzUlswUVnWlpYdCmo6svvJ5aDFPtHZBIfMKrIAG4rPupiAOQDkCrUbcgbsYHPP86zpw6sdWb2Q2STEsoVh8qt/+uq91cFbONQeQBV60SP98X2t8h+Sse9I8lcNknAroSOfqFg/+t571Yd/lNULNsbwfWpnk+U81zSXvHfF+4jNuz/pDfWpC2BWl4Y0/S9Z8Upp2r3U1tDO21Jo5o41jPcsZOMYzx1JwKztTtn0/WL6ydJ4/s87xBLgASKAxGGxkZ9cEj0rocNEY8+6OstL1AkZB5AFdfq/in+xvBNlaWVwxvr+E9/9Sm4gnj16D8a8ph1FlOMGpo5GkffIxLH1pzlZGNOnrdmraIEUGhz5zlM8MD0PNRpIBGRmmRODdSE4wFAHNc0IXep0VJ2Who3V0XtgG+Y4ADDtjsaoyhka2cqcc/SrDFWjHGcc8Gl1GTba2rMm1NpxzxXRGKRyNtmFeSeZMT05H86vK/7pfoKy7mRZJmYHjIxVoSHyl+grOqtUdWHdotBdvmFx7VlRH96fpVu9ciE4JzWn4g8HX/hrQNH1G885bi/MnmwmMgW4AQorH+8ytnHbp1zioR90JytIwE5xVqM8CiitTMv2xNTXMrJayMDyBRRSQ2JZzM0CE45bHSrzY84DA4OKKK6YnM9ytrrGK/ljTgFM+9YSMfNjoopVS6W6LbE1XtNWudF1ddQtNnnxFgu9dw+ZSp4+jGiisI7m9TYoQng1Zi6iiilPqSt0XYmOa0IWO2iiudmxCJ3N9KvHA9Kuq26BSQDn296KK6I7HLPcXUPk0eGRQA28iucldi7knJNFFUyIFqNj5a/Sq94xEJ780UVhHc7pfCXde8WyeIoLeGbSNMtTboscUlqkilI1BwgBcqByScDJPPrWSvIzRRW73OboW4T2rRgJ20UVzzNokV1K6sgB6n/Cr9u7NI4J6LmiitYbGNX4izayFWk+VTlW6iuauJGY8noaKK0MluLaucNUzMdp5oorml8R3R+FDdP199HkuEOm6bfxTOrmO9t/MCsucEEEEdTkZwe4NVbzUbrVdRuNQvZTLc3MhllcjGWPJ4HQe1FFb9Dn6sI+oq7CTmiis5lR2LhYhTVa2Y/aJD6nBoopUxVDUEh2dB8vSob6QzQIG6AcAdqKK0MkZLQJsY5bI96lU/u1+lFFZzOiBVvCREee4qW98TavqmlW2l3t9NPbW0ryoJJGYlmCjkk8428emT60UVpDYmfxH//Z", 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LlF+g4rpw63uc+Lex6dfJaaTpc1/c4EcEZdyO/sPqePxrw67mm1K8nu5ziSZi3+76D6DgV2/xN8RC4nh8P2r5SEiS5Knjd/Cv4Dk/hXGRgCLkVnXlryo0oRtHmZNpkoW0ff5ibTktGOQO9U/tMR1iT7KPJiDEgsc9ufrW1oc0EVy8M2MSITz7df6VV1G1097jMUKoGcgPnA61gk27WOhzUVdk1vKskEpJ3NuI3eo7VjXpC39oR1Dg/wAq0VAt4HjHG1yAMdsVh30ub639jn+Vdcko07HFF3q3OxGpFR1rlvE8wlSNh1MjE/nVhrnjrxWRrEu6NBn+I1PPdWN+WzKFr/qz9TXYaFAr6Z5hHJc8/iBXGWrfIfrXa6HJjSoVB/iJ/Wsor32RiH+7R6f4RsUk0ZWbBAkfAz05rE+Ierpp1qmmW+BPcqTIR1WPp+p4+gNdJ4UnhsvChupnCRKHkkc9gOteQapqkmvazdajLkea/wAin+FBwo/KprWihYePM7voQ6Uw+17D19Km11HkEEj/ALuIhk2BuW78+gpkEK/bIyTjkLn61d1nQHLLKlyNpywD846cVxXtI7k9Bls1vH5KwxeXk5Jx1qvrDf6PN9KSBZo50aZwygFVKjIziqurTE27Afj+lddKNonHVleojY0u8MenQLnotRaxd+dZzZPPl4/Wsy2n22kY/wBmor2cm1kHcoaiEuhvKOtzBhP78/Sui8PRLNeuCMgJ/UVzUR/fH6V0nhyXy55z/sgfrWqXvIzrP90z0HwjapJrCKQozG3X69K9AktI0XAUVwngch9bUnqsZIFbfxC8Qf2PoxjhfF3dExw46j+834D9SK0kla5x07t2R594v1ePU9ekihObW1JjTHRm/ib8+PwrGtz5soGeMVFFFiMHHNWtL08zzSsZSiIM59K4J6u56cfdVh92ZFuI4Z1Zbb5ZBGBjeRnk+1WpJFazQjjjNUpIxcT3EpmklmAwm48FaJZ1+xrjgFRjP0roowscleopaIZo0/l3F0QcZf8Aqa1ZL/8AdkZyMj+dczp8xWSfJ5LVae4O0+lTzWk0dFrxRhak2dRkP/TSn5qrevm8kP8AtVMG9auS2HF6M76wRVs7UdxGP/Qa9N8HRrJpDnHKuR7V5ZazfuYBnogH6V6t4LP/ABT6kcbnNdDR5a3K/i/WU0HRpp1wbh/3cKnu57/h1rxRpG5dmJZiSWPJJ966Hxlrg17xLIsT7rO1JiiweGOfmb8Tx9BWBNEMY9OeK46rTdj0qK5Y+poWiSfZZHhXe+wkDGccdagsnVpWnmkaS6dhlz0wB0H5VYuLJ7PTQBePGZUxtXuKoxGOEWio7ZJIYN0P+TU0oc2qCtNRVuo7XJP3eM9x/OrcVyVgTB/hH8qxtYnVjt7gj+dTLKfJQZ/hFa1XaVyKGsCbVrgvZTAnqo/nXMwH53rWv5M20g9qxYWxI30qlrEtaMkRtxRfUgV3F1qi6bbxyRkGbpGp9fU+wrgo2w6E9Ac1oPcNczb2JwOFHoK6oS5YuxzTjzyVzRgkeWR5ZXZ5HYszMeST1NaMbkrj05rKtmA71e8zYjNn+Gudp3N27IcjLI28EEnIHPSluiUgGGBznBzVW0YmHkg8nHNTSRtJOmSMHBJPQ/WumMdLHJJ3dyR7lvLk3HJHAyeelYTyl7uL2Na2pRJG8ix9F5JPY4rAD/6Sh96dTYKXxJmw0nes7UX3KP8AeqdpOtSaBpUHiHxCdOur6S2Vo5WiKR7yzqhYL6AcHk+nvWEex1zdkY0D4Q/Wux0dwmmwZOOM1w0Dnacmtq31ARWyqDkqMAZppWbMKl5RSO58R+JPK8PWvh6zYbZgJrlg2eD91P0yfwrnbbaBWLAzM5ZiSTyTWnE/yHFctV8zOinHkjYtzP8AJtBwWGM1Zub2e5twZZARGvT196zZJc3aqOgXJp77ni4PQ+vSrhBWuzGpUd7CRzMPKBb5SzHrwaztRuCzMB3rTmhjjtICCpkJYZHTpWDeHErDPStkrIyTvI0oX/cJ9KiupMxMPY1HHJiFOe1Vr+UiAlTzXNFanoSehTib97+Fb+gMN8xJ9BSazoelWnhy31fS9RvJg1ybXNzAI1uCE3O8Qznapwp3f3h7gZljdCAsScZPTNdPLZnJUlzQset+C7qK0mur+RkWO2h3SO7cKCcVx3iDXpPE+vy3rZW3T93bof4UH9T1rDk1Wd4JLWKQrBLt80A/fwcgH2zzUlswUVnWlpYdCmo6svvJ5aDFPtHZBIfMKrIAG4rPupiAOQDkCrUbcgbsYHPP86zpw6sdWb2Q2STEsoVh8qt/+uq91cFbONQeQBV60SP98X2t8h+Sse9I8lcNknAroSOfqFg/+t571Yd/lNULNsbwfWpnk+U81zSXvHfF+4jNuz/pDfWpC2BWl4Y0/S9Z8Upp2r3U1tDO21Jo5o41jPcsZOMYzx1JwKztTtn0/WL6ydJ4/s87xBLgASKAxGGxkZ9cEj0rocNEY8+6OstL1AkZB5AFdfq/in+xvBNlaWVwxvr+E9/9Sm4gnj16D8a8ph1FlOMGpo5GkffIxLH1pzlZGNOnrdmraIEUGhz5zlM8MD0PNRpIBGRmmRODdSE4wFAHNc0IXep0VJ2Who3V0XtgG+Y4ADDtjsaoyhka2cqcc/SrDFWjHGcc8Gl1GTba2rMm1NpxzxXRGKRyNtmFeSeZMT05H86vK/7pfoKy7mRZJmYHjIxVoSHyl+grOqtUdWHdotBdvmFx7VlRH96fpVu9ciE4JzWn4g8HX/hrQNH1G885bi/MnmwmMgW4AQorH+8ytnHbp1zioR90JytIwE5xVqM8CiitTMv2xNTXMrJayMDyBRRSQ2JZzM0CE45bHSrzY84DA4OKKK6YnM9ytrrGK/ljTgFM+9YSMfNjoopVS6W6LbE1XtNWudF1ddQtNnnxFgu9dw+ZSp4+jGiisI7m9TYoQng1Zi6iiilPqSt0XYmOa0IWO2iiudmxCJ3N9KvHA9Kuq26BSQDn296KK6I7HLPcXUPk0eGRQA28iucldi7knJNFFUyIFqNj5a/Sq94xEJ780UVhHc7pfCXde8WyeIoLeGbSNMtTboscUlqkilI1BwgBcqByScDJPPrWSvIzRRW73OboW4T2rRgJ20UVzzNokV1K6sgB6n/Cr9u7NI4J6LmiitYbGNX4izayFWk+VTlW6iuauJGY8noaKK0MluLaucNUzMdp5oorml8R3R+FDdP199HkuEOm6bfxTOrmO9t/MCsucEEEEdTkZwe4NVbzUbrVdRuNQvZTLc3MhllcjGWPJ4HQe1FFb9Dn6sI+oq7CTmiis5lR2LhYhTVa2Y/aJD6nBoopUxVDUEh2dB8vSob6QzQIG6AcAdqKK0MkZLQJsY5bI96lU/u1+lFFZzOiBVvCREee4qW98TavqmlW2l3t9NPbW0ryoJJGYlmCjkk8428emT60UVpDYmfxH//Z", 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", "info": {"video_id": "79134", "label": "holding nail cutter in front of shelf", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9a345fd745bf570176992a397c1369411ba3f97c408c1063f797a158b418c088"} +{"episode": 34797, "episode_seed": 3717788732, "split": "train", "timestamp": "2025-10-13T03:13:41.295212", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3717788732, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending or failing to wipe flaky dirt off of the wall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "164062", "label": "pretending or failing to wipe flaky dirt off of the wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "164062", "label": "pretending or failing to wipe flaky dirt off of the wall", "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": "e54ab567ea977b90e140fb1f3356e72b3a1e06a4e1dc9a21cafdc80dbfa7d36f"} +{"episode": 34798, "episode_seed": 3721925196, "split": "train", "timestamp": "2025-10-13T03:13:42.418396", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3721925196, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 candle behind air freshner'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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t8w1e5sabKGjkQsCVIxWpalsyK5ztPB9QRXLWNx5VxMhPpXQ6fcCWNgCNynJ9cUsK3DEWNlrAvmmHrT+1NNe4QUl4608cj2pANx9qeBnpSY2eX+ImaTxPdMOdjgAe1M08iMSNMOFctz9MGtfxH4Z1CbVLi6gtzJFI24FDk9PSsWDwt4husxpBOsLHJ3naP1rGUbyuVZbliyuPss0j/aI4kZs/M+cD+tRjUbTdGDdL8rZPymtu1+HFyYx593CjHqFUt+tWD8Nvl4v13e8fH86HTErJWOUiubG3uVnaZZ22YUKpYqRwMHOBx7VqaRHqGrSrBbxmOPPzuB0HfJrp9J8A2VlKJbxhcsOiYwv4+tdXHDFAgjijREHQKMCnUh7S1xJ2GLGEiVB0UYFNJ7VMa4pbm8vvGd3ph1i5tIgZPJEahssqbgvsODyf61qkB1E4yVpg9Aa5nwjqV7qK3Ru7mSbaEK7z0znNdQoxTY+hyXjx8afaxdmkJP5VyFsriaAkbgu4cc5r0HxTotxq1lCtsFaSNycE4yCK4ZvCuu+eFgtZ0cc5U4A/GsZxuNJbklxJF9qiKuiGL5SWP+e1On1W2Ei77tpDtwSqk+taOnfDu+kG+8uI4Se332rXX4cW38d9IfogpSp3ErJnFT3VhPEA05LKowrR7skE44PHQmrkF3c310qafbvjAQYTJ/AdhXWQfDm0jnDy3TyRj+EKAT+NdZa2NtYQLFbQpGgGMKP51UouUeVi0Rm+HtMl03Tytw2biRt8nOcegzWm4wc1KawvFt3cWWgvNaytFKJEAZTzgnpVRikrIGaueKqr61yepXlxb6NDqFhruoyq1x9nzPGqLOQuWeMddqn5Tu9R7gdYo3YJ9Ktqw0KTgEnoK8kkkeTULiXk+YzfnXrpUspUdxivJb6wvbK5kJjkjIY4JU4PNZVFdWHa5asljNkHYkPsxx1znI/HNWbW4uBpzpKVKkFi0jDr6/Wse3tNa1HZbw28jIDxsjxn6mt2LwFrE0YMnlKfR5cmoUNBWSKsk8cu5ftEOfLOPnHUcj+VQi5it5bh7i482ZslMSFj83JGOg6CtN/hxqIX5Xt29t3/ANatzQ/h/a2pEuoFZnHSNeFH1PeqhFxjyg7XuZXh/wC16nqECxR+XbxsGkYeg7E16GwJHvSw28NtEIoIkjQdFUYFOI4op01DYG7kJPNQXHJWuZjvpLnxvcaZdatd2ls82yN4pY0WPoSWLjGMZ46k4qfRLi+bUtVtbya5c20vlotxjevLDnHGeBnHFbWBbm6DiuN8eTsqWcKnnJkP8v8AGuzUEcmuI8do4vLORemw4+uamWw7X0OehJnuFQMQfLypHY8VpTXji+jiuNk8K5bD/NjIxg1grf8A2aUF7beQuBtOPpU1rLqV3IWhjZm5+4m4jNc0aeguU3HkCh0hjdY9vyqecZqlc+cypGIxsEgl3tGXKFl25GCMcgnNRPouv3Dl2gvWPc4NOtfDuvXsvkbLkLwD5mVUfia0prkk2DWhfF8lrO6PK8jqqqccliO5Ndv4ZV30oTyRhGmYkeu3tVDSPAljYhHuna4kHJXouf611IRVACgADgAdqmFFKfOF9LER44pKyPFt1cWWhPPbTNFKJUG5OuCea5/WY/EeiaNpt5dajeLLdl/MiK4EONpUE4+8Q2cf/XrpSEdeKlQcUUUDZIBUoAAoopCHU9elFFAgPWmGiigBp6V5fq1/NpfjG8vbfb5sUzbdwyOV2nj6E0UU4jNLwMNovQOwjH/oVdmgoooe41sSrUigcnFFFIQ8dKetFFAhT0pO1FFMBhrnPG3/ACLb/wDXaP8AnRRSQzjNV8QNrEUEcmm2FuYVVI3t0dSqDooBYgDnPTrzXo69BRRVMESgCnmNHXDKGHoRmiipBkoUKoAGB6VIOhoooEPHSm/xUUUANNNPSiikM8z1fVjpviPVENjZXkcs4Ypdw7wGUcEEEEdTkZwe4NavhG7n1C81S8un8yed0kkbGMk7qKKvoNHVr1ps9nbXaBLiFJVHQMM4ooqWDKcfhfRVl3/YI2J5+bJA/CtiC3ht4wkMSRoOioMCiikkJkwGTSkUUUxCGmUUUAc54248Nv8A9do/51wd3reo32nw2FzdSywQO0i75GYktjrk84xx6ZPrRRVIZ//Z", "info": {"video_id": "77890", "label": "showing candle behind air freshner", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "77890", "label": "showing candle behind air freshner", "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": "b6b835d6793dc19236451c3fa18b79bf238df89cc5a18fa7ecfa248db233002d"} +{"episode": 34799, "episode_seed": 1626829006, "split": "train", "timestamp": "2025-10-13T03:13:43.101175", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 389, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1626829006, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet 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, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "113443", "label": "pretending to pick wallet up", "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": "113443", "label": "pretending to pick wallet up", "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": "d39038aa04ba5ea2a0ac0f2bdc89be47863456c13bb67bded543ed210e86e813"}