diff --git "a/video_unshuffle/swap/train/batch_000658.jsonl" "b/video_unshuffle/swap/train/batch_000658.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000658.jsonl" @@ -0,0 +1,100 @@ +{"episode": 65800, "episode_seed": 672361527, "split": "train", "timestamp": "2025-10-13T03:31:23.282546", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 672361527, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking dvd'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "50702", "label": "taking dvd", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "50702", "label": "taking dvd", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "50702", "label": "taking dvd", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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eItHvYvC2t69chVuZbbYsZz+7jJG4/wC8cn6CuGUr3TPbjT5YqSMTXdL/ALR8HrdRzksyySc5Pmbcn8TjNeeWEfnwKSfmCgDNerXN01x4St7MY3yRybuCF4j3fXkDH415ZpEMt/fWlnCVUysqL6AmuGEXKNl5G9DEydKNSot0XLy2WG02HBJxz71n2Uam/gVTz5g/nXdXvwx8X3kaomnlFUAl5pUT8eTS2fwd8TW97HcTS6dF5RDsrXOTj8Aa2p0pRepdSupJpHC+EDD/AMJJYLK4jUykOXYKpUr0JPAFeqX2pRf2ZeaRaMbm5QwlVjGxQpbIwOp78nsa8XsLsWV+kjoXi5WRB/Ep4OPf0PqBXQrcT6TqySi4aTEavHJnHnR9F/NePY5rrjtc82bu+XudhqU802iXquwZnjOHByW2jcDzz1A6VxmuwLqUtnIgG+RlUtjk5Ix/OtmxuG1XWrj7MHRJi/lL6Lg4U9s4rP0KI3Op6Vbtzm6ij/8AHwKVSbbSFh6fLzLsei3Pwy0bzCsWmH04LEZ/OoIfhxoa3MZudLkMefmVXZT+dej+IdRfRIb9rQK17b2xuFDjK43beefrXMeCdWu9ae7t5RG0UY8/eM797vkjk9Ov0rrThtYiXN3PMNC0mKL4hwx2qn7PDduwBOcKoJ/pX0vBfxafoFnLOTho0A2rkk7c9PoDXgvhODzvGcwQcolzIT6nkf1r1zW5ph4b0Y26GSclMkngAKc5+ucV59+WMn2OxWlUV9hI9QS+8W7YLGN7QrGVuWY+YJGTeCF9MYBPrXC/GPR7DzG1CWd4r2O3j8lABibdKwYH0IznPtXXeH9Ss/M06JL2B3hiCz4+8cZUH8/l/CuX+N0YkitZ1b5EgO76iRcf+hVKk5xdzob5ZpRZ4npeiX+t62lhp0DTTSNgY6D1JPYCvoTw94atPBemC3gH2jUJkzcXWO391fQfzrifgvbzXMutC3Ko37nc5HIX584+vFev+I7ix0bwxLPKeExtH8T8/wBa66FklJnlY5yc5RRy3iaSK70iTTo2xO0Xm7s4KEDK/TmvI117+zpFv2gkmUIyuikDaSPf3rtZri5aCXULp1jWTI5P8R5x+AFef63CItQubdcGOUeYv49R+dViJ6KaM8DFc3K+pq2niLxP4gsBLo1hb20MMwHneZllccjr9fSnalofi7xI6jWtaDKDuEQHyqfYAAV1Xwq0tX8JTkkqTePyOv3VrsNTtLDStOW6kZpJWkVVh8wKxyQCRnsBzVpKS5ps3lOS0ieRxfC+GPT7y8uNUfzooyyRiL759yelQ+A7DyvFikcmO1k5/AD+tera5b2beHNRuLKSOZPIcB433DgeorzrwNGTr10R1Syc5/Fa5sRGMZJxNaUpSg1I+hobxbPQIJ5shfKjHygdThR19zXIeINUu9WuNPXSrmWwXM5lkEYZ98ZACHtgk5+laWrzlfh3FclmMiwoUVRku4YYGPqK5+xvNtre+fLDFLJdNLEjnGzIC4Ps3P5VhXm4uyOvDxi4qTOn1lJJ/B967AJO1m0mB/C4Xd/MV8epMS+eck5zX2TBPDPoXks6yN5JjfHQnbg18ZrHg7uwOK1esUzCT10N/T7n5gWJwe+eldjp+vT2VlLBDOyrLjeo6H3ribezlFg18RtjDAKMfeq1BeMvJH4Vkm4sTgpI6S11S3tdSWW9uRDDsfDFiOccdK2IviRZ2MUH9mx3l/IJB5i+WQjL3GT39OK4O6YXVs64616T8NtH83warbFObmT734CuujNzvEmcVTSOV8Va7rPjGe0a38PPbJbOWjZmLMc+ucelZF/4b8U3dk+qajB+4QqmSyjHoABXt0ugpaCCWaSNBcSCJOCdzHOB+lY/jGzew8L3eGOCygADGMkCrnRhytp6kQrz50nscd8KYmtta1CY/wAPkgH/AIH/APWr6Qnmhii3ysigHGXIAH518+fD4+SupzBc7ZYRj/vqvYfGE4ggspZgPs7y+W3qS6MBx3/+vXJe0GzeC5qljMv9Qt4PFgtI9O+0W+I2nudw2wtIfkIHfoORXB/HiEGLRHcbmxPy3XjZXXaYQNO069Nu7XEkcUUgxk4UnY30K/yrm/joglh0RQwIYXAB/wC+KSm5JnWo2lFep4daSBWO0/wjOa6XSrwbVK+uK5qSE2lwIz1MQJ+pGavaaZFAkPCZIye/+c0pb3RypP4We0eFdYkIi09JVj85godz8q59TXS6tr1l4etXtdPYSXLDbJORyfb2Ht+dePafftDzng1oS3rTKdzbvYmto1dNTlnhbvQ9F0FtAmmiv1hne8cffmXcFb+IqOg5zV3xzA9/4L1IWW52e2cAq3Vep9uxHr1ryLTfEXiFPEFlo2mzW8AkcpHM0O8qGyec+lblx4U8TXFu9vdeKLswOzM0UXyqSepxmtVBTjeO5s5KDtIx7HWY7Lw/p95IheOFn3J5gHmBkKkAHvz19qwvAgDeK9ITqfNLN7YDH+ldZZ/CjT2mJu9Su8Kh27VXk44H0rL8GaV9n8bWhVtyxJKc/wDAT/jWE4SptXW5SnCdN8vQ+no4Fe3jleQneFOQo6Y+79KwbrVmtZpxcKdouxGpDbSFPRjxytbVteJaaFayzEjMca8DPzHAA/OuV1XW559XsptLihaAwGWYzId8gD7Ci+h4Nac6Tdx0oc1j5LnXY/YjPBHQiul0/wD0/R4LV7SeSaFne3kVeq4JZPcZwR6c1ztzHLaSPBNGykE5Rh3BxkV0k2uzvZ2Fj55ENqUaMAAFOACFx26n8TSirxbTOeqlzJMn0i5vdFV0mt2jM48yNnTnjK5U/XP5Vd8GxiXxjpcWOP7RQ49PmDVeuFa/ihvdbv8A7JYQLsjLqBIR/dUDnHAxnJ9qi8N6tp48fW+o29vPHZLcI6iTlm2rgsfqealqPPoVDmSbZ6h4tshf+MLtWuyg+xjKk8YBBxj6jNO+GulNZXctyJgyXIaIrjGCuxv6mtZ7jTtQudT1GJgU/sticjJDck4+gFVfDaT2b6RLbzxLp8dxcfa5JCoPQAdefQcVrzO5NkcT4Dt9/iPXJz0iidR/wKT/AOtXqSsToNvmQ+Uqquwgde2K8v8ABmqafpk2ti7uooprqQCHzDwwDMT9OorsIL55fIT7QqRPwBhWGPy6VxKd5umt5Xt8lc6XTfJzdv1Yz+xo7O6spIkgTyomjYouGfODk+pz/Wud+Ncs6aLphU/upZGjfjrjDYz9QK6ydpA2DLD90nMkYA/HBHFcN8QJr3xDo1hZDY5W5yCo9VNVSoyipyfZfhcupL97HzsYXwq1+PQ31aSXOx0j4HcgnGfbk1rat4puL7xJdLJKJbSbywN3RR1rjZpP+ETurMRfvVm3pPxwxGOAfbP61p3FgupWa32ineUbfJbfxA+o/wAK2ozUqaZxYxOFZxl9/wAix4m1iHUHsnt3DBo2aSI9Fct0x71n69aRjRrHUlbEokMckZ6gEdfp0rFmE0ckbMCHf5sdzzWxqN/PraxwMoBPBXGMHGD+g/SiabSXTqKLjzc6PVvhNCq+Abu4YD93dStz6BVNc94wvkv20rUImR5WtB5wQfKDuPHsQc8VufDNPN+Fup28+5D580cgPBHyrz+XNYZsbKTw9bzMxaTzPmA4wMt+fY1re0UOSvodF4Zt0ufhnqAQAMouAwHclc5/LFcb8N4y+s6hJj7tl17csK9O8N2UEPh+4t7dCqz6csrDnG4q6nn3wK88+Fke+51cqCcW0Y/8eP8AhWGIfupmtGOtj1KyMcvheK2nhd+GUEYwCGJB/ka47VPDkF3LqUksUzzOEWBlYhVwowTjgkEmul07UorGwdJpFBO5RuJ4B71VN3H9nIExOB95I3P9KyrxbcZJfM1w7SmkybQGl+wMrAq7RhiD2JTn9a+ZdE0g390ZJgVt0OSf73tX0bBq1vYuSfOcMowPL2jgfWvGb+0msdC8y2TaoJ3EelOipRoxT8/zMm7XK+p3UUlqbWLHlqQAB0Fc+sg4U9at2du88Bc9N2AfUmqWowfZrvHY8itZx93QWHn77T6lyHgEV7j8NIlh+HJvHHyxTTuw9hg14lZDzYw56d69u8Fq0nwjvIkkMZaSYbh25GaWHbu2a4jojG8bandx6vbbLmVbaS2jljiV/wDVsR147+9aGrQNP8JFuXd5m8hGZ3OSSJOawb7SkfSLC4a4yZI8YHOABkD8CTXa6lYJa/DPWbBH3pBCXTPUKwVx/M10c26OVRd7nD+AYQ2ka1IRn97HgD1Ck16rrcEGq6fYO8qNJDtdUPuuPzFedfDuPPhfUn7m6A/8cH+NehRzh9HT5SbgRqEwOg71yK0oTi/60OhppprscGy6paiC9OoAQfazGbULgrGW2jn2GMVlfFGV5bPQQ5JZROCT65Wu/uUUwhfJQZOWLYHfNec/EuUNDpKbkLKZiQrA4yVx0rnpcylqtGv1R2Qs6sGu36HmOsrt1eIHo0EX6oKLeZynkjG1WLDjpx/9apPEZC6rbMP4YIgfqAKgD7J8dvauh6pGMtKkvU27WUlQWPFWPNcMOuKz7WZW4PHoR0NaCjAweQelYttM1Vmjf8F263Pj3RiVy3nH/wBBNe1arcadoWny3l7bF1BCKEUE7m6Z9uK8m+HUP/Fe6O57SMf/ABxq7bxfcXd1qeuaelvmEiJiRycIDyPrz+Vd1CTULHDX1m2W9F1CHW9OmRYCLq2jVZn8sKrMwP3fyrzfwXG0nihsZLi0mI+uBXoXwztZo1v4bmJgk6hoy3cqcH/0IVx3gC3z4svzj/U20o/8eApYiV4piorddz1TU7hx4Ds51DPcARBFHQvvHX24NYdneKli1u9xAl4biQqr8bQ7Z2cc9AG/GuisC0nh1bcLHJGoYNnqoyTmuS1Pw/E8d5cx20b3TXHnRTlsEAYwP0x+Nc9fSS7NHThpStyrocL458PQzxSgxZMdxNsxwQXjMi/+PAiuFgu7PQbCK5tbSS5u3GBcToQkbYzgepH+TXr51G38UeFv7bhhMcbukpjJyU2SlSCf90muUs9Nhk0hLK7iEsSzrFIp56bk/nUYifsvNM3pUlWjfqjzVrqfVL4y3s7SS9t3QewHQV1PhdCPENiqnDbzyBnsa5rW7BNJ1y6somJSF/lLH5gO1a/hLW7TTdetLvVzO9tESS0IBcnHA5qpNuN49tDCVLXXvqexJ9qC3KQ2k8qeTglYTk5B9KoW05FnAkts32gKzMrodynJJJBrZs/iV4Qa2hjS51W3VCSCIeueucE1LqvjfwVqenmJtaWO7VGEU88Dq3TuccjpTpU5+ySm/etr6mVWKdRunt09Dxi82uSjYbDE9OnNaNp4w1jT7eK1gmZoolCKpVXOAPdc1z9xqQmuGMS7izHp0x7VbsIpUlM8rshkUjapwzL3wT90erGspS9m+Zb9DspU3PR7HoWj+ILjVLSaWa7jgMK5mFzaLgDtyD+nX2qnr2uWljp/n3jLuR9yQInlPJkH72GJUHPT72PTrWXYXbXtyljYlQYlMgEX3YR6jP8AEf77fMewUc1mW3h6HX/Fk2mahePbkCXySke/LKpYLz0BwSSfT1NaU6laaak9GKrGjB+6tUcnreqXmrvFdzBBErMIlTACDj5Qo6Af5zXReEmv57kvp3EijezE8AD1rmrPRpLkuW3RkAEY966XRIbnS43jikJ8xlJwMZwelbwcYLXRHFVpzry0V2zpNMFjb6lC91atLeQAMynu3JTH1Zs/hUSQ2UF7eeIr9Fh0+KRmhhB/1jZ6D1Gagt92q+IL+780RWUahJpicD5QMgH6iuZ17Xm8QXyRRDZp1r8sMY4DH+8annThaISpctR32Wi+R7T8MNYg1jw5qRvJI4Zr2/lk8sHG1SqgD8hU99ZWy+BtNSVgm++ZMgdju/8Aia8/8DxRtpzAJJ5gmPMZPoO1bWt6xt8NmKOQ5jkWVQx4yGwP0Jo9pFvlJ1tc6zTZEtNSstam1COLSZNHjiQNLjczKBjZ9cnNeY+GPF9j4X+3JNDJOt5tQhDjbtJ6HrnmtJ7m3gtbVTGrukEaBm5xhQAR6dK81vWK3TpnkOcjHTnOKznNT0todFCKv5nuGjalHrVlJcWgkdBIV2ueQRjIzW2blltVEgVJFXGC6gH9a8Kh1B7ODEQCBjubBPzE/jViWfU7cORLGjRkGT5Q4jB6bic9fQc1NCUKMXCSvdt/fbQ1nGU5KcNLJL7j1jULhZo0iF5aiNATgyKWJ/DPFYWq2UY8L38RA8wQsVHpwKy9RvJINEt9R0XW9R8sXJtcyQJCLghMu8WOQFJCnd0yO/AravrwF7cWysCrQ8nPUmulz5la1rHHUVne97mIIRY6ZaIy/MxDk+xrO1yBZNLE4U7lkIJ9q2tVdJNIWU8lZUQY7ALzRp1qNS0u6jkHy+WzAn1HNRze5c5nCUXG2+5y+jXAMTxH+HnNe7/DoQ3nw+nsTMod5ZvlzyRivnGF2tboeoODXq3gog6YGV5kcSNkIeCOO1EWqbbZ1zlzWOy1jTIY/CmjOrRwsySs56bgoLfyH61o6h9vS08XR3Z8vTZLEC03AAMdn8J78CuS8SauZPD1pAJA3lsVUH+HehQ49uc1S1q+W4SUSyzTP5ZCB3JC/LjAFDqxiTu9STwd4n0rSPD82m3V4IbqW5MoIXI27QAD+XaumjnS6tYZyRMh5BQcNXhUbA3So2DgYOO3tXTWPibUtOsobG0ubhURQiKGGc56DiuaKaqxnfRXv53TR2yUfZyhbVpW++569OtqY/3cMZUkBRs5B9687+IoX7RZGO2MSYcZxw5+XJHtVbwxrV7rXib+ztX1fUrWGUgCSO7jiWH1LlxjGO3UnArH8Q3FwNWubW7kuiLWZ4lW7bMi84w3JGeBnHFdbdN/CiaLmqkVLocz4iGdenVcnAQceyLTCBLIGQFW7of6ete7/CTw9bT6ZrGq32nhp7qYxRzSgHdCFAIUdhnIz3/CvMvF3gu40K9neDMtqtxIioAd8YA3A+42n9KmeiIjFyk+5zsD7GwelbtlIuEBJPqD2+lc/DOu8Gbp2kA/nWxbqVK9CCOorNq4NuJ6F8Pyv/Cd6Tjgb3/9AavRtS06d9Y16YyMALISBQAQRzx/OvGPD0jf2/aMJnjbJ+dTz0Nerw6lObS/iln8x7i0MJY8HGGA/KtYSUY2Odu8mW/C+oDTJdGs7iOQyXk9wo24wv3QM/8AfPauS8CRbPFniLIJ8uNxgDJP709PyrY0/WriLToJIXgDCWSSOWSPe8e44+Unp0rzLUNRu4NRu5bW6khladyXQ43fMT/WpqtOPKi6Wruz2ODVmt7Z4YV8wFirDO3r26Us0kghCtbjAAO3z+35V5K3jK6j8OOlzLML0zcTI6glPfvWrrU/iTRtC0q7ub7UBLeb98DKB5AAUorHH3irZx2+oNRTTqRbqWum0vToaySpzXL2/HqdVpSRP4Pmt0gjhhjiu4FSIYAVGYL+PHJ9a5yVQrXgAwPNWT8S6n+ZNFFZ434V/XRnTgtmeW+PlC+NdQx6ofzRTWDCxwR2ooraP8NHNf8Aev5mzpLMblICfkZ8fpUd4xNwy54DbRRRULcuatIu28SQ27uqglBxnn86p6ze3EUphWQgEDce7cd6KKwp61NTtr+7R0Oz+GUSjSL+4/5avNsZu+AoP9TSX9/NpPime+tdvnRSNt3jI+ZSp4+jGiiu17nlR2INKhTypFx0CjPfvT9emew0tpbchXGAD6ZOKKK5q26R6WF+BsyfEVxJY+GtO0+3bZBOC8uOrn3NYNgPlHtRRVw+BHFV3Z6l8OYxNpd6GZwqyg4VsZ4716bD4H0BtPjW5svtQZQx85yf5YHeiiuPBf79X/7d/I3rf7pR/wC3vzMXxL4Z03Q5LS70+N4mdHTyy+5QAvYH8uteD63GqahuX+MIx+pQGiiu6a95/L9TCjv/AF5DdxZsk52KCB75xW3ejbB9iBIhWePPPLEqSWJ7ntnsOmKKK538aOqH8J/M19U17+14LeB9L0+2+zxrHE1sjqURc4QAsQBzk8cnmua1hQsrOvBKL/Kiiu5HkVnsJPPI+nCIn5Vmz+ldBojsmgvt4ykmfyoorCf8L5j+2vQ87vxi9k+tetfDNTP4cm3SOAJTkKcZ+UdaKK4s4/3SXy/NHpZV/vEPR/kek2/w60DUdMgF3Hcy7lVs+cRg49sVxfiTRrXRdVv7a33yJ9nyDMQxXr0OPaiivRqr3TiitUeRSAR6rKqjhZGA/M1Mk0iXTSq2Gi5Q+hzjNFFYT2Z3L44mxbat/Y2pz2P9n2F9bSyozJew+Z86rkNnIOeTxnB7iptThGt6drus37NLeoqSB+g3SSAMcD24HpRRWkPhRlLWoeifCO+uo9Q8VWLTvJBZrCIVc52hQyj9AK0vGltHNFMXXO5oSf8AgSSI36UUVrU/hhQ/ini+vabbWel6ddwqVkmVVkGeG+RTnHrzWbp88kV0sIOY27Ht9KKK54f5m1ZLU7Hw5/yMtgAf+Wn9DXsGnaHb6lcXPnz3AIjUZVgD0PtRRXLL/fof4X+ZjH/dJ/4kcre6dHp2r22lRzTPb+YRl2G7HJ6gCvNdTJTxNdRhiVBOATRRXZU+JmVHr/XYo6nxbJ7uv86uy67qN/Y/2deXc1xbWBeeJZZWfc7bR82TzjHHpk+tFFI0j1P/2Q==", "info": {"video_id": "50702", "label": "taking dvd", "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": "8fd2e968b5463e483e9b6923c280482800907a59c2093bf846b397d00a2c9f70"} +{"episode": 65801, "episode_seed": 1664636287, "split": "train", "timestamp": "2025-10-13T03:31:25.359525", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1664636287, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing wire cutter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56142", "label": "throwing wire cutter", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56142", "label": "throwing wire cutter", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56142", "label": "throwing wire cutter", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "56142", "label": "throwing wire cutter", "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": "ed99c5501c2bb40c3bf61bcf2850e1fffd90fc7d3ec2f6f7f7e819e2ab64d6e5"} +{"episode": 65802, "episode_seed": 1790442363, "split": "train", "timestamp": "2025-10-13T03:31:26.214656", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1790442363, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a big jar so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42051", "label": "poking a big jar so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42051", "label": "poking a big jar so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "42051", "label": "poking a big jar so lightly that it doesn't or almost doesn't move", "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": "5f130923919ce1eb56e741a10d48d28cfa82037644f7aa0828c0e6a66628ad96"} +{"episode": 65803, "episode_seed": 1756691591, "split": "train", "timestamp": "2025-10-13T03:31:28.212454", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1756691591, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring something into something'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "126443", "label": "pouring something into something", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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QjIwRxWTlfc1SsVnlimhaNm2MwxmqVrDcwStuZNh7q2c1bns0cfIdrVlzJdWxJG7HtyKaYNGdHHYwQXW2ygUSRPlwvzD5T3rW8H7h4YtpGGHllkkP54/pWcLVntLiZxiKOJmAP8RxWz4eTy/DWmLjaDEXx6ZYmufDSvGTbvsb4iKjJWLd9ExkSSI4Y8ZrnrLUzd3lwLiQmKNiig8KOep966AzefcEJ80cYxkdya4yGylj1S6tgX2hi8YVeuc5NdMVcwre5TUu50sF5D58SQyqys2xkGep6EZ/D86nvtywHr83FZHhawe58aWUUqkpC7SMpHoOp/IfmK9UvbOwkiEcqIoPTJxUyVmZUpOSuzmfC+l+bZ+bMP3ZckD+9XXRBERm+VVQdMfoKyG1CG2Aht0yiDANTi5E1uMNznJ96zk7GqLbai+7Com30IqGeO0vk2zRBGP8Sdvwqtz1pylqFIdjh/FHh0SajZR3F0I4csVYLnzAcDr2rJ8FRLHNqrqFGzZCQvTOTn+QrqPGTO0mnBRufL7R/wB81z3g+LyNJ1CUsD5l4fmHfA/xNVTnJuSb0VhzilGLXU3rgLLcKq9dvze1Z+oXAt4JIxgyyMAT6Dt+ArStIwhklY8sawNZkVLuNxwN3p1NWnqbfBTbW5q2mnraR5hATA5A6NUznAz2rHuvECW2mSJEhkuB8qooz16Cu007wtL/AGJardSss/2dA49G280mnuzkjK7scrpxabWSUBJYHgV21lpCRgPP8znt6Vk6fp39i30zugeTAUHPat+xvzMzsVAKcgVLZZbNvYRx4kRQT04Oaz7rRbS5Ba3lVW7A8UssjSuWYkknJNIsmO9LmCxy+oWM1pI0UyEEjg+tebJoGsX18FuolYtjl2C7fbBPWvcbqOO8s2ilG7Ayp7qfavN7DT7i7lEnKRg5Mjf55putUpq1PqXGjCo7y6HP6Lpgu9be1lOIoVCSF8DbhuenpjNer77e3to44Cgt1UBNp42iueubeyt7CW0iiASVi7v/ABM5/iz61zdrrEtlPcadcPkEbkY9x/n+tdOk4afEginSn72zOwv9QgjVpCQ20cCsq3STVt81zIIU2lo4yCd598etY5llvrqKOMbhnO31Arr9NsJ52GLdvlGTzj6VgXVqNe6ijFclBscfKOPpVfTpQ+o3Dg5yOD+Nad7o100U0tvEWK8Mg6j8KqeHLN4jNcXEZTnagbrx1NHQwN6x0aa5AkkOxT0Hc1qf8I0rRkrIc9gR1qvb3CrKHkZii8nB5PtVoX0k8asCVB7A9Ki4zGvtGubXJ2Fl9hXEeJdJF/cWh89IAm8OSpJOcdAK9WS7lAwWLD0bkGuM8cRQJLZzRpsMm/co6Z46UpVJQi5R3LhBTklI4ywtINO8XxIJUZbeNrjzORuHl55/E11Phyx+zaasxX99dASyOepJ55/OsnT/AA88+oTaldyGNTEEjQAEngdc9vapn8QXWl3Yt75Va1k+VHQYCn+n07V1U4upTWvvW2J0p1OaS906K5uUtoGKtkhetY+msjpNPcI0juflY9hVC6vhcQnY+QD09asaLZaxqVuyWtmJUjbG/eAPxrFI1xEmlZGt0jyDxk/hWXdS79RgUH7rD+ddJHoN/a2ivfeWjOTuVGzt9OawrfSLxdbEs6jyY23bs5DelBgjpLHSzdHzZjsj7A9TW9DpViE+dBgdycVhpPucAE5rSe7adF7Ko2gfTvUXKEudBt5hm2mTPpmudv7CezkKTIR6H1rokcg9amYx3UJguBvjP5j6U0wPPdbkK6FehQFPkkDt14qdHNn4fsUxyLaNeO2RWj8TNKXT9BlvbFAtvMyxunaNieo9j6etZ+qDy7CJP7qxr+S1GHoypQcX3NK9VVJJrsS6SR5UjZ74pk1ojTtLnbgHkCodOmRLZSDuyTyDxUh3aldtbIWWJR+8dR09vrWuqZpp7PU2PByI2oXdzErHbEEZjzuJPT8MV5T4u8Y315rUsU91eKIJSqxRybUUew6E+ufpxXufh+wgsNMSOEH5iS7HqxrjvFnww03VtSbVVkMW45ljXox9aunOKl7xxVE5LTQh8MX0974ftppjlyuCfWur02OQpvY/Jg4rLtbGKytIraFcJGMAV0VrAYbdEPXGTWEtW2jSOwmwGlxjpUmMN0o296QzA8RbESCY43IjnkewriNB1KKy0S3huIZY/MmaYuy8HdwDXa+KFO23XHysHBz6cVyOpyo1tJaEDbt4OOlXhoqNSTns7GlSLlTjy7q5rSX8SuEVsjHasa+MFw7LI2ewANZek3Ut3p4PZMpv+ldro+jrp8XmSHzJ3HJI+77CtZw9nJrsHtlOCdty78P9EsLe1kvvLZ5/MIR5ecD1H+NS+LvHA0OOaBIjNcFCUUOEAHqzH+Q5NbGjf8tR9K87+LHhPUNQkh1LT43l2jEiL1HvUwalP3jnmrL3UXPDfixfEKyb02TJyRnOR9e9dVp0jfaCQp2kEE9q85+Hnh2806Ga5vIzGz8Kp9K9WsowLSPac8c1NZJSsh023HUUqc0bcHJFTFaQrms0WMxxkflXET34BIHAHQCu5I2gn2ryqWc55NVE3pdSS/viUUDjJ5rHWxl1LV4XeN44Y15kI+9noBWlaWkt/c5C/KDj2rpbHR4vMUSSHdnOR04rSMnDVGdV82g7RLW1sIGiUR+aTyerH6mu40qUtYIMdCRXNPBGqeWFBTGMECtLTFnt7P8AckyRhj+7J5H0NQ2Zkur65YaLJJdTzxgrGTKgPzbRj5segyOfeqN3d29/bQ3NuysjjII9OteXeLdQvLf4iBWEi29yRCwYYyrcY/DOa2fAq3X9h3Hn5CLMVVcYxgnJA7D/ABrWULQ5jOMry5Tr7fMpaEfxfpWokYRQo6AYrL09xFcDPRuK29uT0rnNiNVOevFY3iGKIvaPKoJTdtz07VvFRXM+L3Ma2nod/wDSmty6fxGPeahtgfB5HSuW1y6WexeJwWdiBGo67u2Kv3ErSbUQZJNaVlozlFY4XPO49TW0XytSHVd049ykdFaya0W8kfMkCuVUY56de/Suz8HajaWzSWqwvbLgtlySGOeuTQ2mW1vPHKikyJGE3MxPbmtDSgPtRBAIKngiplK5jraxZ8Sa3YaZp6T3UjsjEhVhG5nPoo71ytp4isr91jDlZXjSREPUhh+RwQRxVf4p6Dc3mipcaejFomPmRp3B74rjPA2k6le38Ny8MsUNpGysXGAeSQB+dXGMXTuZOTU7HpMZLzqE6k1tiPaAAO1Ylu3lXCvjoa6FRuQMOhrnNyLZk8ipQv8Adp+3jpQFIOaAE8W2iXvg7VLeQBl8oMM+oYEfyrgtW23U7QEHyVfDEH7xx0rrfEmuRNbXGmQ4fzBslcHhRnOB71xt7MoRY0AAXk4rplLsOnTvqzBWSS016LT4cslzxEueA3pXfWlmllbCFDk9Wb+8e5rmNI0Y6lq9rqLyBYrR2YLj5nbHHPYV15PNOtU57N79TOMeS8VtfQ1NHkOJIj2+YVevBmzk4z8vSs7SOJpXPQJWxjPHauewzmVBVgfet9MPGreorGZMSuGAwG4rTsJBs8tuvahoES+X831oIAOO9TkLk5I6V59cajfXfjW90s61dWcIaTyViAOWVNwUeg4PJ/rVQpuTshSly6s0PGUwiFnz/f8A6VxSW8uq3LQxtsLAlnIyFFZ0Wu3+rGSa+upJtqrsDnO0Gus0S0NrZh5BiWUB29h2FXy8pqp3grFvRNHtNLt4bSJd4U5LOMlj3JrckTDZ9qo2x/frV+Q8mpk23dmaSSsi1pUojuWQ/wAY4+tbRwcg81zls226iI67hXSDgmoYHPXkIhuWRenUVa02QcxMfcU7VExcK394VTVWUhhwwosCNd0IAwPxpQnrSWs3nx4P3h1rI8Z3Vzp/hx57Sd4ZhKih0POCTkUKN3YG7I19gwc14tczMqysqltqsxAGeB1roNb1m8s9Bjv7LX9Sk33Bth56KizELlnjA52qeDn1H0Gh4W0QN4R1nVrpRme2eGDP908E/icD8K2VJxeoRq6NontLdLWzt4kULiJS3uxGTV215mH0qKfidgOg4/KpbM/vvwqGCJ3zuOenatPSZFMDpnkNmsuRuTVjS2xebR0ZTUtAWdS0TTdVaJ7y3DvEwKP0IIPrTbizt7XTnjt4lRc54HvWgaiuI/Ngce1K7tYXU55VOcjtW5a3AmjXP3gORWQilasQuYnDCixRsAZrjvHb7FsO2fM/9lqFNVuLnxpcabPq95aWrzbI2iljRY+ASSXGMYzx1JrEnTVdZ8SLo0891JIty0KC5xujGeSccZwMnHHFaKk9JChUXNYsaDZbkN/IM7iViB9up/pW+v3h9arWsSW+nW0MZJRd+0nuN5x+lTow3rzzmiWg731NKbJINPsJRFeJnoflqOVv5VAGwwI7GosI6ZiDwQCO4NVpY40t3WKNUBB4UYqxnIB9RTWGQRSA5dRk4xWvYz5j8tuo6VQeIpO4IPBqWPK8jg0WBG0ik4zTtvPWsDxNqFza+F2ubSd4ZhKi7064J5Fc5rE3ibRdH0+8utUvFlut5kjK4EIG0qCcfeIbOP8A69XGk5K6JlUUXZmbNcyITg1mXV3Ng/NRRVo65bHV+F2ItgvbZmtrPzUUVLOZm3owHkSN3Lf0rTHWiipA564/4+ZP941m3uoz2jBowpI/vA0UUwMifxTqs0hQTLGP9hcVxUt/c2niqfUVlL3McjYMnzA7lKnI+jGiitqW5lU2K8NtHaLGkWcMQDk5zivRL12Qvt4xxRRSqblx+FEekzO92oY1tyE7zRRWLKJ7IA3sQP8Aero0OQc+poooAqaoimJGI5B4NUEAKk0UUIAglZJlxjrWd4/lb/hEpGOM+dGf1NFFXH4hS2PKdb8TSa6kEc2m6fbtCqxxyW6OpVB/CAXIA5zwOvNe3a9Glh4P+z2yhIg0EIUdl3qKKK6J7owhsclqMzpLJtP8RqTRpXklbce1FFczOhF9iS5+tWtK5vueymiipA3CKaGJlCdimf1oopAZEqKJ2AHANJtHSiigDz/UdWbTvEOqRmysruKSfcUuot4BUcEHII69M4PcGt7wJM97qevaxct5l7HbmRZCOjMGJOP+AgfSiiuz7KOdfExkEjDRrFs8m2Q/iRmqttPIbpct/FRRXPLc3idHIScfSmry659aKKhbjZ046svZcAflS7Qwwf0oopAZV6oFxwKiABRvXHWiimBj+MXKeGnUdPOjP6153rGvaleWEGm3F1LLbxO0gDuzElsdSTzjHHpk+tFFdNL4TCpuf//Z", "info": {"video_id": "126443", "label": "pouring something into something", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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QjIwRxWTlfc1SsVnlimhaNm2MwxmqVrDcwStuZNh7q2c1bns0cfIdrVlzJdWxJG7HtyKaYNGdHHYwQXW2ygUSRPlwvzD5T3rW8H7h4YtpGGHllkkP54/pWcLVntLiZxiKOJmAP8RxWz4eTy/DWmLjaDEXx6ZYmufDSvGTbvsb4iKjJWLd9ExkSSI4Y8ZrnrLUzd3lwLiQmKNiig8KOep966AzefcEJ80cYxkdya4yGylj1S6tgX2hi8YVeuc5NdMVcwre5TUu50sF5D58SQyqys2xkGep6EZ/D86nvtywHr83FZHhawe58aWUUqkpC7SMpHoOp/IfmK9UvbOwkiEcqIoPTJxUyVmZUpOSuzmfC+l+bZ+bMP3ZckD+9XXRBERm+VVQdMfoKyG1CG2Aht0yiDANTi5E1uMNznJ96zk7GqLbai+7Com30IqGeO0vk2zRBGP8Sdvwqtz1pylqFIdjh/FHh0SajZR3F0I4csVYLnzAcDr2rJ8FRLHNqrqFGzZCQvTOTn+QrqPGTO0mnBRufL7R/wB81z3g+LyNJ1CUsD5l4fmHfA/xNVTnJuSb0VhzilGLXU3rgLLcKq9dvze1Z+oXAt4JIxgyyMAT6Dt+ArStIwhklY8sawNZkVLuNxwN3p1NWnqbfBTbW5q2mnraR5hATA5A6NUznAz2rHuvECW2mSJEhkuB8qooz16Cu007wtL/AGJardSss/2dA49G280mnuzkjK7scrpxabWSUBJYHgV21lpCRgPP8znt6Vk6fp39i30zugeTAUHPat+xvzMzsVAKcgVLZZbNvYRx4kRQT04Oaz7rRbS5Ba3lVW7A8UssjSuWYkknJNIsmO9LmCxy+oWM1pI0UyEEjg+tebJoGsX18FuolYtjl2C7fbBPWvcbqOO8s2ilG7Ayp7qfavN7DT7i7lEnKRg5Mjf55putUpq1PqXGjCo7y6HP6Lpgu9be1lOIoVCSF8DbhuenpjNer77e3to44Cgt1UBNp42iueubeyt7CW0iiASVi7v/ABM5/iz61zdrrEtlPcadcPkEbkY9x/n+tdOk4afEginSn72zOwv9QgjVpCQ20cCsq3STVt81zIIU2lo4yCd598etY5llvrqKOMbhnO31Arr9NsJ52GLdvlGTzj6VgXVqNe6ijFclBscfKOPpVfTpQ+o3Dg5yOD+Nad7o100U0tvEWK8Mg6j8KqeHLN4jNcXEZTnagbrx1NHQwN6x0aa5AkkOxT0Hc1qf8I0rRkrIc9gR1qvb3CrKHkZii8nB5PtVoX0k8asCVB7A9Ki4zGvtGubXJ2Fl9hXEeJdJF/cWh89IAm8OSpJOcdAK9WS7lAwWLD0bkGuM8cRQJLZzRpsMm/co6Z46UpVJQi5R3LhBTklI4ywtINO8XxIJUZbeNrjzORuHl55/E11Phyx+zaasxX99dASyOepJ55/OsnT/AA88+oTaldyGNTEEjQAEngdc9vapn8QXWl3Yt75Va1k+VHQYCn+n07V1U4upTWvvW2J0p1OaS906K5uUtoGKtkhetY+msjpNPcI0juflY9hVC6vhcQnY+QD09asaLZaxqVuyWtmJUjbG/eAPxrFI1xEmlZGt0jyDxk/hWXdS79RgUH7rD+ddJHoN/a2ivfeWjOTuVGzt9OawrfSLxdbEs6jyY23bs5DelBgjpLHSzdHzZjsj7A9TW9DpViE+dBgdycVhpPucAE5rSe7adF7Ko2gfTvUXKEudBt5hm2mTPpmudv7CezkKTIR6H1rokcg9amYx3UJguBvjP5j6U0wPPdbkK6FehQFPkkDt14qdHNn4fsUxyLaNeO2RWj8TNKXT9BlvbFAtvMyxunaNieo9j6etZ+qDy7CJP7qxr+S1GHoypQcX3NK9VVJJrsS6SR5UjZ74pk1ojTtLnbgHkCodOmRLZSDuyTyDxUh3aldtbIWWJR+8dR09vrWuqZpp7PU2PByI2oXdzErHbEEZjzuJPT8MV5T4u8Y315rUsU91eKIJSqxRybUUew6E+ufpxXufh+wgsNMSOEH5iS7HqxrjvFnww03VtSbVVkMW45ljXox9aunOKl7xxVE5LTQh8MX0974ftppjlyuCfWur02OQpvY/Jg4rLtbGKytIraFcJGMAV0VrAYbdEPXGTWEtW2jSOwmwGlxjpUmMN0o296QzA8RbESCY43IjnkewriNB1KKy0S3huIZY/MmaYuy8HdwDXa+KFO23XHysHBz6cVyOpyo1tJaEDbt4OOlXhoqNSTns7GlSLlTjy7q5rSX8SuEVsjHasa+MFw7LI2ewANZek3Ut3p4PZMpv+ldro+jrp8XmSHzJ3HJI+77CtZw9nJrsHtlOCdty78P9EsLe1kvvLZ5/MIR5ecD1H+NS+LvHA0OOaBIjNcFCUUOEAHqzH+Q5NbGjf8tR9K87+LHhPUNQkh1LT43l2jEiL1HvUwalP3jnmrL3UXPDfixfEKyb02TJyRnOR9e9dVp0jfaCQp2kEE9q85+Hnh2806Ga5vIzGz8Kp9K9WsowLSPac8c1NZJSsh023HUUqc0bcHJFTFaQrms0WMxxkflXET34BIHAHQCu5I2gn2ryqWc55NVE3pdSS/viUUDjJ5rHWxl1LV4XeN44Y15kI+9noBWlaWkt/c5C/KDj2rpbHR4vMUSSHdnOR04rSMnDVGdV82g7RLW1sIGiUR+aTyerH6mu40qUtYIMdCRXNPBGqeWFBTGMECtLTFnt7P8AckyRhj+7J5H0NQ2Zkur65YaLJJdTzxgrGTKgPzbRj5segyOfeqN3d29/bQ3NuysjjII9OteXeLdQvLf4iBWEi29yRCwYYyrcY/DOa2fAq3X9h3Hn5CLMVVcYxgnJA7D/ABrWULQ5jOMry5Tr7fMpaEfxfpWokYRQo6AYrL09xFcDPRuK29uT0rnNiNVOevFY3iGKIvaPKoJTdtz07VvFRXM+L3Ma2nod/wDSmty6fxGPeahtgfB5HSuW1y6WexeJwWdiBGo67u2Kv3ErSbUQZJNaVlozlFY4XPO49TW0XytSHVd049ykdFaya0W8kfMkCuVUY56de/Suz8HajaWzSWqwvbLgtlySGOeuTQ2mW1vPHKikyJGE3MxPbmtDSgPtRBAIKngiplK5jraxZ8Sa3YaZp6T3UjsjEhVhG5nPoo71ytp4isr91jDlZXjSREPUhh+RwQRxVf4p6Dc3mipcaejFomPmRp3B74rjPA2k6le38Ny8MsUNpGysXGAeSQB+dXGMXTuZOTU7HpMZLzqE6k1tiPaAAO1Ylu3lXCvjoa6FRuQMOhrnNyLZk8ipQv8Adp+3jpQFIOaAE8W2iXvg7VLeQBl8oMM+oYEfyrgtW23U7QEHyVfDEH7xx0rrfEmuRNbXGmQ4fzBslcHhRnOB71xt7MoRY0AAXk4rplLsOnTvqzBWSS016LT4cslzxEueA3pXfWlmllbCFDk9Wb+8e5rmNI0Y6lq9rqLyBYrR2YLj5nbHHPYV15PNOtU57N79TOMeS8VtfQ1NHkOJIj2+YVevBmzk4z8vSs7SOJpXPQJWxjPHauewzmVBVgfet9MPGreorGZMSuGAwG4rTsJBs8tuvahoES+X831oIAOO9TkLk5I6V59cajfXfjW90s61dWcIaTyViAOWVNwUeg4PJ/rVQpuTshSly6s0PGUwiFnz/f8A6VxSW8uq3LQxtsLAlnIyFFZ0Wu3+rGSa+upJtqrsDnO0Gus0S0NrZh5BiWUB29h2FXy8pqp3grFvRNHtNLt4bSJd4U5LOMlj3JrckTDZ9qo2x/frV+Q8mpk23dmaSSsi1pUojuWQ/wAY4+tbRwcg81zls226iI67hXSDgmoYHPXkIhuWRenUVa02QcxMfcU7VExcK394VTVWUhhwwosCNd0IAwPxpQnrSWs3nx4P3h1rI8Z3Vzp/hx57Sd4ZhKih0POCTkUKN3YG7I19gwc14tczMqysqltqsxAGeB1roNb1m8s9Bjv7LX9Sk33Bth56KizELlnjA52qeDn1H0Gh4W0QN4R1nVrpRme2eGDP908E/icD8K2VJxeoRq6NontLdLWzt4kULiJS3uxGTV215mH0qKfidgOg4/KpbM/vvwqGCJ3zuOenatPSZFMDpnkNmsuRuTVjS2xebR0ZTUtAWdS0TTdVaJ7y3DvEwKP0IIPrTbizt7XTnjt4lRc54HvWgaiuI/Ngce1K7tYXU55VOcjtW5a3AmjXP3gORWQilasQuYnDCixRsAZrjvHb7FsO2fM/9lqFNVuLnxpcabPq95aWrzbI2iljRY+ASSXGMYzx1JrEnTVdZ8SLo0891JIty0KC5xujGeSccZwMnHHFaKk9JChUXNYsaDZbkN/IM7iViB9up/pW+v3h9arWsSW+nW0MZJRd+0nuN5x+lTow3rzzmiWg731NKbJINPsJRFeJnoflqOVv5VAGwwI7GosI6ZiDwQCO4NVpY40t3WKNUBB4UYqxnIB9RTWGQRSA5dRk4xWvYz5j8tuo6VQeIpO4IPBqWPK8jg0WBG0ik4zTtvPWsDxNqFza+F2ubSd4ZhKi7064J5Fc5rE3ibRdH0+8utUvFlut5kjK4EIG0qCcfeIbOP8A69XGk5K6JlUUXZmbNcyITg1mXV3Ng/NRRVo65bHV+F2ItgvbZmtrPzUUVLOZm3owHkSN3Lf0rTHWiipA564/4+ZP941m3uoz2jBowpI/vA0UUwMifxTqs0hQTLGP9hcVxUt/c2niqfUVlL3McjYMnzA7lKnI+jGiitqW5lU2K8NtHaLGkWcMQDk5zivRL12Qvt4xxRRSqblx+FEekzO92oY1tyE7zRRWLKJ7IA3sQP8Aero0OQc+poooAqaoimJGI5B4NUEAKk0UUIAglZJlxjrWd4/lb/hEpGOM+dGf1NFFXH4hS2PKdb8TSa6kEc2m6fbtCqxxyW6OpVB/CAXIA5zwOvNe3a9Glh4P+z2yhIg0EIUdl3qKKK6J7owhsclqMzpLJtP8RqT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", "info": {"video_id": "126443", "label": "pouring something into something", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "126443", "label": "pouring something into something", "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": "ce0dc5c7394c7eead6821eba3adf3188e8cfa2f3952f819d3a004aa813ea3d07"} +{"episode": 65804, "episode_seed": 286933438, "split": "train", "timestamp": "2025-10-13T03:31:28.873806", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 286933438, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "120205", "label": "letting plastic bottle roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "120205", "label": "letting plastic bottle roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6680800a7e9310425a54986d34d859e89ed2e973d920bf50744427af51112347"} +{"episode": 65805, "episode_seed": 1827874993, "split": "train", "timestamp": "2025-10-13T03:31:29.904411", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1827874993, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that cup is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "217933", "label": "showing that cup is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "227ae7bff400773923049c58fb4e9f5478c3a690d4eb17217270a10111ecad70"} +{"episode": 65806, "episode_seed": 3716892149, "split": "train", "timestamp": "2025-10-13T03:31:30.795779", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3716892149, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving cable up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105908", "label": "moving cable up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105908", "label": "moving cable up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "105908", "label": "moving cable up", "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": "3b6caf4eb7f1a8b20a6cbdf5c46c24694a396a23748ae249d29b22c43e3dc47b"} +{"episode": 65807, "episode_seed": 3129759538, "split": "train", "timestamp": "2025-10-13T03:31:32.473948", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3129759538, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend diary so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "43898", "label": "trying to bend diary so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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vH6eboCY5InU4/A15JcKVY5FJ7hH4Te8Bael94oheQZS2UzkdiRwP1I/KvYMmvPfhlalYtQvCPvFYl/Dk/wBK77fhTVIzluKWweaTcKjJJNKOtMkex464qB+c5OakY5qLFKwzynxjoZ0vVDNDHttJ/mTHRW7r/WudQ4cV7ZqdhBqVjJa3CBkcceoPYivHL+xm0y/ktZ1w8Z/MdiKTLiz6AevHPGKZ8RXkoPyu+R+WP6V67dyeVBI+ei8V474qMq3u5vuMTtNE30CC0uY2n2/2vVLa3xnzZVT8zXuowo2qMKOAPavNfAOhNdXv9rSqRDAxEX+0/r+Gfzr0o9KaJm9RjNzSB8daaaTFUQSb80vWmjgUm6kMGODXEeOtDE8P9qwL+9jAEwH8S9m/D+VdmzcmsOzjfWPFFzpM+pz20DrKI1RN+8hCwX0AODkn+tJjW5kfDI4XU89vK/8AZq5fxLF5ev34A4898fnXVfD9Psp1Yk/KFiYfT5q5rxNKkl/JIMbnYk4qZdEaRWrZhQxNPPHEv3nYKPqTivcYI1t7eOBPuxoEH0AxXk/hKxa98R22FykLea59AOn64r1voOapESGsaZuNKaZg5pkjtxPSlpB0prNg4oAVzjisbXtJj1jTngY7ZV+aJvRv8DWozc9eKy9buJYNNaSFyj7wARQNHlqK0F1skBVkbDA9jmvUvH9sJvDYkHJhmRvwOR/UVzvizQdMi0eHXbHULyd5bv7MzXMKxrckIGaSLBztU4U7hnJHuB13i4F/DlxF3YLj8CD/AEqejL3aPHHGDXUeALcy+IjNj5YImYn3PA/nXNzrhq7n4c2xEV9ckcMVjB+mSf6Uojlsd0W4qImnNUZqzIdv7UAk00ClJxQAp4FUdQtItQsprWcZSRcZ9D2I9xVktxUZbjnrQB47f2M2m30trOMPGcZ7EdiK9I+GMha0v0LHapjIHuc/4VTj0nS9f8ZCz1i5mgid/KSZJoo1iHUljJxgDPHUkgVoeBLM6bq/iOwMc8Yt51jCXAAkXDOMNgkZ9cEip6mjehpeL7qOO0jjfH3i2D9MCvI7uXzpmIGATXpfilVvBKSeE4U+9cb4W0b+1/EKxSrut4MySjsQOg/E/wBahas0+GJ33g6zNh4YtVddry5lYf73T9MVuFsd6dt2gDgAcACo2NaGAm4560Bj2pMUoGO9ADhk0McCkLY6VG7HHFAhCc1yPjnSRdWC38S/vbfh/dP/AK1bWu3MttpjSQyMkgdRuXriqniHSNZ0bw/pt1f3Nz5l/wCYJoGTiEAKVVjj7zK2cdvqDQyl3Oh1p2W3VQeGbmvL/FzkzIvGAKKKzl8ZrH4D0jQLaK18PafFEuF8hWPuSMk/ma0G6UUVqYPchNAoopiA9KiYkH60UUgI2JNchc6lcaR4lmv7bZ50Ujbd4yPmUqePoxoooZUSz4aASy1HH92Nc+2TXG+IY1j1FgvGeaKKzfxGsdjt/ANpDF4e+0Kn72aRg7eoXgD6V07dKKK0Wxi9xh4NJ60UUAIahkNFFAEXWsvxBxpR/wB9f50UUDRh+KPEja9psMc2ladbNbqiRSWyOpRF6IAXKgcknA5PNdL4wdk0z5T0H+FFFS9maR+JHk8hJY5r2PQLOGy0K0jgXAaMO3qWIyTRRREVQvNTe9FFUZh60x+hoooArljmkPc0UUDOZn1o6Xqd9E2n6ffQzSBmjvYPMAZRwQQQR1ORnB7g1c8CajdandeItRvJTJdTsksjkYyx3noOn0ooqSyj4ouZIbMhDjd1Nafw5gjXRLm4C/vZZyrN7ADA/U0UVnSNax1r8VGaKK1ZziCg0UUARuSKjyTRRTAyfEX/ACCW/wCui/zrnrzX9T1DToNNu7yaa3t5HlQSSMxLPjOSTzjbx6ZPrRRSGj//2Q==", 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", "info": {"video_id": "43898", "label": "trying to bend diary so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "43898", "label": "trying to bend diary so nothing happens", "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": "5d49dbbbca5511543927bf92a8fa2a7da6693f66e45fb3f05e0a327defc4d4da"} +{"episode": 65808, "episode_seed": 1298337059, "split": "train", "timestamp": "2025-10-13T03:31:33.699275", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1298337059, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plug into plugger 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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "215671", "label": "plugging plug into plugger but pulling it right out as you remove your hand", "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": "215671", "label": "plugging plug into plugger but pulling it right out as you remove your hand", "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": "983b5c9e0671f8ab7f567ce82f0c9cb4d161e55674111e1608b7e8a6dcc81ebd"} +{"episode": 65809, "episode_seed": 1933888602, "split": "train", "timestamp": "2025-10-13T03:31:34.321257", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1933888602, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting toothpaste onto box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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ehzy6Pb+IrVo50exuFiC3KqJFXeRhsHG7jsSPSm11I5r6HXDrUq1zQ8W2neCYflUqeLrHHMU4/Af41jY2udIvWplNcyPF+nY+5cf98D/GpV8Y6aB924/74H+NOw7nTKeKfwQQQCCMEHvXMDxnpo42XGP9wf409fGWmdcXH/fv/wCvTQG2tpNaS+dpV/cadLnJELZjb/ejOVP5CtOLxDq8sMlnf2Vo4lXBu7aQp0/vRnOPwOK5VfGOld2nH/bL/wCvUg8X6Rn/AFsv/fo1anJaGcoxbOh46npTdIb/AIl6xnrC7Rf98sQP0xXIa74vs10tjY3U0c29fmEZBx3pL+DxDoOkWN9NfXiSX7SPLEybfIICFQxx95lbOO3TrmnFET2Knjp2Edqg+7ya4uiipe44bC0GiikWZcBYa1INxwc9/atSiiqkKJl3s8qahGquwUBeAeOTWi/Q0UUPZCW7KkpOTUNjqtzourLqFps8+Ldt3rkfMpU8fRjRRTiTI7j4YoFtNRYdcoPyBrCvnZ7+dmOSWJNFFKQo7leiiipNSpqLMtk5UkHI6fWlsGZ7KMsSTyMn60UVX2RfaJp2KQSOvVVJFZ9lPLLFJ5jliCME0UULYJbisSTTJv8AU568iiimiWbGs+KX8QxWkM2kaZamBUiiktUkUpGvRAC5UDnJwOTzXa+OmKx2sYPy4J/lRRTlsQtziqUUUVmbAayrWWQ6xMpdiuW4J9KKKqPUT3Rq9jWXc3MyaokauQny/L2OaKKI7hLYtzcA1TYnNFFITJrDXm0d54zpunX8UzK5jvYPMCsmcEEEEdTkZwe4NdDZX9zqOi6vqN3J5l1eXSyTOQBuJyeg6D2ooq3sZ9TNFOoorI1QlZkk8o1pEEjbMgbc8YIooq4ikaorM1SeWKeFY5GUY3cHqc0UUR3HLY1h1p4ooqRsq6h/x6H/AHhWxaa5qWoaFb2N3eTzwwyySL5sjMSWx1JPONvHpk+tFFaRMpn/2Q==", "info": {"video_id": "205546", "label": "putting toothpaste onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "205546", "label": "putting toothpaste onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f966e583471de3620e9b216589fe91ea34d591cd4ae7f5fa211031c863f51b75"} +{"episode": 65810, "episode_seed": 3183669693, "split": "train", "timestamp": "2025-10-13T03:31:36.845802", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3183669693, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 juice bottle up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "218242", "label": "lifting a juice bottle up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "218242", "label": "lifting a juice bottle up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "474e4f906686689e47222691879af2dd6c706c966f502dd2fa4976a253c38f54"} +{"episode": 65811, "episode_seed": 2423487388, "split": "train", "timestamp": "2025-10-13T03:31:38.512829", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2423487388, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 drawer without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "111257", "label": "pretending to close drawer without actually closing it", "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": "111257", "label": "pretending to close drawer without actually closing it", "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": "cd511b3df382100652937ca915ef5f426f377d64d24ffd41ea5c9eed6c26f88e"} +{"episode": 65812, "episode_seed": 1762720136, "split": "train", "timestamp": "2025-10-13T03:31:39.869325", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1762720136, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting stapler next to phone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "94482", "label": "putting stapler next to phone", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "94482", "label": "putting stapler next to phone", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "94482", "label": "putting stapler next to phone", "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": "f7fb7adac6e19370b729a3fe8965256357ca1b434e65e3c150b2935cef241a55"} +{"episode": 65813, "episode_seed": 428710394, "split": "train", "timestamp": "2025-10-13T03:31:40.975630", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 428710394, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing mobile battery so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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npW+k3+9QeZSb8+lcZuWRIQc5r1Dw3b+Tolvn7zDcfxryqI7nUHuRXr9jKi2cC99g/lWlJakT2LTRhlxiqF3ahh0FaCuGHFDKHHNbmRw+qaXvBIFefa9o28Pkc/Sva7myDA8cVy+r6MJEbC80hpnz7d2j2spUqcetViPcV6XrWggh90f04rj9H8PQ6r4ok0u4vZbVSkpjMce8s6oWC+gHB5Pp70WuVexp+BzgX/8AwD/2auqZq47wA7Ot+WJORGf/AEKuukPBrOSsy07ohd65PxJf7nFmh6HdJ/QVvarfJY2bzkAkDCjPU9hXBSO8sjSyEl3OWPvTihMrXCkndT7K8ltpg6E7h29aVsHiodmDkVZJ2Nlfpex7l4buPQ1ZJ964y3uHtZRIhI9QO9dNZ3qXkQZT83cd6hoq5NKS21QepFWwdseKqAgzoMjjk1Fq80kFkzxOVbcMEU4oGMuX8yYD3r2vwRZBUuL0jk4iT+Z/pXi2s2VjZ+HoNX03Vb6cG6Ntm5hWNbghNzvEOu1SQp3eo75A+h9DtPsWj20JHzBAz/7x5NU1qRc0hThSAUopkjhThTRS0APHSnCmrzThQA6giig9KAGMoYYNeS/Fq2EUmmccOJf/AGWtW41m9l8eXmlzaze2lqZykZiljRY+AeS4xjGeOua4PxfqGpXGoG21C5upvs0siItzjenPfHGeBnFDQ0ecXlv9mu3i52H5k/wqsQQT6Vvatb+faeYg/eRnI9x3rDbDKHHekhkIfaTnkU7crdRUbfeqMHBqhkxAIytIxzj1oBPWmk5NOxLFBIII6itjT7gzMd+S2AD+FY1T2s5gmV+3ehoVzoJJAoLHqawr66MzbVPHc1Nqd7nEUbc9SRWn4h8GX3h3QNH1G8Eqz35k82ExkC3ACFAx/vMrZx26dc4QzvD0qIkg8UUVxm4+F2EqEHowr0W1uZfKj+c9BRRW1Lciexp29xKQfmrQhkY4yaKK1MibcTxmobmNWU5GeKKKGNHL6tZwshyleN6jey6L4ruL60CedDI4TeMj5lKnj6MaKKS3Gx/gxFj+2BeBiMfzrppD8poorOe5cdjjvFMjG8t4s/IFL49+lYTHJooqo7CZAaQ0UVQhKdDNJDOjRsQScUUUhm/YktMspJLMOak1w4sj/vCiinEGZ/iPxXJr9tawy6TplqYAkUUlqkilI1zhAC5UDJycDk819WR/cH0FFFUyCSnCiikIWloooAcvWn0UUAOoPSiigDxrxFqh0/xbrCGzs7qOS53FLmLeAVHBHII69M4PeuP166mvrv7XcPvmmZndumScUUU3sBlLzwa5mRQk86L91WOBRRUopFZvvVCaKKoZM3AH0pneiiqIA0tFFAiN+CSPrWrd+JtX1XS7bS76+mntraR5UEkjMSzBRySecbePTJ9aKKRR/9k=", 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", "info": {"video_id": "68236", "label": "pushing mobile battery so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "68236", "label": "pushing mobile battery so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "68236", "label": "pushing mobile battery so that it falls off the table", "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": "0603461e51cfda12d73c1322c4ec5869fd6703b1ef2468e4a028d67979b45880"} +{"episode": 65814, "episode_seed": 1482347126, "split": "train", "timestamp": "2025-10-13T03:31:42.339319", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1482347126, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering teaspoon with blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "44429", "label": "covering teaspoon with blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "44429", "label": "covering teaspoon with blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "44429", "label": "covering teaspoon with blanket", "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": "289933a5e09bb152f566f29163c38a51766233050742e6550a76044418c1f879"} +{"episode": 65815, "episode_seed": 2491651280, "split": "train", "timestamp": "2025-10-13T03:31:43.832265", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2491651280, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 case and a cordless phone closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "122148", "label": "moving a case and a cordless phone closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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+ts45IaFc/oKn3k9DH2cH0Z5zqHhbxDp8MshCyoh48mdXZucZCjmsFY753mWR5kaGMyEOGzgED8Otes6ppVtY2z3UshYKRnZKpz+VZR8NWt8bieyvLyGK5jCOm9GJX0Py1pz6amFSCWiMv4p5tfFWYgAtxCsrcdWyQf5CuF+0Se35V23xGuhdTWnAZ0DZfvj0+lcMqM5wqkn2FFPWKJlOaejHm4kP8Ve3fDBYl8LW9ys8hkMkgdT0zn/DHNeSWOhTTkNMNqenc16f4auTpOli1hRAgYtzk8moqrQcXJvVjPEk8h8Q3hSQgFx0HsKy90jAf6TcAez4rZvbhZ7l5XjQs3XFUpJreJSxhj/I5NTsi7MhFtcrZ3MTDyRMihpm6lQc4z9cVa0LT7yPSxKmmyFdx3yMAd3cBckYHqa0tH0qLULV7i6liEkkZ8mI/dQevPc1Ss7azvLyS1vpHgCqQpjf5QR146VDkmaRlZbGbJqzxTCC6tj507lY12cBe+DWZJdx6HPI90mJSf3anqB61S/tRIvEa3aTNLCrNHbLIM/IvAbHbPNal6tpqmoRX92oeRFACYG046ZHeqtbcl1Wzr/hxNdX8GrXFzA8dtcCNYt4xvHzZ/DkVD8QdJt9O8P/AG20hVWhYZCjHB4q94b1h5luRI64QIFCqB61D4r1eN/D2oQS28cyyxFQXzlP93tn3pX1ITa1W54i96zuWK8n3pPtjYxtFVqUAscAEmukj29TudJ4Wu5PtzBpQqqpITHUkiu2WaZutxIPTacVyPhPT5oroXEkQAxj5q7K/wBQs7KJTMsKM52oX4GazktSotvVlSWze9lQC4l+QhpGOGbGegGRmt7WdVbRrPZHevJ3US2zxg8cDmuYuNVitYY3ijEjo+7zI3BrW8QePo9a8PoiW6LMVKNuYZU464rKUW2tDb2rta5xlrrN/e3UtvDE0k8rksy9BzXYadp0qWnkLAZJOrEDmuZ0vxKiqsUcVukgXaWEQDN7k966a08SXcUe1TEB/wBcxRJtPRGbbluzptK0e1S1Dy2+2RmywbjAFddf6dZalIk88KSEIApIzxXnCeJbon74Gf8AYGK9CM+UGGwBjP09KmNyLWOS8QeHrSWG5S3hCymM42j05/pXj2p60t1P83mNt4+Y9K9y1bxCLeSNlhhVYm3CNQcMcY55r551RVXVLkIfl8xiPoTW1PXc0VedKNok39ooP4GNRC9kadWiUK2cDvVOnRkiRSOua1SJlias1Zs9UQW9z9jkv5ZTAqEbmcAE8dPUA9a3vEVkuk+H2utM1K2jaVCESJ33sD1xkmvGn1TUo4xbSXc+xOBGzEhfoDUj+IdVliiilvHkji4RXwQBxx+lZOndjWIdrHb6L4a1SVlu9UCweT/q4iCWYjoeOK6sSTrEPMAYjttrm9N8XaxqMKmaCx+bkbYcf1q7DqN/A6sNmV6ZTNZSck7DvfW5v2mkm6vYjcWjLExBzgAV22j2lvbx3KRRhRIAD7jmvPB4l1ErgvGPpGK6bwvrFxffavPdTs24wuOuanVvUi3U0L3w7pS2rgWkQyOflFclq9laaFo9xqNvH5LxDhkGDjcFP867s3flBm8uORj93fn5fp7+9ch4xnk1Dwxf2rKgPluwYA9SVb/2WtFdu3QqMnBqUd0eS3fiGO4nZ3mkJPqaq/2xbDnLE/SsBj8x4waQAscAEn2rbkS2Op5rX8jsfDmqSXniG1gt1ZSzYDZxg9q94sdKWOzWBZ7eafP+suC2BxyeDXzPZX99okqSxRLG5+ZTJGDn862YfiHrkMyyg2zEdjFx/OplBvY55Yuc3zSep6xq1tc6pfmOO4jWO1AjABY7vccdKgjguLV9hlEi45JU/wCFYvgbX76/N7ezJDiZwcFM4IGOM9K6G6vGkfO2NSB/CmKxScdB83NqRmGS7DIlrv29SqDNbumaNaR2aNJb7ZG5YNxj2rHh1W5hXahjA/3BUn9tXoziRRntsFN3Zm43dzy7W7M3twC54FV7axig/wBWoB9a07tt75qBI+e9dC0iRuyeEBcVr2022OspFIIFXI2wtZspOxZlmzXHXviF4tRnhliyqOVBU84+ldO7ccmuI8RpCupF42O91y49DTjZinJ20Og0zxLZQMXN/cRkrtUMpG38sis/VNSiku2nS7eV5RtWRJMbR7iuXoquRXuRzu1i0Z/NvkZeFXCoPQDpW1bXcolClsisG2XdOvtzWhE5SQNmq5Uwizv/AA5csouffb/Wo/EtzusXTPUVR0KctHLg/wB3+tWL+IzphuRXPy+8aX0OCh06a4lwBgZ610Wn6VBbAEqGf1NXY7VYx8oqdUOeldEmQki3ZYV/as/xdbm60oSKRmBt+D3HQ1oQDBzVbV4xc2jQtna3XFZrctvSx5zkjoacHYEHccj3rUm0V05R+Peqh06cNjAPuK0MC1pUYDCRhnJ612MCI8YIJFczawGGJVPUVtWs+FAPaomrmsWaIjZehzXoV1qOI9qt2rzoTgitx7wkHmsrFoq63d5VzmvLr3m6c+prudYuCyMK5VNNkuJ8kcZrakrIiepmQ28k7hUUmul0zRI4Ssswyw7VfsNNS3UHaAa1FiAqrhGKRyuoaJJPdPKs2dx6MvSqP9hXG8DchFdw8IK1VkiA5FTzCcUVLMG1aNc/dGK3obgEcmsaRec96milK4yamUblJm3uVvSui8KOqfa8d9n9a46OfPeui8Mz4Nzg/wB3+tRylXOumn+SsLUH3RSA9CKuyzFkrLuCSDmqSGcxPp9qzEm3iP1QVGllbxH5IUU+yitdo8uSaY0YrS7BRRyus6INQkWQyOuwYAHIrCfwzMD8swP1WvQmjU9ah8hSw44o5iZQTZP4YsxpmkJCTljyTWjLL81V43CRhemKieTmsd3c02Ra82kaaqfm0GanYVznXAZqciYNCDnmrCJW2xz3FUEdqfnFPROacVrNjuVpDXN6pZLcTFzkNjGRXTOvWs64hyTQhNnHS2UkZ45FVypBwQQa6iW2B+lU2tgG6ZrUkoWcRCFyOvSrIAH51Oy4XFXfDOkwa94g/s65vpLVXilaMpHvLuqFgvoBweT6e9MZo+GcEXGf9n+ta9xytc74Uldxc7mJ4T+tdC/zVFtS09CuqE1IEwOlSonNTiMYpMVyuvFQXC71xV5k4zVeZeKgHIyZYfWqrxAHpWo6jrVWZOKpE3KBGKfExU051qpdu0cBZCQ2RjFWUaSy44zWr5rEfWs/WdNsLXw9b6rpmq306tdG1zcwrGtwQm53iHXapwp3eo75A1re3JALelS4lKRnyWxmfkE1PDZiL+EZrREIUcdackOTzVLYlspCPnGKlC81cEIHTFRtHjIqbBzFZulVnHNW3Wq7rSDmKcgB6VCTjtVqRarPxVILjlkwK6PwzJ81z/wH+tc54dhstU8ULpupX1xawTvsSWOWKNYz1JYycYxngck4Hetfw7HNZ6xrVlKLhfs0/lBLgASKAWHzY4z0zjik0UpanWs+RVSQ5zUhfIpjDNFh3KjLUbjFWyoqOROKYuYot0zUeeasSrgVXYYNTYOccZAMVCz0OeOtV2fBp2HzDy+KQsKzdUuHhsy8blG3DkVY1/Q9Y8P6DpN/eT3Kz3pk82ExkCAAIUDHH3iGzjt9QaLBzWII+T+NWk69BRRR0MSYcUh70UUugiGQ1TkGQaKKSAqSDqKpyAcmiirQ0VZuOKr2GrXOi6quo2mzz4iwXeu4fMpU8fRjRRVdBmp4U4+1j/c/rXUIOKKKl7gTqBgU+iijoJjWOKqy0UVL3JKklVpelFFA0VHrOvj+4Y/7Qooq0UWtc8VyeIILaGbSdMtTbokcUlqkilI1zhAC5ULzk4HJ5rsk4AoopvYCUAZp2MUUU0SwpkhooqXuIquOaryUUUhFWSqcpOaKKaNEZ8OutpFzcxnTtOv4pnDmO9g8wBkztIIII6nIzg9wa6DwlqFzqmo6vf3knmXNzIssr4xljuzwOn0oooGtzrhT6KKS3GyNulMbpRRTE9inL1NV5KKKa2Mys54NVZCcUUUi4mVqzH7Gef4hVS98RarqOmW+mXl7NPb20jyp5kjMSz4zkk8428emT60UUIpn/9k=", 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", "info": {"video_id": "122148", "label": "moving a case and a cordless phone closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "51cc6e1933f1931cf617e3ef3cf75ded7c4e5d7bd09ca9b773de6fd076c1d2d1"} +{"episode": 65816, "episode_seed": 4167777202, "split": "train", "timestamp": "2025-10-13T03:31:44.709624", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4167777202, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing comb off of mouse pad'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "37473", "label": "pushing comb off of mouse pad", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "37473", "label": "pushing comb off of mouse pad", "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": "0667bc407b31c64a5d860de408835ec6e815400029b91e9c6037a6b1400a8465"} +{"episode": 65817, "episode_seed": 3483537782, "split": "train", "timestamp": "2025-10-13T03:31:46.214192", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3483537782, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging an adapter into an outlet 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "22730", "label": "plugging an adapter into an outlet but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "22730", "label": "plugging an adapter into an outlet but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "22730", "label": "plugging an adapter into an outlet but pulling it right out as you remove your hand", "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": "4831bac5c4aa005d7e013aa887c7b78b4d45847da4955507336c2694e36ff145"} +{"episode": 65818, "episode_seed": 3661645416, "split": "train", "timestamp": "2025-10-13T03:31:50.288119", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3661645416, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put milk bottle underneath motorcycle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28492", "label": "pretending to put milk bottle underneath motorcycle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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Tmpakzg4PlPO/DWo+KhczR+HHvJ0iG94VHmJtzjJU8c+3NbcvjS6SUJrul3FhcjjzokZQfqrdvoTXZeCNEg0jw9PJHgyXEoJcdwvA579/zraujFNAYbqJZYiOjDP866Nd0Y3VzxzVtRW+QPHIki/3k/w7VveA8TLcSEfvIAI1PsckfzNZfjfQrbTp4brTgI0lbayrwM4zWl4AmQQ3qY2sNu7ByScGpnK8Skitpd2rQ6u2MMzEg56739fwNUGJkvUQRrlmwF6ew5qt9tfT3uE3E20pCyKsYzw2QGx0xUsV0sV7H9xNvzY+8RnoT6U72ixPVouX6y2FrFLFN/pEgdX8o/dTlSufTGR9BW94GP8AaFzdLc4mWFl2h+dhbPQdug/KuM+1GaWJCSCAUYnt1/M113ga6lX+0g8u8BkOP7p55rmrP3GbUl76PQ7DW18JeI7PlRYzuI3BH3FYgEj0wcH8K1vjB4Zk1PQm1K2UyS2v7x0ZiVKAENgdjg599uOuK868VOb5bVUIMkkqQxg92YgD9TX0E0V7PaGCVLchkKtuBIPbpRRk5RKrJRkmfJ1l+9uPJzxdQFBk8g4ymf8AgSrzXq3hbUmufD0Iu4hdx42tu5dMcY56/SuN8VeEYY717LT4Gt1ijVpkd8+W7ZYKPQBSDgnjdXFaFf8AiC31aS38NS3UzqCxihG9XVerFTxiumMrowklfQ9jvrMxO1xo1/JAw/gycfj3FcrqniO6t52Gp2QZiCpni+RmB/2hwfxFZf8AwnspnEGuWc2m3g4MqIwH4oeR+tUda1QXlvuV0dCeHQ5Vq0TRJ2fga8XSDe6r9uihtnkhxJK+0snzEqR3OSOB3FZnih59S1uxgBLNIslzPt53M2R0/Oua8JRR6hqUUEuCYCXUHupI4/A8/jXQNdB/Hco8wDZFGpz6KNxHv1zWMm+YpI4+w05nS8EjhRbgkZUnPXgeh4/zioYbdbp0Vs+WH3SMOu0D/IrVupivnGJtn2jmVEGFJJ6Y9Kjt4BtMUHzOV3MwzwB/9fn/AIDWknYhantPwYMEVnrmpTSRoJLlIVywBIRc/wA3rc+I2qW95okemQv5v2qTDBGI4HQcep7d8V5P8Ltfns2uoDGJLYyF3Xvk9wfUY6d69LuLnT57xL4DfKo2xsTwn0Hr161yX5NzaScnc5jXEt0Wx8Po4ZSRPfSpxvkY4VR/sqBV+VLXSoDp8c6lIn2qXYAt3z+tYszNeeJ3faW3TMRwSCcBFH/j2foKxPHl3Lpfi6QuFkhimdSD/Ep4/oPyrWnLqyZRbVkdVPNsUtGRnHQV5l46tlu9QtZVTEjBg2O+MU+HW5orvfbXDtESFa2kbBA9QT3/AJ1W1vUt9yjuRhAcYOeuOvoeK1dmrmaumX/DdwZfCWpLJhtpfdvGeAB2+hrnILiWDC26sLaU78PJ9wDIzjp6+9dD4ZV4LLUISARcRkp6HOAT+Qrjy08mxWjLnpHAoOT6cdf6ms4/EzR7Gqt4czKHY71KK2Mbu5x7VAly000kisUJXIKnnI96hlE0SS7lffH+7Jx0buB9KdaQ+Ys03nKpXavlkctk9R9KHvcF2Oq8G3kxjuonlEka7AhwAR14Pen3d/PpfirT9St8/aoZhJGD6L2/HkGofC1lNZzagl4mzYqtuHKt15BqOS3ub3VLfUGjP2SS4aCN+25cEj8j+hrkk/3jkdcLciR7D4u1geKNQ0aDTpiYmRZ/LOMB2BwW7/ICePr7VzPieSzudStdPtkZ7GyZbaPKcyvx5jnjJ57dKveGmh0eW6uJQQxjwkh+7H1JHtnjmsbS7aTVtWNsJmjzEfMk3YOX5OT+NbU6inqc86bg2jsbgr+6VeAqgDHpWbc3DRIR95c9DXFHXpF1CdLiaWAlFaFieAQMYx6HA/OktvEV55vkXxEkb58uaNeD7NjgH36GutNSOdpo5XxZZIPEkktuu3KLJwOhyf8ACujsroTfDsuwU4RtxcnHUg5xzWNrN4JNSlL5R2URFWGCMZ/xFaemRlfBWo2cu5cKdpUZ4yW4/lWU9DSOpzEcskEyrFudJRvxI33V7HHTH1qaO7IllJZzuUxq+NoJx2HcVlPcPMgLA+UeVQcl/TJ/z7VYZJYomkdcOi4AHG0kdh/np6029LCtrcnS48+6jDcfLsOOp4xgenNd1pukW3iDxPZ6TdRM0bxySS7JNpACHBB9iQa8+sFgZ2aeR1dY9yBQCC3oa9V+HUMk3iTVNQwzeTEsCkDPLHJ/QCuarun2N6b91mtp9hcaaJNA1Ajz4V/dyY+WWPsw/qOxyKbqej39zo8KW+GisBJ5VvtwQzclh6nr19a6LWLG+1Lyylo4mhOY55CqhT6dckHvVaw8QQ288mn3oEN3HgyRMRkZ6H3GO9cl3CXMjqio1I2kcbFrf9kWMNj5SIjSqqb5NxVSOpP+8P1ps/iqKG6W2u4HiY8Bsgpn0z2rd8WeD7TxFbm50+ZLe87EjKv35/xryzV7HXNGRk1G2d4QvzsU3J+dehSxMZrXc5KuGlDVbGr4nmhuI4kyG2ybiAe201U8GskOt3aN8scy5P0AP+IrPlhvr3Sobw2cq2R+RJUA6k4xycnmuiOi3OgXUUiukloGKZJy+QvIPsTux9KuckzKMWjibmb7PcS2yYzHK5L9kOf1PA/pSRnzI1bDFOXyRycdz7Zrt08N6ZcrPdXCtI0kxYqGK4PHfvnr+NZ+s2ljbWTC2tNjuVjDhjgDPT6cfrS5robRy1mpu7lS0qRHazkt3x2+tdh4P8y3+3GRMJMEZG9QN2fxrkRHCusNEkhEIBIYjPGCf/rV1fhqMqxVWBM4UnH8OM8H3rGv8DNKPxo34oBf+MdAgZsR/b4ePU7wf5CvofV75dM0i6vGUuIoywRWALHsATwCa+V9c1aWy1aze2c+ZaypMrD+8pyP5V7drl5ceIdGsfsFw8ttehZ2kdgFRDjGffk8e1Kg+WKuPEay0OOktDf+G9V1TUi4+0llxG3zS3EnO1TnoowPoKq+AvD0GlWV1cx4aechA3XAU9M9+c/lWh4rIjltNPtBI0drF+5QnJMjnGQPXrz71r+FdIvLSKKCSGOKCVl8n98HO0kBifQ5yOlbQmt2ZOMmrJDPES2uoahd2t9ZwyQoFTDLnnaMnnoa8e8ZeG4NEVbvTCVhdsNHnIHpXpviHWLW21+ZZZARdyuYnH3WIJGM+uMcVxvitkn03yg3WVOvpmtEk1zIltxfKzH8AKj6yzn/AFhiIKngD5h/hS394tn4tuZ2iZ/MLgYbgZj29R0wT09qi8KBbbxWQCfLeLaPzWq3iHC6zqccrBVEoRcrhTjr/vGp+0PoJO6feaVS3GAvX/Crx1H7LbPbxKD/AKOFYbQCxJyc+vAxXPpKohRV3JCoJ7FnHp7Dt/jSXEznbvf94Fw4z27UT1FFWPSbDwtq3hMSxS2zXVuWyLq2UsMf7S/eX8vxrbs761uIXkMazNGOw3cd812MNyWB2t070k2n2tyfNMSrN2lQBX/Mf1rilBt3TOuFRLSSOd8OXd3d6hcQLLssARJHmPDvt4wPQfTrTPGWh2er6/dNMrsokZhsGSpDdCPTr+dbdvCbPVATK0mQFG7Ax+neuc17xDb6fq+oLPbySIZ2Vdsuwsc559RyRWdHn55RfQ3ruHIpR6r9TzjxZZeQxuo0IeVwsakZyepH4cD8a0P+EYtbXUrG0m1BXecfv4WUZT5M8fUjAzzVuO2n8U64Ly5iWKzthiOHb8o9FwevqSetWtQ0yzEZFvZ2guA4O9Y8ZA6g/Wu3ZbnDuVLrR7bQ7pHtJJDE6YKs2dvODj2+YflT4NP0xbWGZLVDLyWZslt2eTn61lX97cxFYQHjQEqEkbcMMMcMefTiqst5dFSEfa5OSg7nFLQYurxWiXNtF9mSKHLM/lnDHoP61zdpjfOCfunA49/8KuXJnkuMyZboBn/PtSvsS34AGQ2SR7GqutibM3rDGmafes08byPwUGcgDOD9CScfSvV9M8JRN8PbbTpARd+WLgP02Tn5gT+e0+xryrw3YnVtYsYpTlrmcSTL/ciTnH+fWvfEuf3f6ZrCUU2zVSaSOY0UxzQm3uE8udflljccg46EUJoEWj6hNeQq7206bJFXkx+49sVs6hplvfkSuCsyjCTRttce2e49jXHaj4rvPDmqNZajG8tsAGjuUHVf9oex4OPb1rBQnB3idHPTqK0zK1jw9aXN5DfSsv7lSGjUbg/pXEXdnPZ6pbWtqW3XUvlooYjuBn6Zz+Veuw6lo+t2ss0cojYqCzx9/qP8agGi6PfyzxRW9rd3ZTJllwGVVGR5ZPHHPTv1zWscQtmtSHhm9U9DkrfwLamaT7bfxTxK4QqiFXZsdFOT070kmnppN9LaQyyTW88Q2ecdxB6Yz+H61s+KLGK1uLTTbOBBb2UQDpuxuc5LZI/iGcZ9RXJ3l/cNPCjByIyVCyfeHfr36V0Xv1Oex0apaW1nCtlCiRqg24A4GPWuY8RXHmNbQyqhi8wuxGAcDqOPrUV7dTbR5DsIQSdue3/6+PyrEufOM3zkngfqRTTRNmQ2KRNqE3mlxCqMQQOfavdPhpbfZvCy3DjEl5M8zfTO1f0FeMKRHCVAwzMAPTqK960uL7FZW1qo+SGNUH4Cs5u5UdNDdNwy5yd4z0JryH4paVcXOoQapGzb/K8oheCNnIxj2z+VerxElSDg1Q1nTYr+ze3kX5TzleCDnII96lblHk2i6pqEcMctvNNINuHhVgSD64J5B65H0rpdN8dWiz/2fqJRJ3U7U2+YpbspI6E+lc9qPhK4hmcRKdpPVEyPwGRj6c02y8MS6Yv21YzJOBiMHnaT3+tKVKm9TSFepE7bTjfaxbX9/dstvb2cQWG2WNWR5eqkgjtx0weK4S+1p/spjl2S4YSYAKlRnJyD14J5967u7a50vwVZW/HnX8skshHXavy/zzXH3Wmi8iKumD0DJwRUwTpya6FVJqqk+pijUpYrZhb5LEAEN6jjP5fyrFv725uApYkryw/I11F5obi23wj51GNpb74+vrXPvNHv8u7icMqspK4VuRjkHv8ASt4zvsczjbcpxxosbMV+cgAZroPDk7eXcOQAkPyoR3JJJP8AKsGWRrjKxxeWjsAznGcZxgVpWZS0tLxIw3yy4Rc9eAR/Ooqq8bGlL40yld2891rETeWwjnJ8pj0YA4OPxFevaUr2WmQRCZl2IFwD8v5Vcg8HaddeHNLsrtWS6sov3dxEcMrNy3sQT2P6VH/wiV+gCjWwU7Ztuf8A0Ks589komkJQfxFe4t7d5heTO8soZTjOMDBGcD0rW8MRGzsLidmkjZWLp5xOVUZKjHbrXJ+JJNR8LzW81vdGZSpYs8YHQjI49jn8DXR2upC60uRiwEpQM4IIOSP1HvXPONXmi/M6YVKSjJI898aNCot5VRCJd5liRz8mMEOPTJz+Vc5PeNdwxKjMpHHmSOSCe2e1dJ4wNuLFYYmEl1O2xY05KpnqfdiOB6fhU32XU7Xw5b6bbRWX2a3QNMTIWZyG3Hgrxz/+uvRpuSjY8+paUrmBp1rd6Vd2017ZTRSbxsl2/Kw69foKk1PwzeatrN1dRvGYQqgM5O3PcfyP410upavHe6cwuV8liVkX5gQ3PVW6dM8daoW2o/ZoWWVtqMPvdeV4P6Y/KjW9ybWMBfCV1DkyXMDyMwztbHHoPf8AlXOzhklaTGFfhfbH+RXXajqtu0D7WYnaSCDiuXmSS4jjhQgBOBn16n9ar1J3Poi0LFuAMVoB2UAH9azbDcAOuPWtE/vBxnisDQitl83XLT5cjeuR+NYOr+GzqGrXc+XVPtLsCB1Oema6rTtR/si+knlt/NR02+45zxU02opqUm5IFhRWJVV98dfyofwgtzjxpCwRiOEbF7jOSfxrKv8ARHjPmK5OfTjFd7NCrdQc9qpTW2OMZFZ3NEecT6ap2mVVODkbhnBrN1PSFmiLQOomA+gYeh/xr0C806OXOwFSe1c5daZOpZc8UXaDc4CWaeBnSe3DSgjDMDuBHA5HB61WWB7mdEnChADtjT1x1NdZd6AblgXY7x0IHI/xrJ0XSBf+LX0y6vpbQbJPKMUe7e6oWC8/d6Z59K1jLm0RnJWOp+G1tEBLetkyCBEX2z1/9BFelQPu+UDivI/hjezNb3kZckDYAD25Y/1r1ixYkL0pNAmaRJC8DtXP63pcOp25iniDbTkNnBU+oP8AnNdDuyB6UwRGXIK/lSTsM8sHhaXS7v7TZyPEQCu+MYOD1GOn6V1mhQuLI3Um0uVO4suDtHTH+e9bd/YhbWQhC/T5cck+1Zk1nLbQm0UMrE/vB/dPofQ9OKxr03VjozehWVKWpgatBLNevdKuwS8kA5+p/Gsi40xJpI3kjQshypPUV3QtxJEElXoMZIrLvdMIBKYYDpVEHBatpktv/pEALKDllHO0+oHcHuKxzc20u95Q6P8AKR5YDL8pz9R+NdpcRypkeWQRXJeI7GX7MblUCPkAkfxfX/GtIS6MhrqjJaQ3LLFFGUV3G+Q9uegr3a2mWQqN+QK8e1fSbK10O21PTtUvph9r+zk3MCxrOVTc0kQHO1SQp3eo75A9Y0mMugOeDVzITOmtyAmetOlAcDJI9qbEhwAOg61YWIE1mUUHsg3IXcM5war3WkJLCyovzMK29p3YFBiypGD+FJjRyxWafS7fTLm2GbR2McpOSVbt+dZ9xpACnyyDnqK7KRBj5h0rMmiUsSRx7Um7lI4K7tJ4nK+WcVg6hpc14MMMEHg9xXpN7FG/bB96xpbZd/I4parYPU83l02S0kiWYYQNguT8p9B7H6/nWj4fsP7Q8YR2xBMCFbqQdsKMY/76CitK1WHUfGEuk6jf3FvayyeWrpJEix+pYyDGMZ46k4FWfCcP9ma5rkcwn82F1t1FwAJFVWbhscZ6ZxxW1na7M+bXQ9GhnCsMNnNXEl+XnI5rJspQ5BK81rEL5YKjmgRkeItPi1ex+zzZA3Aow5Kt2OO/XGO+aoy6HdR2t1GVZJN4jKg5K8Zxj6VvSAdycjpjtV8+I/NeMy6fCblORP3zjAPSqVuonc8vttBMOsS394hyrnylYYwRxmn38oaQqyfK3B9TXaTWYYZf5snOTzzVC70yKWLhQH9cVnzMtJHm2o6eHiY2ucY5iBwD9B2NZklvNBaosqkIw5U8gNjofrXd3OnCLIZKzJ4YniaOSLIYYYGkpvqNxucNcWYa2LqcruCjPUHOMH35qKOFoGyf77Ad+hq3rNrcaYjT28x2bgNwPzfiO/1qfxH4d1jQNC0fUbySVLi9aUywmHAt8BCgY4++ytkjt9QcarVEN2Z7Van5QK0l4UYooqBiXShowSOaLJQF4ooqWNF1gNgqrN0xRRUFGfLhScAVm3aK2WIGaKKbGjKMa8nHNcDeahPpPim4vrbb50Mrbd4yPmUqePoxooqqe5EzT+HMKRXF7GucfJ1/GvXbRQEGB1ooqpEo0EUAAAVMBheOPpRRSKI5ow8DqSfu8EdQfWqE12195M0kUSyyANI6LguRxk0UUujDqLIi7ScdqpNGpbGPaiioLMe/gjWQ4Fcf4oRRpTHH/LRP50UU47iexz3iDX/7etoIpdL0+1a3RUhltVdWRFBwgBcqBzk8cnmus8JeI7+eMRymJwpxkrgn8qKK2mRE9Ps5WktY3OAWUE4q0DiQAUUVkUiXuacsjKvHc4oopMa3GzKDuNZ8vSiikBmXKhkfI6dKzcA5BA6UUUwZ51qesHStd1KM2FheRSzBjHeQ7wGUcEEEEdTkZwe4NWfDV/c6jqeo3l1IZJ7l1klYjGWOfy+lFFbdDLqel6cgKqTWlGeWFFFShoeFBD5HQVUCjzTx3oooYFv+HHXjvVa5jVTwKKKhlozLqJJgQ65xXJalAiSkLkD60UUmNHJeIYwLFiCc7171g6h4g1TUNOttLu72ee2t3kmQSSsxLNt6knnG3j0yfWiitqexnI//2Q==", 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", "info": {"video_id": "28492", "label": "pretending to put milk bottle underneath motorcycle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "28492", "label": "pretending to put milk bottle underneath motorcycle", "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": "c8510a01ba657ccb1da5fb4288b8e178f37de454b4ab6a0d198dcfecdf815bce"} +{"episode": 65819, "episode_seed": 1360800632, "split": "train", "timestamp": "2025-10-13T03:31:51.518226", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1360800632, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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Zm3dfl4FZ/wBtuf8AnvJ/30alYVvqarEpdD257TThHbsjBfJ+4o6CuQv9Jv8A+1bmSKymZGkJVljOCD6GuMg17UICMTlsHo3NbA1rUr8LPLcKrHoFUcY6VcaUo7sVavGcUjof7L1gqM6XMfqmKzrmzu7QhriAxZOOSOv4GqT6hqDk7r6Y56/NVVDJ9oaR5nfPZjmrszn5o63OjOowm2RYrXyp1I/eJIf0FdJZ/EH7HpuL+KSaSPjzEI5Hqa4IS0vm56jINTyJmL1L/iHx0up3gNrCgiIwd7HcDVcS4FYl+GVwUjUoeAAvINXxJxVuCSViopLYu+b71HIwdSKqmX3qE61BCxRkzj0FRyvodVCnGo7Sko+pJImWGKeqYGO1EPiOzjJJtYpCe0se4Vs6b4r0nBN1o9rIB/ctAf8A2YU1zdi6tBU37s1JeRnxAryGIps00nI3Eiugu/FuhOq/ZtEt48DnNmv/AMXVOTxRpOfl0G1P/bAf40a9jH5mbZ3MtvKJY2KuO9XX1S5lukuTLiZMbWUBcflVO88S2zkR2+i20SuNpZUwR71UEtK190TJaJ3Opv8Ax/q624RLaKUMu0sqnIPrXLWWpXtzNM1zJJuBGM8fypTJlTnvVS3RoZZRuJU42kmqjCKWxmzX+0Of+WjfmaZI+9CrEkH1qp5uB1pPOpcpJXuLdSWwKhht/m5AP4VaaQHrSKwFWhpkiRYbIAz9KtI5jAJRTj1FVVlAHWlabIpFXH+Zuk+6B+Fa51KBrRYxaRpKv/LVWI/SsEPzmpBL70mrkuVzurHx69lpuy9he4aLo6tg7feuV8QeOP7Uug1vCiREYIcknP1qj5tZ1+HDBkUFDxgL0NKFKN9USkiPzKaz+pqHdTN/rXRYsnLLTlkAqqXo31LQF3zfel833qmH4pd59aXKFy35lJ5gqrvz3pQ1FgLYk96XfnvVUPWx4V0m38Qa9/Z9zeyWoaGVoyke8u6oWC+gHB5PpTsBRRwpJ7mkkmIFU0lIGSc9KikmLdKqwh0827jrVeiigYqjLAVtQuFjArHj++KvI+AOamSEzQ80etJ5nNVPMFLvqbCLQkNP8z3qmHxTZpWEZKnmiwFyQhkINRCX1rZ1vSNMtfDdvqumanezq10bXNzAI1uCE3O8Qznapwp3f3h7gc5vqrDWhZMlVnjRmyVGTSF6TfRYZIkUY/hFSqwUYxVXfS+ZSswuXPMFHmCqm/Pel30uULlncM04SVVD0u+nYC0JM96Qy81e8JWWmax4ji07Vrua2hnO1Zo5oo1jPcsZOMYzx1JwO9Z+p276drF9Ysk8f2ed4glwAJFwSMNjIz64JHpTUQFMvHWmGX3quZPU1Gz+9HKIs+Z70ok96p+Z70okosBeEnvS+ZVISU4Se9KwFrzPegPVYP70oeixJbEnvSSMGUg9DVSSRgnBOc10PiLwjqHhzw9o+oXpmWe/MnmwNGQLfAQoGP8AeZWzjt065w7DscmSc1GxooqygycUmTmiikA7JoBNFFAhwJpQTRRQA7JqzperXOi6pHqFps8+LcF3ruHzKVPH0Y0UUwKJPFMoooYwooopAPj61OCelFFAmOBOacCaKKQhwJpkjER5689KKKANjX/FsniG2t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tYpJooq0Mbk5oyaKKkYZNGTRRSEANLk0UUCFyfWlBPrRRQMvaXr76P58Z03Tb+KZlcx31v5gVlzggggjqcjOD3BqtfajdarqFzqF7KZbm5kMsr4xljyeB0HtRRVIZXJNREmiimITNJk460UUmBIpOOtPycUUUhCgmnAmiikhDXYhetaF/wCJtX1TSbbS72+mntraV5UEkjMSzBepJ5xt49Mn1oopoaP/2Q==", "info": {"video_id": "143845", "label": "lifting a pen up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "143845", "label": "lifting a pen up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "143845", "label": "lifting a pen up completely, then letting it drop down", "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": "478f56e0fce26d99523c922a32c9c5287aadbff8f87f3b61ad616f46a86c0326"} +{"episode": 65820, "episode_seed": 2472548713, "split": "train", "timestamp": "2025-10-13T03:31:52.985316", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2472548713, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning a glass upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "196839", "label": "turning a glass upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "196839", "label": "turning a glass upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "196839", "label": "turning a glass upside 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": "706466533f5bb30508f5af9d80af542cd2035a60a77267493bd15f26dd5f704c"} +{"episode": 65821, "episode_seed": 1097736868, "split": "train", "timestamp": "2025-10-13T03:31:55.081122", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1097736868, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to pour water into cup, but missing so it spills next to it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "218904", "label": "trying to pour water into cup, but missing so it spills next to it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "218904", "label": "trying to pour water into cup, but missing so it spills next to it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "218904", "label": "trying to pour water into cup, but missing so it spills next to it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "218904", "label": "trying to pour water into cup, but missing so it spills next to it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "82f56f275ca01e604f15329b59f0a2efb1cd0f287560a7acaca7ad13843ea631"} +{"episode": 65822, "episode_seed": 3201054073, "split": "train", "timestamp": "2025-10-13T03:31:56.021922", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3201054073, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of pen but nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "194320", "label": "pulling two ends of pen but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "194320", "label": "pulling two ends of pen but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "194320", "label": "pulling two ends of pen but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "194320", "label": "pulling two ends of pen but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0bee4385d2cd3de22c193d9ae268ff50f42ed1a3a559660ce95bd09292ec2e65"} +{"episode": 65823, "episode_seed": 1403757905, "split": "train", "timestamp": "2025-10-13T03:31:58.510787", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1403757905, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen in front of a rock 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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pCmX3ggE84x+tLHNvtBB3dhj6DqfywKmSzOoP5UOFKA7nxwp9KNikrux2emX6+KtMS3X5dQt15gkYBbpMdM9nHUN69eCa5m90y5juWU3EojOSmECnAOCGB6MDwR2P4VWu1fRCl5bGQzowKyA42kD0rsbHV9K8Z6LJe+akF7EubmEsFDkDG7PY449+PbD5lJeZXs5ROEbz4tQth9qkdWcqVIGCNhI7etXkAktVifJdjuRfUnrk/kat6npCw3NjcQSFoSzFg/UfKQMfnVK5kkiYbYmBHQ9qgck07MyreMy6dartYEmVGYdgHO6tMTrsRAMD0x+WPyqpYQq9hLbC8QSGR3XYwONxzjFROJIZzHNnIU446nrwfzqjMspGrJ5o42sTj/PvVKSCOK5yEU/IzHPOelWJJJIbG4d1HyHcGB+9wOKrSTCWZ2TkpD/WhCZZssGcxqCA4z07+lSMwM6qwP7sZJP9fyqtHOfMiJ+Xjn+dS+ftUzMpLzZZV9z0/SgCzperyaPqn2u2+4OHBOQ2T/X0rr9R02y1/S/t1nKTbsxYguf9HkPJVv8Apmx/75PPQnHMWmjL5ZmmJbeo+QHgH1qCz8TyeENbB8lRZMdk0Y+6ynuR+NCn0Zp7GT95CXmlwW7mN7ULIpAZSuCOcY+tQaXFstIQo2qu/GO3znFdxfroGpTWs9pKkyXKA7N53x46DPp6fSuT8qGyMmnwXSPJEzDDnkjcT0/Gk9xuLUUypdHfq2ny4WPzXlXb/dyhPX602Am33ZCmQ/O4H6D8v51DPtF5CZfMkaJi6rFzjjB/nUsqWt7K5tiq3O0FonG0keuKEZjxLvZBnOGwR1PXiiZSNyQhMDnnt+FVowSyAuYnQqAOpBzVhNy31w54jAC59W7/ANKaEyqomeMg3BD7yMhQMgYq4kUjxIwubjHQ8jH8qqRMhKBzwzuRj61aglVLOWNQN2fkz3bOB+lMCa0nu7SR5orpyyn5SzDpyDz7jH412t01v4i0ZL+xVXSHi6iVTviOBiRR3XjleuOnIFcOLSSaNYbfOeScnjHqfxq5Z6lN4SvY76OViwG14wPkde4PvQpW0ZXs3LVDJEvLa4lihjhi4yW3EhwQCCMdQeOe4qpJcXaXMMcqQFHlEbYz3BNd/cWVhrumprOkSIbXBZ0Ay0JPUAf3c847c46kDjdU0ya0vLLdtkV5VYOnoA2c/mKUlZjSdrjQouLSQvgEtuz7ZxjH5Viwwp9hUqql/OmjCkcElq2ZpYoGT+8nOD1BqnYxXDW11iNVf7RJJEX9G/yaSEyzEEit44gc7cIDnpgf/Wqv5Zdt6nIDc5PT/PFQCR96xuAjKuTz0xk9P0qaOf8Acz8EMMEgjjB5NG4tjPjmUTRXGCQm4uBzg4oWRWUSROrx/wAO04yao2UztcghSUZdr/T1/CrNuFhh2sNpeVzz7ACqEdBo9v8AaI18yIH5s7C36+9bd0ws443Y5hPyHd1U9qz9KyUQkY46jqKuasBqFo9u8hSNuGKfePuPQ1k3c64JRRw1zAdd1yWFMrDHKC8q8be+AfWuwsLiSDUYyzs0caqF3MTlfTmoYbWKG1WOKIRxq2OO2e59frUGqTJGFhicJPJwp/unuaSZtETxBp+p6TezjzGWdMyoC2UlXr+tVUgF9NG8g3rt3AN0wRmuj0PUx4isV8Na06Lq0Cn7Bdv0mA/gJrPt7SezjWG5iaGWLMTIw5G1jj9MVskefN9OpkXdnNZzh7FvLK8bDyj+xH9abbTW9+ZimbaeNgsyZyMkdj74rWvZ4n+7gEZx6nisKyVYJJXWMs107SqcY4XCr/X86pkJkuolGZTwWkUqr56kdvaq4nR/Ktw3lzpGFAYdeM8etRavIW8pADu5yAe/HNKod7qCZ0O9Y2LY/vAVK1HsXLHe90qhB5YB+bPP5V2FjZp5Awu0EbQ6f1965PSnDyhoyCCtdZBceTDtBALdRnI/+tUSep00kkrnM+JdRf7MtoiFrvzQnlqMkn2/nUWl6UthZSNhTdyndIw7ewrX+yQrqLXKpvnkwHkbqQOw9KkYxWscrTEKF5JP86jqdKZaOlz6zoLtbne9id7Rg/MyMOcfTH61y8InzcWskzSRptZCTzsbPB9cEVNp+rX9hqcWt6VNllO02xPyyJ1x9T/hXTXtpZ6xGniPRsfYrhCl1D0a3lyDgj0zn8/etYq6OSvdTdzAl0yI2CgxKTwCehA+tZouXtXgs7/M8MriOKTPzqTxg+v1rpHmEcRBU8+vQVz14gnvIpVjZxbKZ+O5xhR+Z/SqOdMtNGohaOKQSM3zKXGRkdPrWQLgostwibwVCOgOCDnmtN5HKjcg2v8Adx2rAtm8sTGWREVlwQT37GktxlxGEkayQsy+YMgsOg9MVv6NEzKjSld/8J28CufRhbx28cgwnljDDpnNdLpIIiTdjHoamehrSV3c178fYrP7SF2iL747FT3/AA6/nXDTwvr2rSylT9gVhubs5HVR/Wu0vJI7q3MMhLRdNueo9D7VThgxAUjjUIgG1FGAAOwrNnXFkEQFvdRunyRqAFVRgDFTeLtAMVpFrFs/nW8+J45YznZJ1ZD+v8qo6xqUECw2oceZKMD12+tWPD2sR+H0k0zUy1z4dvG2Pu5Nux6MParhZ6EV78qaI7W2H2gnA9j655qpqenq8vmFmR1JZJF4K/Q10WoaX/YcscJlWWIorQz5GJV7MP0rHvZZ2yBHucjK45B56VpY4epnabeSX1oZLmINJHK8YfpkLxk/Xn8qLplMy5dw7jG0ngEdsU+Kxmt0WDeBGqDO3+9yWP4k1n6szp5YkBDNnHrxikMkjkQ20KKV89FLFSeTk1Zs8yXSRkE7SWLfwgnis/H2iWxkdcOG+Y49M/zrU0pw0hKgMCM0S0VyoK7sdPaWeyJjFlJGGcNzuPrn3rm/FGoQ/YoQq5Z327Mc56Y+tdXBP5VvtHOemeq1grp0I1R7p/3s0jbgT92M452j39ayO2LS0RQ0O2u9J0qRRPKrXDhpIg5CqM9K6LUYr250WC7h3GOBjHK4GdpPQn8OKqhI0gdpDjGevb1FV9G8U3OiXrTXMYudCuh5U8OMkD+9+v5U466BUXuOxnpd3btNbzhS8eCsgH3lOcH8MYp6WDx2nmpNMsh7qx5z7dK29Z0VLHU7e4sm8/Tr2Bvs8w5BHDAE+o5puY1gKseDwAK1S7nBJnOrdCV1h1DEVwDiO4UfK/bB9D7VbeCQW0scvIYYGzqQPSqWrQJPNaxlsKsomYeir8xP6D86tecjYdNwONwYjuaNg3MBomN3t8zbGyZXZxmpLWbn7I53BWDIx9PSoLcu1uFHIRjsJ/ug1OiKZh5YIINJjjudRb3AWMAccVZjcy8L261jQsVUZra0tY1jLyPtH97HQ1kdaegX15Hp1hJJMcLjoe5Ncpp0P9uu940zLcLkptPG30I/rUnjeZW1XT7KRQYCPMKjIGc4B9h1p2j258O62InB+zSLmMsc5BHTPt/hSNI7bmjLbre21uYiyHiRZVPzxMvcH1B4rbbVJfEGn7bp/K1y0TEhUDbdxD/lovuO4rH0vMP2gTyYhuZ/3Kn+8euPQE/rn1qwiR7tkhG9G3KOcqfbvW0X0OB66lQzyvctbzIsjeWXjY8ZI4YHH1BqpHeXUgXJiz91Rs/+vU9yALq3JDARl3kbafuBSDx75FYVhayal4tuNNfVZoIj5jQtEu/cyoWAHYA4PP4d6NRMn1KS4ngOVRGQ87Byeeark/YpUnjdnzjcpPVT/hWVo+oXt3cs91O8g8sZDHgA/wBc1rlQseJByMgMPQ0wRs6bJHGXKYwxzmtRbnJHPWsCyRlXHatW1G+ZM9BWLOuOiNiKNs7jg8ZrkNc1yK81ZLJHVolYrKOocjqp9q7DUpPs2jXcqrIrRQsxLLgA44INec6NpQ1XTLidFQXdufMDngtzyCfelY0hrqzqrSzgspGghUgSReZFkk5A6qP0NW9Ou7rQNRa7t4vPjuF231nn5ZkPcejAfnWbE8t9FpWN0TWjZZz2HfPrnkY9603mhmWO7QkIWKHI5DA4wRWsdDlq/E1e4zVJBbh7jTLlp7dh5kQc5LL3Vh2Ycg+4qhczzLOFt5VSB0DDao6EZGfer90NqtIsLt8pJAXqf8a5vWw9posSxyvHdW5RT2znng+nb8KoyLs11drCZRKjIVJ+ZAcflWQsCJLMJRvz8yk03XYo7Xw7FqFhrN/NCbn7OVuI1jS5IQMzxAc7VbCnd6j3AW3bIjjMgaaJRuXPJ46UCJbOYeWbdzwD+6J/u+ldLbXGIlArmU+efG3BAGeOtbMAKIMms5HTS2NmBzMxAPNLqV9Fo+myXMzAKOMepPAFO0iPknYZO5UdTXPfEGaSKTTYl3AEtIVbrxgDP61BstXYoaLKmuSXAkAkmkJMZPO1h0xXQQpDd2aXCKpgKbTF1AbowI9uazLbTpLHULHULGPcs0Yd1XA2sOM/jWlbSR6f+6cDZPKxmcHhGbpj26AmqiRiLaalzT7vy9JOjagfN0/JayuD8zWr/wBxv9g9M9qyWBSS6ttzBZY/MRQehHDD6HIP51pk+QjRzBYxkqCzfe98elZ5G6T7VG0M6oBEqA9Sx+b6cACtdzkM+JIWCqTwQRuzjn+lU7kMBN5Z8xowByxIBxzj36U6wS3v/Fsml39/d2VrLKVR0liRYu5LGTjGM8dScCs23a5s9fvrCQ3Oy3naLyrgKHAyclscbuB0yPSkBoCWa2MVy0xkUAEr7f41t6Y0casVxhjuGKxNildr5+Unbjpir9luVAO1KRpS3udELgsQAeasQqwbeQeKy7QebcKOwrR1i5Wx0W7uYZFZ4oiRg8g9MGszpWhzmt6nHeal/ZyORE/EzKcH04q5ZWH2NWtZZDKdm9MjggcH8en51ylnpZk0xdVtxI0kT/vRuzkHOTj1FdXdXT3MWky2gBmVgpH98dGB9sH9KI7jq3UNDS0LVho0b6bf7joN22VONxsnPRx/sn9Kj1Q3GnSTLNHHMsXOU/iHXKnvkcinzqrvHJGwZGJU8gjjgioJo0jRI1YCIAhV3ZCjrx7deK2vocVtSlPNHbSqI7cSiSPCu542nnj2qGS9VY1VrQ7RnbsfoR9azdWe4h8OQXEExWRCq/KfmVCSVyPdcVW8QaVrmgeHtKurq5uRJemTzImQgW4AUqGOPvFWJx26dQaBCajEsNrHPFlJF+UMp7CpdOne4hjlfG5uuBRRSlsVDc205bHaul0eP96FDuARyAaKKzR0PY4rxqvmeIDMxO5EQKO3+ea6KyAvLe3knUMwUAZ9qKKcfiCp/C+ZBOguPNV84LleOMAdMfSle5le0tH3YeWFHdl4LH60UVSOVlKK5mNwkDSs6TbwwbnGFLDH4iuYv76XR/E91fWqoJoZX2blyOUKnj6MaKKqOwPco+FYY5be5jkXcuwdfYtir1nPILg25bdHyQG5x9KKKTGtzobX7hra02BJZAGz+BoorM6ka2u26HR5bQljHIoViTzgkCuJ02IaZrc1rblvKZASGOc5oopkpvX0N6Qjy4VChVLHIHfFQWjtFcXQTgNCJD/vByufyooqvtHN0K0oYyg+ZIDychjVHXWMvheKeTDPKYnfPckc0UU0By/iLxI2tGGCTStOtjbwokUlsjqURTwgBcqFycnAyTzmtG6RZ0tpGGHKbsrwc0UVTEyxZOz5DnJVsZPU1uxAEge1FFZS3OqnsdLpltEYjKVyw9zis3xDptrqNwrXMe5ljAUg425yeKKKQptoo6OWjskUSMQnTPfg/wCFVVczRCN8bXjbP4iiiqWxnN3k7lmRjNZxTOcyNChLe5UVWiAjv0KgDMMgP4FSKKKp7mZzeq6ydJ1DVUOn2F9E8u4x3sPmAMvQjBBHU5GcHuDUOj3E2s3epX99IZLq5xJJIOCS2ScY6f4UUUwexasriR5poHO5YyNpPX863Lc/us+9FFSzSmalllfmU4Iq34sYt4PmJPMpXdgAfxCiioR0dUc94QcnTp4P4CwNbT28VrboYV2l2AJ9B7flRRTjsRiPjXoR6cBJPd2zjMJQTbOwbJBx9cCqN1qM6A4Ee3ONuwYxRRVLY52VfEqI+mvJtCtui5XjAwOK47VvEGqX1nbaVdXs81tAZZVEkjMSzbepJ5xjj0yfWiirJR//2Q==", 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", "info": {"video_id": "17001", "label": "holding a pen in front of a rock wall", "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": "17001", "label": "holding a pen in front of a rock wall", "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": "5d167dcd55393935b6703169a311ac43e91942aabba2cc2e18dd1cd8b3800750"} +{"episode": 65824, "episode_seed": 2942630517, "split": "train", "timestamp": "2025-10-13T03:31:59.471894", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2942630517, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 jack adapter next to mp3 player'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "37634", "label": "putting jack adapter next to mp3 player", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "37634", "label": "putting jack adapter next to mp3 player", "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": "b194c3160daceec3b4f1c602a782eaad6c61fdb0942d7ae324d3511540ae0572"} +{"episode": 65825, "episode_seed": 160943796, "split": "train", "timestamp": "2025-10-13T03:32:00.876306", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 160943796, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering a potato'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "8413", "label": "uncovering a potato", "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": "8413", "label": "uncovering a potato", "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": "4959aa67fe9f93a3eeb53f2111c0a4696a1295f136d2bd6d7073034d74dc1f65"} +{"episode": 65826, "episode_seed": 1608586115, "split": "train", "timestamp": "2025-10-13T03:32:01.819381", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1608586115, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick vicks balm up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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T9KRmweRn3rE0GADtkUhGeoBpSMnqKQgjpSBHyxcsHmkY8YyMVHbzDI4rS1jTdrC7j5RvvD0PrVS3QZAAFUjfW56r4K18aHBZ6YYd5upg8rE/cDABQPfufrXrI9GHevA/DILa3p4A3YuIxj1+YV7/AC7Ikklc7UQFmPoByTQjGqtTkfGfiM6VB9jtHxdSruZx/Av+JrL8GapIdTSzaVpEnhLEs2csBnP865bWr46nqF3fMOJHJUHsvQD8qufDhHuPFGCfktonYH0BGB+pqE7s25VGFmesspA4phANS7Svv7VEW56c1RzoiZBn3phcjg8j2p7htpLfe/2a4V76/vfGl5ph1m6tYQZPJWNQ3KpuC+w4PNFrjvYb8RXH/EtxznzP/Za4RzU1/qt9qPkteXUk+0ErvP3c4zVXJrOS1OmD90ryE5p0DBgVY4HUH3pHHNCKKSdij2ay13SpbNJEvolVVAYOdpHHpXG+J9bi1W+Hkkm3hXameNx7nH+elcys22IL3qB5uCSapybViIUlF3NjQ7pk8VabsPJnVfwPWvZBwe9eC6FdeV4ispyR8k6Hn0zzXvYxzntVRWhlVeoFRjpmmlSBkEU7IXJ5rn/F99dWXh17qzmeCXzUAZeDgk0zO5u+Z/eGPepE6c8j0NecalqN3DpEN/Za/qMoa48jM8aosxC5Z4x12g/Kc+o+g9JTlQTVWsJskUD04p2zPPekXIPB+oqZU64HPpRYRGEOcjinkDGD+dSgZOKR4yOR0osBXYEdKYenPB9KlPHNRuVIK4xSHciZgi9GPsBk1GcgjkfQ1LtIJxUbDjng0ihjKuPTPrXCfEPKrp2f+mn/ALLUn9pXFx43utLudXvLW1abZG0UsaLH0JJLjGMZ46k4rk/EF3fyahNa31xcyfZpXRVucb15xzjjPAzjihrQum/eKulqJtWt0YZG7Nev2ybYkUDAAryDw+2det/qa9iiYY98UoirbkqZDVZjwf8ACoUUntVhVrQwJl4608gEUwHtTjz0NJlDcEE56U0qCM9RTzwP60xixB2Yz79KkaImUdRTC56EBvpWL4yvLnT9Aa4tJ3hmEqLvQ84J5rl9Zk8TaPpGnXl1qd4Jbov5kRXHk42lQTj7xDZx/wDXppDucUEV4XjYZUjkGsaWzitVgaMsTIpY5PTnHFFFQjpkdT4KUN4m0wHobgH8ua9j8XSND4UvGQ4LoFP0JGaKKroYy+NHjlyAIsCuq+E8SmTVpiPnBjQH25NFFRDc2q7HpLsVAwaYyjiiitGcpERhiMkj3ryXXL6bS/Gt/eW+3zYp227hkcrtPH0JoooiNnNyKAVHYCg9KKKznudNP4UMYU0daKKk0HE8Gq55BNFFMTG2XF0CO3SvoiH5raNjySgJ/KiitUc1QUDBFc548/5FiTP/AD2j/maKKOpmjgtU19tXjgjk06xgMKqkbwK6lUHRQCxAHOenWvZ05jX8KKKpiJFHIFWIh8rUUU0JkyjHFNbiiihgiCU7cY71WkGD9aKKhlEZJANIfmQ59KKKCjyfWtWbTPEuqx/YrK7iluNxS6i3gFRwRggjr0zg9wa5/U7ye+uZby5ffPOxkkbGMk0UUS2HD4iTwv8AN4itwfevYt20ZAGQKKKUQrblixlaaJmfGQ2OKvR0UVoYjyBSiiipY0Gd2QegpjDrRRUstHL+O+fC0h7ieP8Ama84uta1C9sIbC5upZYIXaRd8jMSWx1yecY49Mn1ooqoiZ//2Q==", "info": {"video_id": "191502", "label": "pretending to pick vicks balm up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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T9KRmweRn3rE0GADtkUhGeoBpSMnqKQgjpSBHyxcsHmkY8YyMVHbzDI4rS1jTdrC7j5RvvD0PrVS3QZAAFUjfW56r4K18aHBZ6YYd5upg8rE/cDABQPfufrXrI9GHevA/DILa3p4A3YuIxj1+YV7/AC7Ikklc7UQFmPoByTQjGqtTkfGfiM6VB9jtHxdSruZx/Av+JrL8GapIdTSzaVpEnhLEs2csBnP865bWr46nqF3fMOJHJUHsvQD8qufDhHuPFGCfktonYH0BGB+pqE7s25VGFmesspA4phANS7Svv7VEW56c1RzoiZBn3phcjg8j2p7htpLfe/2a4V76/vfGl5ph1m6tYQZPJWNQ3KpuC+w4PNFrjvYb8RXH/EtxznzP/Za4RzU1/qt9qPkteXUk+0ErvP3c4zVXJrOS1OmD90ryE5p0DBgVY4HUH3pHHNCKKSdij2ay13SpbNJEvolVVAYOdpHHpXG+J9bi1W+Hkkm3hXameNx7nH+elcys22IL3qB5uCSapybViIUlF3NjQ7pk8VabsPJnVfwPWvZBwe9eC6FdeV4ispyR8k6Hn0zzXvYxzntVRWhlVeoFRjpmmlSBkEU7IXJ5rn/F99dWXh17qzmeCXzUAZeDgk0zO5u+Z/eGPepE6c8j0NecalqN3DpEN/Za/qMoa48jM8aosxC5Z4x12g/Kc+o+g9JTlQTVWsJskUD04p2zPPekXIPB+oqZU64HPpRYRGEOcjinkDGD+dSgZOKR4yOR0osBXYEdKYenPB9KlPHNRuVIK4xSHciZgi9GPsBk1GcgjkfQ1LtIJxUbDjng0ihjKuPTPrXCfEPKrp2f+mn/ALLUn9pXFx43utLudXvLW1abZG0UsaLH0JJLjGMZ46k4rk/EF3fyahNa31xcyfZpXRVucb15xzjjPAzjihrQum/eKulqJtWt0YZG7Nev2ybYkUDAAryDw+2det/qa9iiYY98UoirbkqZDVZjwf8ACoUUntVhVrQwJl4608gEUwHtTjz0NJlDcEE56U0qCM9RTzwP60xixB2Yz79KkaImUdRTC56EBvpWL4yvLnT9Aa4tJ3hmEqLvQ84J5rl9Zk8TaPpGnXl1qd4Jbov5kRXHk42lQTj7xDZx/wDXppDucUEV4XjYZUjkGsaWzitVgaMsTIpY5PTnHFFFQjpkdT4KUN4m0wHobgH8ua9j8XSND4UvGQ4LoFP0JGaKKroYy+NHjlyAIsCuq+E8SmTVpiPnBjQH25NFFRDc2q7HpLsVAwaYyjiiitGcpERhiMkj3ryXXL6bS/Gt/eW+3zYp227hkcrtPH0JoooiNnNyKAVHYCg9KKKznudNP4UMYU0daKKk0HE8Gq55BNFFMTG2XF0CO3SvoiH5raNjySgJ/KiitUc1QUDBFc548/5FiTP/AD2j/maKKOpmjgtU19tXjgjk06xgMKqkbwK6lUHRQCxAHOenWvZ05jX8KKKpiJFHIFWIh8rUUU0JkyjHFNbiiihgiCU7cY71WkGD9aKKhlEZJANIfmQ59KKKCjyfWtWbTPEuqx/YrK7iluNxS6i3gFRwRggjr0zg9wa5/U7ye+uZby5ffPOxkkbGMk0UUS2HD4iTwv8AN4itwfevYt20ZAGQKKKUQrblixlaaJmfGQ2OKvR0UVoYjyBSiiipY0Gd2QegpjDrRRUstHL+O+fC0h7ieP8Ama84uta1C9sIbC5upZYIXaRd8jMSWx1yecY49Mn1ooqoiZ//2Q==", 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GPGMjFR28wyOK0tY03awu4+Ub7w9D61Ut0GQABVI21ueq+CtfGhwWemGHebqYPKxP3AwAUD37n616yPRh3rwPwyC2t6eAN2LiMY9fmFe/y7Ikklc7UQFmPoByTQjGqtTkfGfiM6VB9jtHxdSruZx/Av8Aiay/BmqSHU0s2laRJ4SxLNnLAZz/ADrltavjqeoXd8w4kclQey9APyq58OEe48UYJ+S2idgfQEYH6moTuzblUYWZ6yykDimEA1LtK+/tURbnpzVHOiJkGfemFyODyPanuG2kt97/AGa4V76/vfGl5ph1m6tYQZPJWNQ3KpuC+w4PNFrjvYb8RXH/ABLcc58z/wBlrhHNTX+q32o+S15dST7QSu8/dzjNVcms5LU6YP3SvITmnQMGBVjgdQfekcc0IopJ2KPZrLXdKls0kS+iVVUBg52kcelcb4n1uLVb4eSSbeFdqZ43Hucf56VzKzbYgveoHm4JJqnJtWIhSUXc2NDumTxVpuw8mdV/A9a9kHB714LoV15XiKynJHyToefTPNe9jHOe1VFaGVV6gVGOmaaVIGQRTshcnmuf8X311ZeHXurOZ4JfNQBl4OCTTM7m4ZMKdwxx1rwqV/mP1Ndnqeo3cOjRX9lr+pShpzBmeNUWYhcs8Y67QflOfUfQcLK/PWlJWNqT3PQvA0KixaXHzE9a7IA4rk/A5H9iKfWuuXnGORVIwm9SSMnAzVpB6c1AiVOny81RJKMUjLjpSg5FGKljG47HrUbIOhqRmHfrUZ3EndjHbHWkUiI5ToR+NCkluhBrh11S4m8b3Ol3GsXlpatNsjaOWNFj6EklxjGM8dScVp+E7u/l1PWLW9nuZDbShFW4xvQZYc44zwM44p2C51igHtzUm0EdKYoHXNSqMjnn3p2JGhO2BT1Ujrz7VIFx2607Zlf6UWAhZQelRHPTHHripnUggHk0wkDtnFIZCcZ4qJm3EgA8dyODUrKGJIprA8dxSGiIDcPmwT6imMvzZUj096xfGF3cWHh957OdoZRMgDJ1wTzXMaw/iXRtJ068udTvFluy/mRFcCHG0qCcfeIbOP8A69NIdzjAivC8bDKkcg1jS2cVqsDRliZFLHJ6c44ooqEdEjqfBShvE2mA9DcA/lzXsfi6RofCl4yHBdAp+hIzRRVdDGXxo8cuQBFgV1XwniUyatMR84MaA+3JooqIbm1XY9JdioGDTGUcUUVozlIiMMRkke9eS65fTaX41v7y32+bFO23cMjldp4+hNFFERs5uRQCo7AUHpRRWc9zpp/ChjCmjrRRUmg4ng1XPIJoopiY2y4ugR26V9EQ/NbRseSUBP5UUVqjmqCgYIrnPHn/ACLEmf8AntH/ADNFFHUzRwOq6+2rxQxyadYwGFVSN4FdSqDooBYgDnPTrXNTE5oopTNaPU9R8DgDw/Ea6Tz3jljRcYYjNFFOJjPc1FGD+NTDkUUVZIDrSklRxRRUsoRgDUTcH2ooqSkeU67qh03xRq0ZsrK7jluNxS6i3gFRwQcgjr0zg9wa6D4fXk9/e6xd3L7552jkdsYyTu/Kiiq6CO8A5zUiDp70UVSJLOPmBpzAYFFFMCJhnrVZvmHPaiioZRBnv3puTuxRRSGcx4+GPDTkcHzo/wCZrzq41rUL6wisLm6llggdpF3yMxJbHXJ5xjj0yfWiimgZ/9k=", "info": {"video_id": "191502", "label": "pretending to pick vicks balm up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "191502", "label": "pretending to pick vicks balm 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": "24996d267ea01efd02190b34c5fcdb292432ca02692506c9208065dc3dc716b5"} +{"episode": 65827, "episode_seed": 1910800962, "split": "train", "timestamp": "2025-10-13T03:32:02.938598", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1910800962, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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K+rUzV0zaIfQitqMm4XCOpS0qdlRI2HKjBFa4wV2sARmsKyZVugT1IxW4WBKqBya0i7q42T2ymKFmOOW4rn5UNpYataqfknvImVc9QFc/1FdDGMhlH1Fc5rsbrdbx0kVe/QjIrVMqMeaSRh73i+VMgLyPrS7FAdip+fpUrc9Y+cjpimHcpDspCA/lUGnLZ3aJrBjHfwsGKlpFU98jI4NenS3LEN82B3Oa8qV2/wCWJPmbgwOMEelWpL7ULpl8+5mbacjcehrKpT52ZVKXtWnHQ6zUNXt4s7pAxzjiqNpqHn/JGTtD5rDKs1nsLSuI2zgv8oz2A7nqfar+jRjfxkfPnkYopQUGRycuhZ1WVVR4pMAkh0yOjZ5q1YXAlTBPUVT8RRlRFKOxqLRJQ7tuPI5x6VpazL5fdubklvFLLDKy/PESVP1FTW6CO03vwWPA9qY2BjnryKezl48N24rRMSOCDRybVWRScc/LSGPIBWVPwJqIoiSJhsE8HA7etS+UCM+ag+p5qWbxbaaItyrHIpZSxPWgFcgmRjx6UyTAIXIPqQKRAhGNx/KkZxbTLCumCNwORjkYxVq13/aIlyDtI6HoBn/GqSxL2kGPcVfsIP8ASl/eAjBOBSLlrqdVA2YwD0rlbyEJqMy88k7cGuqjx5Kn2rHuogL1rgIC3T6VTMYya2LNis5tgpXYMc56iroJXhRxVG3uSeGzn3FWN5I44oQupR8QkuLRccjd3+lYOyQ/dDEVp6+hm+z88Dd3+lZEaybNg/hOOvOaGbwk1ZdBXEvllCrYJA5FWbW7uNOujJZtsYx7ST3GartHKSA6sE7k1XwS2VOPXJqdyZrVpnQjxJqjMS04OewI4qZPEt6jIcbxt5HvXNCNz0wfoanjjn6AMMipcIvdA6cGtEdXazm6kkuMY3nNU9d3MYlRQS3HSrljiOIL7Cobwec+PbiqWisRHQj063SKIK77z3A4FaJORknFUIYJYiDuBFXFPy80C3dy0kwB29iuK4dzx/CevaurD/NmuPSeVZAHORjgYp30NIS5WxQ4U5Krj6U3aJBI4O0LwBUpnOOVU/8AARmoi77c7lAfnGPzpFVNzas9QtlgjRtykKMjbmtqyuLWU/JKpPpXE+dKwBJYY+tPWeXP3j+NYSopmfs1JHa6jj9xj+8f5Ul2BLZSA9QOKxtMuJrggSsTHGRtB5xW3MwELAdxV048sbEqPLozn445GvYwg4UZJz0zW9GAoHzbmI61lLHIJCI1yM5zV+Jm2gMMVcdNBsuRNt3Etk4rK8Rsjm0PyjO7JJxzxV9mCj61i6+glFtkjC7v6VaY1e6aMvyi/K7cH/aqN0kVCpwFJGeRSRRkqUDA7WxjPWnPC643gbO/NI1bcoA5xKNhVflxSLjH+sX9argAnOQv0p4jB6OPx4pEwk0W0LHHl4ztIPPGSCM/rWvozlpHJGMNlaxI4HIIDL06Bq29FjYHLkcselAprS5o6yhl05mBO5SMYrD01zFcLyx3L3HeugvlDWkiZ+8MfSsmyWOzAQL8/ct1pshS0sbKOWO4jaoxjPerMLhiQehHNVBNvUEmlEpGewpoEcKgJkyTtI4GKmEZb+JaiMRXliKUrt64+XrSZpF8oSIqg/OCfamsFLIAQPTHp70/y9y7d3Q9QO9C25Ugk/T3pEvV3GggAENjJ/WtXSW/eMc5xkZx71mrbuZCG+713DtV/SgY53XB24GCe9BLZ0ccmIwPQVCq72Ldc0xWwvWnQsA+D0pkkrKABwOO9M3gcZoml5pnh6xj1zxG2nXGoS2qtHK0Zjj3lnVCwX0A4OSfT3oAyNckKiAjP8XT8KzIkdU6dTng85p9xPNcRpuYtxn6VGvmD+8B3ps0h3HuspHIY/U1CI/nIYHA7DrUheQjBJxnJye1RNG4YsO/vUjnK4qKx/kDViB280cYG4A81W2Msf3ec54qWCNnlRwRtLA9aCbnUQvgU+L5pDn1quj4X8KfG+JAc0El2TCnioN/XmllcdSay76Z0iJRiDkdKQIvtIFGM8muWaUtKvZVOeOa6/WdK0618PW+q6Zql9OGuja5uYRGtwQm53iGc7VOFO71HfIHHRyCNyVXvmq6DjqWBMVBG1Dz3GaryuW5447AVOtwMD90vNQyyllOMAE9hSNpyVhhLpgls59D0qZJnTqf0qAOzMucDHt1pxckEA5wc8UGSlZG/pku+Mtx97sK0pZPkA96xdJYmJi3941ps2aBXuW4oxsJHams208UkMn7qoZXxQJExcE8nisTXZCfJKgkDd0/Ctjw1BY6v4mj03Vb24tYJ22pNHNFGsZ6ksZOMYzwOScDvWHrtrNaard2LrcL9mnki2XAAkUA4+bHGeOcZFNAt9ChFG2zAwcnke9OaFyOcD8aYEYde3Xmg55yehz17UmbKXKrDQg8wg7W46ZpFUEH5sjOBTmgZiSPyxS+S/lkAAnrQRre45GIbqvDAEe9dFpeEt4h371zYhOzzTkHrtxzmt7TnJtIyeDihEtmrO+5APXiolt0cZdQaY7ZqxG48rNBIwKIwAOlDPk9apahOyQFkYqcjkVoeIPDeqeHNA0jUb2S4We+MnmwmMgW4AQoGP8AeZWzjt06g00O9jiCTjOaaCSSSSTg/wAqKKZcx4JV+CR2/SppEEcu1SRgCiikyobDYSftBGThRwM1e005nl+ooopLczluaueKUE7hRRTJEmY7qzrbVbnRdZGoWmzz4i23euR8ylTx9GNFFAjNdigUKe2KjLnaT68Giimax+EYWJ6n/IqRZGOD3yaKKlhDcVnYLweuc1YtGLuhP97H6UUUgkbCfeH0qRPv0UUyBZyazb04hPfkUUUAX9c8VyeIIbaGbSdMtTboscUlqkilI1BwgBcqF5ycDk81z7gKmQoz9KKKfQqA2T+LAHAGKQE5Y++KKKQDyAACO/FPCKHLjhgoPFFFIGaNkTsq7miigkljJCNioJGJJ5oop9BIgtNefR5biM6dp1/FM6uY76DzArJnaQQQR1ORnB7g1n6lqN1ql9PqF3KZLm5kMsr4xlj7Dp9KKKaKh8RSLsCcHqOaOdvU9D+lFFBUtyWMsynLH5RmkLsAQD0GaKKRqvhJdzGx8wsd2Cc/jitaxP8Aoqf7ooooXU52WgST+FTIf3JoooQjO1An7OfZhTL3xJq2p6VBpl7ezz21tI8qCSRmJZ8ZySecbePTJ9aKKaBn/9k=", 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", "info": {"video_id": "41262", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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87vzPqO9dTax5snHrW1OKjGyC1jJguYxfStHgK5DYAxzjmt2NldVbrkVx24wXTISAFcmuttdpgAB96a0KlG2gW9mkRhghGEBJ+nOaoeJ3DLFEp+Ulj+grWjkKMcHg8VheJBl4OQDluv4VoVBXdjmiWBwOACMCn7Qq42g7zu+lSF2yD8mc561HzFiUkED0NQXy8urRp+HCE122YDu3I/3TXaXOoQQ8SzopxkKW5NecDMi7IywIOSScU5FJYMzd+u7pWc6am7mU6XtZcx1F7rUaxq4jkKP91tuAfoaj065NyVxkDJCg9qw/LVrYbVXKHqWyW7nHoAP6VtaIowoC4IJzn1zTpwUXoTyqOhFqsoRmgfO5nDrj1FW9OufMUdwRVTxDGyyxyLnOewpmiSgMwPUc8irtZlOPu3N88rt9qlRBFaKjgEsOfpULOOAO9PGWUr1x/KrRKOFY/KPunPPSow4U5Krj6UiTyrIoc5GOBipDOccqp/4CM1DOpS5k7kW0SCRwdoXgCtqz1C2WCNG3KQoyNuaxS77c7lAfnGPzpvnSsASWGPrUTipKzMLJ6M7ayuLWU/JKpPpTtRx+4x/eP8q4pZ5c/eP41t6ZcTXBAlYmOMjaDzisY0eWSaJdKzujZuwJbKQHqBxWDHHI17GEHCjJOema6CZgIWA7ishY5BIRGuRnOa3a1uNGrGAoHzbmI61NE23cS2TiqcTNtAYYqZmCj61VxIoeIyJDaFR1DE849K5/ZIfuhiK1PECGYWwB4Xd3+lY8aybNg/hOOvOacmbU5NWXQVxL5ZQq2CQORVm1u7jTroyWbbGMe0k9xmq7RykgOrBO5NV8EtlTj1yancma1aZ0I8SaozEtODnsCOKmTxLeoyHG8beR71zQjc9MH6Gp445+gDDIqXCL3QOnBrRHV2s5upJLjGN5zVPXdzGJUUEtx0q5Y4jiC+wqG8HnPj24qlorER0I9Ot0iiCu+89wOBWiTkZJxVCGCWIg7gRVxT8vNAt3ctJMoO3sVxXE4DgAFMkn+LpXUh/mzXHGHymVgwzux1qk9C4tp3RMYZByAOO4YU0ceaZNpb6j0pwgkPK4Pvmq8qhcBgC3fmkaVHsx4JIUNIOBUqEA8sp47HvVVVHTfz9KlWEk8OhH1pBB+7YuI8imPjPIxz7kn/0KustGxCF7GuShgk86PJUgkZ5zXWWoxbrzz3poymrM5zUoimpSjLBTyuOnStfTp2a1UBSWIwOOhqpqFukmoCZ8lVGNvbNXbW5BXC4Ax2o6icm0XVcKMHmsrxLJGv2QuwXhu2c9K0fM445NYviHbN9nLnpu/DpVIaMgIGVT5iDI75FROm3GZFK7vU4pYVDIP3gAzjnpRJGE5MiMMHgc1Jq25QuNZ1eRiHwCMcUqsg/jI/CoPlJyxP4CpQiH+PB9xQTBtFhTuJZGUfLtJNb2jM2wk8EuW/WueSEHP71a6XR4wkSZOcrnNCJmtLjtcj82wDD7wYGsrTFcTq0SsRt5PYGtzUEWS1aI9G4rNgc24CBNqjjgcUMlSdrGsFcHdIeccAdqnhchskcCqaTBlHenbyGyT17VSEjjDKWkTsqnPHNTCYqCNqHnuM1XjkEbkqvep1uBgful5qWbQaWrIJXLc8cdgKaS6YJbOfQ9KfLKWU4wAT2FRh2ZlzgY9utIiT10J0mdOp/StrTJd8Zbj73YVgFyQQDnBzxWvpLExMW/vGgTlc2pZPkA96kijGwkdqqM2asQyfuqCWKzbTxSFwTyeKhlfFL4esE17xCdOudQltVaOVo/Lj3FnVCwX0A4OSfT3oAydcm/1JGf4un4VmRI6p06nPB5zTpppZo03MW4z9KYvmD+8B3qmXDuPdZSOQx+pqER/OQwOB2HWpC8hGCTjOTk9qiaNwxYd/epHOVxUVj/ACBqxA7eaOMDcAearbGWP7vOc8VLBGzyo4I2lgetBNzqIXwKfF80hz61XR8L+FPjfEgOaCS7JhTxUG/rzSyuOpNZd9M6REoxByOlIEX2kCjGeTXJgM8gB+XHTPrXZazpWnWvh631XTNUvpw10bXNzCI1uCE3O8Qznapwp3eo75A47y3ySf51XQcdSYxu2TgVHJEVBLED8aCCo5PTk89qChYEEjOc5pG0paWGMq4TBAz3z1pw+UZBHXB+tCwMCD2+lKYXaTaRgNyCBkUGWqL2n83aZIO0npXTQPiMCuVsAYr1U5IwTnFdCr4U4pkvUcVEshyOKd9njQgqoB70yFsSY9alnkHakIN+BisLXyxEGMc7h/Ktvw5BY6r4oTTdTvri1gnbak0c0UaxnqSxk4xjPA5JwO9YWv201vq11YyCdfss8kWy5AEi4OPmC8Z45wcelNFJ9DORPlADjHv2pWi4yzrTAm3JJHy9aAMN1wQe3vQac1lYaAgduVP19O+KRAMD5upx9KebcseD+FK0LeXhSDjnmkRruLG3zD5/4sYxXU2j7UT2XFcsYGVdwDb+u33ro7dv3SH2polsuTtvAUnrSogAzioGbPfpU4kHl/XrQSNOF9qaWBYc1Sv52S3JVipyORWlr/hvVPDmgaRqN5JOs98ZPNhMZAtwAhQMf7zK2cdunUGmh3OOcBUyFGfpTZP4sAcAYoopPc1YgJyx98U8gAAjvxRRSZI8IocuOGCg8Vo2ROyiikiWXc1LGSEbFFFMGQSMSTzVK01S50XWBqFps8+Itt3rkfMpU8fRjRRR1AzWYoqhT7VGXO0n14NFFMuPwjCxPU/5FSLIxwe+TRRSYQ3FZ2C8HrnNWLRi7oT/AHsfpRRSCRsJ94fSpE+/RRTIFnJrNvTiE9+RRRQBf1zxXJ4ghtoZtJ0y1NuixxSWqSKUjUHCAFyoXnJwOTzXOFiepJoopl0+o0MzMuT7fhQrMpUg9gaKKOgluTNlMEEnjdzSwsxuUTcdpGTRRS6Gs9ixak/2gR2CZA9OlbOTRRR0Odj0PzLTpzg0UUAULfXn0e4uYzp2nX8UzhzHfQeYFZM7SCCCOpyM4PcGs7VNQutU1Ce/vJTJc3LmWV8Yyx5PA6D2oopocfiKLE5IycUfw59v60UUynuTxruickn5B8v50xyRHkEjHT2oopGn2SRiRbp68HNb0X3BRRSRix+eTT1Y+WaKKZJn37H7Of8AeFF54k1bU9Lg0u9vZp7a2keVBJIzEs+M5JPONvHpk+tFFMD/2Q==", "info": {"video_id": "41262", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "41262", "label": "tearing paper just a little bit", "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": "22e7d796a51caabcd763f4cff2afdc65e28b655b5f939f33276c0ee227e2fcbf"} +{"episode": 65828, "episode_seed": 792995667, "split": "train", "timestamp": "2025-10-13T03:32:04.388302", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 792995667, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deodorant 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "6582", "label": "letting deodorant roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "6582", "label": "letting deodorant roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3a4399d084431668688d02572cf3ee0f01084c7a4f63131d839d10bb912a66b8"} +{"episode": 65829, "episode_seed": 2886560720, "split": "train", "timestamp": "2025-10-13T03:32:06.578161", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2886560720, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting a marker 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "46232", "label": "letting a marker roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "07c1d007c36568f5b146500daaece25a517cdb37519c4113854106e88823a042"} +{"episode": 65830, "episode_seed": 1215054095, "split": "train", "timestamp": "2025-10-13T03:32:08.656807", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1215054095, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing pineapple so it spins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "149865", "label": "pushing pineapple so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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XF9BbRHGY4w3CY6Z759+tenQqz5bwep8zWoU+ZqSt6f1qdpZeJLiGQJPDvUHBEh5H0asbx/dXc8dlc6O6RPHvM4aIO+046D86bY2OusZPsIS/tj/y6zNhlwOqnv8AjVDVL9bF7K8mgltCrMjLKjccjO38q1qWabcLPuupjRU4TSTuv6/rqcdP5mpvvUvLt4aJlVgTnqF4Gev0p2jPYJqIjnPnQOcKVj2lT6jnpU/iIHTZ3htiypcqWdQo2hOuB+vPpWPbzxw2T3Xlq020KhYfKhzycf0rnil0O2UpS1bO+sp45GW5A/1cucA5PI6n64rP1XULWfX4YpmxGjGRggxn2/pWdouptZGddQ84z+XvMSEE4xkE+gxnNYl1I1xPCVb97Id2769qwxGlkelltLnk29kddc3trcX8EFvb7JUcqjg5WRSeAQOR9fetySW8tQ0Rmt4YmeMKVui7IAcjtxz34rif3lhdwXCy4YEFia6e/wBesby38oxKgnQb3RicMO9csJX1PUq07WS1R6ZZDUIFaGOOCS2fl7gS48wtjJC9icn8ea4rxFINBlaaWN9RRc/NG/lyAHoG6g/h+VW7W6kn0GOCG42usiPE5PzAZ6n0q74iZri0LhESeW2T7ROwyFXHIA7E5IzXbQq3dkfPYrDpayVzK0rxFDqdoJtMR43jO2W3d8up9QR1rprHxBNzDexhiOmflf8AKuD06ysJLQQWu1LjkF4vlYe4NdINJ1+0tonmjj1O0+6JFGJAO27P867rya/eR5vPqvmeXOmk26Tt5f1+v3nmd3bxtcI1ztYqD8pbkenI9ak0y7kEs2nyOrRzsfIG3jfjIx9QMfULWJbwSXLmUo/lxgGQk9Bn+VSrrtvaS7hGzRjBTJ5yOhqOU6bsUXn2CYvMm5jEwkXIBAPTPufSsSU3RTMiEQ7sRsOhxXTahAmsvDrVkYltZ8mSIj7lwOHz65BDD2PtWJql4DFDaRDdHEzNvxjk9qmavBnRhZcteLM7ceuaVSjcMKjPXI6Go2B6g1xpH0vMXAsanIrX02+IZULbU7471zSu5OMmr9iwilBYZPvUThoQ9dz2HQb8XSJaEfuvLZip71o6FHBH9pyhQDYgCseTzxnniua8JMFjnumP8Oxc/rWzpOouztEI1eNn3YAAII966cC3E+cx75pXQ74kwpfadpMalzsaQEj7ybtvHvXG2ky2dwbOaIy20ygM7DA9M+wydp+vtXQfEG8kmXTikjKx37kwMdFxXIubRCsV7JHKXUhjt+ZeK6qyvNs56TagkNJttOvyUi8qGCVUZRkkg84I7k1zurzwjUpVtUXaWYiTbglT2/8A110mubb2G1utPd5wcxOVPMT4yW292ZR1+tZN4sFhpNxG8WySXaIgSGKjPP0HFZpe6zenLlqJmVZzqkmG6e9X1ZBJuSshI968dasIzjrXBOKvdH1UXdG3DqPkuCFFdto+tNJCoXDPxgDgCvOIxuAJFa1pfNblE34UdhXNLTYipCLR7BcXHneGLpBL99QGf1bIzWPodhA93Hh8jy2ciRRgHtmpNKuHvNCkDLtVVAA9Pel0ie2jEqyRt867N5bO056Yr0sDfl1Pmselz6HoehSMtpIryBgfbGDjnI7V8+aEV33FrMCILoshjkGAH5wM+p6Z9we1e0w3YWJXtgDhdpGeTz/n8q8QuGS/KRoSxQ4y0hXjoRkD9e1dmI1szjw7tdFGfTH0/VJJJo0Me3aqq/zbP7316Y/Gs/WbKS1Yw/aFFu+J2ByN279MgdB/jW9q6TvZQX0yDzXVoZFJGwOOrsx6Lj5h6k4rA+xXOuywrLNKqohMbyYyVHJ47ev5VhA6GVPteyWUwSu8T42u45IHTNWruIJbR7AMY+Y45z1qg0UYXZGzPz1Ix17YqdXeUrG752jA98VyVI+9c+pwrbpK21je02/T+yZkWTZMMFD7DqP1H5V03gfUbYX7pNDDIWkCp5rAhGI5PzHueOlecoCLnylLJ2NbkDx6XeWd4rnZGwJ2gHocjr71zTiovTqaVIc8Wr7nqls9vZz6lAjkojB7ZY+MJ1LY7ZBwfpXNCzudQuVllSU7pNoY8nk9yfSr/hLXbmTS9QaL5jMyq28Dese7nbn1BJx7Va063U6tGjSxqolDZdsFsdOK6cA7XR87mUWpHYeFCtpMLco3TiRhg8f07Vh/GKBpm0YRQeYXMu8p97HycgVq2E8tugnkkUu7YZSOvfPoOlYXxG1RJ49IdVMrfvQCo552/rXr1VendHkUXaoce0A1TRjaiWP7XbAgGQbjt45z+h+i+tZFnYRTx/YMq6qpdHUHJIweR7nn8q0LOGU34niVAWYebEEIYoeGwc9eh+oFZGrxzWWoNYo+10J2Zk5ORkyH0X+6PxriS1Oy90ZEU0dtcyl5ZJZ5EKgn+An72fXvSRzujRTbvmTBWprrToLTT1vd5M0rlditwMVT89DEin5SDmsMRH3j3crkvZv1Naa6S8lDdN+MgetbJsoo7USwPMWUglXI21iqsAjikYdDyAeorXvNcS4tkghVwvdSQc1578j0p3ulHY9Esb7T5NItDNbgyuVUS56HoCf8Kd4pSRIoIYGLEsMuTgBe2TXGaZdXgsIo/sLtFEVYcZGc8fWupu3a5sF8xyX3lzuPTOO34Vph5Xqo8jG0+WmxNB0kxyyTNES8ZUYVgeTnrjoK9U0iYy2Kb12sBgjGPxNeeaSi/ZCqXCl2lBkXGBjHHXqK6i01L7NKIfMYr0jYjtjj8K+ghZxsfNVL81z55vJfJ3kysiyrgqp4K8cVy940ayBYyeB1PrXSX+wuYZSAm77+funHP4Vh6jprJa/aIJElVRkqvUD1rn2OrqavgvVUW6uNEupAkGoYWJj0inH3G+hyVPsapaq1zFKsMkZjmEjRmJV/iBIOfWqOn6abpIJlY72BOR/CQetdH4snbcmsRKrXLosU5U5KHHDfVsHn1FS5Xdi4q2pz5yjFH4YdRnpRuArIF2Fc7AQM8Z61cju0cdQDWEqTR7dDFRmrN6lwSAdqlgJeYHtmqfnr6irNoWZgwGc9B61m4NmlatGMbs9H0W4caYVRQMA4x71esJ44J8AEgLy3tXL6FfGCCeLduc4OOyitW1vAflUDyzxu9a3ow5T5+rO7NDXbwo1nNB5TtErKVk5GCBxn86861FpF3kzZ3scAdf8APSut1QRNE0YG0kYBByMj+Vcfqmn3MaPK8UmxTksF4AraTu7kwVkiz4U1OO11f7HdP5dveDymcnAif+B/wPX2JpuuOIbi4SSHE8LhZd54Ujg4H8vrWBHBJervU4QMEy3r1rp9e23mjWWpXCvvRFivgq/fcDCc+pXr9PepbszZLW5z8EpI3AYBPSrPnKRzwayZL8m43bl2H7qKMBB6VcjljkwSeDXPUp2dz3MLiIzja+qLKtMxxFk1r6RptxNco854z0rKguYoWJUbq6bQmub+ZVClI/X1rnkpbJE4is0j0azVU0XyF+4q7mA/iNU4bmOKeJzIqmQ5CqatSXK6ZpwBwWIAC9652O7ha8Mgy2GJXoB16110Y8qPDqz5mzt7Wffvy+V+bPHUZ/zzXj2sXosJXsY5EZYzy6jO7nsa7mB2SVNtxICB0P8AnmvNtZlAV1WJRxjgdB6V0TfNYwpxsy1petvrVw2iai4NvelUjZz/AKuUH5D7DPB9mpmqI1gssFrEY2wyySOeUI4KnsMVx8smMOpIOc/jXVazP/bWj2/iFiN7DyLxAOPPA4bH+2OfqDUPTU6OW5gwThZl2/Oy/NnOc1c88eeskS4br061lEfYceax89wCUX+Fff39queejWwKEiTPBHTFY1Ya3PawNdez5W9UTXN6TdGZV+ZTnHetG3OoXyRXDW7hFHLEZDj6etZ0NlHNp1xfSSBShyqYzuPoa7Kw8Rx3UlsF0+cQxDJCrxvx8o9h71zVLJWir2JliJ810WfC6S20VxJeJIZIQu2JSB8xI+96DGa6LzVllMoYuXUFgBgA/wCNcx5sllcSw3p2XE7rIxU/dz2P4Y/KrySMLZLe3kOxgGzngA9fwrfD03FX7nm4qt7SV9zt7S5ZDtG9twAILZ3ZHNY/i5oRHbtOdrRhzBt5EhyvGOxx/Kq0Oo3ELDZH5qKQu8nIIx3qr4ou7iS3gyPlGTyMkA44z+Fdrl7ljzow984a81e63F98gdhgknoK2dMuodb0qS4u1SW8sVVHLckwk/K2O+0kg+xFcvqMkjSguvGPu+gqLRtVfStajuApe3bMc6dpIm4YH8P1xWNkdfLoWdYuGadXllQkZ2onIAB9unSqKxS3Cho04J4q/r2kfYNSe0Eh+zx4lEzD76NymPUkVnWeoyQzkQptQ8qCcn61lUu43R24Wbp+6upfls9Ts4VaaMmE8564qfTpITMDu2/U1etta+0xC21EKsfTd2/Gqd7FpMV0FtJQc/ew3AribcrxkvuPSpYiV+V9TstD1iT7SESQGKIZAx3PFbrXy+e8MmFWTgsDku2On4e1cPprwWyidQ248JnoT71q217b3Nxuddkg6AHAyBV4WjZ85xZhWjzciOusm2tsK9EO3JIP+c1vW80ksW1dvy4Kh+R7j/69cLbzP5sk/m/vCuFG7P1zWzZ3t2S0bbQByrKc4I9K9SErbniVI3d0eb6zaeU0hyWZxuOfQ9KxtGNzFfqq28cqFSHMnReDzXWXtp9ujVi+wxkhm9Fx3rCmuRC8kEA22oA3OernHesJtnYo6FTVLwWSrb25URGLDSqMFuucelZ0GqtJp/2ebJUjyz7rn+lWLoLcwqNgAY4BJxWM8LQSMpYZVug6GiCVgtqVbiAwTsv8PY+o9ah5UZ5FaAjW7QqzbTES2e5XuPfHX86ozPuf5RhRwM1vF30MZx5dRhlkHAY1s6ezm3XacSIS+c9RWOy8Lj8av2KkRllchxyFx1qtDGTl1Z09lfQXH7p38lpOCwHOf6iuhs1ktwVY/IYyyPg4f6VxDEqyEdUNdD4YebVdfbS5dUntYJEkaIRpv3OqFgvPC9Dk+3vU8uom9DZmVpWdipABG5R3JHb8qwDeG1u1juJZfs7OQ2xdxxxzg9eK1PD0l1qVhcyvMZiojC59CDkfyqWa2jtJlM8atORlU6hPc+9Z1HY66MbwuY08Vnoybo4pQJpGdIiecDoT6cf59M4a158ElvdMHC7kIHQoeePoeavasqywuskh4bOSOc/X3rk2jdGIAPrkis6avq9zSxWnjMUxU+tLDPJH0PHpUsmZI8Dll6e4qu48s7Op74roWqszB3py5ouxrafcCS5jVxwT2FesaPPbWFmHVQrAfebivF7eWSHbIh+YNxxW7a6hf3EhdpQwUE7C38qzdFN3KqYiUlqdzqfiBdQuPKt5sN0LHoPb2pumiaKVYJ1IdstgkEYA6g1xcoDBZUHzHDZ71tSaxNDpQReCGVo3wNy+uD6VSjbYwb0OtjuW8wshJICkox4yODXNahDZTqyT+aj9MrjGauaxBFBoFvqen6vfzKbj7MGniVFnwm5niA52qcKd3PI9wI9R0+aeQ+Tne4G0/wBaJ6I0w65rnHLpUqXk6TIzRlMpJjjk8Gte3uLe0sruxeQ4lK+YicBH/hc+u0/w/wD6qs6qZ47WWNrh5LsKoeU9wvZfoK4qSZxcE9OMEHv9ayjeWpu1YguTLHK8chyyscnrzSw3TooQ8qOg9KWf98u8/eHX3qALkE+ldFk1qYOU4TvFmzYxrLfxREhmeQBUJ4P1r2/wfo+mJ4M1TULt4Z4LUyfvV6MFHY9xngeteB2t3FApLWyyzZ4MjHaB7gda6yDxxdR+FV0GJtiTyiS4YY+cDGExjgcZ4rnnRcmjWpiLrQdNM8qi4QvIZTkqWyV//Vmr+n3YclMsFTHJPINczLMySM8DDy+u0+tdBplzBfRoLgrBOcFZVXhj6P8A41raxg3odMLgxGPjOCwyGxggZ/l/KpNRuo5o4niBcInzg8A8dPasXS1i1Dxk+n6hqFzZxSS4V4pYo1j7ksZOMAZ4HJOB3qaxW5W91Sxupbn/AEWUxxx3OA8YBbIOOAenTI5ptaXJpazSM28sotXieK2tik6oX3qeDgZOeenFZkFolpYxPdKF2RkkDndk5A9+1b0mkoJBdSMdqrhUBxv/APrVz+uea032lVwVXbt7Jj0/P9K5r3djtUbEuvXEOo6ZC8ZIMCh1Ocs6n7wY9yDjGO2a5/TV8+8Rd3J/WoY7iSMBNxxuJwagkzDKskRYZOVINa8l1ygpclpHo82ixnTi0g2krnNcK7x2106JIGIOM0k+vam9sbd7tyhHOev51WhgUtG8u4K3PArGhh5Qvzu9x1MS18J09ndg2tukrZiYnD9wR6fyrQWR45JG2hkXgMp6e5rnra4iaJoymBgBeO/tV+xurizuo9svB4yRXS4paI4+ZvVnZ6fcKyh2PIwW7g1qWV35UxV0LEllxGM7j24rl728jGkSzWcjQTsyCSMYx16r/hUmtaTrfh/RdKvLi8ukkvTIZISuPIwEKAnH3iGzjt+BppXMnLU0daURRpapxEQMj1+tcpPh0uEIGFGBiiis5bHos53U3ZZVQMQvlg4rNZ2b7xJooq4fCZS3HW8rRTK6nlTmn30SRalNGgwiuQB6Ciin1IfwiPEpjH41dtoVNp5vO5enNFFVHYwqfEXpkDWaSn7/AEJ9abZ6jPousLfWmzzotxUOMj5lKnj6MaKKa3M+h1Xw/Yx2uqYORGkZUHkZ5FaM4DKzNySDk0UVjU6ndQ+BHJ6lI0dsNpwW5J9cVzU87yjc5y3TPc0UUoI1l1IFYht2eaZcIElYDpmiitVuc8/hLMCgQuwyCCMVbgYrtIOCTzRRVLYwl8Zr3AAijkAwWBB/Co53I06SM4Kh1Iz1H40UVKD7Jr6h4nk160jhl0vTrb7MiJE1sjqVQZwgBcgDnPA5PNdbqMa2unQPFw8uNzd+n/16KKmobYTqcvqzlQcY6DtXEXKh5ix6ljRRWVPc6ZbEC8NjtUc4ChVUYGM0UVstzGp8DH2igpOT1Cf1FWkUW92oUBsDPzDOelFFX3OV9C6QFUkDGXPFW7QYiOONrDH40UVBXQv6drj2E97HJYWF9G7B9l5DvAZehByCOpyM4PcGuj8JXMurX+rX183nTzOJXZhwWO49B29qKKJ/CFD+IixefPcSyEnJHTsOO1c3dRCa3XcWwzFSAe1FFc73PQZyM6KkroqgANgVEpwrHAO3kZoorboJlb7z5POa3VhjktIWZeVjIGD6GiitOpxS2H2Y8yMQsSUY5x75qy/3yfR+KKKliRavsrpaSqcM7gnHbBPSrF9rupalpFrY3d3NNDAzSrvkZiWbHXJ5xt49Mn1ooqkZS3P/2Q==", 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r26jmu6hUcl7rsz53EUIRl78fu0OmtdX1C0YkAGMHOcZRh/Suf+I2tXDf2TcWlrbEKZFlkky2zO3G3Hr/AIVd03R7+5uPN0i7SPKgeRLkxOPXH8NUdbae0ubW11eyW2M3mRMCw2vwMY9eoGfcV0VG2ryir9zlpQcJrld12POL2SXUGJeUy2rkDYwYAHnrt69M81L4fg083RjnkiDxktA8YLKcc4OR7dah1mR9K87To2QqwzIVGCB2APoRjNUo5IrO1NwqmWdyqxr/AAgY547+wrCKOyU5S1Z6BaXUNsq6g/8AqRuLqTkN359+a5iDWherdXMsskdyqlYwG4QE9BnpzTV1Er4evIbt2SaQgeUUwwJ4PsOAK5mRDbOpYHJAbBrmrwUnynsZZBcjl5naadFdtBBqBuAryylpFLhN3TGOxNdzpiy61EFhuCLU/uJ3lYSMW3ArsA55OOT0rzaHVTIiRqNzgh1GP4j1GfSul8P6vqOj3MenxlY4pyrqXQlT/e6Z/wARgVzJ66ndXpScbxWqPQ5J/wC0tEa1ijazvcCdpkyxiZW2NwfQ8EehNcfq17DoUm/Uhcvu4MlmFZXPuDjaa6nR9TMviFrWLUoHjuXDIdwZgMZK88kkDGR7ZGaxPENrbvY3VvbmK48xtz3D8KiH7oXP8R7n8BXfhqj6OzWx81i6Eeb3l+f5liw8QRNaRXWlu72r+owyt3DKK6Oz16G7gKXcKoR1Zen1I7V55p2mRRWaJpE/2W4bBZ42z83+0OhFbzRatBJF/aml7vN4S5tcsGP0HQ12OTnZ1Y38+p50qbhd0X8uv/B/A4G7t42uEa52sVB+UtyPTketSaZdyCWbT5HVo52PkDbxvxkY+oGPqFrEt4JLlzKUfy4wDISegz/KpV123tJdwjZoxgpk85HQ1HKdV2KLz7BMXmTcxiYSLkAgHpn3PpWJKbopmRCId2I2HQ4rptQgTWXh1qyMS2s+TJER9y4HD59cghh7H2rE1S8BihtIhujiZm34xye1TNXgzowsuWvFmduPXNKpRuGFRnrkdDUbA9Qa40j6XmLgWNTkVr6bfEMqFtqd8d65pXcnGTV+xYRSgsMn3qJw0Ieu57DoN+LpEtCP3XlsxU960dCjgj+05QoBsQBWPJ54zzxXNeEmCxz3TH+HYuf1rZ0nUXZ2iEavGz7sAAEEe9dOBbifOY980rod8SYUvtO0mNS52NICR95N23j3rjbSZbO4NnNEZbaZQGdhgemfYZO0/X2roPiDeSTLpxSRlY79yYGOi4rkXNohWK9kjlLqQx2/MvFdVZXm2c9JtQSGk22nX5KReVDBKqMoySQecEdya53V54RqUq2qLtLMRJtwSp7f/rrpNc23sNrdae7zg5icqeYnxktt7syjr9aybxYLDSbiN4tkku0RAkMVGefoOKzS91m9OXLUTMqznVJMN096vqyCTclZCR71461YRnHWuCcVe6Pqou6NuHUfJcEKK7bR9aaSFQuGfjAHAFecRjcASK1rS+a3KJvwo7CuaWmxFSEWj2C4uPO8MXSCX76gM/q2RmsfQ7CB7uPD5Hls5EijAPbNSaVcPeaFIGXaqqAB6e9LpE9tGJVkjb512by2dpz0xXpYG/LqfNY9Ln0PQ9CkZbV1eQMD7Ywcc5HavAdLd7C++1To0MbNtbbyCp7gdyOteywXgSNZLYA4XaRnlufT/PSvGJJBdRNEIiiK3DMuQDnOevXk124izszjw7tdDNT0sWeppcpLb7CMwoqnGO5z/L6isrW7OOO2huFlaCO5XzCMZXcAAB+XSt67tJ49G+0sEP2Vj5bAlI/LP3WPfC8jH+7XOQ2X9qyxQyykW7sQrFvm7/NjsD6cY4Fc8VqdF+pVa6WXyVgDpGsWwK3Xrk/qTVmzvvKt5LVj8pOVPoaou8dvesiAmNGIBJyfSp7AxSzMDgjrzXBWWrufVYVxdGPoa+lwQXLu0rSjngxkf1rq/CzxWesywTL5sLrnDnlh71zGlajbaW0gKOzE8EMMY+lTWOoXEmpi5jhaVxnkc1yttalVFKd10PWLJ7O4F3JbqYVjbDx9zxzn3rjpbS4u7qaSRQVEhwrOARk4HU1c0a6uUuHWaJrf94rvnjJ68n+lSwQxf2kPNlWNC4LEgk/jiu3Au7bPAzCHLZHY+HIjptyLcRMI/uszfnn2rmvjYvmSaAFDBt0xDgZ2n5MV0VrI0TSz+aWkL8YGcpnv7dK5f4kaskkekuXbOJQB/wB8/nXrVFenoePSdqhwut2LavpqXkKwtcbfLmZmxtIPJP6H6N7VjCyEliQg2SWaiVf4g4GcH65OfyrV063l817eNV8i6BjBMpOw4ymcjpkkE/7XtWHcS3UFy0Fv5yuVMZHCu6j7zMB90ckAfjXIlqde6MlzsM4lumkupCD8vIYdSWzznNXbOX7VKzS4bavAIzz0qCXSUsYYLl7gnzx5iKFGAOmM5qGNngZ2Q7QcoQfSscRG7PdyyT9np3LtnMbfUPnwCT6cVu3uoIL8SRS/ut6tFyRs5H8ua5l1/debyx9R2NXdNgW4QmRz90gf/WrkqRXxM9Nq71Z61JLaXPh+G4tI4Laa3lCr5eNyjgM24HIPIbr3qPxFO1w8MNisrRSchc/KwI/Lrk1wmj6w1vFb6eskgYTlnIUYAIA/Hp0PHNeh65dz6lKJJhGvl7VjVMBNmARgjvnIwaMPpW1PGzCm407epU8P6a1szTskuVbYF29TgHJ9vavXNMkjutPTKKFYA7M9PpXnelRMLSFVnjKySs0hVs4PGOfaupsNVETmF3UnJHTG7HH519BDWJ8zPSR893kvk7yZWRZVwVU8FeOK5e8aNZAsZPA6n1rpL/YXMMpATd9/P3Tjn8Kw9R01ktftEEiSqoyVXqB61y7HZ1NXwXqqLdXGiXUgSDUMLEx6RTj7jfQ5Kn2NUtVa5ilWGSMxzCRozEq/xAkHPrVHT9NN0kEysd7AnI/hIPWuj8WTtuTWIlVrl0WKcqclDjhvq2Dz6ipcruxcVbU585Rij8MOoz0o3AVkC7CudgIGeM9auR3aOOoBrCVJo9uhiozVm9S4JAO1SwEvMD2zVPz19RVm0LMwYDOeg9azcGzStWjGN2ej6LcONMKooGAcY96vWE8cE+ACQF5b2rl9CvjBBPFu3OcHHZRWra3gPyqB5Z43etb0Ycp8/Vndmhrt4Uazmg8p2iVlKycjBA4z+dedai0i7yZs72OAOv8AnpXW6oImiaMDaSMAg5GR/KuP1TT7mNHleKTYpyWC8AVtJ3dyYKyRZ8KanHa6v9jun8u3vB5TOTgRP/A/4Hr7E03XHENxcJJDieFwsu88KRwcD+X1rAjgkvV3qcIGCZb1610+vbbzRrLUrhX3oixXwVfvuBhOfUr1+nvUt2Zslrc5+CUkbgMAnpVnzlI54NZMl+Tcbty7D91FGAg9KuRyxyYJPBrnqU7O57mFxEZxtfVFlWmY4iya19I024muUec8Z6VlQXMULEqN1dNoTXN/MqhSkfr61zyUtkicRWaR6NZqqaL5C/cVdzAfxGqcNzHFPE5kVTIchVNWpLldM04A4LEABe9c7HdwteGQZbDEr0A69a66MeVHh1Z8zZ29rPuD5fK4bPHUf5715Rq12lriGykkaFlyzAYOccg/TmuvgdklTFxICB0P+ea4XV5Zwzrja3IJxjFdE3dIxpxs2VLLxDLbXw+0sz2cg8ueMnO6M8H9OR7gVra1Cums1vbGFBgZkB++pGVYE9iDmuJnf5TlcN7V0NtI2s+FfMl3Nc6QPTl7dun/AHy36H2rN6K50ct9DCWQM3lxnec5DEYz2q3a6bqMrsbdDuX8KzpQbLlhuuG+baDxH9ff2rZ07XLyAq6ICO4Nc9ZSWsT06FaXJyroVy8iSlLtGWQdq6LTr9bKJZYpAJO3eq88mjX9u891IqTAdCcHNU7BLaSQKhLZOAAa4p+/HZo76VdzVpdD0m21B305RIFlK4JBONzHnmpkuBcstwjF3xhiOgPp+VcmuowxQCBUzFwNx+9nPNaMcyNbiO3k2rJySWxzmu3DUnCJ4eKrRnN22O1spzGEMYwdo5DHGc/4d6w/Hh8m2tr12jxFu2J/EcgfnjHX3qOC6uIgotmDKoXaSfmrM8ZXLSW1q0iLyrkDsvTOPrXa5XjY85R944abxFdW8jvBKQz8naNorZdLXV7JdfaMGa5by7hVOB56jnIH94YYe+a43UJd1wQU2joMDGBV/wAJ6iovJ9GuJNtpqQEZc/8ALKUf6t/wJwfYms7aHTbQg1S5le4WSfCKq5WLOMD/ACabDOv2fY6ZB+Ycc1Bf2Esd5JbTERtbZFyzD7pB6e/0qO2u42l2/PsBwN3XbWdSPNG56OAqqEnBu1zQF2Us2jZfkJ4NJYXt15n2aCFpQwOVXvx+lVv+Pi6WBThHcBS3at7Sr228O6ncwrE1yXRSHUAFT6VzSSUWrXe52VsRK9ohb2t/E8ZePGw/OzDGM4xk+vWvQhLFFEbIFwFRSXkwWkbA6egz+dc209xfaWhW3eFIWM1y0oxl88ADv9fYCp7e7iuJzcI7B0yypnpjHH0ooQblztWODFYhzjyyep1djJt3/f4Xscbv8TW9HcPIA4QOyHbycFl9j6j0NcNbXE6PJMXLM5AEZbGRW1Z6pdEMDFsaPn6j0NenTlY8epG7ued6zaeU0hyWZxuOfQ9KxtGNzFfqq28cqFSHMnReDzXWXtp9ujVi+wxkhm9Fx3rCmuRC8kEA22oA3OernHeuabZ3KOhU1S8Fkq29uVERiw0qjBbrnHpWdBqrSaf9nmyVI8s+65/pVi6C3MKjYAGOAScVjPC0EjKWGVboOhoglYLalW4gME7L/D2PqPWoeVGeRWgI1u0Ks20xEtnuV7j3x1/OqMz7n+UYUcDNbxd9DGceXUYZZBwGNbOns5t12nEiEvnPUVjsvC4/Gr9ipEZZXIcchcdarQxk5dWdPZX0Fx+6d/JaTgsBzn+orobNZLcFWPyGMsj4OH+lcQxKshHVDXQ+GHm1XX20uXVJ7WCRJGiEab9zqhYLzwvQ5Pt71PLqJvQ2ZlaVnYqQARuUdyR2/KsA3htbtY7iWX7OzkNsXcccc4PXitTw9JdalYXMrzGYqIwufQg5H8qlmto7SZTPGrTkZVOoT3PvWdR2OujG8LmNPFZ6Mm6OKUCaRnSInnA6E+nH+fTOGtefBJb3TBwu5CB0KHnj6Hmr2rKssLrJIeGzkjnP1965No3RiAD65IrOmr6vc0sVp4zFMVPrSwzyR9Dx6VLJmSPA5ZenuKruPLOzqe+K6FqrMwd6cuaLsa2n3AkuY1ccE9hXrGjz21hZh1UKwH3m4rxe3lkh2yIfmDccVu2uoX9xIXaUMFBOwt/Ks3RTdyqmIlJanc6n4gXULjyrebDdCx6D29qbpomilWCdSHbLYJBGAOoNcXKAwWVB8xw2e9bUmsTQ6UEXghlaN8Dcvrg+lUo22MG9DrY7lvMLISThSUY8ZHB/Ssi9miQ7Lm3EucnJJyeabq8EUGgW+p6fq9/Mv2j7MGniVFnwm5niA52qcKd3PI9wLV/ZC6bYhyWGBz+pomrI0w65rnMT6JJDqcVwsR+zyRs4Vz8wHT+dWbC8ttNneJAJJhFnax+R8cYOOvH5Y/KxdWi2dm9pGzMWQqZs5Iz2HoK4y7MsM6KwMew5GD0rCN5M6LWQmpRrbX0kccjPGTuRm7qemfeum8Nad9qhzgMuM5rk5GNzHhuWySP8KLHVL2xDG2uHjA6jPFOtSdSFk9S41OR+p0fifT4LNw4k2k/wnvWfpV2TeRqjjPIAHesqa6utUui08jSOf0qxatFbhWUMZDnnHI+lVSo8sUpu5lVxMnpHS508U4mtzLHtEpPzJnj8K07K4KSmJ12hVBIJ5+tcyW8x/NhOzA5AHBNb2k36T26w32WToGTG5D6j1+laNHPfQ6lZdoQDa2GGcjpkcH86g1u4iuLS2Z4pCqqwLY78dz1rN0zydS8YHT7/AFS5t4ZXCxzwyxRqmAOWL8YwOg5zxUaRXb3eq2NxJcsbeYxrHcAb1wSOQOAeBnHFNrS5NJ3mkc1rWmxSq0tgZGZeXQ/0NQwWcVsqXEw8tUVC25eQ39fpXQizuYFnleaRbSRdrRr/AMtPb9K5fXpZTcyEndGw+QfwqP8AHNYXbfKdnLYk8UXP2yYXcbuzA7ZyzZ8x8cSfiOMdsVzSzOkgdTgg1aWdjGEc5BGD9KqyJtcj1roiujOepdWlFlyOYzRknAKkc5rtvBWnw3d9ZnzYsSXQiVXwWl9eP7oHU+9efoRG43AsuRuAOM10Oh+IU0vWLa6S1RIYW37Qx3Pg5ALH6Y/E1lVpXWhssS7e9uepfEy2sNO1i00u0PlStD50pU8dcKp/U1wUVy0MrMyuvOFOeDVfVfENx4kvbnUb2UvcyvlT02joFGOwGKh0+/lhuPKlSKVWHzBhkH/69OMOVWOfmvqztLCUNg8DJGQT0JrSsdQjVGWYMuUPy5zznnFcxeukOjSzWU7BWkQkFcPH14+n+FWNZ0jXvDmi6VfXF5dJPeGXzI9mPIGFKqxx95lbOO3T1rRK6MpPU1NaURRpapxEQMj1+tcpPh0uEIGFGBiiispbHos53U3ZZVQMQvlg4rNZ2b7xJooq4fCZS3HW8rRTK6nlTmn30SRalNGgwiuQB6Ciin1IfwiPEpjH41dtoVNp5vO5enNFFVHYwqfEXpkDWaSn7/Qn1ptnqM+i6wt9abPOi3FQ4yPmUqePoxooprcz6HVfD9jHa6pg5EaRlQeRnkVozgMrM3JIOTRRWNTqd1D4EcnqUjR2w2nBbkn1xXNTzvKNznLdM9zRRSgjWXUgViG3Z5plwgSVgOmaKK1W5zz+EswKBC7DIIIxVuBiu0g4JPNFFUtjCXxmvcACKOQDBYEH8KjncjTpIzgqHUjPUfjRRUoPsmvqHiiTXrSOGXS9OtvsyIkTWyOpVBnCAFyAOc8Dk812upIsdkI0AXeMsw6nmiipq9DbCdTm70fvYkBIByMg1yeswIq+byX3YyfSiisY7nWYr8NkDHzYqO4OMIMAdfrRRWy3M6mzLOkKDckY+8pH6VcaNYZozHlflz174ooq+5yy3RoBQY/N/ikcbjU+nqHnMR6HJyOoOKKKnqLoT2Gtvpt/ewNY2N7BK+8x3cO8BkBKkEEEdeRnB7g10HhmSTWNX1K6vnMs07CWRum5iT6dvaiinLYVD+KhLuRpHnyeFOAB2ri9ZYuQpxgnsKKK5/tHoMwSoXketKACu4jJUHGaKK2MrFTq2T3rSeFSCefljXA/CiitOpxdCzakPBGpVeGB3AYP0qVDiUN3B4ooqHuVEv3LtBAyoxA8wDFXdS17Ur/T7XT7q7mlggdplDyMxLPjOcnnG3j0yfWiiqRnLc//2Q==", "info": {"video_id": "149865", "label": "pushing pineapple so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "149865", "label": "pushing pineapple so it spins", "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": "ceccb17d1c35b4135be31d9a35f4a282b3f29f5c44ebeea51e466d3fd5f607bb"} +{"episode": 65831, "episode_seed": 1516742193, "split": "train", "timestamp": "2025-10-13T03:32:09.384710", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1516742193, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "72497", "label": "showing that glass is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "72497", "label": "showing that glass is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "692ae9a2377e4647367b43094e3da048173fb693e64a159b2248b0e39bdfd701"} +{"episode": 65832, "episode_seed": 3267506274, "split": "train", "timestamp": "2025-10-13T03:32:10.460657", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3267506274, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick toy up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160022", "label": "pretending to pick toy up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "160022", "label": "pretending to pick toy up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160022", "label": "pretending to pick toy up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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100pwAD36Vzd/HlrgRnDkYGelVXWlyKGkrHnQS0g129uTN+4tZjJGCM7/AJ+OP1NO1TU/tmux3EKqsYZCgVdvHX+ZNbK+C43Yy3VyzEsSUjGP1q0PD9hbyYWIvgjDOckYrHrdnfze6zr9G1Jr10nd2YAtGuewGcD9a6JJQVrjNOmEc6R7duATwPauhhnJAA71pS0VjjrPU1lOU61UK7JgAR1zzTllAxlh9KcYg7hgGJHpxWhzmpbj51rUSM7M9OO9ZlrvGAuF/WryL8x3ZY57mpBowDOgUHJYfSs66ZWQ8ADvmri6fGBjfJj0zTTp0Kg/KWGc/Mc1r7zBJHNId6mBOduRvIz3prWJKncWwOMV0Is40kYogGecAUyS2G5qzjCxo53ZyE1kivwB9a4/xBprWd39oQfupjn6N3r0u6tMNzWNrelm80mZAMuPnQe4/wAmho3XvI85Q44zzWppdwsM4aRiFHvWMFf7QEQZYmuy8N6Zp0sqmeLz5HQvGZjtUKOWk29Ag/vMeewrGcuVEptPQ7HwHqF1/akdxLEsdhLmFJZZAnmN6KD97HtXr9uRs4ry2w8TaQTGlvJdAR8C5hgi+YA/dXeCQv5V6FoF+NQ01ZwGxvdcsoUkBuuBwKUJvZlVotx5mVvEUiI1sGJH3sfpXPT3CEEED6mug8SW0c5tTIudu7B/KsJtPtyMFM9+TXVG9jmSRh3siqyucFkYED9P603ynnUOcgdAMYxW3JaxhWARcH2pnkARNx2zUcmt2aKSSsigtoiDpk+p5qVIx+VWzEMU0R546Zq7CTINuOK80+IGli11OO9jXC3C/Nx/EK9TKHGcVzHjrTlvPDzSgZe3YOPp0NTLY0Wx5fat0BNdJpNwkE6ORkg1yYJjbrzW/pbq+CzAD3OKwmtC6crM9r8KXcbzRFD1U8U442/NjFcz4a1iztri0HnqDvCsM9O1bQtbrkGVDn2q6MnZkV1eVxl3tO7ByPQVjgIC6yEtg/Lj0Patd7GUlt0owR2HSq39mIlwJASxwOWqppuzIhaN9SgkUjOcKoPUkjOKtx2xbiRiw9O1XPs+2TgDGB0pREQwpqISlcW0gjtowkaALkkfnV0ckGoUXr6ZqdAAtVsiVqQ31nBqFpJbXMYkikGGU14f4k0GXQdWkt2yYz80b/3l7V73tyK5H4g6X9r8O/aFQeZbyA5xztPBH54qZGiR5NabnIWvRvBtu8Iu964DBMH16155ZHZcAN616V4fnjigbewGcYyayUrVENr3GzenXcnPGO9YMw/0rYwILA8+uOa1Zr+FF+aZB+NZF7dhmJhVpGB/u9PxrSo7qyIppqVyTyFCrk4JbIzUE8KZJU5PtU0au+2ST72MEdh7VK2AvFSkbynpYykSVLyNv4SD+Fa0MwP3jzVKQjJPpTFkwadrHLN3OghlXIwOa04JPX8K5i1uPmOTW3aShtvNO5mmdDB0XHWrZPzfWqFs3A5qzI+EJzjAzmi5TM1T7UuAeneo43GKlHXpW25mhph+YHFRzwhXJPRgDVtee/FPnUMU9dn9aRaMKaA8gDrVQwE/w1vNEBk96geDPakzeDseValoMFhql66+WUP3A5wqA8kN7e3eufOqyqLm3glZo5yPPlPDT46D2Udlr1VPDC65BqkE0bNPNMUjI6qR0NeQX1lLp19NbTIUlico6HqpBwRWCjf3mVPR6G1Yao8aRoAAq/rX0B8M7qDUtAZC3zwPyueoPIP86+abZjkYrtPAGsX6+KX06PWLmxSZHCiJQ29lUsF9B0Jyf604r3hSleNj3jxYFT7EFAA+fgfhXNk8c1g6Frmo6uJTf3st0U2lPMI+XOc4x9BW9mt0YIAoPFKkJZWXHVTSg9sVPCMOM0DKDJkcU3a3UDrVnaCqn2pCOcDtQUiuEqG8sUvLKe2kGVlQr+lX1j54Bz9KutYeVA0904hjUZwfvH8KlmiZ84T6bcNqbWUcZMisVPHTBrsdKsbLR4I/tEdsrE/6y5HmO3skYq/r97b2V9d6h9m4dgm5B/FjoT64riLvxXdwu8tjbwWkuRiZV3Sf99HNcNSM6mkdg+Fnvun6VYWVjaapeGCw80fJHJEFeT0+Uc/hUQIxXk2q3ztplrrkPiLVbxvtP2RXvIwizYTc7wjqFU4UgjuO+QPV4yMDnPFb4en7O6IqSvYcfaomi5BqXjtTh6CuhkFeSPDKfVTTNvzHNXJUzGnrlhUKpyCR0oCw1OcgVMFNCryeKsRoCOaGUhoTHFZnimEyeF75VGTsB/Iiulg02SXDSERx9ct1/KpNZtbaLwtqeyPzB9lk3Mw9qhrQ0R8yzL5Nyc5BB6Gu58JmO7t5hKgYptxnn1rldLtrPVfGJ0vVb64treaTYkscsUax9yWMnGMZ4HJOB3rf8GRzWWra7Yy/aF+zTiIJcAB1wWHzY4zjGcHFZwjdqRMp6NHXG1twP9Sn5VFIigEKOPTFTsT6VHwc1o9CLsqEALkLxUUxAH1q0UyCM1QmY9Dx6UriuyFwD1qsx9Kkc+9RHrikS2PRyGFbNhPhlBrFUc1radBJMfl4HqelIjW51VpIWAwelaNzp0k2mXLSSpBH5Zw8hxziuf1p5dJ8NNdWUzpdCaNRIvUAnmuU8fzeJdP8JWE2oaneMbx2EsDLxEBtKgnHUg5x/wDXq+XQ0S7nax8LU5JBxRRWiM+hLH0/CnSHLRn2P86KKCxijOM96u6fZxXNyEk3bTzgGiijoaRMrWrq402/vIrKZ7dGt/MwnZgSM/pXi3iFGmm+1zyyS3Ezv5kjkZbBAzRRXMm+do6qiXs0zHjO0DFSWOqXOk64L+22efEzbd65HzKVPH0Y0UVS3OY9O8AsWspixyQqDP0zXbL1P0oorZbGQ5OW5qxH95frRRQNEC8qPrU9vGssgRuhOOKKKaGjaKJaF1hQKVAO7uc+9UdbP/FOX1wQDJHEWTPY0UUpfCzdHE+JbKD/AIVUX2DeZknLdy5Yg/oa8N1ABUJA7iiisY/CiZ7mlq3iuTX4rWKXSdMtWt1SOKS1SRSka9EALlQvOTgcnmvfIhx+AooqzIlHC59qch60UVQIc/Kp/vH+VNAyeaKKAJokDPtPTiuigtYbbaUQbiu7c3JooqjSJJZwi4y8zM5znBPFReKHK+GdTjXAX7K/T6UUVL+FlfaR8tXWutpOp30badp19FNKHMd7B5gDJ90gggjqcjOD3Bro/A+oXOp3+sX93J5lzcyJLK5GMsd3YdPpRRWcNkZSO2yelNJxRRVMER5wazp+ooorNiZUk603vRRQjN7k8KjG7GTmui8PILqceYTjOMDgUUVcdy4Gt8QVFv4NeOIBR5sZyOvU14XqHiHVNR8N/wBn3l3LPBbzmVPMkZiWYjOSTzjbx6ZPrRRVy3KP/9k=", 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", "info": {"video_id": "160022", "label": "pretending to pick toy up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5871020eff7633011868663c6cfc82e54c5b0d16f2cd7479a0d8ab11d0eae64d"} +{"episode": 65833, "episode_seed": 1841010044, "split": "train", "timestamp": "2025-10-13T03:32:13.188748", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1841010044, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle with watch on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "162845", "label": "lifting bottle with watch on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "162845", "label": "lifting bottle with watch on it", "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": "c241bc595875c46db911b4ec31c3da214d711e8bd6cb3872daf6c9082786cd2c"} +{"episode": 65834, "episode_seed": 2625416520, "split": "train", "timestamp": "2025-10-13T03:32:14.262002", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2625416520, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "95684", "label": "lifting up one end of pencil, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "95684", "label": "lifting up one end of pencil, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "08737e0060191f07775dc79776751d30317a9fd0418e37ac160ee4bfecdb3f6f"} +{"episode": 65835, "episode_seed": 60712790, "split": "train", "timestamp": "2025-10-13T03:32:15.308518", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 60712790, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding banana'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "135689", "label": "holding banana", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "135689", "label": "holding banana", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "135689", "label": "holding banana", "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": "76f37bc4b2d2caf384ce3b0fabf415b402caecb4705f6171c99e0ecb43c89424"} +{"episode": 65836, "episode_seed": 2351028187, "split": "train", "timestamp": "2025-10-13T03:32:17.246176", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2351028187, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing tissue'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "117910", "label": "squeezing tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "117910", "label": "squeezing tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "117910", "label": "squeezing tissue", "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": "ac294f647fa9d2a38a3a271553252c60b24c3146ded894e57db3c6e6ee44a6c8"} +{"episode": 65837, "episode_seed": 1131917488, "split": "train", "timestamp": "2025-10-13T03:32:19.935251", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1131917488, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a padlock up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "57412", "label": "lifting a padlock up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "57412", "label": "lifting a padlock 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": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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BGcetcpreqpbj5jk9gOpqGMZqBW9nVODsBzz61VgYiMoQpwdm7sSOQR6VQsY7qWZpLpHjSQ7Qqt82CD26f14q/cRqLOGSNWTJwQw3Fm9vYZFZNO5yVdZNo9w8KAW3gnSQQVkli3gkdSxJ/rWrGABgjhjnnpVWOMW+kWNu2cRQxKQDk8KMn9KtYzlWdTjH5V0NDjsMJCMxUe7EL1wKguZjK3lodp2hjkcjPT8aZqd8mmWdxdOsjCPgIg+ZmJwoX6kgV574g8Q+JIdXNjHbW63krEKI33DaFzg+jDB9qLGkFdnX3Vustsyk5JGc9a5GX7VpjOsZLQk5KZ6H1X0rU8L6xJrGirPJCYZQ7o6EYwQanv7dZR05obNHFbM8s1iNG8Q3NzFHLsnfzANp6nqPzzUtrp8s06OIxEVbcDjmu1msIwvQZzVAKkTn9KHIlU0ipb6VFawnpn86wlhcwCcJtMTFgC+eOrYPqa6WadVB6dDXPBWkYiaSVF3AkABsDoTx2HXHtWM9TOqtixbIs09rEiY3uqAgYIDkY47elfQNwEjxDHj5R+I7CvD/AA9bGTxxpttj5ROjBT94Ip3c5/CvapW33wbOGZehPWrpr3WZQTJNispz17nOK84S61DU4LvSvLgxFOzpJvxtUuc7sZ5zznrXpA7OSOBk49a4iw8OalYSauytarBdy74yZPmwGJGcDgc1VjeDSepStvCEC2emw3MqulixdAqkb2JJ5J7c/jWzcyhTgdPWsmbVry1jEclvkqcYDA5rMm8Ql92Y/m7j0ps05k2aVzeAEqDyetZc96AMBsDmsG+8QYc4/Gs+W/u5ox5MYOehJxUlXS3NO4v9mTvFc3rE8d7JAknO07geoyCOD9arzRaoCWeJiP8AZINVradvPdZkKybDt35GenpyfwqGmZ1GnFlu2tY0uT5sY3B/MBI5IPXHrjivSfhZEr6nqUrvkQwBeQeNzfy+WvPxFLL5lxJscoBtj3bj83Yfrk+1ek/CiNl0fUpyCGllji3HjICnr/31UQvzanIk72O9B3vu/hPQAcH0pJAisGAwccYz+tMtTiJfmAXPO7tUjjaBjOT6dK2sbDJJAYmA42Ha3Hf/AArkNcmCxGNRggHao/zxXWXwkFsDHuZSc5x2ri9WQusitlcdOcU0gZxN7ebCxLEeuB271zWpSPd3MEokO5U2EnGWAPH6Gum1CBY2YsByMcdxXNTp5V0CQArHHNadCVuSLGrRsoLjePm2tjNR6kgu7KSQLh1I89MfdY9x7HqPqR2q1GnPHSnzQ73WRGaKZPuSKAfqCDwR7GpiNi2IaJDMckBcyAqepzgD8TXqfwzgdPCt3cELumuixZRwQqgHj65FeXW8UyWzzbEAJRQrth+gJJz2AI/GvXfAMTReBEVYiivJIdyHr82MfpWUY9RpaI3BGcHjy8DPTP4GkjDqCSSxzwQODx2qZdpJIBI75Hf6UiBVyM/Iw6dMmqGeZ+LbW+uPFj/YrOSR5IUYlFJxlSDz0HSum8IaXe6ZYyR35XzHk3BQ24qMDgnpniuqdV2rkdsDmqvlgMXChRgEN356ip5dblXurGbq1rBcwt5sQbaQQHHAx0Nc08cUbNIFAk27M+g6nFdLrfmRW0nlqWUKXYZ9P8/pXml5rUjmSO3bcSNxPYCr6FQSWrGa7rcdswhRt8jHAQdTXPwWry3H2u7YPL/AvZP/AK9Qtod1d33nyOUbl8t1OOavKxXORyKOUmU76Egdo8mNmDngAAH+daDW4drSOJA3myKoAXGMsAceo681QT5pN6qG4AxtzwTW/wCHbRbjxppUDpmGOZdrY7Lg8+mSD+FQ43kZ2u7ntNzCEYqoU7PlGeAPTPrUDMVRVWXGG4GOQM9KtzgNcONhO0evryajmXlSfugdR1AFaXAxfFMzw+HZ50jR3SSNkD/dDBgQT9CAa42PTrvWdWttaBgtyRvyMsxyCDjtjngnNd5rejtrOk3VgJfLMyjDlcgYYHOPwrnNSttR0FYWWE3NtBAkReMYbAH93/Cp6m1NpBpunR6Pp5gEhlcuzvIVxuYnOcfkPwqG7uAi5J5rIl8Wwnh0eMerjFZOpeJIVXd5kePZgab1LNO6u+2eSa526vNhOW4rAvfGcCE7Vkdj6LgfrTUiudTiW5W4VQ4yFIPHtScWLniaM2qDpkVYtG8zyoy6Mr/M2UIC91BPoPSucn0rU1b5BG/vux/Ouns0BlLNydzSkruJyD0z9fwqHF7GVRqTSR0PgyHzvH9lGAfkWWQn1wvHv6fnXrMi8lgQOdwfsPcCvOfhfaifxFeXkufMjidcEkgFiuSCfoR+FemKAzB9p5JPPatIK0SEiJXPmkZQrt6AVDewyTQFIjhxzk8AjFWVQb2XhSegAyG7n8aVUk2AZyM9CKdwPP8AWLO4SZmkQlc8YXORXDarZ7HfaSCecZ6V7bNCkp2yIxB6ZGBXKazoEFwjttG7OMrTWobHh10ksZYAFuc45NamhztLaLG3VCRn27V1GoeFlQHBOTnJI9qxYtK+wq0gJI3Ybjjn/wDVVWG2We9Z96hFxAyLuJBXGQBjIJz+VaQGVzWdqMZZo9oG8A7TjJHQH26ZFRLYl7CwIskEk0cRRCvlc4OO3X346envXqPwytlXwY0igBJbuULxycY7/ga8ryLexdlYBZTtU7AxUDr0+uPfNe1+DrMWXgbT4XVS7lmcIwwNzknp+FZQTu2CRp5CMzbwuevcH6n1qSIsyAM24889M1IVIR8BQc9OuaaIg6BRu4ODk9DWhQrruGRlcrj7uSCcVj3+lx3CMrKfzz+FbLxsqtg59OR/OoZPmhKKCDxjaeooA841bQ0K8dumRXJaro7so2nA649PevVdQt/OkzgE4yD0/SuX1WxUMWKgHPA9vp+dUI8/TcjMr8MpwaeXHqauatCsN+jIABKoJA4wRwaqsooEMRCYWkdstIg3jhi/zAZP/wBbgV7T4aSaDwZpoQ7UCHcNuWcMSePzrxCCKO0RBKVV5P8AVll5PJIP0r6C0uJrbwppysxObeM8HHBXOf1qIu5fYS0kQNndlM4wB0Pf/PtVmNRgNuBU8jtUFhEqwnO7LYHzAZ9M5/z1qxNC6SOrEYOeBTQMgkDBm2k4dcbuuOe3vQjMdo6Z5x6CnqPlRW5YD5j1P+f8aUDdnCYwRyeuKAMDxPBLLaMkLsDg5Cnkj0rik0lLcg7du35gAB+Neh6gSwbaBgjI3Hgf1rl5yQ2dmMAnGef84zQgObuIQrDIUKrfdzgken0rntVj+yX7Rrt2uu8bTkDsR+ddZdBJkLqcKuQPf/J/lXHxWz674qbTbrUJrRVEohEcYbLKhYL7D5SST6e9aJXJbsJYNBId1xG0sauu5FO3K85y3YdBn3Ndv4Ct0n8bRlySsQlkyTkE7ew9BmvMfDV68pnEoeZiisgzwCT/APXr2L4Yw+Zrt3NszsjbYOBjLj/Co2lYfS56C9wjnegZY++Qfp09KnZSNuScHtjvVedWF8DGDtJyec556Y9v61YI8nG5sjpzTEBby0+cE59BVeVEnLI7DggZHr161Oz+bvj28BQeOB/nimCE5469Bz055pWC5haloNndRMskERy2eF61w9/4E09nlaNWAPAA6CvVLhQbXAB5OATxk+tc/cR7S+cnBz07UJWHc8p1LwXZNuZYwB1AzyRVUafHpjm3hLGIcqWr0a+t0Kt3QAjCnHFcT4x3QeHvtUDSJJFKi7hgDByMfyq1qSyoSGHvT7dIW84mSRpWjbZIhwqHJz7MQMDH19KyNXjht9Bh1PT9Yv5la5Ntm4iWNbghNzvEBztU4U7vUe4GhZzQSWu1ImJCuoLAYXgdPz//AF1E1Zoa1Z6V8MY4kh1K+kDHHlqowSQOScY/Cu6R8yhOcdhXOfDqDy9Bu5CPv3BBOemFA/nW/bxsZpRk7AeMHOADkfnVdEBaCtvI/iB7jtQ7quR02jJJ4GKcHKHYTlhzzUZHnBJNpBI79uaLCIWiD5YEbiBkf1qjqEAkRiu0E9CfWtRYtu3IJAP5n3qnqCFs7SQR7ZpWsM5W/tny3zbht6Bepzyfp7Vy2o6erW9zubBCgrjoa7i5RSWJAyvIJ9P8/wAqwriJY5lB3ZwR0GMdeKpMGcLG2E+tVr1Gk2JGNxLAgduCOT9Peo7aOCfx7c6Nfajd2ls05SKRJI4xGOuW8zjGOw5JwKyZGnh1q9tbue4RbWdoglyBuGGPDheM4HOOPepnH3SW76Gkylba3VZYZVkUsQF6PnO3jrjnJ9fpXu2lqtt4d0y2EZLLax/vMYGdvI9+prw6FFmnSKJvNO51HPyqcgcD0/SvoC9i8qwRGCKyJ8vtjA/Dv+lRHYtiQZeNuu5f1/xqZAcFhnA6CobeD9ym4knHGDngdKkMsmFypGWAIPpVCImkztJyOTkDtj/GgKqgqoOAv3cetSGJSxPHBzxQMIrgMpAG4n1J70DMa8iQyAknKjPXA/GudvLdQu0sdqkqTznJ579v5V0V2F844IzjkZ6Z9vyrIuUEseTyuOT1FAjhvEFsDZRSJGAYWKuwPv8A/qrni4IxXR+LJJIdEnEZWN3dVDLxxz0rj9f0TWfD+g6Tf3k9ys96ZPNhKECDAQoGOPvENnHb6g1py31JvYrlVdY7hhmRY3YH3zjP5V9J2640DTiGYZiiTg9tgoorCOxXUiV28+NAxAO4nH1qxcyFfKfaCeMA9BnA/lRRV9AHxnzPM3AfeIyKRAOeBzmiipZSMrU+SQe2P8/rXPXHEjHAJI5JH6UUU0DOfkch5VwNoTeBjoa86vNSuNH8QXF/a7DPE7Fd65GWXaePoxoorWBEiPwrEoN0efkCKP1/wr2z4ROZF1SUgBmjiJwPUt/hRRWf/Lx/10Dod4Y1E3mAfNjI9un+NWyAIiMdGIz3ooq11B9Cq3EYYdWwD+WaUjMijJwMYooqWCI51GGQcBRkY7Vzd4uydkUkKAOM0UUIZk3MjPKUY7l54P1Arh/GrH+xLtP4fMQ47UUVpElnE634ofXbe2il0rTbZoEWOKS2SRSka9EALlQOcnA5PNddGoiTcBlpCMk+4Of5Ciis626CJ7B4BbZ4KiIVfmuZQRjj/WEfyroYQMtgYyefyooproUTysdqe5xTMYkKjoo4/KiiqkJCqBlu54Ofes7UUGwvznbnr3ooqRnPSO4TdvOeMk96x7xy1r5vR+OR+dFFUJnk2ua6+meJdRD6fp99HPKHZLyDeAyjggggjqcjOD3BqhbXk+rX19d3r+bcXLGWRyMfNnOQBwPT6UUU6nwko67SYQb+zBZsG4RTz1G9Ov5/yr3u9cvOVYAjI7fX/CiisI/CzR7hbsfP2jAAA6e9PVQ8kmSeMY/EUUVb2JGOgRRjtzz64pWAKr2+Uniiipe5RzWpniTgfICw474rEuSdsBBwWK5x9aKKpCZyPjTnR93cTqox2GTXm+reINUv7RNLuryaa2tpXlQSSMxLPjOSTzjbx6ZPrRRWsdiHuf/Z", "info": {"video_id": "57412", "label": "lifting a padlock 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": "2c2b41a8669ffbed6ee5d29e5e37b9dc09b5b616d7bce037aa3da482ab4a2a16"} +{"episode": 65838, "episode_seed": 3052873703, "split": "train", "timestamp": "2025-10-13T03:32:24.403318", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3052873703, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping soil up with plastic water cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "176442", "label": "scooping soil up with plastic water cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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ywRFZCuZGOCzHLceuPypGcWsdvsRGg2eSAPl2gD+XpmqT3MnmOFZT5XDNnBU9R9evNZuTk7kJJKyFMsSztsbLA8Rhumf5jNVZ5VbAkgVo9xLHO0ZIxjg9elAtlaVpI5vmKEsS3DDPrVK5mWF/KuGCYJAcEHHHoPr/ACpAzvpZg1q8METmaSIuvQDAyOPxGKw9GmS4vWuGlklIGFiGSCehPPUA5rr2tgFVEjjVSNhGP4c5/melVE0eCyvRcK4UmPaiZAH86AWxcguTdQCZFYDcOSMnp0pjfZo4pZJQU2gncwyQPf8ACkSXa7I+0bT8gXpzSQl5naOY7l3EJgY+X0PrQNXM/UNNTUkk3ysIHX5ioIPsabY2KWYjhMYeZz+8mU7VLZzwufTAx6itcyR25SUSqi78Jz37Y980k8slxIZnjeV5D950xyBwcdvrUs0TKE6kRgqdwDAqoHOc1zeqNO9tDaRTukDStNMCRgnrgfU5NdfKFPzHcQVK9s9O38qxrqwBZ3QBlPA7kD6/56002thNLqcbdlpZHTtjO7HB4xj6/wCFUmhMcfmuoyxwzc7gB6Dv0NdS+niSRQ8aswbanO3GR61n3tlGbVvNOVOO2OB3H+e1BDL3g6R4WvduG3+UCWHI+9jrxnn9K7a7SO5hjgMhgBZdremSBn+fvXJ+CYY1n1BUbeo2OWYDJPzYPQZrVOrwC5iQq+S5wUAPfHH8qpOysZ8t5NlhPL08zRXk7SYy6BB3B2qc/TFUJy002bW2mMcOQpbCRnnkqT069T1/Gt3+zbi6iZ7u5Vi8e3YsAygzk/5zVfVrVLTTVEMYYxENhwGy3rTbsOMHzeRTjv598KmWWOJBkxAAgYHTI9ff+tbtvcHy1ZHLLMNuY+CB6jtkH865lr2O4tpYx8gKhZAFwFPbp0qaOVja2kRmZdp2lVOB6Dp+dSpa3Rry6anRwXt5p4k8y8F0QMRR7MbT6sT/AC5rGureG6t3XaAZlMMjFTglgd2R+NTAMi+WVyoVcNu6c4/HiormaMxFVzFPndGAevPOT6Y59Kbk2KyR4rpvwl1E3U51OdLe2jfahj+Z5V9R2UY9efaux07wzonh+VUtrUm5I+/L8znjjnt36V0lzeNJMxRmA2h5JduR6Yx79TjpWZN5E8iq+Q5cEt0x1OffpSbbRKSuMu5WdWxGjbgAQSMKM57V1t5ItnEkkigF3HTGfQYrg7u4SJj88bxk89sfNjuODmu11DSjPaPFbN+/Mm/ey52DPGB06GjoK12Jpl29+HjspPKO752kjBAB9PfP1rSi0iKGaOWRy4jiCrsUIOOh/P8AnWZo8V4LLdGfKKPgAqBn1J98Vv4JQYZHbbg56Z9v89qq7sGjeqOYvZxaajOJI1MTDJdU7/Wo1uSNTSVmwfL2SBl6qR6Hr2rpLk2wSOGaIh3Y8YyCQM81zuoWrSXJAYtKpG3kcjPT68g/Sod0bRaehahuDLHLHEIo41YkrGMBj/M4qUz7BueNCxxnnPOM5/PtWdp7yQxkFEXaw6gH5iM84qxJ87A+WfUK3rQm3uK1tCneXsYMjRFvIlGfLz1YDJIH8qxppJQoaZJNxG8x9QPp6+9alrIib1815G3ZIZeAP8Kp38az4JRQ5AUuDtwDjPP0FBFjKd7XY53iJ3faCBnPHB7Gr/h6/aKG6JGfmhCkqcEHdjj/AD1NUZLBmj/dFZCFwuB8wIPoR0Na3hrTPt8OpQLKwWTy87cDbgtkD0/CmLqbOlGXUmYXkMS2+4MM/wARB4H05zXSxQW8Gz7PCkeAQoRecZ4wf89awNN0Z4YJ0uRsjDbY+c7fp+FbkHlC2QJu29mDck96d3YV9TO1LTJr2VbiNvLMfPPOTUDyx6Z4eebUQJjazrcbAvLuQQE47ZAJ9ga1POeS1zYyhg+CCRlevT+dMm02PUWCSFAzZU7h8uOhz/8AWoT5XdF7qzPOddv7nxFJETHN5wbdLtQiNlIBAH45OKu2WkOkQbhtxOGHQ5xkc9q7D+y0tHFsmGtojsKJhgMHOc/XNPWyAztQBxgtz8o/L8PzpSk5O7GkkrLY5qHT3Nw0bo5jI5dTgDjoOKkuNMhWALH8rBg24p+J6c9MitiWzR7hX80ou35lXPPFVrmHLuuCAeVJ754x/n0pCascxLZSFSxjcJKc5QEfKeP8mse/tHe0wF+UuFcLkkE8ZB644HT0rrZmECB5DjJ+ZsnIAxj5e/esXVxIcCMorMMbs8g4447U0S+56VHLs4ZDgZGCuDgVGwSEIXRX5Plkr1YjsP8AOaezxnB2kKeueM4HSmSl0gZVKtIuCCwOMnHU/SnYSMiOdhe3Ms4PlZ+UDjIx0x65rQhYeWjghRjnHOB3oksd0q+XGwCne4CjDfh/nvTjbbmfBLRjPLD7w7fSkWipPELtGgtlOWOGkZd3ykHO05GDnHOat2dgun20VvFNK8QJxvbLDJ6fQVVs4xuhmLbWQlNgH3vXI9PpWvmMxhVAC44x64/pUlooXU8Ifyg6h88KSM/lWZJAJ5nALbW4ZNvVvx61DqiQ218C/wC9nc4JcOQuehTHRuD+dTIRcjz13/Z2woQvuDYGNwb3/pTtpcyVS8uUqyW7SIFmjKFSPofcVmzwtH5hUbwNx2nqe9btwZGhBKs/OdpOOPy61mzr0+7yv047UDZV8HxW02q6gWYkwpEWGDgsd3UHnqK1LfT7u11lVxxKzMuE4jGTwPfk81S+Hab9Z8QTOD5haIDd0GA39a7pzJKsZREGc5O7HH41bVmSnoV7UTqki3EoIzhPUjr/AJ+tTgIJC0sQ2gfw8/57VTW4RLuVEbngMM5/L3xUkILzMWZmjkbKqT93A7UhxVjOvUhltDNAf3UnLNjk+pwe+BWXDbvbXKExbwGwhIyDzjr3/CukvFRLVzHszj5VyASQD0z3rAJMdzFEz7Q7YjPQjGeRnryO3vWcjWO2pp7jt24+YD5SB1+tZ90ojlhzMIVzyW53HPr/AJ61asfKlgEUMjsu4o5LbiG7/jTZ4Q7hZIcc5+Y9AaoRVnliEDKsabWB+78uR07fjXNzRO2QCSdpRFdwScDqP8foK3b5SNrkKIz8pVeT7fTmse4TyYpH+XkjGV3ZGf8A65/KggxJYX/eLGBG2PlOO2OVJ+uTXsS4jRHQBiTyWH+fcV5DqEpa2DKQpHKrJ97HtjgdM163FhfLO3KleRnjHbP1poRDdHZBK85iEY3bcMc49ar+YZ7QR/MNy7QQSCPxo1CD7TFJArh/mwyA4wh56f1qK2dww5JgUsM5wWOP6CmCL67FhLS4BztDevasjUo/tE5jgYOynZ8p5DdwR9M1flnjRSjIXdhlF9OvFZ93FdskjQYKS/KgBH7rlev94cH3FJ6miZjwz27CKSXLYk2qoyMcZ3Y/rWu1qTGWwN4JBJPYc8fn/KqllowguTLK2eFwcdMcAf8A161ZAQSEYbux7A/T8KlbDZn+SAjFti7j8x21mzWpI2EE88ORw3f+Wa2JJvPCh4tm4FcknJIqncuqlw6uBkc49eDx+VMhmBczBLjaxJXbuyxHyqMZIHfn1ra8Ehxc6mUdzkRFQyjIHzj8QKzNRCDDSQKYwOD/AHW7f57Ve8BSh5L51VdzFPl37jjnJPpznHrTSEzspW5e4acbeoAQfzrPsp2ntzKgwp+ZcnHBOKtXipNK8SyHzZV3Roc8Y4OAKoJbMrmJcokWCwA6ken86ZKNGD9wGxnOOF65PX8qhvr82tuLkwHy0HzseTzxwvftQ900YaRVXcOOuAB0pIFS4u8TgyTwguuVBIBI6fjilctE0DC8tYpoZ1aJ13fdK5+gP5VM42kEqpYqQQen41ZMQR1cRhBjBAHAHt6CsiXWLeW58jd8wPzN/D+fb8aQ20tyZjHsZ1dV5wQSFx7VQlTdtD4YksFZjjHHY/hUvliSRmYGN2+TDHgEfpUTo7bPtCgEHOQeDx1oEzIv4o2j3O5XLAhhxt9D9K529kS2fAmLPHmTdsydw7k9BnP05rpbmMxQSFQHAB46nPY1514n1GKO+ktklcwLIplC5ww6/kK0hFydkZTlyq57MDlSdzHksM9V9vbtUqByzOXXMhLFF4AHoPyqBmcldqpucDavA3DP8uD/ADo80JAWJCjIwByRx16VBZbfcxcqOB8wBOR78d+RUcar5Y24z/dHQDH9KiifdKyY4K9/SnLcATGEoG+QyZzyAMjr69PzoGJNb+ZNAyoBsjILbu5Iyf50sLCAhWyMnA3H7x9vT2qXaUJLqQMdxjjt+YqlqMwjgRgQJkI2K7Y3YPHP40ht2VyDUrhEtpZBiWWBgyhiAfx9D7e9Y1o8dlA6RLK1srvuVkPyHk/1x+tOnnXzHeOyW4VgWVtwIDYwCR27j1PFRWKtJNGboyBMhSqtkEEeg6nA71SXQwnO7ui2moqFwRJGrEYEi4PPrjp9frUEyjIdehGCAeOazpoLlJWu0dCHRii5I2rnjjvjH6nNc5pN7f6r4hfTZtXurRCjiIIoYlkQkL7Dg8nt9aHHUqM77nZeDYzFqmuEg4zC+c9clsfjnIrsp8vtZGC7lIfIyc9q85+GOozXbapcXdwzhEjf5/o3A+tehrALlYi5DFG3kEdDg4x/KmykZMKy20kjqCZZGJ2nkg4wD9P8+taUciqq5crhfn7HFStCiyfapGVyvpwSvHp0qKS1KwOSeNpUDP3jUlIp3eJU/wBDhEkiPu+f7pBByVOPvViXsF1fOZEVkhBAUkFW2ggnjnBzXQ2seWguDIApTAQZBb39qkvYnUxLbR7134ldj0XGc/jjFItFC1tvslqEXaNpycdj6fhUclwkZMbqckfuyMZPtVe7luUvCx8qCAk7RIeZCMHA9Dz64NPZ/LnKSCTzCodUK8gHk4PQ/wBadmR7RN2IJCEDTA7c4PPX9KzruOJklGd/BAB7j3HbPFazW4SJiJMx5J2nqvNc14tlls9KkuLSV4JDIhBUYz1BoQMybsQxMixGU+btUKFyT0G0ccDnpXrCPtRYwGLkjeOwAXPX9Pzrw3xNtttFt9VsdZ1CV3uja7riIRichdzvFjnapIU7vUe4Ht9tMHxtkyGAPGOOP8adrakXLIiQBn3OvmYGRjPTgH1pskMajYi/LnIYgcEduOe9HnBlCsvBI7ccVKo/0ksq7jkYz9P14pFFCe32zQCLJUZDMOR0649OKmsY4FgAiBdcsUZjkk+3+eKsE4SQqRkoVG4fdB/rVeG0MKoR95QAFVsD60WKuVri1uPKuT56hXfIfAxGn9T1rJtwqxSo05baDzKeGcdNjDt7HntXSTOsluo+V0PDZXII6E57Y6c1zVzapBqWLMIGim3yIRgOpHA9xlTj3NOJnUvdNFsqsseJotqZHBb5lP8AnvVeZTlkAyGwMnjnFWi6PiUDKZ5749efz/I1BcQoG81CWz973P8AjUl30Of1d1tbJ7nH7uNGdkLY5x+vXpVH4WXTTNrUrZ82TyE2qOeS2T7YFZkjx6x4ouNG1HVLq2sZpfLVo5o40j7ksZOMYzx1JwK1vhwstl4h8S2cry5t5I4gsyr5iAFwAwBxnHXGRWsWlFmb1aPTY1RgZApyEPyk+/5+tDLGi4TgtnJkb7ynIPH0NNM+3cCp/I8j/J/SlO0rGVAwAQcjj8azKRFcW4ktHRchmxkuOc9h/KmxyiC4aLYFMWNzAfeb6+1XmDB0Y5DYBDA/jn+fFRLEhkd2ZjubPJ6Hjn9KCkybInQ85DDrntmuZv3ltbpsQPHbhSzbSGEgX5ssO+Mn3Nbvn7JHhcBvl3Et0YcDp/LFY99fpLFbpFtyXIdXX7ycg9enp+NON7kVLON+w6IB41uyIyZ/nIXIT2wO3alnD+Uh8suBy3J/SqME0lraxsls3lsoHl+YMhsgY/8Ar+tTJfjGxwVznhucexI7/wCNEkEJK1ivcFgHbgttHTg5ryTWrXdDNfFJTJLcuGfGFHt716L4uubiw0d7i1mkicyIu5TyOeRXn3inQtV0jw7p0+p312ovHlkktypCQsAhTccfeZWzjt9c1pSlyimr7ns8Q2RrIPvH1HpSOMSxr2YnNFFZFlm2UKzv1O4jmkvAIXbYANkgXPcjbnn1oooEWWkaSIF2LHcRk+gHFYl4izw2auM5mVM9wOnX8KKKAexAqK1w7BQrbRyox0PB/Wst5mV5UUAL5ikj15aiinHcit8DLCIFUheFwmQOhyD/AIV5tfalPpfiu5vrYIJo5HChlyvK7Tx9GNFFCH0Ou+EYDTalGeVxF+H3hXqcXHlsOCxGfxx/jRRQykRSM0e0Kx4B7/p706UCMAL3Ayfr1NFFBRR1b/RL24aLgogRR2xz+vFW7JjcIpfqc9PxooqSkYWtwZu4386XLSKpGQRjB7Ee1R6aBJp1tOR88w3tjsfb0Aooq/snPH+KxLmV1tGkB+bJOT7ZrmfGh/4p3ee8qHHbk0UVK3NmedeJfER1+SG3m0rT7c20aJFLbLIrIgzhAC5ULzngcnmvoDeySSbTjjsPoKKKuWxkgGfKiOSecfh6VavWaEb0Ygqygc+rgH9KKKg0RI8reYVPIAP6DIqRvlQj2Iz9MUUUDMa7H7iJMnb57cZ9wf61QvIEiuVJzI21ZN0hyQQcD9DiiiqW5jLYpHY6+fsCsIg4CkgZye2amgmkMrox3YyQSOegGKKKJbipbHm/iDWDpOs6uhsLC9ieff5d5DvAZB8pGCCOvIzg9wa3vhhf3F9qWt3t0wkubieOSRyo5ZtxPT+XpRRT+yW9z0WORpHmDHj73HrV+IBreEMMhsE8+/8A9aiioZS3ItPkeawiZ3Ylt2Tnrg8fyFTNKyiVhgEZPT6UUUluX0KV/I32m3wcb8h8fxDHIrmptSuTYugKKrsgOEHTHOPr1+tFFawWhyVm1f5FyxVNkspjVn+zSSEtk5Zd2K58XEsQnAclnO0uevAzn680UU18JE3aasJ4tnkk8NSbjnFxHXm+ua5qOoWUGl3d3NNawmSVRJIzEs2OuTzjbx6ZPrRRU09zplsf/9k=", 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", 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", "info": {"video_id": "176442", "label": "scooping soil up with plastic water cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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aYkVdyEEMFGQT716R4x0YvreoSvbytHHIyrLjKqvX8O/5V49q93DJM0Fu29Q2S46GuSNR83KjtqQXJzXKrXTEdarPIWzzTTk8DknpXSaJ4I1XV5I3lia1tCQWlkHzbcZyF6n0/GtnM5lE+g5Zg1q8METmaSIuvQDAyOPxGKw9GmS4vWuGlklIGFiGSCehPPUA5rr2tgFVEjjVSNhGP4c5/melVE0eCyvRcK4UmPaiZAH865TdbFyC5N1AJkVgNw5IyenSmN9mjilklBTaCdzDJA9/wpEl2uyPtG0/IF6c0kJeZ2jmO5dxCYGPl9D60DVzP1DTU1JJN8rCB1+YqCD7Gm2NilmI4TGHmc/vJlO1S2c8Ln0wMeorXMkduUlEqou/Cc9+2PfNJPLJcSGZ43leQ/edMcgcHHb61LNEyhOpEYKncAwKqBznNc3qjTvbQ2kU7pA0rTTAkYJ64H1OTXXyhT8x3EFSvbPTt/Ksa6sAWd0AZTwO5A+v+etNNrYTS6nG3ZaWR07YzuxweMY+v+FUmhMcfmuoyxwzc7gB6Dv0NdS+niSRQ8aswbanO3GR61n3tlGbVvNOVOO2OB3H+e1BDJvDU/2SK8fdlmaFdrKT/exn+WK6TSjLqTMLyGJbfcGGf4iDwPpzmsXwxpqX0OqWccjkP5bNJwCeW74HNdBpujPDBOlyNkYbbHznb9PwprQmW2hvxQW8Gz7PCkeAQoRecZ4wf89ay9S0ya9lW4jbyzHzzzk1oweULZAm7b2YNyT3qPznktc2MoYPggkZXr0/nTeo07bGW8semeHnm1ECY2s63GwLy7kEBOO2QCfYGuK12/ufEUkRMc3nBt0u1CI2UgEAfjk4r0abTY9RYJIUDNlTuHy46HP/ANaq39lpaOLZMNbRHYUTDAYOc5+uafPLl5ehdlzc3U4+y0h0iDcNuJww6HOMjntV6HT3Nw0bo5jI5dTgDjoOK6VbIDO1AHGC3Pyj8vw/Oq0tmj3Cv5pRdvzKueeKgGrmPcaZCsAWP5WDBtxT8T056ZFY8tlIVLGNwkpzlAR8p4/ya6e5hy7rggHlSe+eMf59KzZmECB5DjJ+ZsnIAxj5e/egk5O+tHe1AC/KXCyBckgk4yD6cDp6V6VdyLZQo8igF3GcYz6CuI1YSbk2GNWbAznkHtx2rsNQ0ozWbw2zfv8AzN+9lzsGew6dDVdCeommXb34eOyk8o7vnaSMEAH098/WtKLSIoZo5ZHLiOIKuxQg46H8/wCdZmjxXgst0Z8oo+ACoGfUn3xW/glBhkdtuDnpn2/z2p3dg0b1RzF7OLTUZxJGpiYZLqnf61GtyRqaSs2D5eyQMvVSPQ9e1dJcm2CRwzREO7HjGQSBnmud1C1aS5IDFpVI28jkZ6fXkH6VDujaLT0LUNwZY5Y4hFHGrElYxgMf5nFSmfYNzxoWOM855xnP59qztPeSGMgoi7WHUA/MRnnFWJPnYHyz6hW9aE29xWtoU7y9jBkaIt5Eoz5eerAZJA/lWNNJKFDTJJuI3mPqB9PX3rUtZETevmvI27JDLwB/hVO/jWfBKKHIClwduAcZ5+goIsZTva7HO8RO77QQM544PY1r+EryXN2AikYiG8jsc4xnjvWTJYM0f7orIQuFwPmBB9COhre8FwDz75w6smEJU4+VgW/DFUnYiautDq7tI7mGOAyGAFl2t6ZIGf5+9UE8vTzNFeTtJjLoEHcHapz9MVXOrwC5iQq+S5wUAPfHH8q1v7NuLqJnu7lWLx7diwDKDOT/AJzTTuJx7bmFOWmmza20xjhyFLYSM88lSenXqev41Zjv598KmWWOJBkxAAgYHTI9ff8ArVzVrVLTTVEMYYxENhwGy3rWU17HcW0sY+QFQsgC4Cnt06UnLoaQg0kdNb3B8tWRyyzDbmPggeo7ZB/OnwXt5p4k8y8F0QMRR7MbT6sT/LmucjlY2tpEZmXadpVTgeg6fnWgAyL5ZXKhVw27pzj8eKFN9BuC6kN1bw3Vu67QDMphkYqcEsDuyPxrxbTfhLqJupzqc6W9tG+1DH8zyr6jsox68+1e1XM0ZiKrmKfO6MA9eecn0xz6VlXN40kzFGYDaHkl25HpjHv1OOlJNoUrM5vTvDOieH5VS2tSbkj78vzOeOOe3fpV68lZ43xGj7hggkYUde1Pm8ieRVfIcuCW6Y6nPv0rMvZ0j3fOjxnjjgg5x3HBz+NK+onsenxy7OGQ4GRgrg4FRsEhCF0V+T5ZK9WI7D/OaezxnB2kKeueM4HSmSl0gZVKtIuCCwOMnHU/SqsJGRHOwvbmWcHys/KBxkY6Y9c1oQsPLRwQoxzjnA70SWO6VfLjYBTvcBRhvw/z3pxttzPgloxnlh94dvpSLRUniF2jQWynLHDSMu75SDnacjBzjnNW7OwXT7aK3imleIE43tlhk9PoKq2cY3QzFtrISmwD73rken0rXzGYwqgBccY9cf0qS0ULqeEP5QdQ+eFJGfyrMkgE8zgFtrcMm3q349ah1RIba+Bf97O5wS4chc9CmOjcH86mQi5Hnrv+zthQhfcGwMbg3v8A0p20uZKpeXKVZLdpECzRlCpH0PuKzZ4Wj8wqN4G47T1Pet24MjQglWfnO0nHH5dazZ16fd5X6cdqBsXwK6m+1aOFv3qrAXwvc788H3rspW5e4acbeoAQfzrhfh/u/tjXpmVjI8kSYPQABq7S8VJpXiWQ+bKu6NDnjHBwBVtWI3KtlO09uZUGFPzLk44JxVyD9wGxnOOF65PX8qzktmVzEuUSLBYAdSPT+dW3umjDSKq7hx1wAOlSWgvr82tuLkwHy0HzseTzxwvftUsDC8tYpoZ1aJ13fdK5+gP5VDAqXF3icGSeEF1yoJAJHT8cVqmII6uIwgxggDgD29BSZSKzjaQSqlipBB6fjVdjHsZ1dV5wQSFx7VDLrFvLc+Ru+YH5m/h/Pt+NR+WJJGZgY3b5MMeAR+lArp7EUqbtofDElgrMcY47H8KyL+KNo9zuVywIYcbfQ/Std0dtn2hQCDnIPB461l3MZigkKgOADx1OexpiZzd5IlvLtExZ4z5m7Zzu9Segzn6c16mCEVHQBiTyWH+fcV4X4m1GKPUHtklcwLIhlC5ww6/kK9wi2r5Z25Qrz6be2frVuLSTfUzjJNtdiG6OyCV5zEIxu24Y5x61X8wz2gj+Ybl2ggkEfjRqEH2mKSBXD/NhkBxhDz0/rUVs7hhyTApYZzgscf0FSWi+uxYS0uAc7Q3r2rI1KP7ROY4GDsp2fKeQ3cEfTNX5Z40UoyF3YZRfTrxWfdxXbJI0GCkvyoAR+65Xr/eHB9xSepomY8M9uwikly2JNqqMjHGd2P61rtakxlsDeCQST2HPH5/yqpZaMILkyytnhcHHTHAH/wBetWQEEhGG7sewP0/CpWw2Z/kgIxbYu4/MdtZs1qSNhBPPDkcN3/lmtiSbzwoeLZuBXJJySKp3LqpcOrgZHOPXg8flTIZgXMwS42sSV27ssR8qjGSB359av+E7ZJNQvpZXkKIsZVWUd92AcdelV9RCDDSQKYwOD/dbt/ntWj8PmSaXUG2oGIRgN+4/xcn0GaaE2TW+n3drrKrjiVmZcJxGMnge/J5rpbUTqki3EoIzhPUjr/n61YcySrGURBnOTuxx+NUluES7lRG54DDOfy98U0Ta7LgCCQtLENoH8PP+e1Y16kMtoZoD+6k5Zscn1OD3wK0YQXmYszNHI2VUn7uB2pLxUS1cx7M4+VcgEkA9M96TLjuc3DbvbXKExbwGwhIyDzjr3/Ctjcdu3HzAfKQOv1rMJMdzFEz7Q7YjPQjGeRnryO3vV2x8qWARQyOy7ijktuIbv+NRE0kVbpRHLDmYQrnktzuOfX/PWmzyxCBlWNNrA/d+XI6dvxq1PCHcLJDjnPzHoDWdfKRtchRGflKryfb6c1RmzCmidsgEk7SiK7gk4HUf4/QVkTwvtlWMCNtvynHtyCfrk1uXCeTFI/y8kYyu7Iz/APXP5VkajKWtNykKRkqsn3se2OB0o6iPUQcqTuY8lhnqvt7dqlQOWZy65kJYovAA9B+VQMzkrtVNzgbV4G4Z/lwf50eaEgLEhRkYA5I469KYi2+5i5UcD5gCcj3478io41Xyxtxn+6OgGP6VFE+6VkxwV7+lOW4AmMJQN8hkznkAZHX16fnQMSa38yaBlQDZGQW3dyRk/wA6WFhAQrZGTgbj94+3p7VLtKEl1IGO4xx2/MVS1GYRwIwIEyEbFdsbsHjn8aQ27K5BqVwiW0sgxLLAwZQxAP4+h9vesa0eOygdIlla2V33KyH5Dyf64/WnTzr5jvHZLcKwLK24EBsYBI7dx6niorFWkmjN0ZAmQpVWyCCPQdTgd6pLoYTnd3RbTUVC4IkjViMCRcHn1x0+v1qCZRkOvQjBAPHNZ00FykrXaOhDoxRckbVzxx3xj9Tmuc0m9v8AVfEL6bNq91aIUcRBFDEsiEhfYcHk9vrQ46lRnfc7DwgPI1LXBlvMkaHaAM5DFsn8OefpXbRqjAyBTkIflJ9/z9a82+Geo3N5JqUtxO0h2xcsASM7ulejmfbuBU/keR/k/pQ2xjmWNFwnBbOTI33lOQePoahuLcSWjouQzYyXHOew/lUp2lYyoGACDkcfjU7Bg6MchsAhgfxz/PikUmUY5RBcNFsCmLG5gPvN9far+ROh5yGHXPbNQrEhkd2ZjubPJ6Hjn9KZ5+yR4XAb5dxLdGHA6fyxSKuYV+8trdNiB47cKWbaQwkC/Nlh3xk+5qeIB41uyIyZ/nIXIT2wO3am31+ksVukW3Jch1dfvJyD16en41UgmktbWNktm8tlA8vzBkNkDH/1/Wr1aMLqEi9OH8pD5ZcDluT+lZ9wWAduC20dODmrCX4xscFc54bnHsSO/wDjWD4uubiw0Z7i1mkikMiKCpxj1FRY1ued6xabo5b4pKZJblgz4wo5HHvXvEb7Y1jAYuxG8dgAuev6fnXhniG0tl8OR3cGualLbm9MIS5jWKO4kCBmkjA52g4U7vUd8ge420yvgrJkMAeMccf41vUlexnFJFkRIAz7nXzMDIxnpwD602SGNRsRflzkMQOCO3HPejzgyhWXgkduOKlUf6SWVdxyMZ+n68ViaFCe32zQCLJUZDMOR0649OKmsY4FgAiBdcsUZjkk+3+eKsE4SQqRkoVG4fdB/rVeG0MKoR95QAFVsD60WKuVri1uPKuT56hXfIfAxGn9T1rJtwqxSo05baDzKeGcdNjDt7HntXSTOsluo+V0PDZXII6E57Y6c1zVzapBqWLMIGim3yIRgOpHA9xlTj3NOJnUvdNFsqsseJotqZHBb5lP+e9V5lOWQDIbAyeOcVaLo+JQMpnnvj15/P8AI1BcQoG81CWz973P+NSXfQ5/V3W1snucfu40Z2QtjnH69elU/hTcNcSa1M4AOICcZznLYGKypHj1jxRcaNqOqXVtYzS+WrRzRxpH3JYycYxnjqTgVsfDdXsdf8T21xLIFtHRdk4AdQu8BWAyNx46Z9q1jZRZm9Wj0mfL7WRgu5SHyMnPasaFZbaSR1BMsjE7TyQcYB+n+fWtZYBcrEXIYo28gjocHGP5UrQosn2qRlcr6cErx6dKgsijkVVXLlcL8/Y4qnd4lT/Q4RJIj7vn+6QQclTj71XJLUrA5J42lQM/eNQ2seWguDIApTAQZBb39qRSOevYLq+cyIrJCCApIKttBBPHODmta1tvslqEXaNpycdj6fhV+9idTEttHvXfiV2PRcZz+OMViXctyl4WPlQQEnaJDzIRg4HoefXBpJXegSmorUsSXCRkxupyR+7Ixk+1U5CEDTA7c4PPX9KnZ/LnKSCTzCodUK8gHk4PQ/1prW4SJiJMx5J2nqvNGwXT2Mm7jiZJRnfwQAe49x2zxXNXghi2rEZT5uFChck9BtHHTnpWv4slls9Le4tZXgcypgqMZHINcb4t0/XNC0XStRvLq7W6vjL5sewjyMBSgZv7xVs47fUGqUbkN2PZIhsjWQfePqPSkcYljXsxOaKKQyzbKFZ36ncRzSXgELtsAGyQLnuRtzz60UUCLLSNJEC7FjuIyfQDisS8RZ4bNXGczKme4HTr+FFFAPYgVFa4dgoVto5UY6Hg/rWW8zK8qKAF8xSR68tRRTjuRW+BlhECqQvC4TIHQ5B/wrza+1KfS/FdzfWwQTRyOFDLleV2nj6MaKKEPodP8K2KSahgA8xAZ7fer0WORpHmDHj73HrRRQxl+IBreEMMhsE8+/8A9aotPkeawiZ3Ylt2Tnrg8fyFFFSy1sTNKyiVhgEZPT6VSv5G+02+DjfkPj+IY5FFFVHdEVdIs5qbUrk2LoCiq7IDhB0xzj69frVyxVNkspjVn+zSSEtk5Zd2KKK07HMndyuc+LiWITgOSznaXPXgZz9eaTxdO8nhqQud2LiPr3ooqZ/EVQbcdTgPE/iE62Le2l0vT4PKiCJJbo6lUXogBcqByScDk817xvZJJNpxweg+goopy2RqtwGfKiOSecfh6VavWaEb0Ygqygc+rgH9KKKzNESPK3mFTyAD+gyKkb5UI9iM/TFFFAzGux+4iTJ2+e3GfcH+tULyBIrlScyNtWTdIckEHA/Q4ooqluYy2KR2Ovn7ArCIOApIGcntmpoJpDK6Md2MkEjnoBiiiiW4qWx5v4g1g6TrOrobCwvYnn3+XeQ7wGQfKRggjryM4PcGul+E95Nqmq67dXjCSe4ljllcgAlmLZ6duelFFP7Jf2j1OLjy2HBYjP44/wAaikZo9oVjwD3/AE96KKktDpQIwAvcDJ+vU1R1b/RL24aLgogRR2xz+vFFFJjRbsmNwil+pz0/GsLW4M3cb+dLlpFUjIIxg9iPaiiiO5Fb4CPTQJNOtpyPnmG9sdj7egFJcyuto0gPzZJyfbNFFEt2On8COZ8Zknw7vzyZkOPTJrzHWte1LU7ePS7y8mmtrVmmjDyMxLPjOSTzjbx6ZPrRRVwFI//Z", 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", "info": {"video_id": "176442", "label": "scooping soil up with plastic water cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7b96f2acfddcfc2b421f784508fef80edebcddfa5675e22575d76c54a58b4031"} +{"episode": 65839, "episode_seed": 1035324772, "split": "train", "timestamp": "2025-10-13T03:32:25.605923", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1035324772, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 internet cable behind pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "24043", "label": "dropping internet cable behind pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "24043", "label": "dropping internet cable behind pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f3090e00f157e7b6ad6c717ae1d1be7e548602f3df6c1da9f2b45546c49db12a"} +{"episode": 65840, "episode_seed": 2515996868, "split": "train", "timestamp": "2025-10-13T03:32:27.156639", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2515996868, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting plate with fork 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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61R8WahEttL8x+eJkHHcisW58SfZ9E0sHBMIQFepODycfh+dU5a2Rklpcj8WMJvNsgFQxHzVPQn5sdfof0ri5rVYhLliXTGT612F81ldaKdSYDz1TY0jE872HUevB/I1ygSaUNhDJvydwz0pU6vtI81rGWIp8k7FS2Ix8yMzMeAKuQwGHDNlQfUcVf0zSJi6yxLvizkn2qa5mLagYXRZGVgFHGPy71dzCx0fw+I8zUdoYLiLqf97NdwXVtw6+1eYR67H4VlDfZhuu8NIqt93HTH512OkavDqKJcQyB4mHY9PrWUtztw9rWJZ4pA0u3qAQnHAJrETX77w5rD2l2kU1rLh0MZ2lCeuR6d66u8g860ZY32s7KAwPIHU1554otpE1tGaSSbJUYwCSAcVjJummz0KaVT3Tc8M6k+oeOWvpeItp2qvQbVOB/wCPGuu1jVtljcyuxwEOFFc/4Yt4LK3v44UTblGB6kE5yM1NqMhlMWnxc3F0cf7idzW9CsqtKMl1OPFU4xrSsY3gozz6hIkgJSMGQt2z0H6nP4Ua7oA1O7e6huPJkR28xWOF37cK49K7Sx0uz0uJktIRGGxuPUtjua567cjUdRVBkeWGx7g1spODRivebOU1+F41S1trcBQFeR0GRyOo9Oaoy3dvaWElqp/0jHzHHv8ApWhquuqNKLlQZGlkjBxtwoAIBH/Aq4mS6aRgSBvJwx/rSa1OeWjHzSzS3S72G0n1r2qUi4tto5BGK8aWNFKsuCnJyB9725r0vSvEml3EeY76PbtyyudpFZ1Y3sb4SSTZZuIYEYRTQNIpiJ4XIAriBPdK8+n23mCLBYQsSABn/wDVXWXnjjw9F5hNzvO3YNiE1x412xuNYkvoBIURwpyMbVbuR6ZH61y1Y1IQbgtT1KNSEpJM9G8I2jad4dX96GW4IfaP4SBg/wAqTxAzXGj3MQIA25Ofak0O8jbSZLcOhkt5WVwp6Z5H6GqGuzloLWzX791OoP8Aug8/zFdVOblCLfY4KsUqkrdy54W0uax0e4M6bGnIZVz/AAgcH9arXV3GbMTzKCCGWQBQS2OD+mPyrpr2dLa1ckgALgVwkjJqVk9hHKoYtIxYjOG9Kc6qpavYmnBzOPn02Q6hKqAtscr06jsfxrUlT7JYxK8OwvwxxyDWldSW2kXEfmhpLjylRnPTIUZrOvEn1VVvZnVYlc4U8ZHrine5y2toJBZ2skaTOjQxoc78n5vqK5vx3fwXEtjHAgCRb+R3ziti91ZWt2tEQBI8BWx6VxWu5zE27cG3f0ppdSSgrfKGZuM9BW1ouvXulzrcWtzLC6/xRsQcVgKCwz2z+dWVY8Dj2xWqdhHoq/EbWWwC9vIw/wCWklsjN+eKydW1y61i5El7dySzAYBb+EegHQD6VzluHIQswC5PHQ1sQ2TTJuiXaF6sT/WhyC7ejM8+YsjMM5J5AGcjvWtCF2B9hKcE7feqQzJJtwc7R8w9a0LSQIGhLljjnIxmsZPl1LilLQVW8lVkVATuzuPWpZZbm4k3sMY5IxnpUcsFzBHG7giNz8r4z0q0blZLhEVhlEwR65HammS4tblMO8s+0g+uPQ1KVkE+DkAenWo44SZmAyA/8Q9P8K2hp0UVqj+Zl2GQg6kU7kWPNY/mIB6HrSujFVVOTn+VTOEihwQNx5yRTYWLNtJGGHVumapFk+j6ndaTqsN7ExRkyMEZDL0II7g9xXrfhpdI1RnvtI3R3kibZbIuP3fIJMfdhx9RXkFwrPIDkhum0jGKmsLqe1u0MTsGJwuOCP8ACtIsam47Ho/jPVbuFobN2bY7BSrrggg+uKx49HvNVu1jsoZJZiysAh6AdcnoB7n0qbUvFWpXWmnTri8+1IQFYyxKzLz2cjNXIdQ1Oa1/syK5kSyTaxjQbQwPJ3Ecn8axnFOaaOmliOWErq99CW6s4AsWj20yzKknmXVwv3ZJOny+oXp7kk1qQNZWNk2ntFuJGQxIzn/IqKC5hhu4jLEkMO0KFYZqgJVvdcjRE/dL1I61MndmFwfWZMtZ2sXlEttAWq89umlzvcO4kkPzgY/i9Kv3unRadbvdGVfOjfzIwG5Kn39K5HUNWub253u7fKxIwf0pLXYl6blTxNqMl9LauwwwDA4qtpV/eWS+bBcPEy/xBsA1HfZlAdifl+6D+tVI0IbZ05weegrToJNnYx+LNcuQ0g1CZTjgDGMfTHFZY1fVLnVF+33kpjl/d7m427uh49DirNmYLbTUYktKc8HsR0/GqTBrwSK4O7Hynrj1rN2ejR0QqSjrc7TQ/GIs52guLaQKqJFM/QmUMecemP1rrfDL/b9QutVl4J+SNT/CvYfl/OvMYz9reAKWFxJiO5Uchyv3X9jjr+fevQ4J10ywETw7kjTcdjYYNjkZ704Uow92mtEbTn7T3nuzrLy+it4mYsOnArz2XW45dXms3ODIylueXUZJH0Hy1m6z4oFzDHHp4kSQnEjM24g+i/41j6Ppl1qWqTJ5wSKPEk1ywx5KDncT+Y9zgVnKLqNwvZmipujBVmtLmn4phtbAW9vBHxKz3B+bOCSAPw+U1zS2+A5DgsB0P61q63frqV47x7kjACQq3JEa8DP4DJ9yazGA8ouRycnj0rWMXGKi3sefUkpTckISzSJFlgnH09zWAk5iYqSWC11GiafNqd2sSAMoBZyT91R1NcisZyxbJ7fWqIWhdlO+NsZYjgf40zS782GoLJKjvA48uZAeSh649+49xT3ZPsqKuS/TLdvpTv7Pd4w3AxzuPb6+9NNFKTWp1kck3hyETwuZC7iWCdT+7niPr79iO1btvqv27XoZywSK3AZfMPC/xf4Vznh3W10qzNleW8V9YAljDIM7W9VJ6H+daugWa6ql8TdW1u0pJT7TIFzk9M+tOpaTVjojVUlqbHiPxO0YjiilSaSQZBVsquema5/wolzdas8h3RQRs0l05OVWMHn6HsPXIrVg8FxWSCbVtb0+JF5PlOZWbnsBV+O509YEs7C2aHS94aaSTHmXLDu/oB2FY+ztdTV0b1alNQi6b94jutNOqypdyHEchZnDEDYSciuY1XVpYbcachyseU3cZPvWh4g1xUURWzssRQbQOfpXILPLIx8zB3HOSP1pxV9Tgk+w/wA93dNxJAI3H2qj4gUYtXXIjbdjPXtmtFYYwjlHww9/0rO1hd7xg/KADjP4VZBloobAAPPSpigSAEr3/OnJCEiLsxBHQd6mhZHb5uGA3AnnJouMdbsZZI44kxzzW07Stbysh2xIoGwetZkgSJ18pGA/vepIz+lL5nnP5MjMBjP1b3qWIsq+U3KudvRR0P8AnmnzfOYsHyy4H4Hmpo7PyoMlGUPng9PaoYybgl3X7uRgHlfbPrRcB19cXExRRLuCgAEDGAPWrNnE7yJ9tV41JGWA4aty18OkG3aYp+95EbHt2z+dW9fhaKIIy4wSp+bqcCpfZFpveRNpelW8kZefaIM/Iepwf6dap6zcQ/aIILQMwGRvziqELTRStb7pElAznGMg81qzNZ2mkxSHyjKBuJJwwPcf0oXmDWmhwV9pzSz5gG6IDcD6VRTMMoK4yPUdK2Y2afS02H5zkvuGMgf/AKqoPGpwMlSMlulNMRHaW0l7cs2CRjcSD29eati3gjulXO6TIHyngGiPfbq/l7hlcHjnHb+tLZ2Vxe3QCjL7uSTyO+apSE0XFUyz/KRtA+bvk+ldNHMm0RJN5cqqAecA+lYt1BJZFYzGWd1yG7Y9an0fTL7UbiJ+fLc5dj1/GpbvqUrpWC4S+u7tIpA5JIZSK6KzntdLtzHMqfaGb5Wz7c4pmr65Y2U/2KCNXaMANID0x7+1cfq+qfbboMjsyKOdw6fSpV5DdosfrGqzXMm1WkznkH0qijGUYlwABye9RbyxVgcnP3j1NLolt/bXiZtPl1Oa1Rkk8ry495ZlQsF9AODkn0960SIeol8IoY4W3NzwB1/z2psR5LPgbjyQM8kcVQ00T6jJ87sxVQRnoM11a6XFb6YzyEMynduA4+tTJ2GlcreQxiVXB3OPuj1PetCKey0/dA8Ykm3AP27Csg38huxID5aqNg+lXLTSp9QeSYkqh53t3qfUtPsaug6dJNdNLbExkNlGPO05yT74rqtW1nSkZbe/hmRnHzTWpHB91P8ASuek1VNHtVt4B+8WMkD1J5ya4+41aa5d2mcsxO4n0+laU207jnPSyOsiTwfYuZDf6rdYJxGtuqHPX7xJqO/177bb/Y7O3Ww00HcYkJZ5W7F26sfbgCuMLk/MGwpHQVc813tx5eRs55PU1o+VarcUq1ScVCT0RLKyLcEBgyjksOvuKWGFrglIcspJA9apQxPK44JOeR3rf1Gym8P6V+7kxeSFDlDzGp9/UioMmXtMtZLcC2tpT83+tYcbvauTuFWadlRQipkYHHArqZ4xpeix6npms6g26c2+6eNUWchcs8Y67QeDu9R9ByMl211dcYCDAzjmiS2CNxYLdioZgAMYAz/n0q5fXbTIsartHGMfT+dJHE7NHHtxvAOcdOcVajt0e6YEqI42+Y5xk+1RcuxWs7aVrTfIpEakkMeKtyeaptYIlJZIt7KO5PP+FSW+svMgtkjXYybMEZz7f/Xrp/DulMbg3t7/AAfdB78fyx2ocrascVf3UO01IrHRWvdU4DsNqH65FZWp65C1g8cB8vd91CM9T09qTxfefbL5Yw4EEa/IB69/5Vx8spZs9c9PemrvVg3bRFlpWk4Y5x/D2FPiO5NpYhhg+1Mtog2XkJXI6Ac5oHlpOVDBo1xll6kUyCy+PIDHk8nOaqCya8eI7lwuTyeKdoENpqnicaXf39zbW0z7EliljjWPuSxk4xjPA5JwO9QXMtzo+p3lkDcCS3mdFE4G9MNj5gOM4xnHHpTewIh1G1e3kWLBBHUjuKbbBY5kLMVwOTjP4Vss6GwW5kjDMw2qWHTjFZMsTBlYK3zE7fb3qEwaJg/m3OyAHZnhc5zVuOxkeZW2ExBgSfX/ABpmlrHbyM9wm47DjPcjnP4ZFWmvWe5DKMR5HAGOP5UxF+9JmkWN32p0RR2x/wDqrSsNKihVZbn7rL0VcjI9aoxpmTzSuVQEqADhV+v9anttZYu6uqlAcAY6/T0qPQtW6l+51K3scSxP5rrg4Pbp/jikIuNevxKiMVQ7jjqB7f54qOXw7cTiO6iUiMqWYfj0/Lmrsl4mgW/+jncGGwYbn3Pt3o06Dab32LeqHTLZS8wBmCmMkNwMDg1xT3Rvbd1bO9Dw2fvD0NVfFeqzzRyPHJw7AZHUD0NV9Z8Pav4b0PSdQup7hJ74yebDsx5AAQorHH3irZx26dQauMSG+xXmuZBbogwFK8gfWnW6D5EycHr+RoopdB9S1bAHTnmPL8Ak/j/hVmKZ7Wzt3iOHkLbj36UUUhk3nyzxRGVy+ASM16FFEmn+Hm+zjafL3bu+cdaKKmZpT6nlVyzECUkl5AWY+55qkGJOPXrRRWpkWo41aJM+max4tSuNI1ttQtdgmhZtm5cr8ylTx9GNFFCAn0FmjlkVWIAA/SuhuLqaUBWc4ABHtnrRRUS+Ia2IIIkkKREfKZNproHvZ7Xw488LBXQKBxx1xRRUvcqJys08k0zF2JLdTn2qtAvmyTbyTgYH5UUVsjMmYDy1AGAARj8M0sRyFBx8owKKKAOo8NWkJ1FXK5MQLqM8ZHSrmsk3WkSyzYdzMuWxz16UUUR+IT2MPxB4hfVreGJ9OsYDCoSN4FdSqL0UAsQBzk8cms7RrSG6mCSL8vPTjpRRRU2Gjb1MLBboY1AZFyD3z/kVzlqzM8hYk5GTn1oorKOxbNnRrKGUo7gkq/A7Vt67qVza2LeS+wsACR6elFFHUcdjjpJ5JAFZiQMms8sTIRnAyOBRRWpmi/MxjVdpxtAx+IqGEbnAPc0UUIB2m6t/Zc18psLC9jkdXKXkO8BlzggggjqcjOD3Bqte3dxf6k19cyl7i5lMkr8DJbrx2oopvYRtW6iLS8j5uDw3PWsxZDubAAwOMdugoorNDZeaMB2XJI2g8n1rR0OyhudQEcqkjf6+x/woooewLc09ahWC4t448hHUkiotD063untTMpbL4PPWiipXwlv4jofFWpXNneQ2du/lxbF4A561x2s3UsxjViMgdRweTRRRAKm5z+r8WBxx8ynj8f8ACqt34g1TUtKt9OvLyaa3tpHlTzJGYlm29SSc428emT60UVqjNH//2Q==", 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", 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JOa4/xnqLyarbCFixhXc3vn0rrbx1ErZ2pGq5bHAUYyazdL0211qWTUruAPFu226N2A7mvRb5meOko6jrq1SXw9bQ3YZFlw7lfvRseQR9OBXL2+hHR47mSd0uSi79oPzB9xJOPoR+Vdr4hIGlS+vaubvr8wX1mrgbZzGr5XIIIwR7dQaalq4MHG8bnIxqY72W6vk2IrbtpGOvSqGr35uJmNu3yEDAPGPwpNZ1f7XdsFXEYyCGJNZ1vicnONwOFXqTUpHO2dT4DuVhN55siAvtJyewzk11s/iLQ4yztfQZCbB82a8Z1iRofs2wkbg24g/Tisv7Q7fKCc1DpqTudFKu4RSPS7jVNNm1w3lvchoYSoJUdQwxz6DI/WvR/C8gOmyxdCsxO30BANfPGjagLXVFefJt5AYpgBn5D3x6g4P4V6Ho+q6h4eurqS4u/NAMeVY5WaLHysn4d/zrOGDar+1i+ljqlifa0vZvc9fc7Iy3pXI6RZwf8Je7gkMsJnUDGMkkEfrmt5tShn08SI3yyIGRuxBGRXFWusrb+JzMhyBamI54wck1tKVnqc0YtqxuXtz5dpdSABvInO0kZxkZ/nXmmqWyy3M1zu/dyYk2g5A3DP6c101prcF7fy2dxhoRI5P918gDOfXrx6Vg61DHb6ibK2IAhCoU5JwFH585rONW8nBrYK9O0FMw54xHciNT8uc1YSHz9pSNgB3IqZLCS6lUFCjnlVPcVtG3n03TGaRQpJGc45FaXOaxj8BNpLM46Y6g+9esykXFttHIIxXnVrBFdwtvgHlA7i+eePeur0vxJpdxGTHfR7duWVztIrKornVhWo3uWbiGBGEU0DSKYieFyAK4gT3SvPp9t5giwWELEgAZ/wD1V1l5448PReYTc7zt2DYhNceNdsbjWJL6ASFEcKcjG1W7kemR+tc9WNSEG4LU9OjUhKSTPRvCNo2neHV/ehluCH2j+EgYP8qTxAzXGj3MQIA25Ofak0O8jbSZLcOhkt5WVwp6Z5H6GqGuzloLWzX791OoP+6Dz/MV1U5uUIt9jgqxSqSt3LnhbS5rHR7gzpsachlXP8IHB/Wq11dxmzE8ygghlkAUEtjg/pj8q6a9nS2tXJIAC4FcJIyalZPYRyqGLSMWIzhvSnOqqWr2Jpwczj59NkOoSqgLbHK9Oo7H8a1JU+yWMSvDsL8Mccg1pXUltpFxH5oaS48pUZz0yFGazrxJ9VVb2Z1WJXOFPGR64p3uctraCQWdrJGkzo0MaHO/J+b6iub8d38FxLYxwIAkW/kd84rYvdWVrdrREASPAVselcVrucxNu3Bt39KaXUkoK3yhmbjPQVtaLr17pc63Frcywuv8UbEHFYCgsM9s/nVlWPA49sVqnYR6KvxG1lsAvbyMP+WklsjN+eKydW1y61i5El7dySzAYBb+EegHQD6VzluHIQswC5PHQ1sQ2TTJuiXaF6sT/WhyC7ejM8+YsjMM5J5AGcjvWtCF2B9hKcE7feqQzJJtwc7R8w9a0LSQIGhLljjnIxmsZPl1LilLQVW8lVkVATuzuPWpZZbm4k3sMY5IxnpUcsFzBHG7giNz8r4z0q0blZLhEVhlEwR65HammS4tblMO8s+0g+uPQ1KVkE+DkAenWo44SZmAyA/8Q9P8K2hp0UVqj+Zl2GQg6kU7kWPPIJJPMUgt1xjPJrqbTxPq9lGbWK+lCnHGckfjXMPEEfg/KDjcfetLSIllvEaYlUyc/TtQzSMmnobGo+Idfkt/LXUJypGccdPypdL1qW0sjcz+ZOdjW7p6SYyjewIP6GoL+6GdkAwuOcHqaS1WKKeRZ1Js7lNsgHBU9Qwz/ED/AFFZOnCquWa0OulXnTd0zvn8THW7RLKOJo55GVZxngYAyAfc/pXe2qxWdlFCrDbGoHFeXeFIJfMlvpCHdOAzD7zdBx71t6l4jtLKRI7iGZSyk/u5OCewAP8AkVok7XQOKbsi/wCLNZSGzfb84TkgHqewrHgay1eH7fIRIYZPPRgxxtQEjHtxXE6pf3eprJI8m2MNhUC5UDPOPcDvW1sl0TRHFwdl3qK5EIPEUPUtjsWIAHsCe9Y+zdW0k7WZtV/2b3ZrdaHNygXBLY8vnn604q0DMQc4XKkdaUgPL1BVj3Haq8ufOCr8ueeTXQeWZ2rglbdieWLZzz6VQRchSep4wK6PXdMktbHTZ50wZg7he5UYwfauceQGRtnHHGBQNbEWJc7lHDHjFdt4W1rT7qxi0bXHdYUz9nukGXgz2909u1cspLRE8AMACVGcfWq4V1GVbqeorSLsNNrY95lSfTdMV7Vm8gRBIpYz5iMAMA5HBrzhbuXVZLuSQ/OXxnp0pvhjxHqOmwPJBfSwRjgqOVc+6ng1ettdvpdUuNVVo1u1C7WSFQPTO3GM/hUVkpI6KNflmpPoXdL0Q6dE2q6mjpah99tbufmuHHTAPIUdz6cVZ06zAnfVLs+ZMXMhAI+YnnmnwzXczz3N8ZLm4lHEspJKjH+elSXl/AukhVEbTDKnA7+/r9aiWySInPnk5WsSalqlrFILyG2HJAz6VnSibXIZJZpNkSEbQ3QkVasNMF3psUkhClX3uHPBXvWVq2oNpJlsrSTMZfcCDnr26dKhEO/UbNqgtYzaRKDGVO4kd8VwiXBiYgksFrXe4lZSu5ieSMnOKwUjJyWyfb1rRKxNy9Kd8bYyxHA/xpml35sNQWSVHeBx5cyA8lD1x79x7inuyfZUVcl+mW7fSnf2e7xhuBjnce3196pNDUmtTrI5JvDkInhcyF3EsE6n93PEfX37Edq3bfVft2vQzlgkVuAy+YeF/i/wrnPDutrpVmbK8t4r6wBLGGQZ2t6qT0P861dAs11VL4m6trdpSSn2mQLnJ6Z9adS0mrHRGqpLU2PEfidoxHFFKk0kgyCrZVc9M1z/AIUS5utWeQ7ooI2aS6cnKrGDz9D2HrkVqweC4rJBNq2t6fEi8nynMrNz2Aq/Hc6esCWdhbNDpe8NNJJjzLlh3f0A7CsfZ2upq6N6tSmoRdN+8R3WmnVZUu5DiOQszhiBsJORXMarq0sNuNOQ5WPKbuMn3rQ8Qa4qKIrZ2WIoNoHP0rkFnlkY+Zg7jnJH604q+pwSfYf57u6biSARuPtVHxAoxauuRG27GevbNaKwxhHKPhh7/pWdrC73jB+UAHGfwqyDLRQ2AAeelTFAkAJXv+dOSEJEXZiCOg71NCyO3zcMBuBPOTRcY63YyyRxxJjnmtp2la3lZDtiRQNg9azJAkTr5SMB/e9SRn9KXzPOfyZGYDGfq3vUsRZV8puVc7eijof880+b5zFg+WXA/A81NHZ+VBkoyh88Hp7VDGTcEu6/dyMA8r7Z9aLgOvri4mKKJdwUAAgYwB61Zs4neRPtqvGpIywHDVuWvh0g27TFP3vIjY9u2fzq3r8LRRBGXGCVPzdTgVL7ItN7yJtL0q3kjLz7RBn5D1OD/TrVPWbiH7RBBaBmAyN+cVQhaaKVrfdIkoGc4xkHmtWZrO00mKQ+UZQNxJOGB7j+lC8wa00PPEdXJRSSgbJLDFaNmhkcgfwff4xtI/8A10uk6SZHRnI2jnawzmrWoMunyyxQg7n4PHI9/wAaG+gJdR1vBCCbicfuUKqc9zmp7mW31ExrBCQ4fCkd+w4rNjeW7t1tlLMRgbB6A10OnacNKkN1cFSVTcB2U+uO/WkaJ6nTaMP7J0+T7QFltmAKxtwQQOWB6gmsbUZ/C+rPHPPealZOh/1YiWYfgQRWHrniOecRxROywDkn+In3rn5LkzvgkBm5HtW1N6WZMqjUrxO4TWdA0xQNKsp726X7k98AEQ+ojHU/U1g6lcyXZluru5aW5f53Z/4j9f6Vj2sxjlySWbHT3pZ/MMoU8qTnOcjNN2StEVSpOo7zdycMpCDOJN3A7Y9K0LOw3SLcTfdX7q/3z6UzRtFe/Lyu/lxQrvdz6egq3p0L6z4pk097+ezgUSeQsabuVTcBz0zgkk1KM2LrsEs9lDJPIWmIby8jtxxiuQksZLYAyLtLcjNbjancXV1aRXdzJNEinAYZ29Cf5VWukYXG+blTzkEcduaUnaVhx2MtpHaARDGOuBwSKvjTxFah5ztDDOM9fTFRRwL1JZiBzjsKlneeTajElQACO1JMbRYtxGlu2wYUkgAnvWzpGLdXknIwVGT6ZqrpukXC2rSsp28ttXngdTUY+0XMqQwoVVxwvqR0zQ3ccfd1N29muvJJt5i67cnnJH+c1FpFlJn7TOp8vfkq3XNaulW6aLo819qYXc4wsZ7j0xWTf+JIpYZigMRfOAvP51F76Idrasva5rkCwAWnyQ5YEJ0rizdTySuzZYNx83pTPOZjhjyewHBqtfTyQ2TmNyrFsDaatKxLdzSjijZ+Ww5HY8fWqlwqzTFUUIqcY6cAVY1aztbbw/DqenatfTqbn7Lm4hWNZyE3M8WOdqnCnd6j3ApPdNdXIxgIAB05ptCQ6C3YqGYADGAM/wCfSrl9dtMixqu0cYx9P50kcTs0ce3G8A5x05xVqO3R7pgSojjb5jnGT7VNyrFaztpWtN8ikRqSQx4q3J5qm1giUlki3so7k8/4VJb6y8yC2SNdjJswRnPt/wDXrp/DulMbg3t7/B90Hvx/LHahytqxxV/dQ7TUisdFa91TgOw2ofrkVlanrkLWDxwHy933UIz1PT2pPF959svljDgQRr8gHr3/AJVx8spZs9c9PemrvVg3bRFlpWk4Y5x/D2FPiO5NpYhhg+1Mtog2XkJXI6Ac5oHlpOVDBo1xll6kUyCy+PIDHk8nOaqCya8eI7lwuTyeKdoENpqnicaXf39zbW0z7EliljjWPuSxk4xjPA5JwO9QXMtzo+p3lkDcCS3mdFE4G9MNj5gOM4xnHHpTewIh1G1e3kWLBBHUjuKbbBY5kLMVwOTjP4Vss6GwW5kjDMw2qWHTjFZMsTBlYK3zE7fb3qEwaJg/m3OyAHZnhc5zVuOxkeZW2ExBgSfX/GmaWsdvIz3CbjsOM9yOc/hkVaa9Z7kMoxHkcAY4/lTEX70maRY3fanRFHbH/wCqtKw0qKFVlufusvRVyMj1qjGmZPNK5VASoAOFX6/1qe21li7q6qUBwBjr9PSo9C1bqX7nUrexxLE/muuDg9un+OKQi416/EqIxVDuOOoHt/nio5fDtxOI7qJSIypZh+PT8uauyXiaBb/6OdwYbBhufc+3ejToNpvfYt6odMtlLzAGYKYyQ3AwODXFPdG9t3Vs70PDZ+8PQ1V8V6rPNHI8cnDsBkdQPQ1X1nw9q/hvQ9J1C6nuEnvjJ5sOzHkABCiscfeKtnHbp1Bq4xIb7Fq0u5ooCyOc7d345xUTktMpYk/MBRRUIroaejgR3KyLwzllP4YqLxBqFy1/cWpkzFGRtH1Aoooj8Q38Jz1y7eVkHG44OPrVlY1jkRgOdo6/XFFFakEa/JICPTFXbWNXOSPy7UUUAdxbqLXTLO3i4jlO+QHncff8q527u5NJ8RT3tqEEqSsBuXI5TaePoTRRThsKW5zsEjRz8YyF4PpgVGrtNOXc/MBRRUy3GtiyozJCDyG3ZHrg8VoLGp1ZYiPkU9PXFFFQWSQX9y0oTzSq/MMLx3NdB4StYri/aSRctGodfrnrRRRLYcPiE8cSvJqEEDMfKCM+0eucVwsrHIHtRRThshT+IdCN0gJ64P8AKq+rKEs8gdWB5+tFFV1JF1vxO+uw28MulabbG3RI4pLZJFKRqDhAC5UDnJwOTzWhotpDczBJF+Xnpx0ooonsI29TCwW6GNQGRcg98/5Fc5aszPIWJORk59aKKzjsWzZ0ayhlKO4JKvwO1beu6lc2ti3kvsLAAkenpRRR1HHY46SeSQBWYkDJrPLEyEZwMjgUUVqZovzMY1XacbQMfiKhhG5wD3NFFCAdpurf2XNfKbCwvY5HVyl5DvAZc4IIII6nIzg9warXt3cX+pNfXMpe4uZTJK/AyW68dqKKb2EbVuoi0vI+bg8Nz1rMWQ7mwAMDjHboKKKzQ2XmjAdlySNoPJ9a0dDsobnUBHKpI3+vsf8ACiih7AtzT1qFYLi3jjyEdSSKi0PTre6e1Mylsvg89aKKlfCW/iOh8Valc2d5DZ27+XFsXgDnrXHazdSzGNWIyB1HB5NFFEAqbnP6vxYHHHzKePx/wqrd+INU1LSrfTry8mmt7aR5U8yRmJZtvUknONvHpk+tFFaozR//2Q==", "info": {"video_id": "165917", "label": "tilting plate with fork on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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GMms3S9Ntdalk1K7gDxbttujdgO5r0W+ZnjpKOo66tUl8PW0N2GRZcO5X70bHkEfTgVy9voR0eO5kndLkou/aD8wfcSTj6EflXa+ISBpUvr2rm76/MF9Zq4G2cxq+VyCCMEe3UGmpauDBxvG5yMamO9lur5NiK27aRjr0qhq9+biZjbt8hAwDxj8KTWdX+13bBVxGMghiTWdb4nJzjcDhV6k1KRztnafDeQquobzlnMf/ALNXXz2+6SSYg5CE8VwHhfVbLS5ZUupxEZgpViOMjPH612s3ijR7W2BuL2I+avG05yPwrCpC8j0MNUUYI5/xEYYYra6toJIJkU/OBggY9RUeh2l3q+v2s80gUkCSORjkkjBA+uBUfiLxnol5bGGB5GIKjITAwOtTeGtSgtri2DsI0tJljYyN2bhWz6HIrCcqlOcHFaX1O6Mqc6cu9j0a6uSXLZ5Jrir3SrjUvFQZFDA7XkOcbF6V09zIGn2546mqPhSb7XLql+ekswRP90Dj+ldt7s8u1loXdUk2X0MZxsnBXnsexrgvFKx3UMe3iSMhXIXA2nODx6EY/Gus17UIY9RtdzjCPwPU44FYD2Cyme/mlzBNAN0ajHzbh/8AXqPbRUuV9Rypt0+bsc7pOmypMDJCWXnkjipQ0VzdEPAXYEjYOAKvjVfORLOwTbuODnqB9azQRom92Kyy5wCOcg96q5y2RoRSWejxPnMk2futyVrq11jT4bfdc3UKeYmAS4GQe9eWalcm8ndg23dzgVyoupMDcxJHv0FKVPmNaVXkvY9j17xFoTWEkcd5EzqoCqvPfmo/DM8UM9tCkhdrW4Xc/TAJ4/A56149JNIy5zwa6vSbi4vtEDwTSJNahY7pU+88GRtf1O3ofTArGrg/a8tnqnc7aWMteMup9CjBORXPeLI45rBlbrErSrx3Aqn4Y8StdzT2N1Ks08IDCRf+Wi+v16fnTPFmoRLbS/MfniZBx3Irqn7ujORRaZejWOx0DSvJYkEowz1O7kj9a5PxYwm82yAVDEfNU9Cfmx1+h/SpLnxJ9n0TSwcEwhAV6k4PJx+H51XvmsrrRTqTAeeqbGkYnnew6j14P5GsXW5ZJW3NHTvCXkcfNarEJcsS6YyfWobYjHzIzMx4Aq2EmlDYQyb8ncM9K0NM0iYussS74s5J9q0ucVrlCGAw4ZsqD6jisHxOwWS1IDbcN1P0zXZ3MxbUDC6LIysAo4x+XeuY8dW0dv8AYmEaxyS7y6joPu4oTCxzCt8oZm4z0FbWi69e6XOtxa3MsLr/ABRsQcVgKCwz2z+dWVY8Dj2xWqdgPRV+I2stgF7eRh/y0ktkZvzxWTq2uXWsXIkvbuSWYDALfwj0A6AfSuctw5CFmAXJ46GtiGyaZN0S7QvVif60OQXb0ZnnzFkZhnJPIAzkd61oQuwPsJTgnb71SGZJNuDnaPmHrWhaSBA0Jcscc5GM1jJ8upcUpaCq3kqsioCd2dx61LLLc3Em9hjHJGM9KjlguYI43cERuflfGelWjcrJcIisMomCPXI7U0yXFrcph3ln2kH1x6GpSsgnwcgD061HHCTMwGQH/iHp/hW0NOiitUfzMuwyEHUincix55BJJ5ikFuuMZ5NdTaeJ9XsozaxX0oU44zkj8a5h4gj8H5Qcbj71paREst4jTEqmTn6dqGaRk09DY1HxDr8lv5a6hOVIzjjp+VLpetS2lkbmfzJzsa3dPSTGUb2BB/Q1Bf3QzsgGFxzg9TSWqxRTyLOpNncptkA4KnqGGf4gf6isnThVXLNaHXSrzpu6Z3z+JjrdollHE0c8jKs4zwMAZAPuf0rvbVYrOyihVhtjUDivLvCkEvmS30hDunAZh95ug49629S8R2llIkdxDMpZSf3cnBPYAH/IrRJ2ugcU3ZF/xZrKQ2b7fnCckA9T2FY8DWWrw/b5CJDDJ56MGONqAkY9uK4nVL+71NZJHk2xhsKgXKgZ5x7gd62tkuiaI4uDsu9RXIhB4ih6lsdixAA9gT3rH2bq2knazNqv+ze7NbrQ5uUC4JbHl88/WnFWgZiDnC5UjrSkB5eoKse47VXlz5wVflzzya6DyynqZZI4Zd53EtkdSelV4rjcuMkEY960/EemzWthpssi7TcCRgO5XjBrJtAsc2WLdOcd/ai5SbRFdZVztVgvQH1966PRc6zaRIFZ7yxxuhB5nhH931ZfT0we1YqxGeZtigAdB2qzYxS6bqEV1HMYpY23Jg4YVUWrlxm46nZ2viWWO3vbVWdgn+oduoDcYP8AP866LR9TTTtF8o3MMfBlZS3zY6dPwrktQ1qLV1tYxZRW93v3XEsQCrLxwSOx5rduvCM2pTQzW2qaX5SoN2bgAjjuPapnHmk7HTGcXZvY5vWdZm1SaImNhD5mMBsNn/64rrrGG4XSLWyunZbi4BnK9CiYwmfcnJ/KooNN0PQ5UDTR6vfrzHDGp8lW9WY9foKkn1KKOGe5uH3X8oZnYkZx6Y/T8Kz5UormWo8RUhztUn7rtczbm2Ogxx3hI87lHTI5Pqa5O61Ka6uGldj8wwQMDNO1TVZ724yHZhnJyO9VhtlG6T5ee3rVRXc4mya1zKrKcmU52jt0rl0GSAeh6+1dO6+WJAp3ccYPSufcJFFggbjzkiqEiF0Yqqpyc/yq3o+p3Wk6rDexMUZMjBGQy9CCO4PcVBCxZtpIww6t0zT7hWeQHJDdNpGMVaYXPX/DS6RqjPfaRujvJE2y2Rcfu+QSY+7Dj6is3xnqt3C0Nm7NsdgpV1wQQfXFecWF1Pa3aGJ2DE4XHBH+FdrqXirUrrTTp1xefakICsZYlZl57ORmqk01qaxqu9mQx6PeardrHZQySzFlYBD0A65PQD3PpWvdWcAWLR7aZZlSTzLq4X7sknT5fUL09ySaih1DU5rX+zIrmRLJNrGNBtDA8ncRyfxrUguYYbuIyxJDDtChWGa54rljY1r1vaSWlrK3qSwNZWNk2ntFuJGQxIzn/IrLfWZMtZ2sXlEttAWgSre65GiJ+6XqR1qe906LTrd7oyr50b+ZGA3JU+/pU+pg79ChPbppc73DuJJD84GP4vSuQ8W3zahJaSOACAwOPwrQ1DVrm9ud7u3ysSMH9KwtTzMULHC84zVpEt9jPRQ2AAeelTFAkAJXv+dOSEJEXZiCOg71NCyO3zcMBuBPOTVXEOt2MskccSY55radpWt5WQ7YkUDYPWsyQJE6+UjAf3vUkZ/Sl8zzn8mRmAxn6t71LEWVfKblXO3oo6H/ADzT5vnMWD5ZcD8DzU0dn5UGSjKHzwentUMZNwS7r93IwDyvtn1ouA6+uLiYool3BQACBjAHrVmzid5E+2q8akjLAcNW5a+HSDbtMU/e8iNj27Z/OrevwtFEEZcYJU/N1OBUvsi03vIm0vSreSMvPtEGfkPU4P8ATrVPWbiH7RBBaBmAyN+cVQhaaKVrfdIkoGc4xkHmtWZrO00mKQ+UZQNxJOGB7j+lC8wa00PPEdXJRSSgbJLDFaNmhkcgfwff4xtI/wD10uk6SZHRnI2jnawzmrWoMunyyxQg7n4PHI9/xob6Al1HW8EIJuJx+5Qqpz3OanuZbfUTGsEJDh8KR37Dis2N5bu3W2UsxGBsHoDXQ6dpw0qQ3VwVJVNwHZT6479aRonqdNow/snT5PtAWW2YArG3BBA5YHqCaxtRn8L6s8c895qVk6H/AFYiWYfgQRWHrniOecRxROywDkn+In3rn5LkzvgkBm5HtW1N6WZMqjUrxO4TWdA0xQNKsp726X7k98AEQ+ojHU/U1g6lcyXZluru5aW5f53Z/wCI/X+lY9rMY5cklmx096WfzDKFPKk5znIzTdkrRFUqTqO83cnDKQgziTdwO2PStCzsN0i3E33V+6v98+lM0bRXvy8rv5cUK73c+noKt6dC+s+KZNPe/ns4FEnkLGm7lU3Ac9M4JJNSjNieIDKLO3luf3jvuVCw+6vH5VzP2dty45LAnIPStC/1m6ktUjnuHm2phA+Dtz1/z7VVtVeRScfNgk7eg70paMcdi1ayfY0k+UFmUDPpg/zqqgnnvleMMWL5A6jNXAg+ymdwF3EALjoasLcDSdhADTSBsgHOPapTKsLBF9kmeRhzFEzkd89BVzQra8urqKIK2xvmZz6U63N1rDKUUfMArEDGcHjNddcmLQ9CaK3ZTPsO1j6/4UuZr1KUeZeSKGo6pp1ndNDEMzRn5pB2OMVyGq6kbm+d0kyg4DAYqhcttJAclm656/Wq0eZW2gHBPWqSJbuWA2HDdARk9s1ajGZevB+bDVDLHFHFv35dcfKRwfXFUtRmMViHicrMGAGOmKaJLsmfOCr8uRmoL7TmlnzAN0QG7PpVrUtOtLfRYNW0/Vr+YfaTbZuYVjW4ITczxAc7VJCnd6j3AWNmn0xNh+c5L7hjIH/6qJaDRjJmGUFcZHqOlTWltJe3LNgkY3Eg9vXmpHjU4GSpGS3Sp499ur+XuGVweOcdv60rhYBbwR3SrndJkD5TwDV1VMs/ykbQPm75PpVOzsri9ugFGX3cknkd81sXUElkVjMZZ3XIbtj1puXQSWtzajmTaIkm8uVVAPOAfSsy4S+u7tIpA5JIZSKNH0y+1G4ifny3OXY9fxrf1fXLGyn+xQRq7RgBpAemPf2rNu2iNPi1Y+zntdLtzHMqfaGb5Wz7c4rj9Y1Wa5k2q0mc8g+lM1fVPtt0GR2ZFHO4dPpWfvLFWByc/ePU1SXUlvoiVGMoxLgADk96JdPFy8BRhhQeGPfim6ClrqnildO1DULm1gmbYkscsUax9yWMnGMZ4HJOBVS4nutK1i/tMXCyW8zRKJwvmIFYj5gOM4xnHHpVNOxIzUbV7eRYsEEdSO4ptsFjmQsxXA5OM/hWyzobBbmSMMzDapYdOMVkyxMGVgrfMTt9vepTBomD+bc7IAdmeFznNW47GR5lbYTEGBJ9f8aZpax28jPcJuOw4z3I5z+GRVpr1nuQyjEeRwBjj+VMRfvSZpFjd9qdEUdsf/qrSsNKihVZbn7rL0VcjI9aoxpmTzSuVQEqADhV+v8AWp7bWWLurqpQHAGOv09Kj0LVupfudSt7HEsT+a64OD26f44pCLjXr8SojFUO446ge3+eKjl8O3E4juolIjKlmH49Py5q7JeJoFv/AKOdwYbBhufc+3ejToNpvfYt6odMtlLzAGYKYyQ3AwODXFPdG9t3Vs70PDZ+8PQ1V8V6rPNHI8cnDsBkdQPQ1X1nw9q/hvQ9J1C6nuEnvjJ5sOzHkABCiscfeKtnHbp1Bq4xIb7Fq0u5ooCyOc7d345xUTktMpYk/MBRRUIroaejgR3KyLwzllP4YqLxBqFy1/cWpkzFGRtH1Aoooj8Q38Jz1y7eVkHG44OPrVlY1jkRgOdo6/XFFFakEa/JICPTFXbWNXOSPy7UUUAdxbqLXTLO3i4jlO+QHncff8q527u5NJ8RT3tqEEqSsBuXI5TaePoTRRThsKW5y5AadFIBGQK6vTLOCG1Eypl2Qk5ORkUUVnVKgYWqSMJhCpIRTkAHvmljjEssAbPIHP1oopLYbOw0uJLK1kEIxuJLE9T7fpXN6tqd3PqMnmSkiPhV7CiiiO45fCYly7bA2eTzn8aksyf3jZOQOKKK0ZCGyOS20n5QeBUV+o+wqx5+cfzoooA1dc17+2o7aCTS9Ptvs8apE9sjqUQdEALFQOc8Dk81TmuZBbogwFK8gfWiilLoA63QfImTg9fyNWrYA6c8x5fgEn8f8KKKllIsxTPa2du8Rw8hbce/SpvPlniiMrl8AkZoooA9CiiTT/DzfZxtPl7t3fOOteVXLMQJSSXkBZj7nmiiph1LqdCkGJOPXrVqONWiTPpmiitDMzItbbSbm7jOnadfQyurmO8g3hWUcEEEEdTkZwe4NRPf3Wp6pNfXcpkuLmXzJXwBkt147f0oopvYR0duoi0vI+bg8Nz1rMWQ7mwAMDjHboKKKhAy80YDsuSRtB5PrWjodlDc6gI5VJG/19j/AIUUUPYFuaetQrBcW8ceQjqSRUWh6db3T2pmUtl8HnrRRUr4S38R0PirUrmzvIbO3fy4ti8Ac9a47WbqWYxqxGQOo4PJooogFTc5/V+LA44+ZTx+P+FVbvxBqmpaVb6deXk01vbSPKnmSMxLNt6kk5xt49Mn1oorVGaP/9k=", "info": {"video_id": "165917", "label": "tilting plate with fork on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "165917", "label": "tilting plate with fork on it until it falls off", "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": "6a8771bfd5e41698c863ba002ccb09d875f36b752b9feb44de7490d0d58bec95"} +{"episode": 65841, "episode_seed": 290406885, "split": "train", "timestamp": "2025-10-13T03:32:27.741084", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 290406885, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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563XcSewq34c3WmuSKT+7u1bb9V5/xpsUSopGMe5oiLRJBcDP7iYSZPHGcH9KiLszU7LBzxUjxiW3eJ+VdSDTVGcY6VKFNdJBhWWhsZla7bckZ+ROxPqa3ugwKMHpRznBoSBu4ZpCeKXGaSRdqEkgADJJ7UwuiNpAiM7MFUDJJOAK5671GTVWMNvuSyBw8nQy+w9qdcCbWZvmylgjfKveU+p9qnaIRoFRQqgYAFZTl0QHlXhq7itYrrL4lcqMd9o/+vUur6zaXOmT2pJaViCm0ZwQe5rmFVieOtSx25ZsVDSTuVZshWNnOAK0rLT5GO9ZVVh0B70x1WFccZxUln5kkuIwM+vpRzNlqKiey6Ff2tnoVnFcXKtKsY3BAWI74q5P4ngQbYIHdu244/lXC2rMwSNTkADmr1xepZoERd0zfdTufc+1bKWhg43dzT1HxBeCLfNL5KNwscYwzewqTwh4VvvF2oyM7BI0XczOc4HoPU1kaZpc17dC4u8ux9egHoPavYfAIis74wADMkRAP05oTuD0Hax4ZstFsrNrSLYNhjY4yfXk9z1rlbyNRk5yTXrHiC2+06NMoHKfOPw/+tmvCWa61Dxpd6VLq1xaRAyeUI0DZZU3BfYcHk/1oeqIs7mF4skMGoadIp52Sj89tZsd5zy1ZWqalc3X2d7id5CM7dx6Zxmq8cxboawlubR2L2vXIlsVA7PWLp7ne6dc81LfTeZblfejRoSdTttw+V22fn0pxGbNlZy3EgVQRk122l6WlqgGBuPU0+w0kW4BUfNW1DBtXkVskQxIo8cAVDLPJczfZLFvnBxLKOkf09TVO61GS8lNnpzYjBxLcD+S/wCNbWlxQ2kSRRpgDr6k0+bWwjvtD8Eafptphv38kkfMjDnJHOPz+tclfQmGSSNuGU4ORjpXpulzi50u2lHdAD9RxXmXxSE+mQXFxayPG8rowZfcnI/SlcRgzyYY81nBgDyc/TpWZrR8jRIdRsda1CYNc/Z83Eaos5CbmePHO1ThTu9R7gW0ORkn8TWEy4q5KsmblsdAKS9JWBLhPv28iyj8Ov6VCjAXEnt3NWgQ6lSPlIwc+lSirHVowdFdfusAQR6Gpd4AxWPoM7SaREjnLQkwt/wE4/litHIB612J3RlyljdnpWc1419cm0s3+VTiWcdB7D3rNvNRk1CRrOykKwjiWcd/Zf8AGrliiWsSxRDag/Woc+gcp6N4OSG2gntoVAGQ2e57Gr3iW38zTxKBzG36H/IrmPC18YtWhQn5ZMofx6frXeXUIuLWWI9HUii+txW0seU3qkv15rmNcP7uMHpuNOkunuPHl1pN5qt5aWzTmON45Y0WLoSWLjGMZ46k4Fc9LPeJqN9aXMtyxt7gxqtxjeoBI5xxnpnHFRU2HFak4ICngCkhQPDtPRgR+dR78ISTgY7U63cCJdv596wTNrHT6VOJ9LtpGPzbArfUcH+VXgwxxXOeHZmEF3bnrFOSP91uf8a3FJPJNdcXdGbRNvY0vPrUXmYpk10kELSyuERerGmKxZyFIzk5OAAMknsAO5rcuPB88+j3FxfFk8rDfZx6DB5Pfg/hXM6P5t5qVtfzbo4IpFeOMHk4PU17Y6pPCyHlJEx9QRSbFY8WmhEaBQAoA4GKpSBfrUvjhrjTNPm8mR4po5VjLL6ZINctr1hr2haLpl9d3l0s14ZPMiKYEGApQMcfeIbOO31zWclqNHlkKD0qxnYCRRRWLOpFQsWlJPOKlsXZbgYPaiitEZSPQrYC20SS5RQZEj3DdyM07SLdJsTSFnkflmJ5NFFVIk7K0iSMDaMV0nhyRo9dsyp580D8DxRRREhnqjoroyMMqwwRXzB4gv5tI8b395a7fNincLvGRyu08fRjRRVdBHCal8ohA6A4qKMkRkjrRRWT3NVsRr87ENzzW9YxqkIdRhkwyn0IIoooQM9bhVSoOOozWN4iupkltrONykU+fMK8EgY4z6UUV0S2IJ7WGOCIRxqFVegFatuOQKKKxQM9K8Iuz6HtY5CyMB9Otcv8ZFUeFoXx83nqv4daKK0W5HQ8Y1zxE2tRwRSaZp9uYFWON7dHUqg6IAWIA5zwOTzW+BhRRRWFToawGQAebK2OakDF2wTwOwooqEaF7QXIuNQjB+USIwHuV5/lS+IruaP7Pao21J8hyPvY9M0UV0x+Eye5LBDHAixxqAoFXY+goorNCZraexjuonXhlcEH8a9X7UUVoSfOHjHVjpXjnXYvsFjeQy3W8x3cO8BlGQQQQR1PGcHuDXPwXtxqF7d3l1JvnuJPMkbGMsc0UVFTYqJaJzE30qSDmJPpRRWCNTQ0YkaxIB0e3yR9G4/nW+SR0oorph8KIYhORWA0rX2vywznMVu3yIOmfU+pooqpbCR1Fox3EZ4xXrmku0uj2TscsYlz+VFFLoSzyv4uRrHFPtGN0kTHHrXkd/r2pahYQadd3c01vbyPKgkkZiS2M5yecbePTJ9aKKTBH//Z", "info": {"video_id": "162439", "label": "uncovering bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "162439", "label": "uncovering bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9b8a64fd98074a129b1517563083fe3f7a7b003a409ff8a53f817b6078a985ae"} +{"episode": 65842, "episode_seed": 4172635729, "split": "train", "timestamp": "2025-10-13T03:32:30.009692", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4172635729, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending or trying and failing to twist stem'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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fWsPhrWLZ1aR9ySg4aIAYyhHXryOhHBrttMZHt49DuUiY6a7M08YDvHHuOCB269efpxXDWShNX0yRy5/eiLYhwAQpOQfzH5eldTNp8cPiqa/VWMU6hBDG21SdgBU+x4z+PrXn15vXm2/Py9D0YxSpppWsczrWlQ2uoTyrePPE7/u5ZhhiP7x9u49aqXlpbjULWzhB8uWNym7rgLkZrc8WwQxGCxGZbtpVDuCcAtwFx+Z/KsPUGYeL7V1PyQuIwB6Ac/zrz25Snd+ZVrlrS7ptKeSGQE2twPmGeFYdG9iDx75rohaR3FyLq2Ih1ELuimVmAyO5xXMyPGL69splLIHypB5UEc/h/KjQr280nWk0y9LyRSnMJJ7eoPoe/oaL1L89N2ktfVf10DlW0tjc1y61XT9Ns3ieVbgSOZCjA7xx2PDCvNtZ1A399HK1hBYsCxd4AVMgyPvL0B+nrXsF2LWLw5I88XnBXX/loQRuPJB7GvHPF6RQ3cUltciWJt23ja6Hjhh0/EEg1306jnVXMltuuun9blOmlBtGLql+lpOoRGOeWI4z/hU9trP2eOKdSBKpBWQ5BGPcGud1eZ21EyMchlUj06U+ytbm88vaMpuxnPSu+6S1MYwctEewLc6DZoEl0hYptikq0rH7wBxycdwR9a1Fm8Oao9nehbqyvI4wu6Ihk/I9PqDXKa7H/aa6IsPyy+Stq745YJgKxPfA4/AU21tHt7preZ2dIkDbUyC47H2HPJrCrNOndIqlRVOrJVGemtpNrbajHe6PNcz8GRbX7zE45Of4h+vvXDajdXetXUguY5IiGJKuORz3FSRazrGmsWeMozN5cEUQ/i7AemP1q1ql/PfXcNrbiBZUUR3BXsQOhPc8kkmuCrUu7vf8F/X/AADSUEvhMi1tEmtPPjIbcWVePwAFdFoOtSvfRQ3nISNU3E9h0PPcf/WrLvdthYaVDAOsok9MgHP61NdwiC5YwlWkX5vKzgkdj+tZqs7PszLkOxtdXm0trm01NXBeRxFeK/8ArVPRWXPQA+9V/EU8d9oh0WK6eC8Kh4gJiiSKRgrk8EnA61Q0/ULfWLDeFFxtwpik+8jDoPY+hqr4u0N50W8KyKgiVN6nlQBjB7Y961p4pO7leMlp5fNf1foy40m3ZHm/ih57i+t4eF8lWzu4ySf/AK1QWa+UdoOccs3qa6Hx1ZpPFYarChPmK0Uu3seoP86522trxlX5f3X97ORj616NHWKMMZpUdzfUmTw7d+nmxqPzrUtDJeQaSsmBPY6lGrIfRxj8sgfnWQQ8WhIUPym6TcfXgkfritrwpJLquoPNOkabowq4BAkYHK8+oIA49aVW10a4NPkaXU9TFgbaCRbgW73LAk5GdxPyjH4E5rG8UXVppNhC0YQKkbK0sh+Z3J7/AFOM1bE8ly+84Uenf8TXF/Eu2lurG0hDgB5CcknHGOo79c+1ZVorkcY/13LjBpXZzOg/8hh2G5v3u4M2Nx5Bzwcev4V6rDpEUtoYTahBJJuMilSzDHXPGOe1eb+AdN8zVrSCUEA8ycYwCrf4CvWUlEENoskinMQ3EcA1FOlrd7WsaaOKOfktBGrQXkQSZAVWVgPlB6HPocc1YazhkslivrWWWPzR/qSSVPPXHY1t6xHv0m3n8kP5jtHIc87cHp+ODRokwi05vtBzgkBm6dTjke1TRoeyny9On9f10Y27q6PFfijpVppbaUbKPyvMEgK4Y8AjBJI5PNcrr9tZ2GpWz21so2RqHxxuOOv1r1b4pWi6ldaIrNx+8ICkcD5Sc/gK821iE3N/uXlSBiu1Wd0jmrNwkpXK9lcxzn93G3mggnJwevb6da6nTrh5r9gSZDIzEuO+G6/pWHYabG8TF4hvQEk47f8A1qv6ff8A9lXLF4t+0bMA4wSd1LkUFcX1iVeXL2Ow8HxNLrHiCJrTz4TMhlGcFVwckHtnOPpn1rsZPDy3FvGt2Bvun2v5gB2xhgfwb5c598VyPgO+f+1NXvNkqJdlWVRjnHv+HWu6ieWSQFvlAGAAc45z1rOVOMtTRRdzzLUNOfQP7ZckuLiQRws7DcVJJOcd8Ve8K28FzZ3Fq4aRQ21lzkkEA8DueMVz/jG5vrrxL5SMzWySbcMcZZj1P4DA+ldb4HsJI4otR+8tw8iKoOTlNp/XmuP2d035nQmmn3Ny70iO3xc2ULxiFUXywpOVx/MfyqrDYwQBZLGERpkvIicA574+vHtXXQTfvSpYZ3bTjvWRrES2WqyxW8LRtFteNsZDbgNw/wDrVVfD8s/aQ2ejRKtsZmq6Npmq3BN1cTrc+WuYgQu7HueoIryfT4jcrbuZMZUYBH4HBr6H/wBHNmhCqzEYx/LjrXgmjSW1tPBaLy5y5V8nALcY7V2wcYJNo561KVVJJia3Z/2dewLGx8qSISDPY9D+oqtbl5oLtyScRlyfxAFdL8R/+PHR5GUKw8yMY7qQD/OuVgna30x0AANy6oc9lHP86pTUldGHsXTmoPVnTu0v2O1nB8qQyqQx5wTwPr1ruvDYW8ju5Jx5kltuR/N/hIySB6n/ABrzP+07jVhbWyWn+puEkLIc/d9fSvU7VIkWT7LEI1mkMshJyzMcfl0FZShGb5ux2Wko8rG31tBp+nwTeUrTsHaWZiSyE8cZH90fzry2KQ3HiG4mbLGRt6kqRjPQD6eveu3+IUlyPDxihcp5x2M+7HHf9BXCeErCQajaRyjLmUKRzwA4B5/E1yyp+/p0Vhx0lY9UtdLt7q0d3tAzzbczAAnHfHcVWazW2c215FzFnypGQZCnjcP6/jW5bBrO2SKQgKJnRTnO5QTg1bv1D6K12sImeKVVHzY+U9frxRPDc1OLXxRKTSZz8Vqn9nTQ3UEk0W1RiA5Y9MEY6ivNfilYWWmLprWMPkrKZmIYtuP3Ou7+VeweH2WFZo5ctCv+rLDAC4H9a4D4w266h/Y7q6KFMwHAP9yumlaMLslxb0R5DaaamrzLFI5jwjNuHJAAz0/z1pdJWO081DdJ143DGPetS00+e18+eNwdkR+ULjOeMVix2LTTkLGrODwpyDWjXPHQzVT2NT3judCumur2xs5JWktxK0sbd1yMEj24HFb2nRRXHi0W80vlQPp5DyYzt+bg4749K5TR5Y4763nYuiRxsH3dUxgH/PvXb+F7y0l+IENxH5c0K2RUg8AnJ45p8qSUSOd1ZObOwtdAU3m/G60DD5VJBk5O1/Y4Of1rzbW7Kfw/eQpaOxR5i3nFtxY54U/ge/XOa9fk1J5omgjPDt95RjaMYOD16fzrzzxjqwh8RRQXCKtjDF58/AO5hjYPY5wPpXHXpKKulc2p+7uZ+oiS61m3tIU3mGIR7R13nmt46TJfRpNBHuuoP4R95lAwR+lctpTXN5qsVw8TPLIwuCp7oB1+mM16tptrDBJcou5VWRh8jEEA89vwrFYZSUYv+tDSUbWaOJsdMNpeXGowsGiuFVTGRgqSeT+n862tUk1Ke0tE0+F3lj3B1UAhwcYyOmOMc1o6lpg06+jEWDHcqX2Nzgg8/nV20097mwhms5THszgFQeDjr+RqYUm5eymtVp6r/NdP+HF8OqPJQV1PwnLFuJktpFk+U84zgn9a5m6066sl3pLOLdz0VTgH3FaXhyd7XVJLKcn5hhwDjKMMEVW8TaXqehbo5rqe4gkXzInMrFZE9wT1HGRXq4aKd4P1OfGQcrVFtsR3WstHp9pYxquGnUzH0IzgfpzWodZmby1lCFkdGRkQLtCkHHHbjHFcPNdA6fHwEZZl2gf7prNj1W9SVQLqXG7uc/zp16eq5WPCTjTi+ZHssHxB1C34NrauMdMMv8jWXr3jKfXrN7W4tI0GAUMbn5W9f6V53cazf28iAupDIGG5Acg1vWETzWMF1cSIHf5ygXHy9u/XI/lXLJNL3mdUqlJ7I6/whqY03U43Y+a9w6RIikZ67QR+da134ouZNYnjgeSVI5Wj8vycgKGI4I6HjvXE+HLwSfEfRbBIeFuIScHrgbjXp0kMCeM447QW6mMEkyocFmJycrw3/Av6V0U6d9znnJJWR2N5Lu0CwXaQc5I6/wAI4qKGLbpsm04VmzirUttHLakj53Zc71cP05yTjj/69O+zJ/ZoDMoz7EYpyhaRpTmnA808frd3GqaZMgwIreZd2c8kpg479687dn8zbOAGU8bemK7T4mJKEtAE3IokLDO3+7XkCyym9BjwmTjjJ4+pqqactjmxEPfuzv7ErPutzIyrIhUkkHGRVWx+12eq3X9sWUMkhbzEBJ2MD0ZSOo6/j1HFGjW7m4TzXEcQIJP976DvXoGq28WveG3tbMIt7bxk2jEA8j+DPo3T681FeVly9R4OhLmc/smXY+LYbXrYMT0O2f8A+xrYT4j6ciASadcg9DtZSP6V5fBZ+K9paXQbnbngiBhVaOXWZp1tm0K7WQtjHlsP5jisFzHoN0jpdX1ePVNY+3WiMvmAtNGRtAbjBBHt+o967Lw7rkGneFlidgbqzJlZSDwHIUH8zXMaboMUcLw6iDDKXUrKh3FFU9Px/OtLwLpttqMvi2zkkLwRSRwmSQFMhXY5OORwO1Omr7GM4qN2dJ4Z8RLqGtw28ixlixbfE25Tj19K6rXCs+sTDPXaAQfYVzPgiyjSSWSKyI+c7JhscKvTC7SCfqa6q7tCbmNi7O5+Vt33j6E59v6VvOlaNzOjNc9mNud0aW7MFJWPB4zkfT1r53W2ubL7HPIxaRF2ZQ7gea+jdXgkWIPkjav96vl/VFurR13M8e7ONjkZoUU5coVW1FSR6naT2vizRl0+9YRXEXMMpXPltjHTuPUVwfiSC80ZraylZd0dyFlIXvg4wT26mq+hajNblSGZtpzknnFdXrMcPjDS441kWLUISrxSN92TGfkb06nBqEnRk4z2ZcoRrpVIbrcis9f+xIqLZ221egXcvPqcHk1uW3xCa2ID6bGw/wBmYg/qDXkF/fa1pd69teLJFIjYKSxj9PUU+fXruExkpGwYHBIxWfLPua+0pbNHpuveOodZsXs3sXhUgsrLICQ4+6eg9/zrP8N3/wDZ1/HeXOGSKPbgdScg+vJrmNME2pWQuWEaBm27eclR1PpUs15FFq2m2aIzGeVDkf7UmP6UlFyb7mcpQvdHp+u+K5INalt45IikL7BG0Z5+UEnP413Vpc+f4LikCspdlbB+prk/ENpaW/iqFoIoTczzNPIryeUXHAALchh7da7VbPfZjzVK/KUwmCoJ6AAYPXHJrr9ldXMFO01cp6fGRDcOnAZcMteYfFea/wDtPh6K3jkeINN5hVcgrlPy7165ZW3+hSZK4J6bsV5X8S/PgmsFiVyP3nKZ/wBmsWrR2OmTu3qcYlyiWk6SSSLIWG3zOBjHb3rOjjQTAknk+tRajd3DWxUSyhs8g8VV0eNnkJkaRh35zW1GDcLo86ulzt33O4h8Oyy2UuoQvNJYysfO8pNzxDgnC55GQOfzrZ0SfQdPlEi3CxtjBaRH3ficVnaF4r+wSQtGfLiXA2qeMe1aGo6NZa1qEt3pNzDbiQBmt5AQA3faR0HtiuWdRuWx6VDDqEEmztbXXdFdMjVLUEdmcL/PFcJ46ubee/WeCZJrebEUjIQcMuTn3HQj6H1rA1TSr/TNxurWXy88Sxr5iEfVc/riq+mabPfzOI2WN40Lr5qkbm/hUZxyamTclqOdJWsmeh+BBFLe6tOGXyUhSAOM7SMZOM/St601q1ur5vImRpJAoKDIJOACa4Pwxa6kviK80x0ktpk06aXZ03MyhQT6j5jWn4e0OebWVFxd/wDHoU4BBDEYyqjhj+VbQpuSsjnm+VHoniW0jmksDz5qRZVgcHOf/rU2Kd47FQWG4k7gV4we4x2zmnaqZZ5ImaN0CDy8N19c46j/AOtTrlNumx5U8HOR2zScPfuzWNnBM+b5mn0zW4GuPMjeWPafM68Hg1r+L9UXUPDaNN5u0IqRMoztlDcq3oGU5/AVmfEGdJr6x2bcrC2cf71c/cSyNoqAu5DSAEFuGx0/EVvTpXtJdDndf3HFrcp7Xlhi25JMmAFGSTj0qxpeivqk72sQ23q/OiOcbwOoA/vDrjvzXdeC/DVrdaALu4jV2eU43DPI449q6q3tLUT5FpEPLx+9UYK/T/8AWKyxNSUXdIinG60OLi8KJM2nSTwvLHBbN5sS/ed/MYIg92LD8M06+tIYHEKbGeFVV9gyqEn7u4YBYdyOPyrub6XFrPuicLJFv/0X/XMqnacZxjOSM59a4/V9S0m5tLOLTdPmtCGA2yOeFH+yD1PcnniuCnOVSSui1e5D8ObU3vxbE+35YRPIM9sLsH8xXb6yNctbm8isLVG0+Wcsu5irqx+9z6E81R+FVlbL4xlkVWeaaMonoBnexP8A3yB+Ne4XGlxXUPlywHGQcqR1r0lJ290a5bvmR5N4W1LWJ9Uit7m2eKB8h235z7fnXqEo/wBHMZzmsmTQjpc0FxFtO58BT2rk7zVdXu/HN/pbazdWcIeQRJEoYZVNwX2HB5NClJ/EaS5Ipcpi/ElrhJbFIldVPmLJhdwI+Xrx9a8YlT7NfFGHAbivX7DWL2/aT+0LuW5OFKmRh8vr/SuF8e2EcWpRX0AAjmGwgHoy/wCI/lVUXyzsYV5c5m32ozWk1nLGSUaLBXPUg1tad4klBjaOTy2OeCfzrnr4GTQIW/iSYKPoQf8ACut8P+EoJdDtr26GWnTcUyMAZ4PPTj6Vpi6cXeVtRYavKCSWxft/FNxauWdjKT6mrcniO71Py4orV90mdnOFOOvPTA7ntVrTdH06ztSEhzETuIcbmz2Izz+Rpl82nFbe3vdRTTrV02yRkDzZcE5T/ZXJJI7n1wK8V1NbJHbPFNaJHO3WurAZJWzKiqXzGeGAOOPxrovhmk8/gjxHfmZ4prq8LeYp5yoBxz7tiuS1WG3lvbq1tLgTQpHtDhNq9c4HOSPc8mvX/hRpMC+CVtZmWUNK8sigE7dx4B98KD+Nd9DRXW5jOo525jkYvFwsHT7Nps+ncDzY1iOC31Hbriu88J+ID4hRyQWWFuSwwWJH9K1dW8J29yN9vsDYA2DAzzXMa39q8NaLcNbNLbXJkjAdMA4J5rZ1JPRopU6aXNFnZ6oqmEsCAQO1fL+vR3P2FWuvN3I/BkXnB969W1PWNQj0eO9svEOpSq0/kfv0VFmwuWaPvtB4OfUfSuT8b3EUvhiYkJ5hljxzkjml9tMynO8bHCWM2LafH/PJv5GpdB1d7LO6Q7VAGDzwSBVTTz/ol2eCVjJ68jtW34H8PQ6y95JcgGOFVA57k+nfpXVWSlDU5qUnCV0ej6Xr1rqWnyafqCQyRyRlF85Qy5I469K4rVPCNrcTWMFvFcWsSzyrcpOwJgUBXYhu6gZwT1rYuNAlS+QWToEI/epISR/9etyISWtkUlk83YjItw/zquMNjHVsADgj2rxp1HTVj0K8lKKktzibmwgs7aGNIzECjSJAxIcR9QWH8Oe3qATxxVLR7X7d8UdEg2lkS4gzxnIX5z/Wt3U7rQX0iSWxvL66vHfEksy4MjHkliR0HPA749Km8DWELePbK7klwwztAGcuy7FA/wC+v0rbDX1b/E5+h1/iW9vdN1q8a1sGvI5QrNJuG6GQDHy57Yx09Kq6J4r1OO+ggNrdKzOEyw4Hbk169PpNrcwSI8JBcYLBef0rm7rwx9iL3UYDxK2c9D+VdTqTRrCFKRvQgLaBTzkfnXlPxOuJbOfT1iVNreZkOmR/D+VacmuXtz41udNn1a9srUy7I/LljRYhgE5LjpjPHXNZTXt3Nf31rqs1zcGCQxxLcqpZOTnOOAeB0qZq8SXUtc801y/86JbUQAEr5jOp4GOgHvWZYyFbO6buImOfwr0HXPDmnXcM9yN8TRRF/kIGSBnGK4PSoo5LW7MmdqwsXA9MV04X4Wjjru7uUdJvZF8y2ZwEZG2FuQrYOPpV/TdbvbYxP8yGRSyuhyDjrxUXhfSn1bUJo9v7tYyzNg4GeB0rudG8LW1lbzwPL5lu7bhvH+qPQkEevQ5x29K5cXUirKSOihOULtPQqRalqstxcwtuZ7XHm84C54FL/aEr3SLNJ83BHmHI/M9q3pbDeqLaWyXlxNMZWBYLECPlDSc8hR0XuSc+/Na5Y3VneGK8LyXTLI5dmB3kjGQB0Hp0+lcFOanJI6Y4mT3R1Xga/XVPHHiXVLZRKtrYJBCob5XOexz0yp59K2NO1Gzs7r+1J5ILyW6YscoPMiPdWfPOMY96ofBXRJV0PWGCNG88wjV8Hoqf4tWnrXwzt4GM8McgdgWd4mK/N1ycGvSjJQWxjye1bdzr7bVrTVofLiYoeP3ecj68/lWneoqWahUQ4GOOK8oGnXfhnTZ7q0vblJi0aBy2SoJ5A471a1u68U6To9hc3Wr3okut++IjAiA2lQTj7xDZx/8AXo5lLVFW9naLPMvHEKLc2xAwdjL+o/xrnZQP7LQY/wCWoP6H/Ciit6XwHFLc9M8GSN/wi9vCDhWlYEjry1dZbQxyWsj7AhDkAJwBiiiuHEa1rM7MMlynHeMdRu7SS3NvM0bb2TcvUBcEc/UmuR+0vqWr2VzOFEkiuz7BgMykjOPWiisaKVkx9T034TKP+E4jJGSLWXH6V74elFFdcdjKfxHP6nM7XkEZxtWUkV5N4nvZdP8AHWp3cG3zY5227hkcptP6E0UVQS2Rz2mxKzyAk4CgcGsfxsijTICBjE3H/fJ/woooh8aMp9TmJWJ8Pp73A/8AQTXrdogXRdOiHCCyV8D1Ciiitsb/AAycPpItsiwvCwAYkA5bnHPauTvJvtd7JYzRo0YjklV8fOjBjyD+NFFeL5+X6nZLY5TR3M32hnwSGA/Svoj4PIP+ERuHx8xvHBPsAoFFFejEieyPQHAK8ivO/iT82nXO4A4eHH5miiqJj1POdY1o6nDCj2FnA0SqiPArAqgz8oBYgDv061jeLoI08PyAA/fj5/GiimviRDODtiVt7lR0MbD9K7b4eSGDStUkQDcNp59lNFFdVT4TGO53tpaxyCTO4HaM4PU+prB8T309jYo9uwV43wrY5G4cn68CiivDSvZvuejLY4rWZmuhpV0wVHunIlEYwpII5x2JzzXW+BgD460ZexuufwUn+YFFFdVH4UZfZZ9J44rL1tiNNmHYsKKK3M4fEjxvxBqRsPE+rIbOzuo5JwxS5i3gFQMEcgjr06HvWGt3Pe6hcXM8haWdy7t0yeaKKHsJ9RNVJh0m6ZTkmFgc89q83jkdLO8CsQHUBvcZFFFdGH2ZhU3R2fgFVh0C9uEUea9wsZb/AGQB/ia7KFA67QSoCEnbxmiivOxzfOdlH+H8/wBDJ163FxaXzCWaH7PcMUEEhQcccgewrixcyvemR2LMFwCxJOOneiis8L8LEj2v4OjzbO/VySsWzYueF3FiT9TgflXp00C+Uw3MRjoTmiiu5bE9Tzv4o2kFtpKmFAmZIydvHc15pc6xf3tnDY3NzLLBC7SKHdmJLY65POMcemT60UUkXLof/9k=", "info": {"video_id": "212118", "label": "pretending or trying and failing to twist stem", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "212118", "label": "pretending or trying and failing to twist stem", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "212118", "label": "pretending or trying and failing to twist stem", "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": "bafc60352085926b73868ea26c3d4e8695a732bc77ebc4bc61d11e2cce9a9dc1"} +{"episode": 65843, "episode_seed": 2357546571, "split": "train", "timestamp": "2025-10-13T03:32:34.256303", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2357546571, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take wireless mouse out of ice cream container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "78251", "label": "pretending to take wireless mouse out of ice cream container", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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l1CWGVnWNfJLMU+UZxnjH4elV5LlZYQJTgkH5g3PtkVCVcgtIpIU8bT93mn3UaiMFCCQcgEf56+lZXM33NrwtK7JeBVAUKoLjk557GuygR4k8t2dg5ONx7f07/nXFeDkliF48TAhhHknkbue/Yda6mIGYLiZ2KFnAU4Pp1/L3oJNUgIQqlFiPEnbJ7cetTXTtDGI4nQdCcnrkc5/LrWU7Bwku9kkOTu3/AHz6e4qwxBxAiRvK+1hJnOM5z+OaLtpoqPZl+GRGhjMbyM6LtKKcYHr+Gau6LcINatGlOAJCCxHJJGB+GazBIicyKvy5bd0Bx2x3Gf5VY0yUNrdhIeDLIoAJ5YZ5P6fyprcvoelS2qSrkH6elcBqvwd0PVfEltrO97WSOVZZooANs5Bzz6dOSK9C8sRxt5ZI4yOcis221E3anYZUkSMO+5CBz2GetWm9kyVGTTa6HE+P7WO21e3mV4Y3uEJlA4LFTwT+B6+1cmI41mDo+5ny5CknPHOD3+nFTeKNUbVPEFy13IWWFjCigAAD0/E5rFjVwS5zgDgP0HHHP5VDdmSW/NPmNGN4H3sZwPTJqnp7wszkcyAZB/hHpj27VWu7ktHtljLjnK56D3PpmrCXECQttkJdSqsVPJB9v89aGJF22gQTmWZWUFi24HgnJ4x261fiO+IqwKR5JOTnGSAMVnTXMRjBaMmIbTnaRz2BHUfX61aefz7bYkTPhCGZSNvI/Xr39aLqzKTvoWopUCuXk2qJMLkY7frU0yxsoChWPBY9vfiqFpK0cRUIDCRncTvKj1/SpmdkcK7E7zj0JPv6Uizr9C8Cw32mR3d5czRtONyxoAMIemc5571Le/DYGJvsd/lsfKJk6H6j/Cuq0C6W70a1Kp5bJEqlfTitQbu+D71TRnc8D1fTL6z1MWWo2fkMoBjZT8rAfxA96xop7mK8JuHBDgP8gAGOma9s+IVpb3HhK6nlX95bYljboQcgEZ9CDivGTcWrRk/MSGwcgA9fTvipSsBYKJMHRnQMMk5BG0UuheZbzXhZ2lRlUDGODzgH1qhcnLBvkaMnaWBOParWjSJJJMIGXLbW3gZB4PT/AAqnsLqdO7GTT2UxEI5G1FIzjpx9M/pUljAVTe8JBGF4BH4/r0zUcKtJGkU5+cAFsjGD/kVbjRmcQYZY0I2nOeev1oSKQ+SLa8hEp8oHJJBPOf8AP0q0Izllj+Uc4Xscd6p3cjxgQ7CI+ctnnIPJ+mTVsztGxYTKwYfKqrkDA5yfpSvqUitL5sMjAEsSygKOo7dqi1iwv4tGnlntJ1iCfNI6njnGf1rf8PRR3Ot27HBVAXHPUgHHFb/i6F7rw5d2yDLyJhR6nIppXHFpTVzwOzsJItXWS7sgylnaG4YHMYdcZ/lV7xJqEWmaXGd3zvwfUcc133iae20fw9bQSojyBEVeMngdq4pdJnivWfUYUaaRAyoSCFVuowfrg1MqdtEd3tkoub67Hk+j6XeeMPEBRSwhU7pH6+Wmcce5r1pdNTRrFLewtVECKFC7cFvqe5+tM07SLLRYpobOJI42OX2cnPUZ7/0qc3Mk0RXzWUJx06Y9TVJaWPNk23dmNDMn2ZVlfaN2AFXJGAT/AJ7dKlknikulKDLmMjco5PuR/eqrCpit9ucsWwzhc5HQkDqRmp7eKNVMrBgc/OGBwyZJNQrgizaFIyZCyEqx4Bzkj+o9KurcS3kA3oQpG1JCMHvnr0A4qhbxwNbykg+W542n7p9h9P51cLSB2kt0BgCld2epGO34c+4oRa2LSRxTsgChNoysjLyx9QKyLtpYmDL8xBAyD8wYE4I9PY1oi68x4mljZJQN20D0PH0NZ0kcq3DmIgRlsxHGTx3+vWh7DJY9flhfzNQ0631MxPvjdmKSBsjklep6dRVbxLrreJryF3tvs6W6FsFt2SfvZ7Yx+PNVxKT8yx/M2W5GCeBkemKpzSSROWjQ4VuCwz2zj3HNLmewORUmG3+Btpx8ueSP85qFkaRDt+4P4WP61d2x3C5lO0Nl9oHTjp0yORVe6fyYHYSKpQFSO44/x/nTM2zT8FjLX4S4/eKFyoPGOc/oK64i4SOOWNY3QnYcDJyeP8elcZ4Phlt9U1pUC5dYSrEcBSCQa62S8mY7CMHcBvC8Ac4Bx24qno7CiybyY4WSONcqhbcSejHqRWvb2sIhDlQZUXOCcEA+/askM6Xio0TZYHYzH73oP/rnvViENLI0szMqIwCrjnePf0/CkjSJeObguyxh2QYYMSAPxqMXg0+7tr5YT5sLK5iz94buRn1wam2MIGYSHaoycDlj6n2xj0qpqM0bLGTGFR1KnBwODjqOvrTGd63iew1K3hk0q/t5JA2JLdpVSRfXKnnI9KxJ9WurTVXvb/U4ItMWEkQvIokd+eFUcnqBXnt3pNrcMu+NZJDISoA+ZDjjms86Na2z+YkUYeU/e2j5T3BP+PWpUu44ytGyJmJuGeedTlmJYZ6Ekkj680qTmCRyC5XqGPY9KkkAZFbcNuQuAcfN7+3SqKqzSMNxA69eKDN6EFzcRxyncqlHGO+D6fWrNsWBjyVVGbI+bBHGOCemMfzrN1m5SytvPjVNygHaT0ycYH4/1q+8MBtcylPMXGHU5APTB5+tUvMnqSR3EgUhVlLLNsUHnPGcirSlmgiWBHA5RipPKn+Q4/zmqxXzGjiXJRMbccY+voTWpDeRWkB80FhgsxAzgjp9aS3bLQ/b9nCGPdsY4wpwSO5NMkmkWEtIp3b8KvYcHnJ7ipVw0rbpiIV/jLcg+mabKjxQKWzJGxIVpOgGOmaZR6z4fgRdDsSCRMkCgsOCcgGmXOsyQX72jTMr71SM7DhiRnriuL0jx7ZN4d/sq+uls72KERpcSkrHIB0O7+E44OfwrO1XX9Wm+z/ZtQtbfbIBM7zoUC4OcMOT9farcuqKpxi78xa+IHiO4Kx6WxV43/eSHPXB4GPz/KuESPz5RKNoBBYdioqfW74apr013HL5luFCxSEcEAYJ+uc/WqvnEyK67FZRz79vz71EndmTQ28EqyOhyWY4AbA98HFXfD0rqs80e0uVG4hT8hGeg/H8ay7u6fAcZyrfd4P+evX2rW0SVZ1YeWSwCiRWOTnnj2/+tSJ6nSrLNHL5jOBhQhVV3AnHJ5//AF8U9WdZk8py4PyLuX5lJ7g/lx9Ko5dxJZiNoGY8MT0464/z0qVV33LYZjnADYyCMY+uTj9aUlqh21L2UaRVjjdnUkSbmOBg+o/OrcUkUUJYEqnG4Ejbnt9eM8e9IlotsTKSzeZjIHI9+OwzUMgiYu8gkZWOcqMgccVRobHh858Q26jOXZimRyuFOc16IXCxEzAKB1PUV5voEsVt4ot3llwJi0YduobbwD+WPxFdxq2owW4NpMSvnRNhh27cCncXLzSsivqGl6BqE8U1/aQyyRMGRnB4I6H0ry3x3fWd9r7mykURW8YQGMfeYMSee/JxXVDxLY41S2S4uJpLWLe4lA/dqF6CvK0BklM0jbXLFjxwCeefrTbVtBzjyuxbhuJdjSks2QPunHGffrUL3PmXCpuZWbnCcAnHf2xSxXK+WY3ILZwCR685Ge/WqSPDNceQ+ULOMZbGDj1qUzJofZJJLCRIwDNgZQnAA6f4dqsRXUkiGJ5D5hGcZCtkc8/pz3qFAnlmTbl2OwgOOSPT196aLq18zCuuCuNygnkdMZ65I+nFK40asccsOn74pQECfKhI3Hnofx5zUDefC0KFFUE/OxbGSME//Xq7dSxm2txCrJIUB5547Z7cdaozb5WBSM+SF2gyZBznlhk/Q0rF6DIZ5Zr0oFZUCkjdxlTxkD0/+tTlEnmBQd4AyoYZZuM4479qrxzSkMW2Hb1OOME9B7dPzq45+zhdsYOSQQ67TjqMH05PWkhIfLD+5OAFC8A55PsKz7iZJI2Ko8SKNu0cnd04J/z+daZBawSJeVRyRu57jP4cfTFZU9olx5bNc4kSMqSyZU/h9O9FgZnPIdPLZK5cDEgPzY7fh3qG6jEaOyNGAyF1XIPcnipriJ0VBO4kYDIUADI7ZP6VS0i3/tvxG2lz6lJaK8cpTyYw+5lQsqegHB59sd6CPI2vCFwtxHdWzjbPGix7x3jG4qPqDkfSuus4mHzjySjr91VIUD6HoR7V5/8ADy5aVtQ81zudI+D6c5zxz1xXaoRFOWjjyGYnI6AZ6HPoM/lV7jjoi9ZSebcN86qsKqFZXPTjHJ6DHWrDuJyYJm+UAlzEeTk9D6dOtJZRwspkuFZkEnyHAXqOh9uaryxKIZyJ3V252g/NzwB7Hk4pWKSsThhE0jpNndkLkcH1PXk/571HcyR3CJDI4IA8wBeOox0/zzVK4SUwqsbH931VvvSc4OPTFWJUUqsQV2ChTnbgnHv+X5UrhqQvbM5XYQoZSSMZy2Sfzqu1tJKpXc2QFMgHQc9P/r1pwQnzFt93lySYwuSMY68n1qvdMy7/ACm8uPnerDqMc/XqKQrGE8X2efIfzDgjC9W9Dmprp3jjjDhWIO0qOi5z1/LFO8yK5XBBKFf3XAU/QE9Op/nWDqt1cwWczRlgVZVVlcf59/zoRGguoW/2/wA+12xqbiEmLBz84IcDPocECpktpp5WQfIeGMbd/Xvz2FZuv2lvb6DbappurX8pF19mU3ESxrMVXc0kWOQqthTu7ke4GvZtb/KPKMRzyFBwT049qu/QaWpMozLA4ZlVVBeNxtUAjHP5celXhbC2kluZmV/LOInYZ4xzn8M1UtSYpzK6Oqk7UAbcFbv/AC4+tTCeNbhgDtRPmdZG3Dr/ADH9TSKTsXbe4t5Si9HIymQcEkZ/E0l3LMtgXJI8thj1xjAx7ZqkbuJ1NyETDZUMvYHHf3pq3AEETiMmMjLnqBzx7/SncfMVZikyO21i7KCGI7envVKaztzuZFjaQEkNgLkdTWmUS8CKWztYtwcEDAHH+NILAPIYuCDu+fdgAHsDUtaCuzNiMCp5YYnbygxwx9Dj3pzwNJKJAuU6Z44z2GP5e1F1BGg82NX4bqDxuGM/X6U/cTZH5w0uCQv8I4OB9f60ITbK15Oq25jXfkZ2nGSFwT/SneBpZntbq7uIfNEzZyRgccAZ/OqujNBqfjBNP1PUbm2heTy0lSWKNY8dS5fjbtzwOSTjvU/hW0n03Wdc0torwpaT+WqPt8wAFsBgMjoMnH4VXQlbnai9M02EIZRGclvTng+3FS21xGqtIpZgr4yRjBx2HcehqC3jWCJJPLKyRn5iqA7lA9MZH/66ntQht5ZCgkWVdrYHJHqPb60jQt20lzMm8uqo2cRlsg5539OmM1dR/KREYGO3B4B+8ff/APVVBi87h7cqqRZXa2M8DoPoc05Z5WhVJ8vlsAqRkD6+p9PzqrjuM1FY2eWNGK4OeOT06E/lUUmuazHDFb3VxFdKiAoLiLe65wPlkBDdOKW8/ezCcOECKAQD36Z/l0rPmEsTyKoYhDtLjncDj/8AXUvcL2ZFdapqLLJAyW8KyNmcQR8yAY+8xySPbpVCaLaAoGAg+QDnPuParc8Fw7YRVLrn5h6dQDVHLIxWcttX7gY5zntST7kuRVRWkTa/zRrwQBg4/HvzWXrVxHpymZgztjCtxwe341oeIZTZWJMQMDll4UfNjv8ArWR4u8Napo/hrS9Rv5bhp7p3aWB0IEAAXYGP94hs47fXNUtyWaVo7zSrNK5d0hO3PQZUnp0rSFtGsDxAcKwAbvzgnn6miipQ0XNNnkvLKZpm3GPaF46DBrM1C4kjvY9pGGiywxwTuxk/nRRQUyzafMpRwGDOByOgyeOO1RXaAMj5JKBsfh0oooewvsl2zJOnwz5PmTD5jn1xnFUpYQl+6qzDHfOen+Peiil0Jexn30plMbOqt8h4I49K5RdVuNF8RSXlqIzLDI4TzFyOVKHj6MaKKaF1Og+H37uPUsAHaYlGRnjDV3LyMtvayA8s6jBHABJBx6UUUmPoa1pMXsbuDYgRJ/KGB1ByTn3rPZ2exjGSN7iQ4PfeR/KiirRo9ioxbzQ5ZmbC5JPXLAH9Ku2qjNuGG7fLsyTyoPofXiiipW5I7TS0jbWdvk+6e46cZ/GieNElEuwM24jB6cj/AOsPyoooB7IqTabaMkDiIK2DnbxnBUf1Ncn4i4tHjUBY0kGEXgdaKKT3JluYXiHxRJrkNvHLpenWzQKscclsjqUQfwAFyoHOTgcnmtlp3iniCYAkAZvqW5/lRRVrcDb0+cpB5yIiu8ig4Xgfh+JqYRo9tJIygs5lY/VUUg/qaKKZZn3ESS2FwSoBgtzMmOPm45P51YYgQxAKoDR5IHTnBNFFZk9S1EgKRsSSWYxnPTBGahvgGEiY2iNflK8Hv/hRRQ9g6FMZN3GpJIJIIJ6jGaxHuGj1GIKiBSR8uOBk0UUEGZc682lalqCHTNNvoZZw5ivIPMCsuSCCCCOpyM4PcGtXwvqd3qdzqOp3cxe8uJPMkkwBk5J6dO+MenFFFWPqdvZzPeWv7xtuFV/k45OP8atxl4vMhSRwkS4UA9umKKKT2LZUe5dIrZRg+aSGJzk8E0+aZxdwgHhnUn/vqiipYdAui0DqEdj5ihzuOcEkDj0qwkhMO7auWYqePTv9aKKoaI7gLHaMiqAcg78fNzwefpWTqKC2mM8XDBwOeR94DP60UVKJZheISZdIYtwVlXBHbt/QVzl54h1TUra20m8vJp7WKV2AkkZixcDOcnnG3j0yfWiirW5LP//Z", 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", 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", "info": {"video_id": "78251", "label": "pretending to take wireless mouse out of ice cream container", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "78251", "label": "pretending to take wireless mouse out of ice cream container", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1b719ddf148ee93a5e3ffb3c2fb1601dceddc313494566e52969113f5327e33c"} +{"episode": 65844, "episode_seed": 4061710471, "split": "train", "timestamp": "2025-10-13T03:32:35.492380", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4061710471, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 audio cable into jack 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": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "165466", "label": "plugging audio cable into jack but pulling it right out as you remove your hand", "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": "165466", "label": "plugging audio cable into jack but pulling it right out as you remove your hand", "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": "8a9d2892cb4d2a0b758933997b5b3d69cc567f91c823f1f1544b75eca8340958"} +{"episode": 65845, "episode_seed": 3863715230, "split": "train", "timestamp": "2025-10-13T03:32:37.126594", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3863715230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a flat stone up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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pFuR8qXmiXWn6hJbMGEyOU6dx1rd0GwuL69S38ljLkDbjnPtXpuueETe+IWlX95Il87NtH3l3Y4/StTwvo9tDrEVwbZXcM0b7sDbuTIPtnmrUbmcpWWhes/DVpB4ftgYo2lWJvPRuS24Ebhjrg4/Sua0K+u/COqsFYGxuWAcN0U9jXrU1uuwCJQjupVdwB/iJK/Tj9RXJ+LLCCa2do412yZ424xjP/wBbitFFPQybscdrTWsVwtvZkyRRKQN45ZiOvtzWJqBjfyFiQrEo3P8ALznHP9KuRoGvVLKEGN2Sc857mopB5txNnp1HHQ980kr6kt20MTSxb3Xi2xieRUXDtFnpJIOij354+lehw2oR2DgbgMNk55FeWalbRiEI4ICuZEkBxg54rodN8TXlkoh1D/S7csNtwP8AWoAcHOPvcfj9abRcGbOo7A7noCMf4VVhtIpEU9Wdcjd1q3qsST2sVzbypJHKfleNgQfp+lLpWmXN2AEBO1tufQYJ/oKwmn0Oum49T0bwNcR29xPZcA/LIQOxKg4ru541lgkRl3BlIwa8W8Hai8WvMztlnIyfoMV7VE2+JW9RWdKWrQq8bWZgRrJawumWYmIbWHzbCOx7n/61VryUmwlf7gZwEOcK6sOOfxFaV9ayLIXXIzkqVHG7ng/nWTqcbwWAUlmtmwojC7trdvqAQDXUjkkcTrFpHaRNdTtslA2Rp6568+lcjCYFWRioEiIGUEcFvWuo8aXkF7Y2c0O/duk82MnGxht/PrXNSgw6egXG8ncP6/1qnqyVojBuCsdo2R+9KsdmOfb8K3fDdpC3h6ykicSRum4sDj585YEex4/CszUokWaGYfMEBJx1xisjS7y70m5knsG3xmTdNayH5HOPm+h9xQ0OEj0S7hXcFQDd1/Gqd7tXT7hcZXYTIG6bcfn1NWNCvbfX9PNxAcNHnzY2b5oyPX2xjnvUup2bNZyqili8JHI6VnJG6Z5ToPmpf7tp2I4Ofxr6s8OajbXGkW0JYHcmB6EeleIeHvDa28gtbxHU3QLRv6bccfjn9K6TRtRk0TUJLCaQ+Wp/dtnseRXNJOL5kdKaqR5GehHRzY3MvkDCEbv97ngfXgd6sSzs9wqqjMMp8hHzAHr+p/Cren6lFqVlGWwdw2uPeo5bCeKcvG53AfI55zkkkH9PyropzUkclSDT1OQ123e8ln2t5iLuTcDknr1rh9YltVuVgstxijXaA/VmI6n8a9Da6t1v3guGaJpiR5pTjzAMHnuCMV5fDGPtq71VFC7uAeOa0lrZGNrakN6Vf7OEjZYkG51xg5A5rJ0yW1uPGenieQRxfOIWbgPLjAXPbqcfQVuv+9uZjzjHb+E98/nXKavax/Zgrx5j3M6v3Bzx+WDTSBPU9cgtlikYNjIGDg5yRVOaIPKxA4PUetcfpHiPUNNVILom+siw2uRmWMA4OD/EMdq9Bg+y3tol3bTxTxyNtDxtnn09jjseahxN4yPMfHNo0XlX0OVZm2KOp49aPDGpSxTQicELv+YZ6V2HiLw++qWogUAIjk59BXPeFdIi1CCXGI5ZwQqvwFcHqD2yKxlT5jeFblPdtI1G1vNPS2chlddvNSvay2Mbqhd1KYRwclSOgweteV2t3d+Hr9rG83bV+6T6Hv8ASvUdD1yHUrFRIQXAw3vUQm4OzCrBS96JSvXP2CWRsIGdRG+eGVh/LmuK1KG009ZLi7RjOEIhAPyg55J9eoxXoGrae8Vs4h8x7c8eWoztz3x6A4Ned+LZ47uOylSMpKBL5qyL90jaTj6/0rrUtDicdTnIZAZixj8xRuw2OjE8ZrNnfyIm8wEzTOdv+0fQ+/etSIBNLwTh3A57ZPQ+9R31uZLe2OG3Ah8H+Lg/zxTSJch/gJLS40aSNWUXcU7faonOGDMflP0xjn2Ndr5MYtYxweK8gtvMj1Z57WR7S9UjDocZJz+Y4A5r07wprq6472l4sUF6zDag+VZuOqe+e3vSaNYyN7S7YxyoQMy8ADrk11MUUKXUkgQBIwGyOgwc/nVGxtQskTqNwV+nb86s6tJ9ltDCxdTeSbdyn7uOc/jgfnWdtS3I47TElOuXSXKfK5bYwz8r7iePwNdDDpSw3TPEfLZkLMegHI+XB98/T8az44rlNQF2r7oCqhwORno3HbIH510LA7G2dPNHytzkYwAD69OvvWhm2RT3DkKBG27YCYyvze/4dKwvEMclxdSRo28RnGc9OOh71txwSySKVZhIqkqSMYbjIx6ECsae8t49VMd2+x5SEaTZwHB+Xn0IP6U46EPU85a3KXryY+VhtQ+gHBBH5GqUEeYwxYq7hQVwPmz3/StufbFYyS7SWUtz1zWb5e5FCkAbcY/2sE4/L+dESGzntag2xOV24Tk55zk//XqvbRj7SqggbCDkjrn6Vt3sRnhKHbucYyvCkgVjWMrmaUFSrhlwrDPQ8AH8qpjTC+e90LNzbKHt3kxPB1RyO/swz1r0nwjd2F14ca6tJg8kz+WI+QVYjlT745rnpdOF7YnanMkgB5yASOT/AENYejSPpWr2lxaM0KFmSVAchsZAPpnPWoauaqR00cqwazBcJlWYK2wjBwRnOK9f0fWo54VRm5x3rze4t4nv7SedXXyYVYKOcksRt9+DW3HA8ECXFs+/EpiyuSGwP06VzzpNPmidEaqkuWR6V8sqYIBBrI1OzaO3dkDSRYJaPqenUD14rP0/xApREkOGBwRXIXmt6rdeOdQ01NdurWAO/krGobkJuC9OBweacJ39SJwsZHiiPzTJDHkssmcDjK7U3Y981gXEeXiTouzIYrnnIAz+BxWjZ6jeatOZL+6lnbjBOM9DVefa9zJHGBuRAAPXJ6e/at46nNPQoXcIYFy2cErkce35cVzfleTcXBYDcrbTjvx/ga6qRGyQVUoQCMfU9v8APeuf1PME+/DBJjnfgEcVpYlDoILuzmhvdPcR3UZI3A53g9mHcEZ4r0nwrIniG1EuVglUeW8TN90noRnqOlchp0AunaMLj94HRl4APT+X6VqRiXR5ibeR4t4kVGUDKY6n3/8Ar+1Jq5opWN6e/jSQyAL5LZMUmMgIrbOD2zVu40uDxNovm2gVLiBykb7MFh1AP1559awdIuWuvDk0cwLNBbSJkDPXIA/RTXT+Emhs2hs0myPM2EbsZyNwx64yRUOKasUptO6Mbwrr8trK1pOSrKcc16pYalFeQK2RnofY15b450por063YIwic/vsDG18kZx1Gcc+/wBaxbrxbeWmgNJZ3LwTiRBuQ89a45RcJaHZeNSF2eta1opuNs9tyVZWZQfmwM5I98V5H9k8u/eULww2qT1UDgg/oav3PiXUo9GhvrHxJqUqtP8AZwZ0VFmIXLNH32qeDn1H0DZiIrCWXZllLc98/SuiEm1qcdRWMaBR5YLMwdwox/eGTz+QrL1q3AtpHQj5DuPGcgnn+Zrb2hkUBtvG0jH8WCe/t/OqlzH51qUJUlxt39BkCt7GCMe0QC6VQQPLIILD1+laztqGjudQ03azeZtuLc8pMB6j+8Mnmsiwmk8yZXBVsrgE5U4PAB/Ku0htRNbhgFDSSLkg98cn69qDRM27fUtO1fwwbmykJmmbymhYYMbkfMre+M89Olc3omqpY6vbiRHEkhT5MAEIR83/AOuqMEn2a+guYV8pw7KxXjcBkfn0rYurSOPVbK6kikBt4lKqvO5i54H0BNTy2K5jvNS0G21WylhmVt4A2ShPuEdSD6Hdk/T1rhdPv7rw9q0lhdEqUYrnt9R7V6Hot4kukgITKGkaFXAJBwO+fy71g+OtBS/skvLQf6ZAvzKOrr6fUVjVp8yNaVXldnsdVoniCO9gCSMNwGPrXOeP9Ot2itzbgI85cEjoD8vb34FeVeHNZnm8W/2bd6veWUTybEkimjjWPuSxfjGM8DknArotN1PUtQ1O+s9RuLqY2Vx5aJdbd6fMRzjgHAGccVlTTTV9iq3LZtDXgKwwIEABD5RTjGB2/GppI4mik5LBWAXd1OB/9c1avmC3vllNsSx9QMgEnA/p+dQOhVgvm5LAxsp/iP1/D9fauyOxxPc424hNrqFyc7tgV0+X15/KugsNOW8sQBIAwlQqRlWVm6YPr3/CsnX0kWczIpJc7XAb5hj/APXXTeHT9paWNwHSTYeeCGA46f54plpnUeBvEst9qUmk6uyR6jC25JDwLkevpu9fWug8SX2xsAEoqsN/YYxnPp161xl1psNtqsN5tO/zmCMjYYHGcj371raXeTXdjcJMzy+WJTuJyTnPH86nl1uVzGno1yl/byeQxURvtVgOxHB9+c/pWnNHHvjuC7ARyB9pHHIx09B19q5/w95di8cAc5MigjkAlhnAPsRz9a6kyRzTMedqhlJIwcgkYNDApwzJJt+R0kEjLt+hyD+I/nXOeJbiKFXEjgzxlSWP8Z3qN3pnGad4xubvStCnurK4eKWO4jWORfvKpByOfyrz7xeniOz0LT7y81G8aW73+ZE4/wBVjaVDHH3iGzj/AOvSuK10bWoRKgiRRw/3veqTwp9nnOPm3fe7jkCiiqhsZvcxR81peuesc2FHYDGf61myRqkUjqAGjYkcdcZ6/lRRVDR1dtKy6O7rgNtZwfQ47VQtraG50t5JEG5WiYYGOdqHP60UUmUjqolJ06GYu5ZcdWzkHPFdXo8SLpDADAUs6j0INFFLoMxfECCBvOi+Rtw6dDkV51c6tdWfiu6vY2UzJK2NwyOV2n9CaKK5ZfGda+A0fDqB/tGSfkQEfXkVO0avKrEclg34gZoorekcdXcoX4EV2qxjaBMqjHYEc1SvoIzftFj5VYgfrRRWxCLXhxv9LkQADa+Qe/Q/4VtXh36msJC7FVGXj7pLHOKKKEMl0uBItSuYY9yxvIxZQcA5A7Vt6Cv/ABM48klo3cK3foaKKRSOuuY0lSW2kUPE7AFW54Oc14F4xgTT7i9toCfLjnAAJ7A0UVz1djoo7sr3niiXWYr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", "info": {"video_id": "181021", "label": "pretending to pick a flat stone 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": "181021", "label": "pretending to pick a flat stone 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": "39023f2efb4e72997d88991f0660962229786e056413854b8aadc58095e45af2"} +{"episode": 65846, "episode_seed": 2219065708, "split": "train", "timestamp": "2025-10-13T03:32:38.131871", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2219065708, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping raisens into a white porcelain mug'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "2855", "label": "dropping raisens into a white porcelain mug", "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": "6052eeb201bbe03b4284f17d49f87b2b242326deeee4afaeb34e502767927883"} +{"episode": 65847, "episode_seed": 3311304182, "split": "train", "timestamp": "2025-10-13T03:32:39.123374", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3311304182, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving color pencils away from 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "186276", "label": "moving color pencils away from color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "186276", "label": "moving color pencils away from color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "186276", "label": "moving color pencils away from color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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j/WpU+HgbO/Um49Iv/r13amBmP4w8Qk8PDH7iNR/M1No2uavqHiCxivb7zU342Bl9PQVfHw/tU+9e3B+iKKuaf4UsdL1fT7iGSZ5BcKuHYY59gKiom4s6MG+XEQfmvzOX8aSSDXriJrl1TjCAsQPw6Vyg2c7y59MV7P4g8P6bLr13Jc2iyShurE+npXJXVhZ2k63EFvEFVijLtH51nSVoJG2YtSxU2urPsGiijtWhwFK1I+0y+u4irtYttdR/bmIb5WkwDj1rarOk7p+prVVmvQKRjilqlfXa2xTcCc+laoyJ9/zGo2fcnTnNZo1SLJG1sHpyKj/taENgq35itEkQ2aIfk561QuLhvObPAAxVWTWlBbbEevcisy51hd5IjPI65FaRaRm02abSk3MecfdP8xXRRNugB9q4W31Hz7kFsLhe7e4rr7K5ja2I8xSQueDmuGrJKs2dMV7iOO8cMDdaWp4BQ8/lW74HffoB/wBmZh+grmPHs6pc6YueTHkfmK2/h5cpJo9ygPKXJBGP9kVxYOabu/61Z6NSLeBT/vfodjWPrcoW1lGf+WT/AMq1TKo9a5fXb+P7Ow2vkxuO3pW+KmlDc4qUW2cI8+Y+OtKZsMv055rFfU4+AFYn8KZNqsQOdr8+4ruU13MOVmrJKwY+mc1XublhCdvpWa+sR7BhG5PeqdxrIZNvlkdhyBSc0Ciy+bg569MV22iTcge4ryt9YOQBH25BYV6Fo93FxmVR071hVaZrFWOj8TS/8U3rRA/5YJXDeAbjb4qsDgZaJ1/Q11XiG5VvC2uyK2QsCZP4V554Nvkh8TaW5JwxcDH+6a8+m/3j9f0PXw6/2aqvJP7mj3+WbCA+1c5rM3Eh/wBgVM+pqVUAMcisLV9RXY/yNgxnvXVUfunmx3OE1+Uf2vJ6FFP6CskTAqx3Cm+IdS26mW2HBQdT7Y/pWP8A2rlSDH7j5v8A61dNCa9nEwnF8zNaWUsq4IyKhEhCkZ5rK/tXnAj6f7X/ANaoJNWcDGwY+v8A9atHNEpMuS3DFmy3U12vw4cGa8yckTW//oRrzCXVGBOFUZ/2q7r4ZXbNJfFsf6626f7xrmxMr0pehrSXvov+KwqeJdWRsgiZePwr17QbhZPD9m+ck26H9BXjPjKf/irdUY55KMfyWvTPCV7v8L2GXA/cAcn0zWVL+FGxdRe+7m3eSgxv9BXGeJJM2s/sVP8AKuhu7uPyn/er92uL8R30QtbgbiTsDcD3om0mgWxiGTOOakE21iOKwDq0YIwrE984FJJrCKeIz+LV3c6MLGy8hOMmoFnEep6c7n5Fu42P0zWQ2rM2Nkf5k1Vl1OVrm1DbRi4Q/rUTmuVm2Hj+9j6r8zu/H7W8Xiy9MDfI4RiPcqCa80vZwgnGMqW3ccVteMdXZvEtyTMACqen90V59f3plkYGRmwfWphNNaGmLpunWcH0t+R9zQSrLErKeMCnscIT7Vyek6zMyKMrjb6V0qymWIerRk1UU7anHdXscZa6g2RKFUETDj8RXd14taXcjeHrh2kYuk2d2eeGWvaAcgH1rGgmua/c7MUtIPyFrlvFd61tDAyyqnzMpzj0966Wc4jzXlvxC/5B4P8Acuf5g0qqk6kEnbU5Vs2PXXARj7dFx/tLULa6qsSb+L/vpa85L1WeTrmu76r/AHjn9t5HoNx4gjBYG/iAP+2Ky7vX7ZYnI1GPOOzVw88hA4qlo1oNc8SvptxqM1qjJI0XlpvLOqFgvoBweT6e9TLDqOrZUajeyPRdD1q2uLhwtw021QD3xz716DpmqxgMoRj8nqB2r528G6pOk9wS+dyKee3WvTtM1W4YE78fIeg9q4qtJuTsdMJaK5qfEa58vUtEXA+eE8+nIrQ+HGoMI9ViG3C3CEceq1yvxVndNc8KkMQrQnI9eV/xqPwLcNHqOtoGPLQt1/2TXmYCLlGOu9/zPWk0svflL9D2OW+kAOCuc+lcbrl/Ju271ADsOlMuJic8nOR3rktaf58k9Jf8a6cXh26b1PNo1NdjjZtVdJmBulG0kdVFQyaxxxeJj/eFcpf/ACX9yvpKw/U1UZuK7YULxTuZyqa7HXyayCn/AB+Jkf7QqlLrCMTuvFP41y7NxULsav6ul1J9ob0urJ5pP2lsexNen6TqaKuQGPTvXm+u6Bo9p4attW0vULyYNdfZc3MAjW5ITc7xDOdqnCncP4h7gaVhqc4+Xfjp2rOVLsUp9z1zU7vzfBXiNsAbbccZz2NeaeHbto9V0WQMAftG0/jmuqS5ebwB4o3MSfs4/wDQTXmeky4i0h+fkukyf+Bf/XrhhD95L1X5Hr4aVqU13g/zR76b+TaPnXjvWJq+ovsX96oJBHasmSbMeSTnNY+oNmNCR3IrunQvHc8mNTU5nxPqGLyNjcYzH6+5rC/tIf8APyc/Wm+ITloD6BlrDpUKf7tBOXvGydQHObg/nUD3oJ/1zH8TWbRWvs0RzMtyXIbo7Gu9+F92Y570bsAy2/BPX5jXL+DdL0jWvEEOnavcTW0M52rOk0caxnqSxk4xjPHUnA71s+HoxonibUrForiLybxIgk4AkULIR82CRn1wSKitH920iqcvfRufEK6WPxpfhnI3RIdo+g/wrtfAupxv4VtAAx2706ejGvMfidcsnja4xj5oE/ka3PAOqSjw95YYArM/b6GsMPBujG3Y2rNKoz02e+BQ4j6g964nX753t5QqqN0LD19atTX85OPNbBOOK4/V5pH2hpGOQynJpV6UrXuTCSMFtSkB5mVc+wqN9U9bv8mrmzwcGkzXWqXmZORvPqsf/Pdj+JplvfxSX9sFLZ81Tk/WsTNbfhjQ7jWtTCwOiCEh2Z8889PrSnTSi2zSjN+0j6ml42uNmuMwXO5B39q5J3LsWPevU/Ffgz7R4duNeeVxJFIsSIOh9Sa5PxH4JvfDXh3R9RvBKtxfGTzYTGQLfAQorH+8ytnHbp1zjPDNOmjszizxk3HZ/wCR9GaXIywwkdSnNdxpjlkjyf8Aln/WiiuroeQviPGLZj/YWqL2Ej4/Svc7Vi1pCx6lFP6UUVjDd+p6OL/h0/T9Quzi2cjtXmPj/nTLn2nQ0UUp/HD1OP7LPLJSRVSVj60UV6xwlK4kbZ1rCi1a50bW/wC0LXZ58TNt3rkfMpU8fRjRRWdXY0p7k/hYlbiYD+6BXomkTPwc/wAB/lRRXBL4mdUdi38Wift3hR++z+qVD4Ldh4g1hc8GGE/jzRRXkZd8EPn+Z7c/+RfU/wAUfyZ2EjEnGe4rltcYkS57SKaKK9HFfw2eLR+I8l1kY1i8x/z1NZjk0UV00v4cfREz+JkJJxUbHBz1ooq2Sb/iDxbJ4itreGbSNMtTbqscUlqkilI1zhAC5UDkk4GSefWrdoSCfwoorJlI7/TSW8E+JgTx9mH/AKA1eb6aSNNtSOoukx/32KKK86H8Sf8AiX5Hs4X4H/gkelMTnr3rL1Bz5Uf+/wD1NFFenP4Txo7nAa7ykf8AvtWJRRWVH4C57hRRRWpBraNrzaMk0Z03Tb+KVlcx3tv5gVlzggggjqcjOD3BrR0vUrrVdbu9QvJTLc3Nwksj4xli2eg6fSiis6nwsqHxIufEs58YMT/zwT+tXPAbEaZOM9J//ZRRRWWE/gQ9DTEfxZep1eTuz33VzOrE/L/10NFFVW+EmmcBOMTyAf3j/OoqKK3WxmFeqfCu0hNrPcFcyFyMntiiisMT8Bvh/wCIjt/E5/4t3KP+nhf/AEI14fq3iXV9S06HSry9mntbaeSVBJIzElsDkk8428emT60UVGG+EvFfEf/Z", 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j/WpU+HgbO/Um49Iv/r13amBmP4w8Qk8PDH7iNR/M1No2uavqHiCxivb7zU342Bl9PQVfHw/tU+9e3B+iKKuaf4UsdL1fT7iGSZ5BcKuHYY59gKiom4s6MG+XEQfmvzOX8aSSDXriJrl1TjCAsQPw6Vyg2c7y59MV7P4g8P6bLr13Jc2iyShurE+npXJXVhZ2k63EFvEFVijLtH51nSVoJG2YtSxU2urPsGiijtWhwFK1I+0y+u4irtYttdR/bmIb5WkwDj1rarOk7p+prVVmvQKRjilqlfXa2xTcCc+laoyJ9/zGo2fcnTnNZo1SLJG1sHpyKj/taENgq35itEkQ2aIfk561QuLhvObPAAxVWTWlBbbEevcisy51hd5IjPI65FaRaRm02abSk3MecfdP8xXRRNugB9q4W31Hz7kFsLhe7e4rr7K5ja2I8xSQueDmuGrJKs2dMV7iOO8cMDdaWp4BQ8/lW74HffoB/wBmZh+grmPHs6pc6YueTHkfmK2/h5cpJo9ygPKXJBGP9kVxYOabu/61Z6NSLeBT/vfodjWPrcoW1lGf+WT/AMq1TKo9a5fXb+P7Ow2vkxuO3pW+KmlDc4qUW2cI8+Y+OtKZsMv055rFfU4+AFYn8KZNqsQOdr8+4ruU13MOVmrJKwY+mc1XublhCdvpWa+sR7BhG5PeqdxrIZNvlkdhyBSc0Ciy+bg569MV22iTcge4ryt9YOQBH25BYV6Fo93FxmVR071hVaZrFWOj8TS/8U3rRA/5YJXDeAbjb4qsDgZaJ1/Q11XiG5VvC2uyK2QsCZP4V554Nvkh8TaW5JwxcDH+6a8+m/3j9f0PXw6/2aqvJP7mj3+WbCA+1c5rM3Eh/wBgVM+pqVUAMcisLV9RXY/yNgxnvXVUfunmx3OE1+Uf2vJ6FFP6CskTAqx3Cm+IdS26mW2HBQdT7Y/pWP8A2rlSDH7j5v8A61dNCa9nEwnF8zNaWUsq4IyKhEhCkZ5rK/tXnAj6f7X/ANaoJNWcDGwY+v8A9atHNEpMuS3DFmy3U12vw4cGa8yckTW//oRrzCXVGBOFUZ/2q7r4ZXbNJfFsf6626f7xrmxMr0pehrSXvov+KwqeJdWRsgiZePwr17QbhZPD9m+ck26H9BXjPjKf/irdUY55KMfyWvTPCV7v8L2GXA/cAcn0zWVL+FGxdRe+7m3eSgxv9BXGeJJM2s/sVP8AKuhu7uPyn/er92uL8R30QtbgbiTsDcD3om0mgWxiGTOOakE21iOKwDq0YIwrE984FJJrCKeIz+LV3c6MLGy8hOMmoFnEep6c7n5Fu42P0zWQ2rM2Nkf5k1Vl1OVrm1DbRi4Q/rUTmuVm2Hj+9j6r8zu/H7W8Xiy9MDfI4RiPcqCa80vZwgnGMqW3ccVteMdXZvEtyTMACqen90V59f3plkYGRmwfWphNNaGmLpunWcH0t+R9zQSrLErKeMCnscIT7Vyek6zMyKMrjb6V0qymWIerRk1UU7anHdXscZa6g2RKFUETDj8RXd14taXcjeHrh2kYuk2d2eeGWvaAcgH1rGgmua/c7MUtIPyFrlvFd61tDAyyqnzMpzj0966Wc4jzXlvxC/5B4P8Acuf5g0qqk6kEnbU5Vs2PXXARj7dFx/tLULa6qsSb+L/vpa85L1WeTrmu76r/AHjn9t5HoNx4gjBYG/iAP+2Ky7vX7ZYnI1GPOOzVw88hA4qlo1oNc8SvptxqM1qjJI0XlpvLOqFgvoBweT6e9TLDqOrZUajeyPRdD1q2uLhwtw021QD3xz716DpmqxgMoRj8nqB2r528G6pOk9wS+dyKee3WvTtM1W4YE78fIeg9q4qtJuTsdMJaK5qfEa58vUtEXA+eE8+nIrQ+HGoMI9ViG3C3CEceq1yvxVndNc8KkMQrQnI9eV/xqPwLcNHqOtoGPLQt1/2TXmYCLlGOu9/zPWk0svflL9D2OW+kAOCuc+lcbrl/Ju271ADsOlMuJic8nOR3rktaf58k9Jf8a6cXh26b1PNo1NdjjZtVdJmBulG0kdVFQyaxxxeJj/eFcpf/ACX9yvpKw/U1UZuK7YULxTuZyqa7HXyayCn/AB+Jkf7QqlLrCMTuvFP41y7NxULsav6ul1J9ob0urJ5pP2lsexNen6TqaKuQGPTvXm+u6Bo9p4attW0vULyYNdfZc3MAjW5ITc7xDOdqnCncP4h7gaVhqc4+Xfjp2rOVLsUp9z1zU7vzfBXiNsAbbccZz2NeaeHbto9V0WQMAftG0/jmuqS5ebwB4o3MSfs4/wDQTXmeky4i0h+fkukyf+Bf/XrhhD95L1X5Hr4aVqU13g/zR76b+TaPnXjvWJq+ovsX96oJBHasmSbMeSTnNY+oNmNCR3IrunQvHc8mNTU5nxPqGLyNjcYzH6+5rC/tIf8APyc/Wm+ITloD6BlrDpUKf7tBOXvGydQHObg/nUD3oJ/1zH8TWbRWvs0RzMtyXIbo7Gu9+F92Y570bsAy2/BPX5jXL+DdL0jWvEEOnavcTW0M52rOk0caxnqSxk4xjPHUnA71s+HoxonibUrForiLybxIgk4AkULIR82CRn1wSKitH920iqcvfRufEK6WPxpfhnI3RIdo+g/wrtfAupxv4VtAAx2706ejGvMfidcsnja4xj5oE/ka3PAOqSjw95YYArM/b6GsMPBujG3Y2rNKoz02e+BQ4j6g964nX753t5QqqN0LD19atTX85OPNbBOOK4/V5pH2hpGOQynJpV6UrXuTCSMFtSkB5mVc+wqN9U9bv8mrmzwcGkzXWqXmZORvPqsf/Pdj+JplvfxSX9sFLZ81Tk/WsTNbfhjQ7jWtTCwOiCEh2Z8889PrSnTSi2zSjN+0j6ml42uNmuMwXO5B39q5J3LsWPevU/Ffgz7R4duNeeVxJFIsSIOh9Sa5PxH4JvfDXh3R9RvBKtxfGTzYTGQLfAQorH+8ytnHbp1zjPDNOmjszizxk3HZ/wCR9GaXIywwkdSnNdxpjlkjyf8Aln/WiiuroeQviPGLZj/YWqL2Ej4/Svc7Vi1pCx6lFP6UUVjDd+p6OL/h0/T9Quzi2cjtXmPj/nTLn2nQ0UUp/HD1OP7LPLJSRVSVj60UV6xwlK4kbZ1rCi1a50bW/wC0LXZ58TNt3rkfMpU8fRjRRWdXY0p7k/hYlbiYD+6BXomkTPwc/wAB/lRRXBL4mdUdi38Wift3hR++z+qVD4Ldh4g1hc8GGE/jzRRXkZd8EPn+Z7c/+RfU/wAUfyZ2EjEnGe4rltcYkS57SKaKK9HFfw2eLR+I8l1kY1i8x/z1NZjk0UV00v4cfREz+JkJJxUbHBz1ooq2Sb/iDxbJ4itreGbSNMtTbqscUlqkilI1zhAC5UDkk4GSefWrdoSCfwoorJlI7/TSW8E+JgTx9mH/AKA1eb6aSNNtSOoukx/32KKK86H8Sf8AiX5Hs4X4H/gkelMTnr3rL1Bz5Uf+/wD1NFFenP4Txo7nAa7ykf8AvtWJRRWVH4C57hRRRWpBraNrzaMk0Z03Tb+KVlcx3tv5gVlzggggjqcjOD3BrR0vUrrVdbu9QvJTLc3Nwksj4xli2eg6fSiis6nwsqHxIufEs58YMT/zwT+tXPAbEaZOM9J//ZRRRWWE/gQ9DTEfxZep1eTuz33VzOrE/L/10NFFVW+EmmcBOMTyAf3j/OoqKK3WxmFeqfCu0hNrPcFcyFyMntiiisMT8Bvh/wCIjt/E5/4t3KP+nhf/AEI14fq3iXV9S06HSry9mntbaeSVBJIzElsDkk8428emT60UVGG+EvFfEf/Z", 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", "info": {"video_id": "186276", "label": "moving color pencils away from color pencils", "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": "0f7fbbbc1128f8e2404bee6f16c717149ba00a36489a01de3ac2ec19a44c5bcd"} +{"episode": 65848, "episode_seed": 2827118826, "split": "train", "timestamp": "2025-10-13T03:32:40.342837", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2827118826, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting clip with battery'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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GiB3MpHWr8kcYncxqFBPOK72rYZSXXT/Mxp1VGc6dtWXtN0kakcyf6pTjHqal1yzj02D92vHTgVteH4gLCM465NXL+yS7AV0DL3BrenBRgkYSleRxmg6dJPITJ80atkehPvXU3Vjts2x1xWjbWsVtEEjjVQPQUy/kCQHNa9CL6njF+rR6ncRY75qoYsryK1dRlil1672EcYFVpYuOK82t/EZ1wfumbbWke/eN0cjdXj43f7w6N/OrZtmUgsAR/fjBx+K9R+GadZgMtW3X7uOtZ8+lpaj5dbrQS1Eluxkjk3JIuxip4I64NbVo+4AVhjiQMMrIf4kOCfr2P41q2lwYwBPFuH/PSIc/iv8Ah+VV8aST26CbcfiRqggIT0rsdEj2adHnuM1xyCOePNvKkyEgEqeV+o6iu8tEEdsiDsBXXh4cu5jVkmtCekJCjJpc4qpdzBUrqMUjN1e5+QqrYJryfXJVGpmUuC0ZGD+Ndpr98I43O76c149bvLrXjqbSZNVuLaP948flpvyyqWC+gHBOT6e9TbRl7WOov4I7iWIspyuSGVirL9CKkW0fZkHzvfhX/wAD+lc94X1C6v3mN1cPLgKV3ds5rsI0Gw15jbj7r1Oi3NqtCO3gJ+4+WUZKEYYfhWrZORgYrPZRjDqGA6Z7fQ9RVm0mmUgkCZPSQ4b/AL6/xFSlCW2hTclurm8hBxz71Pa/PqECDtuc/gMf1qnbz28oVFk8uU8CKX5Sfoeh/A1paZC39qSb1IMcSj8SSa6KVNqSuZykmtDbRN/GKvRqI4+mMCoYAAQTS3coRODXakYmJr1y5jZU6jmvOdKjEd1eFuTIwfP04NdTr92yxyfOQW44NeZX+p3Qtr6ezleNbcxxF1/vsxJH5AZ+tZ1lemyou0jrpW61g21lHvLruidurR9G/wB5eh/n71n6tcSQaLDqNhrmoyhrn7Pm4jVFnIXczx99qn5Tu9R7gb1mAyAmuJxlT6myamN+ysjAsBt/vxgkfivUfrVu2jMP7xCrK/BZe/tUhTgEdRUf3XDLlJD1dDgn69j+NQ5Re+g0pLbU2bV9wHYetXFxt9KzLW5KACeLcP8AnpEOfxX/AA/KtaFFuButpFnUddp5H1HUVUaTDnXUYRu69K2fDUG4TS9cvgfQcVmTKIYndhjaCa6jw/beRpEAIwxUE/U10UKfLJszqS0LTRZNMZQgqzJ8q5qhd3ACHnpXWYlLULsRRsxPAry3WLlNT1F42RZEXkqwyOf/ANVF7rM1947utJu9ZvLSzkn2RtHNGixDgksXGMYzx1JwK57RZbn/AISLWba6a4JtphEFuABIoBYfNjjPTOOKxr39m2XT+Kx0Edp+7AjckAfclJOPo3UfjmpIoRkKWMbnor9/oeh/CrSKAtMK4BBAKEcgjIP4V57mn8SN1Fr4WX9PlkgYgDDEYOa1g48ssfSsG0aVMGMgoP8AlnJ8y/georYinimj8pkeGViFVSNytz2Yf1xWkU5JJO6E2ou7Vmd5pCbNPhH+yK0cVVswEgRfQCrWRXoo5WBOBmue1u4dkZV7Cta8m2KQDXDeIL5ljZQ5Bb09KGNK2pyF00VvcNO5BZ5Ao9zVqVsGuM1+/mmmYWzsos2V3dezMcAflVjXbXxBomjaZe3d9dia8MnmRFcCHG0qCcfeIbOO351y14OctOhrCSS1N+z+6a0cfID7UUVwnR1EjRTg4rRtwC+KKKqjuEtjTtbeL+0rd9vzbhz3ru4T8i0UV6VI5am4+Q4FZF/IwjbmiitGRE838Ryu06oT8teTWl/NpniC71ODablJ5AC4yMEFen0JooqJbFPc3PBwCyXAHT5B/Ou8gGcj2oorz6vxM6KexIVBY5qeAAKMUUVlD4jRmksKSRYdQwJ5BGRWv4ejWNbrbn/W4GSTgBRgc0UV6FL4jnqI6BD8oqnqDsEbB6UUV0mSPOPE8zjHPYmuVvoY4PhxaMi/NM0c0hPVnYkkmiisK20fU0j1MHWPETa1FBFJpthbmFVjje3R1KoOiAFiAOc8Dk8121l9z8KKKwxHQqkaQ/1YPtTAi/LRRXG9zcv24BbBq79ljadXG5JBjDocMPxoorqj8JlNXJ7O+m1O01CC72SG34SXbhyM9yOD+Vdva8QKB0xRRXe9zkjsLcfcArBv3YI3Paiimy0eBeJNek0vxDqytYWF7HLcbjHeQbwGUcEYII68jOD3BqHwZqF1quta1e3kvmXE8iSSNjGWO7PHaiisq/8ACY6f8RHoUXXHtTyAX57UUV5UjsRZgUKvA71sWSK1zbZH/LQUUV0UCKmx3UBO0VMScGiivRRyGRqcrBTXnOtyNJesGPAU4oopdSuhw7Iv/CEz3OP3s14Gdu5IYgVi3mu6lf2EOn3V3NNBbu0iCSRmJLYznJ5xt49Mn1oornju/Up9D//Z", 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UeS6lmcHC9AR0Lf8A1sVo6UZLiVIWIaIHcykdavyRxidzGoUE84rvathlJddP8zGnVUZzp21Ze03SRqRzJ/qlOMepqXXLOPTYP3a8dOBW14fiAsIzjrk1cv7JLsBXQMvcGt6cFGCRhKV5HGaDp0k8hMnzRq2R6E+9dTdWO2zbHXFaNtaxW0QSONVA9BTL+QJAc1r0IvqeMX6tHqdxFjvmqhiyvIrV1GWKXXrvYRxgVWli44rza38RnXB+6ULOyRBiNjED/ARujP4dR+Bq6tuUfLjy/wDazuT8+34gUtoAUBq7tIOV647Vnz/zK4KLXwuw6FHhK5wQRwR0Nbds+5RmsBco/wC6PlseTtHyn6r0rWtbpVwLiIr6yRAsPxXqP1pxgpfCwcmviRqAgAZNaukg/wBnxMRy+W/M1jSYazlmgdJowpAdGzz0rpbKERW0UePuqBXZQg1dsynJPYtwRfNvIp15MIojjsKlQqsfvWJqtwRG2GroM9zhPGCvdtGrZxu3AfQ0SMrRhh35rJ8UakYS7gsz/cjUdSx4AH1JFY1o97eeKptIm1e4tVVXEYiQNl1jzt9hweT/AFrnxEOblSNIStdmtqkSTtEjxq685VhkdqSK0/dgI5YAfdmOSPo/X881z/hzUbu/aU3dw8u0KV3HpnOa6+JBt/CuNtwdjWylqVIrcMfLLFGP8DjBP9D+Fa9rPKdqylmZQFBPXA4FUCvG0gMh6hhkGp7V5FI2EMg/gkJI/A9R+tCkmuVO1w95avU34sED3/StTR08zU0/2Rmse2uLdxtdzbydll+630bp/Kuk8OwMt3NI64IwBW9Gm1K7InNNaHTjpRRTWcKK7zlIbmYIh5rgPFVwXtZCXAHQDNdRqlztRucV4/8AEHVpINNkkgmZGR1GVNStWXsiXT3VUmiByEIP0yKrW1lHvLruidurR9G/3l6H+fvWHcEWnh+LVNN1rUZVmuvIJuIljW4IQFniHXapwp3c8j3A6qzAZATXDVvGba6m8LSjZjfsrIwLAbf78YJH4r1H61btozD+8QqyvwWXv7VIU4BHUVH91wy5SQ9XQ4J+vY/jWLlF76FpSW2ps2r7gOw9auLjb6VmWtyUAE8W4f8APSIc/iv+H5VrQotwN1tIs6jrtPI+o6iqjSYc66jCN3XpWz4ag3CaXrl8D6DisyZRDE7sMbQTXUeH7byNIgBGGKgn6muihT5ZNmdSWhaaLJpjKEFWZPlXNULu4AQ89K6zEpahdiKNmJ4FeW6xcpqeovGyLIi8lWGRz/8AqovdZmvvHd1pN3rN5aWck+yNo5o0WIcEli4xjGeOpOBXPaLLc/8ACRazbXTXBNtMIgtwAJFALD5scZ6ZxxWNe/s2y6fxWOgjtP3YEbkgD7kpJx9G6j8c1JFCMhSxjc9Ffv8AQ9D+FWkUBaYVwCCAUI5BGQfwrz3NP4kbqLXwsv6fLJAxAGGIwc1rBx5ZY+lYNo0qYMZBQf8ALOT5l/A9RWxFPFNH5TI8MrEKqkblbnsw/ritIpySSd0JtRd2rM7zSE2afCP9kVo4qrZgJAi+gFWsivRRysCcDNc9rdw7Iyr2Fa15NsUgGuG8QXzLGyhyC3p6UMaVtTkLpore4adyCzyBR7mrUrYNcZr9/NNMwtnZRZsru69mY4A/KrGu2viDRNG0y9u767E14ZPMiK4EONpUE4+8Q2cdvzrlrwc5adDWEklqdJZ/6vNaOAE/CiiuF7HQhUQCReK0bYAnmiitKO4SJzbRedE23DNMgJBxkZHB9fxrs4u1FFd9HY5ZqzJHJEZI9a5jWZGCtz2zRRWrEjzaBFu/FloJvmEUcs6jtvGAD+G41zerahPpXjC7vbbb50UzbdwyOV2nj6E0UVhP+L8ivsj/AAoNr3AHQBB/Ou4hHOPaiiuKr8bNofChzAFhViBQoOB3oorKPxGhqQxJJEQwyCOQa6jwzGsVntQYG48UUV6NLc56mx0K/dqrcMQDiiiunoYI5PXZnWJyD0FeLeNWMthCr8iS5Xd74zRRUlvYp6z4hbWYreGTTNPt/IRY4nt0dSiL0QAsQBzngcnmu4svufhRRXFiOhrSNIf6sH2pgRfloorke5uX7cAtg1d+yxtOrjckgxh0OGH40UV1R+Eymrk9nfTanaahBd7JDb8JLtw5Ge5HB/Ku3teIFA6Yoorve5yR2FuPuAVg37sEbntRRTZaPAvEmvSaX4h1ZWsLC9jluNxjvIN4DKOCMEEdeRnB7g1D4M1C61XWtavbyXzLieRJJGxjLHdnjtRRWVf+Ex0/4iPQouuPankAvz2oorypHYizAoVeB3rYskVrm2yP+WgoorooEVNjuoCdoqYk4NFFeijkMjU5WCmvOdbkaS9YMeApxRRS6ldDh2Rf+EJnucfvZrwM7dyQxArFvNd1K/sIdPuruaaC3dpEEkjMSWxnOTzjbx6ZPrRRXPHd+pT6H//Z", "info": {"video_id": "153636", "label": "hitting clip with battery", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "153636", "label": "hitting clip with battery", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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iqxKR0CKOg9icmrqr+Fa4upzT5FsiqU+alHS2iJ0UFajkX5Kkj4pk7gKT6DmuUodZ6KmoxSPMT5QO0AHGfWuR8Z6FbaLEJIkBjfnGOM16npdv5OnRIRzjJ+tUdc0WHWIPInQMuQSK9SEFCKSOVyu7nBaTZSRab/ZtvK2zzhL5rc5U4bA9fT8Ks6npZtrCQneWwTuPX8a7ey0OCzjwqE/73NQa5BGbB0IB3AitSDzOzskQYjYxA/wEboz+HUfgaurblHy48v8A2s7k/Pt+IFLaAFAau7SDleuO1eTz/wAyudSi18LsOhR4SucEEcEdDW3bPuUZrAXKP+6PlseTtHyn6r0rWtbpVwLiIr6yRAsPxXqP1pxgpfCwcmviRqAgAZNaukg/2fExHL5b8zWNJhrOWaB0mjCkB0bPPSulsoRFbRR4+6oFdlCDV2zKck9i3BF828inXkwiiOOwqVCqx+9Ymq3BEbYaugz3OE8YK920atnG7cB9DRIytGGHfmsnxRqRhLuCzP8AcjUdSx4AH1JFY1o97eeKptIm1e4tVVXEYiQNl1jzt9hweT/WufEQ5uVI0hK12a+pRrO0aPGrpzlWGQaSO0/dgRuSAPuSknH0bqPxzXP+G9Ru795Td3Dy7QpXcemc11yKAtcbbg7GtlLUqxQjIUsY3PRX7/Q9D+Fa2nyyQMQBhiMHNUCuAQQChHIIyD+FT2jSpgxkFB/yzk+ZfwPUURklJOLswkpWtJXRvBx5ZY+ldtpCbNPhH+yK4OKeKaPymR4ZWIVVI3K3PZh/XFeh2YCQIvoBXXh4tXuY1JJ7FrFBOBmjIqpeTbFIBrqMUrmTrdw7Iyr2FeW3TRW9w07kFnkCj3Ndf4gvmWNlDkFvT0ryfxBfzSysLZyos2V3dezMcAflUS+Fmi3R2czYrHtrSPzN+Gjkbq8fG7/eHRv51matM8GiQ6jYa5qEwa5+zZuI1RZyF3M8ffapwp3eo9wN+zAZBmvPlGVN7m6amhDbMpBYAj+/GDj8V6j8M1ctRJbsZI5NySLsYqeCOuDSuv3cdaYOJAwysh/iQ4J+vY/jUxmk77PyHyytbdG5aPuAFXgQEJ6VlWlwYwBPFuH/AD0iHP4r/h+VaqCOePNvKkyEgEqeV+o6irhSe4nNddDsdEj2adHnuM1pVBaII7ZEHYCp84r0lscj3EJCjJrD1e5+QqrYJrSu5gqVxOv3wjjc7vpzSZUUcXrkqjUzKXBaMjB/GodShjuGiV41deSQw+n5VzNpcx6r49fSL7Ubu3gkl+SSKWJFixzljJxjGeByTgVo6bLdjWNRtLuS5b7NMY1W4wHUAnrjjPAzjiubExd1JdDWk09Ga0VmfLGxy+B92Y8j6P8A45+tSxWoc+WTtY/8s5Bgn+h/CrcSDFIyfLtZQyHswyK5XNP4kaqLXwst20jAgMOela0fIXP/AOqsK3klQjYQ6D+CQk/k3UfrWzbXFvJhXc28nQLL0b6N0P6UKnzaxdwc7fErFgn0600ReZNFGDzJIAR+p/lVkW8irl4yM9DU2lQCbXIlxkRoWP1JwP61rCl7yFKSs7HUxw7YVGO1J5Qzk1bK8Cq0suzPNdxzFeeQIp5ri/FWrrb2zDPI5p/xB1a50/w9JNZ3DwzeagDoecE815Z4xTxDpWg6de6hfXbTXxkEkTpgQAbSoY4+8Q2cf4GgL2Oqs/8AV5rRwAn4UUV472O1CogEi8Vo2wBPNFFaUdwkTm2i86JtuGaZASDjIyOD6/jXZxdqKK76OxyzVmSOSIyR61zGsyMFbntmiitWJHm0CLd+LLQTfMIo5Z1HbeMAH8Nxrm9W1CfSvGF3e223zopm27hkcrtPH0JoorCf8X5FfZJPCQw9wo6AIP5120XXHtRRXFV+Nm0PhQ8gF+e1WYFCrwO9FFZR+I0NiyRWubbI/wCWgruoCdooor1KWxy1NyYk4NZGpysFNFFashHnOtyNJesGPAU4rhnRf+EInuCAZZrzc7euGIoorGt8K9S47sztZ8RNrUcEUmmWFuYFWON7dHUqgzhACxAHOeByea7ey+5+FFFc2J6F0tmaOPkB9qSNFODiiiuRm6NG3AL4rTtbeL+0rd9vzbhz3oortpbIyqHdwn5Fp8hwKKK7lscvUyL+RhG3Neb+I5XadUJ+Wiip6l9Dyq11c6dqGps1hY3qz3JZku4d4BTO0gggjryM4PcGtzw9ez6jqGoXt1J5lxO6ySNjGWOe3aiiuev8LKp7naQfeA9qkYAsB6CiiuCR0ofAoXOB3rTjiR4WDDII6GiitqOwpCveT6NFG9o/7t5ArQyfMhH0PT8K6jS4kXVJ5FUKXjjJA6DIPSiiu+nrBHG/iaN8Hv7Vm3ZIyfWiitAR5n8TZWHh5hn/AJbJ/M14trviPVb7S49NuryaW3tpGkTzJGYkvjOSTzjbx6ZPrRRREUj/2Q==", "info": {"video_id": "153636", "label": "hitting clip with battery", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "153636", "label": "hitting clip with battery", "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": "176d9e7aa3096810d9d6087b3aa2a069da1388a8f4da16de7684bd0b35d9c1d7"} +{"episode": 65849, "episode_seed": 2953662630, "split": "train", "timestamp": "2025-10-13T03:32:42.168208", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2953662630, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "47288", "label": "poking a hole into blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "47288", "label": "poking a hole into blanket", "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": "835990d0978a450bccbc52adac5f6d9132e46602c8706174c394de9bf01a9cb2"} +{"episode": 65850, "episode_seed": 3414196441, "split": "train", "timestamp": "2025-10-13T03:32:43.307493", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3414196441, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) cap of oil bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "188169", "label": "touching (without moving) cap of oil bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "188169", "label": "touching (without moving) cap of oil bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "188169", "label": "touching (without moving) cap of oil bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "188169", "label": "touching (without moving) cap of oil bottle", "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": "07a8147c56b94d1fbf3038c5d42bbbd2975a7015b01e7fe5e9c7e864410c0e81"} +{"episode": 65851, "episode_seed": 1759196391, "split": "train", "timestamp": "2025-10-13T03:32:44.347925", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1759196391, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping pencil up with pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "114925", "label": "scooping pencil up with pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "114925", "label": "scooping pencil up with pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "114925", "label": "scooping pencil up with pencil", "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": "f9d7aa13d8ebb078e7d3aecaaf0e8fc4385e97ede9ce0d521d7669d1f917117d"} +{"episode": 65852, "episode_seed": 1748940823, "split": "train", "timestamp": "2025-10-13T03:32:46.322590", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1748940823, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a receipt paper on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "163295", "label": "putting a receipt paper on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "163295", "label": "putting a receipt paper on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "163295", "label": "putting a receipt paper on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "163295", "label": "putting a receipt paper 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": "411f40b4995745687f04e1662efaa1c207f6b58fbe9dce50b3cd4a540aa5c2e2"} +{"episode": 65853, "episode_seed": 2454481756, "split": "train", "timestamp": "2025-10-13T03:32:49.551646", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2454481756, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting bottle into a cupboard'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "62140", "label": "putting bottle into a cupboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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ZAPc1hxWEl0sjq4VV9e9e2+KNL86HzkHzAHjHX2ryNrUWcr2y5wqlsntz/wDXrGhiOdWmtTWvCUNYPQ55yyOyN1HFMDU6cbbiQZzzUXat7GXO7aku4V6V8L/CsHinR/EUcq5eHyCh7gnf/hXmHNe7fs6jdbeJx6i2/wDalKS0Hzs2fhNDc6Pql7pVy5JiceWP9k969r7V5ra239n+MVuWGFkUqx/GvSEbcgb1FZ0X7zJr9GVNRhMluwHXFeSy+HQvisXcjgIGBZMckg8V7MwDDBrg/F8SWU4uchEzyT0rDE02k2jTC1eV2OF8SWu7xHfvEY286FFlimQlHGPUcjtyK0PhR5Vi1zBPGcTy5T5twUjjGfpTdb0u+uphqOnILmOaMKyq2CCBjIPoRir+nWJ8N6J57xiSdMM6K3GScYz+NctKrFJK2vc9OvBujpK97aX7eXQ6HxN4/s9D1S00eyjF1ql0yqkfRI1J+8x/oK8y+LXiRvNgVipkRCSB03Hpj6U2a4uvEfjQ6s9vDF9gUQxmMnbwScn868t8W6o2p67cHzfNjjcqrZyG55Net7qfKt0eIoSv7xhs5YlmOSTkk03+VITzQfShGzZ6THoumXtis32UxSYxIoJG1u9ZzeG4Hm8uJ3XAJPfArrnszbghAcMa5zVbyaGU2dkkwuJeZ3jiLlU4AAHuT/nNcuGqwrM6sdSxGGacJXi9mZmo6BJptqlyt8joc5CnlMAEg/mPzrPl8+1kVJpE3OMjPetvU9Fh0S01HTF1H7T5E2XXgBmPykg9wCCD7ius8J+BbPxMiX+oEyQ2wVPJU4LsRnnHOMCu+VClzR7M5aeY14J31PP4LzYRlVf6PVxdRiUANvVj6jpXQ/EvRNH0rxBZfZLZIZgqiW3QAKFzkEj1IBFWj4LhSyg1KHc0F6xZo3A2xjJxtPv/AIVyVsPGLbjsjthnMlFOSOJuLlJgxMowep71RJHQHit7xVpVtp8MfkxBNzYIB7VyLDHQms6aUo3Rusb7WPOkXiaQkE81UVpVAGTz3NSFpQPuZAq+Qaq8y2CRS8saLg5OcGuw0mWOeykEZ+5IR+grjVd/NSRRtaM5rqPBS2txrstpqN8tnbOplkn27sY5IA7k5wK6FF8iR5uItKbaJJ5pVnSwsUE1/dEBQT90k4A/Gqd1Jfn7JHfr/pCuY5GOORk8fqPyrvdQvvDFlbTan4btgl1BMnktcKTIHCY80/jyB615nqOpy/a4MkOqFWbd/fIBat4TXK0ckqEopSse1/BrS1OrSzsv+qRpB9ThR+ma9tZQwwa81+E0ccFjdO5AkkKIo78DP9a9HFwhYLggkkDiuGhS5oSclpJv/L9Dox9WMaqpt/CkvwT/AFPPvitb28XhSVmUGZ3URHHIOea+f7HxRf6HIVLFlB4Fe8/FJZ73SlkQHyI/XuSa+b9fAW/+XgYPFKGXUMJaFNW5rt+t2dFCt7TCxknfVnfWfxLZ1SEuyl/vH+leiaJ4oEsKMz/Ka+Ziccg4Pat+x8UX9pEsQbI9aqVLsRo2fUVvr0U0ZCPnIP8AKvj2TAdvqa9f8LeKmuQEYkuRjFePyHJP1NXSg4q5lLSTRfs5x5UWeiMVP0NS6oVe3xGPTPvWfascSR+oyPqK0AhlgLEcKuaJ6NM7sJPmoTpM3fBUIs7uzvFRmlEokO1cnA9q9/1DVra7WIJMjysgJAOSAT+nQ/lXlXwq1az0/UJBcxB2e3ZUbbnbhuR+Nd9apFf3Et6sSxmZz8q9gOAK8v63V9vUpOHu23/Q2r04Wgoq1l95cvUW4ttmOo615J4o0l4boyIhGcqTjgg17U0aJbDC545rmNcjjktSfJXk45rajF86S6nHVkuVtnzrdxtHdSBgR8xxkYzUJHtXsl3pFpc/623jbHQkdKyNR8PW00SBYVHuByMV7f1Z9zy/rUTza4t5bSdoJk2yLjcp7cZ/rXu/7Ng3DxKD/wBO3/tSvLNa8O3097Nd5LNIdzZ7mvWP2dbaayl8RJOpUt9nxn/tpWFSlKKu9jX2iloj1690dLi8gfHCvk/hW0BgADtRjNLWUIcrFKTluFcr42sftmizgDkKTXVVT1G3FxavGRkMCKmsvduOm7SPlrTfGWpeF5pLUM8cayHCuN0TDPp2/CvQNI+I+j6sggv9tnK64O9sxP8ARu341yPjNItF1x7ae2EsU+cKRx9a5m98PRyO0mmTeWcA+Sx455ricYSd2rHq+1UlZnoviq7tPDXhS4axCr5wKxkNnczd89+K8HY85Nad/wD2jCi2l2ZliQllRmJUE9x2rKbk110ocqbve5x1GJRnFFArcxPaY7xU1KXTLl8qwEttL1yp5Aq3J58EMq27eVMybRIgAJ5yMnvWBPC1nBbm5G6bSLn7HP6tEeUb8VNdEwaAqjtui6o/tXz0pOnJSj/X/D7n0lGalHkmrrseWeIEltxFZyo2U3sH/vZIJBP4fnXd+CdRY+FvsMZZZbzZE0isdwVWyQPqMZ+mO9W9W0S11W1YSqC56Gs7RrN9BjjtlJ4cgSAZIB5Nd/1x1oWXxI83H4B026lPWL/A3vHVhbX/AI2t5rO3WVHWKFs5IZiduPYgEV7WPDliuj2+nCICKCJY1wOwGK8x0O1gPibQbVEXAuTMyodxJCFgzH617K2QhIGTjvWuEpOnSUJO9jymvLc+bfjJpiafLayIu0SyugB77Bgn8civI3NetfGqeW+1+MRBmhhDs3opJA/9lryJyQTkVtDXY7oe5SSLcgu7UwmeMqJolkTen3kPQjP060ouWbqi/hV7XJbebTtKaOdpJobcQPukDcAkjAA4AzjnNJ4U0i31/Xf7Pur2S1DRSNGY49xd1QsF9AODyfSqSUlcarOmig7qw+UEZ65p+n3HkahC5PBO0/jxVOJ2bJY54FK2Q2RWsVpYUpc65u52FtNEYJEfqDgj1rl3hlk1JowhbfKAMD3rYgLSTBkBbzFBGPXFbWjQbdbEJCgFGYse525rncnTbe56s4xxOHp30t+h718MbBU0U3TLyZGCk+3H9K73A9K5rwPAYfCmmqM4MRkPvuJxXRkNlsN249q6It8sfRHgYpL6xUl3b/y/JI5Lx6iHw5dfICSNqn+76mvljxcIU1tkhYsojUk47kZNfUfxFPkeEZBliVA5Hc+9fJuuSGXV7ls5+YKPwGP6UVNZR9P1Omiv9nv/AHv0RnGrd7Zz6VqE1nMV82FtrbTkZxmqqFBKnmZ2ZG7HpVvWryK+vjcwqqblG4KMDOMfifelfoZN21On8Bbp9ZK9Rt6CuNYfMfrXodhptjpGlQ63oeq37ZnNtvngWJbhgm5niHXapIU7vUd8gefhSzfU1t9lIzjLnm36EUZ2SqffBrpLOzmn/ddFGcn8K54piUD3rstDnt7ySOMXAi3riTdx0rKaVtTejUlTk7dTZ8D6XOL+7IXBhjGfcseP0zXRQ+Im0u+NpcRvGCeCRxmqvh+JpWvp4Z9nmXJVAOmF4H86oeKmupbmxE5Rh5yAFRy3TrXE8JWk3V5ly2vbqv8AM73UTqqm07aL+vmegRat+6JaUAZwc1T1K8Etog/2yDWD4qmWwsJJIgRLt/d46Z4rJ0vWJpLmPT7xwZ3h80e+KvBRbnCZ5uKvySRvlRsPfimtAPLBxipDzGxHpUyYeED1FfQo8JmasKuzDGc11/w8eOxub8n5S7RL9fvV5/psi3fjOTS73Urq0t5JNiSRSxxrH3JYvxjGeByTgVb0fVrnRtT1KG7luAIb1IQtwAHXG8fNjjPTOOK5cRNShKKOvDwammfR0TiRART6w/DupJd2SENk4rcrz6cro6px5XYKa4yuKdRVSXMrEHhPxl0c/aba8VMgN830rza4dH1N9z7VQqowcdAOK+kPHGiLqmmMCuSvPSvnLW9OuLa8eN4yMucNj3xXnpO/Kd0XeNyrqKy3tlMJGDRwgEk9Tk4Fclc2zQvnqvXivQXtdulzqEGHnjQgDryK4+6cCbyCMA8gfia6KDdtDOruZGM9KTBFad5ZIsAkX5Wz2rV8ReCr/wAN+HtH1C8EwnvjJ5sBjIFvgIUVj/eYNnHbp1zjoTuZ3XU9N8U28Y126Tb8t3pbtKPVo2G0/Xk07Ribrw9aNN8xMXX6cf0oor5p/wAKPyPfp/EzMa4kSfaGOAa1VAmtndwC3BzRRWkNGj0oq8LM6H4dwRxeJi4GWFqzZY5OSwB/SvUbq6kSyuXXAZBxxRRXsybs/Q+TrJe1t5nj3iqzguBdPImWZua8O8QwpDqsqoMD0oorDDP3jsr/AAoyvSrel6rc6JqceoWmzz4twXeu4fMpU8fRjRRXecM9iCHofwpzdaKKuOxtD4De0Z2EUZB55GfxrprGNRqdqccvG+fyNFFctbdnp4X+AvU+kfCDF/CemsevkAflW3RRXSeFX/iy9WeffFe4kj0KKJThZHw3vivlbUjm9nz/AHjRRRV+KPp+rPQpf7kv8TKPekzjnGaKKZws7O58XTa/Bbwy6VplqYEWOJ7VJFKRqDhAC5UDnJwOTzXNxgYJooqn8IUd2VrglZAR1Fa99ZxW1nZyxAq8kQZjnqTRRWM90bw3Z3/gtm/si15PLsT+dO1759c0yNuU88cfSiilD+FL0Z6Lf72COl1a1hurYrMm4K2RXm8krD4kwqDwPkH02k0UVy4F+9E8/E/Azv0/49ZD6DNS2/3F+lFFfSxPnpHFX2stpeuajGbCwvYpZgxjvId4DKOCCCCOpyM4PcGs3Vb+5vtLv7+4lL3M95FJI+MZYhz26UUVwVN2d1HeJ638KtVu7nT4RLJnjHSvZEOVBoorz6fxs7K46iiiug5yG5RZIirDINeceJ9C0+QuzQjPNFFcVX42dVDY4iLSrXypk2ttVg45715HqX+j6uwU5wAvzc0UVvQS5SanxE16MWZOTlip/nUdx4l1fVdLg0y+vZ57e1eSVPMkZiWYDqSecbePTJ9aKKpbMh7n/9k=", "info": {"video_id": "62140", "label": "putting bottle into a cupboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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ZAPc1hxWEl0sjq4VV9e9e2+KNL86HzkHzAHjHX2ryNrUWcr2y5wqlsntz/wDXrGhiOdWmtTWvCUNYPQ55yyOyN1HFMDU6cbbiQZzzUXat7GXO7aku4V6V8L/CsHinR/EUcq5eHyCh7gnf/hXmHNe7fs6jdbeJx6i2/wDalKS0Hzs2fhNDc6Pql7pVy5JiceWP9k969r7V5ra239n+MVuWGFkUqx/GvSEbcgb1FZ0X7zJr9GVNRhMluwHXFeSy+HQvisXcjgIGBZMckg8V7MwDDBrg/F8SWU4uchEzyT0rDE02k2jTC1eV2OF8SWu7xHfvEY286FFlimQlHGPUcjtyK0PhR5Vi1zBPGcTy5T5twUjjGfpTdb0u+uphqOnILmOaMKyq2CCBjIPoRir+nWJ8N6J57xiSdMM6K3GScYz+NctKrFJK2vc9OvBujpK97aX7eXQ6HxN4/s9D1S00eyjF1ql0yqkfRI1J+8x/oK8y+LXiRvNgVipkRCSB03Hpj6U2a4uvEfjQ6s9vDF9gUQxmMnbwScn868t8W6o2p67cHzfNjjcqrZyG55Net7qfKt0eIoSv7xhs5YlmOSTkk03+VITzQfShGzZ6THoumXtis32UxSYxIoJG1u9ZzeG4Hm8uJ3XAJPfArrnszbghAcMa5zVbyaGU2dkkwuJeZ3jiLlU4AAHuT/nNcuGqwrM6sdSxGGacJXi9mZmo6BJptqlyt8joc5CnlMAEg/mPzrPl8+1kVJpE3OMjPetvU9Fh0S01HTF1H7T5E2XXgBmPykg9wCCD7ius8J+BbPxMiX+oEyQ2wVPJU4LsRnnHOMCu+VClzR7M5aeY14J31PP4LzYRlVf6PVxdRiUANvVj6jpXQ/EvRNH0rxBZfZLZIZgqiW3QAKFzkEj1IBFWj4LhSyg1KHc0F6xZo3A2xjJxtPv/AIVyVsPGLbjsjthnMlFOSOJuLlJgxMowep71RJHQHit7xVpVtp8MfkxBNzYIB7VyLDHQms6aUo3Rusb7WPOkXiaQkE81UVpVAGTz3NSFpQPuZAq+Qaq8y2CRS8saLg5OcGuw0mWOeykEZ+5IR+grjVd/NSRRtaM5rqPBS2txrstpqN8tnbOplkn27sY5IA7k5wK6FF8iR5uItKbaJJ5pVnSwsUE1/dEBQT90k4A/Gqd1Jfn7JHfr/pCuY5GOORk8fqPyrvdQvvDFlbTan4btgl1BMnktcKTIHCY80/jyB615nqOpy/a4MkOqFWbd/fIBat4TXK0ckqEopSse1/BrS1OrSzsv+qRpB9ThR+ma9tZQwwa81+E0ccFjdO5AkkKIo78DP9a9HFwhYLggkkDiuGhS5oSclpJv/L9Dox9WMaqpt/CkvwT/AFPPvitb28XhSVmUGZ3URHHIOea+f7HxRf6HIVLFlB4Fe8/FJZ73SlkQHyI/XuSa+b9fAW/+XgYPFKGXUMJaFNW5rt+t2dFCt7TCxknfVnfWfxLZ1SEuyl/vH+leiaJ4oEsKMz/Ka+Ziccg4Pat+x8UX9pEsQbI9aqVLsRo2fUVvr0U0ZCPnIP8AKvj2TAdvqa9f8LeKmuQEYkuRjFePyHJP1NXSg4q5lLSTRfs5x5UWeiMVP0NS6oVe3xGPTPvWfascSR+oyPqK0AhlgLEcKuaJ6NM7sJPmoTpM3fBUIs7uzvFRmlEokO1cnA9q9/1DVra7WIJMjysgJAOSAT+nQ/lXlXwq1az0/UJBcxB2e3ZUbbnbhuR+Nd9apFf3Et6sSxmZz8q9gOAK8v63V9vUpOHu23/Q2r04Wgoq1l95cvUW4ttmOo615J4o0l4boyIhGcqTjgg17U0aJbDC545rmNcjjktSfJXk45rajF86S6nHVkuVtnzrdxtHdSBgR8xxkYzUJHtXsl3pFpc/623jbHQkdKyNR8PW00SBYVHuByMV7f1Z9zy/rUTza4t5bSdoJk2yLjcp7cZ/rXu/7Ng3DxKD/wBO3/tSvLNa8O3097Nd5LNIdzZ7mvWP2dbaayl8RJOpUt9nxn/tpWFSlKKu9jX2iloj1690dLi8gfHCvk/hW0BgADtRjNLWUIcrFKTluFcr42sftmizgDkKTXVVT1G3FxavGRkMCKmsvduOm7SPlrTfGWpeF5pLUM8cayHCuN0TDPp2/CvQNI+I+j6sggv9tnK64O9sxP8ARu341yPjNItF1x7ae2EsU+cKRx9a5m98PRyO0mmTeWcA+Sx455ricYSd2rHq+1UlZnoviq7tPDXhS4axCr5wKxkNnczd89+K8HY85Nad/wD2jCi2l2ZliQllRmJUE9x2rKbk110ocqbve5x1GJRnFFArcxPaY7xU1KXTLl8qwEttL1yp5Aq3J58EMq27eVMybRIgAJ5yMnvWBPC1nBbm5G6bSLn7HP6tEeUb8VNdEwaAqjtui6o/tXz0pOnJSj/X/D7n0lGalHkmrrseWeIEltxFZyo2U3sH/vZIJBP4fnXd+CdRY+FvsMZZZbzZE0isdwVWyQPqMZ+mO9W9W0S11W1YSqC56Gs7RrN9BjjtlJ4cgSAZIB5Nd/1x1oWXxI83H4B026lPWL/A3vHVhbX/AI2t5rO3WVHWKFs5IZiduPYgEV7WPDliuj2+nCICKCJY1wOwGK8x0O1gPibQbVEXAuTMyodxJCFgzH617K2QhIGTjvWuEpOnSUJO9jymvLc+bfjJpiafLayIu0SyugB77Bgn8civI3NetfGqeW+1+MRBmhhDs3opJA/9lryJyQTkVtDXY7oe5SSLcgu7UwmeMqJolkTen3kPQjP060ouWbqi/hV7XJbebTtKaOdpJobcQPukDcAkjAA4AzjnNJ4U0i31/Xf7Pur2S1DRSNGY49xd1QsF9AODyfSqSUlcarOmig7qw+UEZ65p+n3HkahC5PBO0/jxVOJ2bJY54FK2Q2RWsVpYUpc65u52FtNEYJEfqDgj1rl3hlk1JowhbfKAMD3rYgLSTBkBbzFBGPXFbWjQbdbEJCgFGYse525rncnTbe56s4xxOHp30t+h718MbBU0U3TLyZGCk+3H9K73A9K5rwPAYfCmmqM4MRkPvuJxXRkNlsN249q6It8sfRHgYpL6xUl3b/y/JI5Lx6iHw5dfICSNqn+76mvljxcIU1tkhYsojUk47kZNfUfxFPkeEZBliVA5Hc+9fJuuSGXV7ls5+YKPwGP6UVNZR9P1Omiv9nv/AHv0RnGrd7Zz6VqE1nMV82FtrbTkZxmqqFBKnmZ2ZG7HpVvWryK+vjcwqqblG4KMDOMfifelfoZN21On8Bbp9ZK9Rt6CuNYfMfrXodhptjpGlQ63oeq37ZnNtvngWJbhgm5niHXapIU7vUd8gefhSzfU1t9lIzjLnm36EUZ2SqffBrpLOzmn/ddFGcn8K54piUD3rstDnt7ySOMXAi3riTdx0rKaVtTejUlTk7dTZ8D6XOL+7IXBhjGfcseP0zXRQ+Im0u+NpcRvGCeCRxmqvh+JpWvp4Z9nmXJVAOmF4H86oeKmupbmxE5Rh5yAFRy3TrXE8JWk3V5ly2vbqv8AM73UTqqm07aL+vmegRat+6JaUAZwc1T1K8Etog/2yDWD4qmWwsJJIgRLt/d46Z4rJ0vWJpLmPT7xwZ3h80e+KvBRbnCZ5uKvySRvlRsPfimtAPLBxipDzGxHpUyYeED1FfQo8JmasKuzDGc11/w8eOxub8n5S7RL9fvV5/psi3fjOTS73Urq0t5JNiSRSxxrH3JYvxjGeByTgVb0fVrnRtT1KG7luAIb1IQtwAHXG8fNjjPTOOK5cRNShKKOvDwammfR0TiRART6w/DupJd2SENk4rcrz6cro6px5XYKa4yuKdRVSXMrEHhPxl0c/aba8VMgN830rza4dH1N9z7VQqowcdAOK+kPHGiLqmmMCuSvPSvnLW9OuLa8eN4yMucNj3xXnpO/Kd0XeNyrqKy3tlMJGDRwgEk9Tk4Fclc2zQvnqvXivQXtdulzqEGHnjQgDryK4+6cCbyCMA8gfia6KDdtDOruZGM9KTBFad5ZIsAkX5Wz2rV8ReCr/wAN+HtH1C8EwnvjJ5sBjIFvgIUVj/eYNnHbp1zjoTuZ3XU9N8U28Y126Tb8t3pbtKPVo2G0/Xk07Ribrw9aNN8xMXX6cf0oor5p/wAKPyPfp/EzMa4kSfaGOAa1VAmtndwC3BzRRWkNGj0oq8LM6H4dwRxeJi4GWFqzZY5OSwB/SvUbq6kSyuXXAZBxxRRXsybs/Q+TrJe1t5nj3iqzguBdPImWZua8O8QwpDqsqoMD0oorDDP3jsr/AAoyvSrel6rc6JqceoWmzz4twXeu4fMpU8fRjRRXecM9iCHofwpzdaKKuOxtD4De0Z2EUZB55GfxrprGNRqdqccvG+fyNFFctbdnp4X+AvU+kfCDF/CemsevkAflW3RRXSeFX/iy9WeffFe4kj0KKJThZHw3vivlbUjm9nz/AHjRRRV+KPp+rPQpf7kv8TKPekzjnGaKKZws7O58XTa/Bbwy6VplqYEWOJ7VJFKRqDhAC5UDnJwOTzXNxgYJooqn8IUd2VrglZAR1Fa99ZxW1nZyxAq8kQZjnqTRRWM90bw3Z3/gtm/si15PLsT+dO1759c0yNuU88cfSiilD+FL0Z6Lf72COl1a1hurYrMm4K2RXm8krD4kwqDwPkH02k0UVy4F+9E8/E/Azv0/49ZD6DNS2/3F+lFFfSxPnpHFX2stpeuajGbCwvYpZgxjvId4DKOCCCCOpyM4PcGs3Vb+5vtLv7+4lL3M95FJI+MZYhz26UUVwVN2d1HeJ638KtVu7nT4RLJnjHSvZEOVBoorz6fxs7K46iiiug5yG5RZIirDINeceJ9C0+QuzQjPNFFcVX42dVDY4iLSrXypk2ttVg45715HqX+j6uwU5wAvzc0UVvQS5SanxE16MWZOTlip/nUdx4l1fVdLg0y+vZ57e1eSVPMkZiWYDqSecbePTJ9aKKpbMh7n/9k=", 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", 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", "info": {"video_id": "62140", "label": "putting bottle into a cupboard", "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": "4c62cf99219f954d18efbb8cbf035d8d74a591512c99339c3c5bc3bd3f1148fc"} +{"episode": 65854, "episode_seed": 3305123014, "split": "train", "timestamp": "2025-10-13T03:32:50.276785", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3305123014, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 watch on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "211845", "label": "putting a watch on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "211845", "label": "putting a watch on a surface", "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": "d64f69121b54b5571ab467b9827b3e247f945337b23e9e0e32f9383509f9162e"} +{"episode": 65855, "episode_seed": 1218350710, "split": "train", "timestamp": "2025-10-13T03:32:52.124472", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1218350710, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting four bolts onto a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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e5/xpbjlT8x9cgcdOSP8A0EVyVVZi6lG2TDYLFsnIwvX3/wAPYVZEZHIQ9uQMD2/z26UkUJLDDspHDY6E/wB38BW3o+htqM255HEKn5mHGfp7+tKHwmctyXw/oL6jL5sxKW68Nxjdz0H+eK6fUr+10y08tUQIgwFHakvL2HTLUQxAIqjCgdq838R63JPuUP3pylpYqMbmP4n1f7VcOFbKZyPauSlkJ5qa6mLuc1TbcSC/yJ/ePH5UkmzS9icWtwLJtQV1SOEljnqQB2rpdIuYbnSLZ7fIQIF5PccVgz6vClssCEGMDbtHpTtHvEjBjjG2PPA9K64xUUZN3dzqEV5GAGPx/p7/AONRzWzKMBlPsOM/56D0GT3qHziyZXrx+VWSxaPLMWzwcDqD/U9PoKwrLW47mYIiX+8Dux26/wD6/wCVez3E0GlaeIYABheSPWvIHT75Z+c5yOmM8n8egrt9XvjJkbu1YwG9Tnde1N5ZW+YmuNuZWklJz0ra1F9ztk1ztxOqK8jYGBnFUNWMaO436zsmYoxkAVh/CK9csr6OWBFQ/KFAH0rxQO09+ZfU5r0jQ5ibZBntXZBWMk2bOmX9ldC8S0eR/LupdxdccMxI/TrVf+1rWTxJLaCKVZhbImWPy5Ukkj2O7+dLBCLeaWROBIcnA6mmXEKmWKcL+89aoajsX2ySRnANOeDegzLu7EA4/D/PQA+tV0csOaWEncyMS3YKD1Hp+PH4VjWWlymVZ4fnxuLenGM//rxn6AVr+HQivPl+G2n5xnjnP/1/Y1nzLuYMSWHU4P3uf6nj6CtnwtEDdXAO0qxXk9Sec4P6VydRvVHa6fGptFWMfKwyxFVtfkHkLEuQqjBrXij2oAowCccVg6uuXYVQkjz7xfIG0UH+OKZSD9eD/OuYmtNS8QaxaCCWIAW5dJJn2gBR8y59fQe9dtqWkf2pDPagEmRDtx1BHIP54rVt9H/4Q/wPGbhYzfyZaVuDtzztB9B+taQlbUbjdWKGq388fh55ILZJ5WVPkJ6YYHP6flmpjqFwbP7XD5aXJQuq4yocjpj0zVKwu/7SsBIxDGQdvrUwiKbUA+WupO6CyuUdBurmXTlivECTREoFHZc8VpfJuBf7oOf8/wA/wqmYylw7DjJ7VMcmMgE5xxik1dAlZWJbiOHbwoXA9emP8M/ix9qzGjVCflVcdcdv/wBXT61pRAtAAqquDxnoCBx/3yOfqartHtBAQYbA2kZPsD/M1wyQJmBPJnNT6ellbBLzUNxRidiBC3Tucf54qnId7hB1Y4FdbqWnGLwy0QCYiQPkbSeOo459Pzpx01G3Yavi3TlACpdEDjiHH9aQ+MLAg4iu/wDv1/8AXrjjxSbsVft5D5TrT4tsf+ed0PrD/wDXpn/CU2LNyZx9YWrlc8Um7mj28uwcp1o8R6Y3Wcg+8bD+lMOuaax4vI/xyP5iuW3d80m/3NHt32HY6tdRs5pEjS5hZ2PygOOv+c1qCMtGMBc8bcAHn+EcH/gR/CuZ8MJFPrkNvIiH7QrRIWH3XI+U57EMBzUVrcXt/wCL7nTX1W4s0zL5aogfMipkjkYA+U8+i+9DftNTObszr9O0ua+vlSNvk6M2eNoPPbqTn/Irtcw6bZCGPAVRjPcn1PvXnfwv1a7u01SS7unlKrDs3Y+UfNxxW/rOqqqlQefrU7KwJXdzK8Q6tlmUNn15rhL26MrEtV/Ursu7fMTWDcSfKSak1WhVNxDHclpkdwo4CrnJ96x9WuLi8lJSOXb/ALtaDNk59abmtYzsrGbVzCt0nRwZI3A91NbNlcRxSDc4Ue/FSgjrS7hVKqyeU3bfUrbaMzRH1Bcc+1b9uu6Icpg/xcHHHJ7dB/OuKtJI4ruGV40kVHVirqCCAckGuq8UebpdrcpbMY9kq7GUk/u25Vc89QR1/u0pS50DdixJEQRgAYxgEYx2Uf1rT1G5BBwfxrk9Wc2+iQalp+tX8m65Nvm4hSITtsyzxY52qTtO7uw9wNa8myOvasuWw4u5j38ud2D1rnr1ZJ4jHFGSzHliQBWzcHcHY9qo9KpO2qKaMaHTbiJgTGD6/MK6ew1IWoAa2mwP7pU/1qlmnZq/ayFyo6JfEdsV2tBcj/gAP9ac2v2LqAUuFx6xGucDgGlLin7aQ0joE1ux/wCejr/vRMP6Voafdw3u6SKT5F4LbSMDv+PXFcgr12WizLPoEOGjM9tcNGI2xuZXAZevYMD+dHtHLRiloi7KjMSAwDg4IB6N0A7dB+tbHhO3jFzPJnOAhXI5A5AP6GuHs7przxhLpV1rF5b2zymOOSGaNFTjJZi5Ixj8yRXW/DgXTal4itbyS5P2WZEVLgAOgBcfNjjOAOmR6VjKLWpKl0PRWuo7aD5jk461zWp3ccjMwqTX75Yo9gI/OuHu9XcKfm4qLmiRdOpi3uw46g1meM/EUusWcVqjFAuRkdfrWPcXpYliaypJ/MkznNNXKtYuafqF7p9ssMLQFF6boz/jV8eItRHPl2p/Bv8AGsYPgU4SjHUVp7SaFZGs2v3rEk21sfo7D+lPj1y5cqi2aFmIA/fYHP1FYvmU5JRzzij20wsd9AjRxlbiJonQESIT90g8ryO5B9sAU97cMfujJODgjgnqeD2GB9TWL4i1vzdJOp6dcSQyM0W9hxmbADgH0+6fxNZet22vaLo2m3d1f3fn3ZkEkTKf3I+UqGOD8zBske/saJRb1RipW3I4WxfQnAOHBwa9NFot7YSiR3AKMCAFPZhnkHnp+VFFKJU+h5QpJWmseDRRWTNECnKikYnB+lFFCAaCcdahnnaIcAH60UVSEzNbWbuKQbNikHggHP8AOr6alcWuty6nFs+0I2ACuV+ZAp/RjRRWy2MZHU/Dx2ii1YKT8piUEnthqu6tO5Y5NFFZy3NaexzF05Lc1lXRO2iikiykOlB6UUUyBgY0rMQM0UUxMpzX8sJ+VU/EGtwXs194Y/fkMQysT1z8wAzn/eP50UVfQhjtb8RNrNvbRyabYWzQxKsb2yuhRB/AAWIA5z0681vXBJT8KKKUh0zMuB/o7VQbpRRUs0GZORzTgTtoooEMdioBFUp9Qmj+6qfiDRRRHcT2KL6xd84KD6LW/wCD7y5utYKSSnb5Mh4A9KKK3SVjNlrUtabSfEmp2wsLK7gkmDGO7iMgUqCQQcgjr0zg9wa7z4V39zey+Ir+5k33Fy8ckjYAyfn7Ciisp/CEdy14gmdrhsnjHQVx1wx3kZoorHqdC2MrUpWitpXXGVXIzXLvrN0M48sc/wB2iitYEVNxf7YvcY8wD6KKjOqXrf8ALdh9AKKK2SRm2xn2y6fG64l/76pA7uRukc/VjRRVWRNzuYrNIfALzK77vMVxnHB3Y9M9D+lZV14g1K/soNMurmSW3hdpF8yRmbL4zkknOMcemT60UVnIHuf/2Q==", "info": {"video_id": "182", "label": "putting four bolts onto a book", "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": "182", "label": "putting four bolts onto a book", "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": "8d89b930270ef572daf495ec60641829e5a3624abec991dcf0be80ae618e72eb"} +{"episode": 65856, "episode_seed": 329438732, "split": "train", "timestamp": "2025-10-13T03:32:53.232862", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 329438732, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping the phone onto the bed'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "61758", "label": "dropping the phone onto the bed", "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": "61758", "label": "dropping the phone onto the bed", "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": "0ef466a7cef09f4baecd9ef2588c7f5f65f5b0f152ccd7269cb777cc206b0d3f"} +{"episode": 65857, "episode_seed": 2916743241, "split": "train", "timestamp": "2025-10-13T03:32:55.424650", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2916743241, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of toothpaste but nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "19830", "label": "pulling two ends of toothpaste but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "19830", "label": "pulling two ends of toothpaste but nothing happens", "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": "801fc528fdbce1c21738d2c973e912d6cec0d41261f1f54a96242296886ae3b4"} +{"episode": 65858, "episode_seed": 2805802783, "split": "train", "timestamp": "2025-10-13T03:32:56.669355", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2805802783, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) button of radio'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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zuMNI5Yj0zzWesal13ZC55PtWvM2kmWkVynGccVJbZ3Fe1aFxaTrp0c5VxbszeWD90euP0qnbxnzhU3LsdbpR2adGvc5JNRXcvfIxgnH6VA08kMAj7AYHyisq5uXIO6THGPu0wsaBcbycZHTrVVlILEj+LisaS/lif5GyB3q1b6pcNb8yw4yflduamTtuNR5tEdjp0gX7O5xvKbc+2elew/Cdg7atz08r/wBmrwTQ9S+1Bcpt8rIznr3r2/4MymZNWcdzF/7PUmD3PTL7VLCwUrdXttC4XeEllVSR9Ca+aLvxC9n/AGnJA4F5dyFfMGd0an72D6npn0z616f4s1nTbDxnrf8AaEfmMNLiggXyg+Hbee/TqOa8Pux5kjE9SSauErO5cb9DPkdpGJY8nvUDAg5FWxFuYkjgDJptxFsOMY46VV7lWLFid0sRB6sBXc3FwzR/MwOBXE6UuJkLKdqtu4rcm1JUVQFYjrx600JofNIH3DCkZ9Kz7lQmDsHzHIOKrXGp7WJZGAx3X3pi6rZylRKxUFucY4qWx2Oh0C9eyvJJ4URp40JRXOAenf8AE12supvd7XY4GOF9K86067txcOI5kbdEe/f0rqbWfMca55IzUNmUxfFhW40nULrAzPrNyVbHOBtX+lcA0ZLketdrqcom8FaW3ee4uZjz1JkrmzBuAx1FNbDRnRrtk5z7kHBqa7Z7tg7ElhwGblj9T3qwYV2MQec1ZtrQzmNI1zk8n0oNUO0SyI3Mw6ipb+3jCNltv4Vu29sLR2Q8KqYrlPEFyrSRQyqWjKuz4Yrz0HI9ODii47XMa8iIOCMZ9aw7l9khQMNwPY1LBeS2KsjIzJktGzD8quWOmxXUFkxjbzpZeXznfzz9MCk5aAo3sa+teH4rDwxb3YupZLkt+8VmyPwHbFaenyEWdqgP3gpP5VV8W4S3kHTdgYpLGcK0Kn+CNawpO8bl4qNpI9W8OXPlaPq65GZI1UfqP61iePw0uswRnaUitY1XH45z+NUftd9DaxGzdQHB3grnOMYpl7d3Opz/AGnUJYxMFCj5doIGa1T1sc8Foc5JbkMcjgikS0BkAFdAtnFIFUNC+e3mCrdrpEUT5eJjz65/lVmqMvTtOIAcrwTVjUI2jUqmVckKpC5610MSIdqkAZI4IxVXWtMN3aHy5THIDuV17EUyjhldpIpRcqBLE3JQdRWNdWbw3CO0u6OTBPGMV1JsZLWOXc2+VuSSKyr+7bUwqG28qVVCEjocd6QjOskEOqhFPANel+HH3S/pXmsI+z6gu49q7/wjMJJxznNTIzken6T/AK9ap+KpRN4z8NRZBEUV3OR9EA/rWjo65mFeexeKrTV/Fi3ZuI0jt9LuEDSNtG844Ge5pGa3PML2MvcSsB1OaqGLGD1zWsyBnZu2aYYAjfMOOtWaopguyCMZAwQRk885/wAKmsLIvcBucCp7e3MjuEUsT0robPTDBaqW++WGaCildW2Byv1Fc1cCCd3WGRSw/hzk12etQOthdSJkHytuB9a4q9ihS/sZraRWkfAfZgDAHpRcbRjXsflBQchmGQPaqiqWzgdK62PTWu9U1NgEMcEKkqw6rwMD8axGiS1upUYcMnA9DRe5MlZlzQH2W8577gP0r3/4INtttWHtD/7PXzvpsgjiK55aSvZvhX4gg0qLUBPKqeb5YGTjON3+NS9zGR03iCztdRm8dX1xErtay28cL90YIo4/76rx2aE557k4r1eeZb7wX4nvtzr5+tbgQeDtKgA+1eevbh0A/ixxTiXEwRGFlG/OPbrUt9JJfTefIFLHjKrjtjp+FXmgA3E/eHFJDZtKAka5LGquaEWk2hw5YdqS7tOpGAQa6aCyFuShA4Tk1z+rRNcTR2YLRloncsjYIPbPsPSncLHN3SShinzc9s1BJp+oWtjHqohK25k2K5wefp6e9SrcONMuhK3mTW7GNXPOc8Zrf1NpI/Blvb78xiEEqR3x61hUnayNaVO6uczaXUlzqNsZMZDgcKBXoVhOWuSvZUxXARIkeq2pQjBZTXY6PMHlznlz/WqtY5al27skTT1iDhyFUrwfQ1IkC7SQ8Wf98V7nd/DzRrqFkVJIs8Aq3T865XU/gzEzM2napMD1VJVU5/GmnbRj6nnq6aJFDNEGz/dYH+VaVskcEcarEUxkE4q/dfCXxLZxlraeKU4J2gc1kab4d1ywvpTqnmRoi/IuThj9DSlJRVzWEeZ2LqgX179lDYMhAJ9u9Zfi7T7eS5gs0QCMyKnHpmrkKNH4it5BnaiMWP8AKm66plnjdOqyBvyNcM6rk0ehTpKJgeMLBE05o1QAKuFwOmK5zwe0j3YLoTFbAuuexPFdX4jnEsYU9WU1n+FLdP7JkkA5Lt+nAqoTapsmcE5plHxNcC5td/vk1lWGog3bKT6AGpNenVA1tzl8AfnzUXhLQ7fW/EH2C4vZLXdFK0bRx7i7qpYL6AcZz7V00o+6cWId5n0D8LtPstZ0u7F3bpMEEYG7tnd0rrbz4b+H71QJIZU/65yEV59+zrfS3dpriSys/l/Z8A9s769wrTlMFoeW3fwYsZDm01O5i55EgDfTHFYl78Itdt2/0HVI5VHTI2mvbaKdiuY+eL3wT450w5XdLH6q+f51k3EfjK2QC4tGZV6cCvp3GaZJDFKu2SNWB7EZpj5z5Tm1LVE4udNce+w81UbVE53W20+hGK+p7nw/pd1nzLKEkjGdtc/ffDzTLgHykCk9mGRSbY00z5ju0a4nMsa7ccAV0Hg6+NlfLHcnYDwC3AP4169N8L0DZRIgfUYrk/GXhG70XRZJlVR+8RQygc5PSpvcGlY7vw/MskmR6f0rw6XRnUsGQqc91roZpb/w/o9vfaJr2pPH9p+z7LmNUSbC7meL+IKp+UhvUe4Ht8+h2F7t+0WcLEDutJpkLQ+bHWCOX5mKHHIK55qaI2rOc3MeD2YEV7pffDjw3fiQyWGJG6MjsCB+Brnrr4K6ZKzPbXk8SH7qk5I/E1XMNHnVsYYGJV4ckEcMKuJKuE5HBGcEEVqan8GNSSTFpfecvXB6gVzWqfDHxNpo3qrlexwR/Ki5dzVmaKa3ck/ITyTXHz6Xa21w0kKjLfpUc3h7xJbqTvYqO284rOkt9eiPzROw9iDTugH3YuY7kz2zEORtYdmHvVL7LJK7T3GBI3AUdqSS41KL78Egx6oahbU5gMMmD7igTdygZTDccdFY13fhS2Oq207ojMsRXcQuQM56/lWB4R0nSta8Rw6frFxNbx3B2rMkscaxnOSWMnGMZ46k4HevZ/gPpQsdV8ZafNbyqkFxDGI7lV3rgyj5gMjOMdDik0QcqlhLbOoDP5O4F0DEA/h0qVPswOPPj44G7Ir3648K6PdszS2UYY9dvFc1qHwm8P3eDEbm3c9SkuQT9DSWg7nlf2OGcbi0Mn+7IM1ctoY7aIKkOCG5YDPFdLdfBe4UFrTV/m7Blrk774YeLrZn8l/Mx0KE8n8Kq5aY+7uEjEzFhjAGa808SaoZ7r905Vo+AwNauqab4rtWkguRIdn3t7dPzrIbwjqM8TXDumepHWpdSK3Zfs5NaIwhdyCF4s5V+Wz3PrXc6vLv0SK1C4YQgA+pxXMJ4euN3mLh40Yb+McZ5rq9TVZ9PV4yCU/UVjUlGTVjajGUU+Y5JwbQxSE/MufzxXReHbxXmh56HmuWvrlbpVWMEbc5+tdHq3hXU/CGh6Lqdy88c980hlh8sgW+AhQMf7zBs47dOucb7nHI+x+/4Up4IoooZIj9K4nx58lvbKOgB+tFFZ1vhZtQ+NHm7KAxIHJqhdn5qKK87qeojmNdJ+0RjP8ADV3w9GsWisF/vMaKK0+wRLc57VbGG6uJHk3ZTpg4rI0zUZ9D1pL6zCedCWC713D5lKnI+jGiiu2nsjz63xM9w/Z2RUHiAAdBbD/0ZXuVFFbIwCiiigAooooAKKKKAEIB61xXxNVR4Pk4/wCXiL+ZoopDR5Nq2tHVo4I5NPsoTCFSN4FcFUH8IBYgDnPTrX0HGNyjOe1FFDEx5UA4pcYUUUVI0JsUPnHOOtDfOpDAEdMGiihDMyS0tXXabaHGMfcFYN94W0eSJ82ig4PI4zRRQxnEa94Z0y1jheKJlLLyN3FcfdaXa/3PzxRRUdSjmBqq6LfXkI0zTr2GWQMY7yDeFZB8pBBBHU5GcHuDXr/wGvbjU9Q8U393IZLm5kgllfGMsfM7Dp9KKK0Rmz2miiiqEFVb6RrXTbmWLAZI2YfXBNFFJjR4lrS+baNJIS8j8szckn1NYcIC2YAHeiivNZ7Mdip5aCKQBQAc54rmz8nnxrwqkgCiitKZlU6GDDZQm1nlIO4SADn3rTvNe1LUNMt9Mu7yae2tpHlQSSsxLPjOSSc428emT60UV2I86W5//9k=", 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", 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", "info": {"video_id": "31793", "label": "touching (without moving) button of radio", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "31793", "label": "touching (without moving) button of radio", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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7uBXY+OdHn1XU/Nt7swtbae8mOQDzkjI+lHQyjueL6vcSz3lwxcsHck+hPris1IfMfBO1fUgn+VaFwhLn3NR26IJv3i5UjGM4rS5skUJIvLcruB9Cp4NdF4fUeYH44X86zL6KJrgmBWCHoGIJH5Vq2FswtsgYNNFG3czgJgtjoKz/ADkk43Ln3+tULlZEPIyDWRczOjZBK49DTYrHVhSmGAPDfeFa+iTTLqM5knkKnACFzgcDtXnq6syQlVeZX/3gVNdV4eu3lAmkILsOcDHtWLkElZHqFnL8q8123h/mB/qK8/0xt0Kn2rvtAz5LY9qEYs0b7VLCwUrdXttC4XeEllVSR9Ca+aLvxC9n/ackDgXl3IV8wZ3RqfvYPqemfTPrXp/izWdNsPGet/2hH5jDS4oIF8oPh23nv06jmvD7seZIxPUkmrhKzuXG/Qz5HaRiWPJ71AwIORVsRbmJI4AyabcRbDjGOOlVe5VixYndLEQerAV3NxcM0fzMDgVxOlLiZCynarbuK3JtSVFUBWI68etNCaHzSB9wwpGfSs+5UJg7B8xyDiq1xqe1iWRgMd196Yuq2cpUSsVBbnGOKlsdjodAvXsrySeFEaeNCUVzgHp3/E12supvd7XY4GOF9K86067txcOI5kbdEe/f0rqbWfMca55IzUNmUzvvFUom8Z+GouMRRXc5H0QD+tfP17GXuJWA6nNenxeK7TV/FaXZuI0jt9LuFDSNtG9scDPc152yBnZu2aSKiZJixg9c1OC7IIxkDBBGTzzn/CrhgCN8w460tvbmR3CKWJ6VRoiCwsi9wG5wK27q2wOV+oq7Z6YYLVS33ywzS61A62F1ImQfK24H1ouUkcZcCCd3WGRSw/hzk1iXsflBQchmGQPatm9ihS/sZraRWkfAfZgDAHpVmPTWu9U1NgEMcEKkqw6rwMD8aL6itockqls4HSt7QH2W8577gP0qm0SWt1KjDhk4HoafpsgjiK55aSk9jOSPVfCTb7K1tOvm6taHHsokauY1xA2rXZQAKZGwAOnNbXgS53+INMiPQTmXGf7sb4/nWbdqJb6V89WoiQjFMXGexq3BM0ULIpb5+qE5Q9uR3qY24GAeATkUqQr5/wDKmaopQWbPOqjpmuma1UWyZGPlFJp2nP5Mlw64xwOO1XdQlEEMZ4+VSSPoOKLlJX0OU1CAB22Hd68dK527ARWckAD1NLqMjSNBcRLJ9pGWkwS27knOO3HFMhnGp6hbwSQ7kG4mMNt3E+/5flRcLGh4R0qPWdTdJp5I7dBltjbck5wM/hVjTrcWXiS8txIXVPusepGav+HbFLfTL2RASkkgAJ9hWXby7NYvZM9EArnUr1GjWrG1FHbaRIX8xieWbIr0rW7tpINamiKblsBGu4+uc/pmvLdBl3MEHXGa0hrGs+RPBLIjRTrtkPl8kfXtWl7HJFanPTW2d2KrG3BySOcdK6BYIS+POiIHq2DUqaUk/wA2wHnqjg5/WtDVGHbWBkZQozmt+O08q2b5eRWjbWkVuAFjK+pIq8kKSRtyOTTuUcDqUk0UwdQGtw+xlZeR7is3ULT7RvjikKEKX5XIPpz2ro9U0SUXbsLhjAzbzH1ANZ9zeNYM4NuJYpU2HA5X3oA5Xyf9FZnP7xGxXT+HnxbIM9TisO5t2ZZJsFVPQGtHR5wqwqDzmplsSz1/SDm3Q16FoB22ze+K880MhrOM+tdXPrUGi29t50qp527GTjOMf41KMGcz4gs7XUZvHV9cRK7WstvHC/dGCKOP++q8dmhOee5OK9XnmW+8F+J77c6+frW4EHg7SoAPtXnr24dAP4scVUTSJgiMLKN+ce3Wpb6SS+m8+QKWPGVXHbHT8KvNABuJ+8OKSGzaUBI1yWNVc0ItJtDhyw7Ul3adSMAg100FkLclCBwnJrn9Wia4mjswWjLRO5ZGwQe2fYelO4WObuklDFPm57ZqCTT9QtbGPVRCVtzJsVzg8/T096lW4caZdCVvMmt2Mauec54zW/qbSR+DLe335jEIJUjvj1rCpO1ka0qd1c5m0upLnUbYyYyHA4UCvQrCctcleypiuAiRI9VtShGCymux0eYPLnPLn+tVaxy1Lt3ZC+iuoIZCrD1WmusEcvzMUOOQVzzX0pcaFYXhHn2cLEdMrWLffDjw3fiQyWGJG6MjsCB+BpLQq9zwuI2rOc3MeD2YEVetjDAxKvDkgjhhXot18FdMlZntryeJD91Sckfia5rU/gxqSSYtL7zl64PUCquUmZaSrhORwRnBBFSTNFNbuSfkJ5JrK1T4Y+JtNG9Vcr2OCP5VgTeHvElupO9io7bzincokn0u1trhpIVGW/Ss27FzHcme2YhyNrDsw96ZJb69Efmidh7EGqklxqUX34JBj1Q0XFcX7LJK7T3GBI3AUdqyTKYbjjorGr7anMBhkwfcVa8K6Fa+Ide+wXd3Jbb4pXjKR7y7qpYL7Dg8+1BDNjw+g1C2kKnlMfhmt428YYYdQSo3BjjBrW+Anh+01mPXhexlhH9nMZBxjO/P8hXpup/CfSr7e8V1cQPj5duCPxBFTsyTyJLTzW2jy2XHQOKt2unxwzh2tyeo55zXT3XwZ1NJT9j1JJI+oZ1AP4gGub1bwD4v00ZC+YoGdyZFO5aLbTBLVuo9jViOzhfTJ76Qhmf5Y/YCqk1jJaacsUrs7qnzFjkk96l08tH4dghkzuCkkH3rjq1m9Ed9KilZs5/R9NiI1G72Dez7M+gA6VwmtB7PXfOhGGzkY9a9HtGa2ju1PCs5YflXHXUaXOv2eRkPJg/QUqM3zNsutBONjbtpfsekQWzJtLLub6nn+tcZdXP2e8ufViK7TXFEMCsAeFP5157euLq4knXoWwB+Fa0Fe7OfE7JHeeFLxZLuPnqMV9Jz+DdFu+XslQkc7Dtr5gm0/TtH0az1jR9VvnVrv7KWuIREtwQu53iGc7VOFO7+8PcD7ATlF+gro5Ti2dzgL74R6Dc/NFLdwMTyVkyPyIrBuPgxOilrTWSH7B4+K9fop2HzHgs3wx8YWysba6STHI2uRmsWXR/Hdg5BgkLDrnB/nX0pSEA9QDQVznyzPc+JIMi4052x1+TP8qoSapLz59iyn3U19WzadZ3GfNtonz1JUVj3ngzR7sf8eyocYyop3Y+ZHy9d3iXEDIkWCRis6GK4t50ZFLKp7V9H3vwxtJGLRLER/tDBrJn+GskKEwrEcdsCouPQxvCmpRXFhEFdSV4YA8j6itD4gWDX1lpDLGzLH5uSFyBnb/hXHWmkEeO5tPur67sQJfLSa3kji8voSWLjBGM8dScV6L8MLrU7288Q6drEk86WUyRxLdBd6jLj5gOAeBnHFFjK1meYJYS2zqAz+TuBdAxAP4dKlT7MDjz4+OBuyK9+uPCuj3bM0tlGGPXbxXNah8JvD93gxG5t3PUpLkE/Q0LQq55X9jhnG4tDJ/uyDNXLaGO2iCpDghuWAzxXS3XwXuFBa01f5uwZa5O++GHi62Z/JfzMdChPJ/CquWmPu7hIxMxYYwBmvNPEmqGe6/dOVaPgMDWrqmm+K7VpILkSHZ97e3T86yG8I6jPE1w7pnqR1qXUit2X7OTWiMIXcgheLOVfls9z613Ory79EitQuGEIAPqcVzCeHrjd5i4eNGG/jHGea6vU1WfT1eMglP1FY1JRk1Y2oxlFPmOScG0MUhPzLn88V0Xh28V5oeeh5rlr65W6VVjBG3OfrXR6t4V1Pwhoei6ncvPHPfNIZYfLIFvgIUDH+8wbOO3TrnG+5xyPr9Ru65604qAcUUUMlC4wopNih845x1oopFIG+dSGAI6YNZklpauu020OMY+4KKKYIwb7wto8kT5tFBweRxmuI17wzplrHC8UTKWXkbuKKKhlI4+60u1/ufniuUF5JofiBr6yWMTQuwTcuR8ylTx9GNFFOISPWf2eVCDxCB2FsP8A0ZXuIHaiiq6GYL0qCcDY7Y5VTj8qKKHsNbni2qgPdSBhxuPFZcvEZxRRXlz3PYjsZNySIJcf3TXK2MayaraM2SVkyKKKun1FM3dfAaHaehFcLqFjBZrmIMeR945ooroobHHiN0bWp+KG8QwWsU+kaZbGBUjie1SRSka9EALlQOcnA5PNfY6f6tfoKKK6kcjHUUUUxBRRRQAUUUUAFMkVSp4oopMaPCfFGpHT/F+sobOzuo5LncUuYt4BUDBHII69M4Peur+E1zLe3mv3dw++ed4nkbGMk76KKYHp1FFFAgqrfSNa6bcyxYDJGzD64JoopMaPEtaXzbRpJCXkflmbkk+prDhAWzAA70UV5rPZjsVPLQRSAKADnPFc2fk8+NeFUkAUUVpTMqnQwYbKE2s8pB3CQAc+9ad5r2pahplvpl3eTT21tI8qCSVmJZ8ZySTnG3j0yfWiiuxHnS3P/9k=", 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", "info": {"video_id": "31793", "label": "touching (without moving) button of radio", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "31793", "label": "touching (without moving) button of radio", "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": "faf8603899d464f580f81cb3351929d4ee060c99c725d385d736628b84c5315d"} +{"episode": 65859, "episode_seed": 2381234649, "split": "train", "timestamp": "2025-10-13T03:32:57.785889", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2381234649, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leaf into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "185410", "label": "tearing leaf into two pieces", "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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wT2L4P8N5Fx+bU1Ri+pXtZHDarYyWesT2Cyw3DwyGPfbvvRyO6nuKn0vRJdT1L7LJNFaEDc7zA4ABGegJJ56d639N0G4KyXUcaPO7MFAlTgZOT171q2mkanErM1nKGOeVwx/Q1MKLauwdU9Lu9a+GuneD08NCC9eyjYSK0MREnm/39x/i6/hx0ryXULrT22xrJM0KORG7Jh/LzwCM4yKkvtK1iWbI067ZAeMQscfpWbLo2q8htNvFH977O/H6Vc8LTerRnzJvc73w/wDEfw14YDHTPDdzJO42tcXN0u8/kuAPpVq7+Oly+fI0GBTnjfcFv6CvKxp96mQ1pcL/AL0TD+lD27RjDRsCeeVNVFKCtFWFyRe56E3xr1zGY7DT1OePlY/1rkfGnjvVfGQsv7RS3QWu/wAvyU2/e25zzz90VhSrjnp7ZrU0zTrXWLNbcvFbS20jF5HyfMVsYHAOMYP51NRuSsXCMYO5gJI3HPNSCRx0Y12dr4O0/fvl1C0eIdCZyuf/AB2r1zoenxxBLWXTEBGP+PpAT+ZzWcaTe7NnWXQ4uC+ligeMyFAw65pbXU57S7SWGX5l6c8Gt2fwpLN0ltkU9dt1Ew/DDVk3+irp90sN7IEhfDh1wWx04wT1qJwlHVmqrRtoe4eA/iwn2FINamDQRwkpKPml3Aj5SO4A71u3fxs8NROUjt9QlK9SI1Ufq1eG6JJpyrPa6Vp93JcOhAkVA7kD+Lrx9KrS6Lq4BJ0q8+8eBA/+FaUIKom2jlq1Nex6f4l+Jtp4u0O60/TrCWMqUkdrkKTtBzlcZwcjrXkGpaeI5sqqhXG9QOcA9qmFprNhcLPDa3sMnT/UNjH5Vc8xp7aNLqCaKRAQW8ske3H+etY4mlNO8FoQtDmmsAMMAVI5yK1LfxBqumBVtZ/KPXzY0VXP1NOlaLAHI+o6VSnliBUEsVz8xXr+Fc0Pa3tZlbnptp4H8+VAL0wLzsknj4b0GQao3nhTUItQntw1vKUJGUlxn88VvS6iy2k9rKXZkl+UOgxgcZBpItWgEoiurdsICjN5e4IcetfS+xg9jz1VkjzfV9E1LT7h1uNPlQdQdmRg+4rBcdim056YxXqd/qd3c3IjM6NEy7c7cEflWTPps0iso+zy7u7Lg/1qfqnMrpmixNtGjgPsqyDGMYyeKtW0QiBzyT2FdnpumaLcQCO7jiWYMclXKn6VYv8AwjYQ2zT2c8oAGcFg4rlnl/Mjb61FqzRyitEInZ5ArgYKkZ3f/XqKS9keNUXcNnKtnkVePh6WQ/u54zz0YEU5vDupImBCrjHGxq5oYKNPW1y1OL6lRvEGtIP+QveEHjBk3fzFU5vEeqsQDeb/APfhjP8A7LS3NncwsVlt5FI5+7msiQjce34VctDRWZ2vg+3uPE0l35rfPBs2iGBFyGznOAM9BXW3fgm4tdI+0QX1tKNwBjcFGUnseorlPhxcSWn9oTRl1w8IbYuTj5ux+ldzLqqpdz3Aj3oxwSFHU+1dtGnGVNX3OKrOUZuxyOpeF9W+xNNHZ+cqAMTE4fA+g5rj7uCWB9s1syc9HjxXrlxrAFl/of8Ao8xUrIjRYzzwa5+VbjUI1d5Y9+MFdpIPvWn1VS0TEsQ1ujzhUTJxGp/4CKlEAA3AY+hrsZNPijvoZL6G28lmwccA1qx+GNBvUJiZkfqPKm/oc1k8HI1WJXU8/Rp05SWZOcZEjD+tTpqd/F/q9QvVI7rcv/jW3qXhsQXBhS4OB03rz69qqJ4avc7omhk/HFc86Uou1jSNWL6lYa5rI+7rF8P96dj/ADzUMniXWMfNqc7/APXQK38xVi60fULdd0lq+31HNYd2roMlG+pXFYtWNU09iwfEOosRvlhfJ/it4z/7LXtFn4E8+SPF8YB/A88fynpgZBrwJTlhwOor6Ok1JlsprWYuxSQbVdBjA44P9K6MLFT5r+Rz4luLVjAvfCWoxahcQBraUoSMpLjP4HFcdrmhapp1xItxpsyDqG2bhg98ivUYtYt/NEN1bMAgKMwj3BDj1FZWo6reXNyImnR4WXbkpgj8q7Vh7tK5zqu7XPHZI1Y4eMAg9CtPSBW4CKPoAK9GuNKmlDKPs827u64P9aZpek6Fc2wjvIoVmDnJVyp+lTPBtOxccSn0OBWNkO1GbI/usRVmO5u4P+Xu6QA4wtw4/rXeaj4L06C1a4sbiYADOCwccnFcy3hiaT/VXEZ56OCKwnQlHoaxrRfUopreroMR6tqKgdhdyf40r+JNdjUD+274g8YMm7+Yq8fDWqInywI4x1Rqxb2yurbcJbeVSBnG3OcVg423RspJiT+J9YZgDfl/aSGM/wDstdP4Ft7nxXLfefJ89v5e0QwIuQ2c5wBnoK87kkYuQwwD0GK9F+FVzJaf2pPGXXDwBvLUE4+fsfpRRV6iTIraU20dpd+Bbi10fz7e/tpRuAMbgoyn0PWud1XwnrH2BporLzwgDN5Lh8D1wK7OXV0ju7i5EW+NjgsFHU+1NudZC2ObIm2nZSskbw4zzx/kV3ew0ORVpHi15bzQvtntXj56PHj+dVCis2SgwOFAHAr0+5il1aIPO8JYdUKkg46HrWdLpkEd9BJf29r5DNg44z+grOvl0ptPm0LhiltY4fyfkDdMdMVLGbhDujlmQZxlZWH9a9Kj8J+HNQQmFmjfqPKm/oc1z2qeFlt7owR3LYXGC689M9qTwzprRaGirpnPpqmoQ8R6jfqw7rdSD+tTDX9cBG3WtRX/AHrlj/PNXF8L34ctE0Euc98Vj6lBd2VwYXtzleG5zzWEoeRqpp9SaXxTreDu1a5f/roEb+YrPfxPq2Pnnhkz/ftYj/7LUEwZk3BWwRnJXFUZMZPIJrGWhaSPY7a8Vbq4WKMSIR80UgOf94dwKwbsNLfSTQvLbyucqxOAa4RPFeuxyJIup3AdBhWDcgVDN4g1a4GJb+ZxknBPrXV9eh2Zy/VJdzto4ZUEpuG2mIb02nr1zTbTUZZMFbyHf/zzlUj9RXEJreppGUW9lC+magbULtzlp3JqlmEElypj+qy6s9ESSOe6ZJo4xIeSBzj8e9aVlHarcABjuQ5KBsgj3FeVpql6jBluZAR0OakXWtSVty3kob1Bqfr8L3sP6q+57GdNsJhlA0Z65R8fpUv9ksIMxXuR/dljzj8RXj6+J9bUADUrjj/ap48Xa+owNVuQP96nLG0n9lgsNJdTsrnUVtbh8yx7vmjJVyCvrxVBja3J5WKQdwcGuLmv7q4lMkszM56k962vCOmx+INdGn3WoS2u6GR4zHHuLuqFgvsOOvtWSxsUrWK+rPuddo0VlZx3vkx+WzbOUzgHnk/n+tbWsXX2qxRJLYlmw26IY3gd8f4V5NBr2q2hbyL6ZN33sHrU3/CVa55KRf2nceWhyq7uF+lXDGwStYmWGk3e52M0d35atDMZI0+6rNypplzOtjPHDHcsiONxfG4CuH/tjUfMEn2yXeO+6iXWdQn/ANZdyN9cVax9NbJ3F9Vl3O+e8ka2zJJbzRAj94h6fVTU0SWpjEx2qvqDjivNhf3SnIncfjUg1fUAmwXcm3OcZpSx8HumP6q+56/a21k9uscgLgElWZucfWpo9Ht/M/c3M0RPTkMPyNeQR+IdXi/1eoTr9GqVfFWuKfl1O4H/AAKh42k1rFh9Wkup6ZrVtLYxqz3ELIx2htpTnrz1rDv5rQ2UPzoJQApUPkGuOn8Ua3dRGOfUp5EPVWIIrPa8uH+9Mx+prF4uKd4otYd9WdHd21lsMjxJnjle5/CvXrW9VLqdYovNjKjdFIDu/wB4dxXk+t6Rptl4ZttW0rVL2YNdfZs3MIjW4ITc0kQznapIU7h/EPcDMTxn4iSRJF1e5DoMKwYZA/KnDGQTbtuTPDSaWp6XeFpL+SeBpbeV2yrscA/0qmkUqCY3LbTCu9Nh6nnNedT+KNbuRibUrhxknBbuaYniLV449i6hOF9N1brMKSd2mZ/VJ23PRbPU5ZCCl7Dv/wCeUylc/Qip1kinumSaOISnkqOcfj3ryttVvnOWuZCaemtalGQUvJQR0OabzKDVrMawkl1PY7GO1FyBuO5GyUDZBHuK1m0vTpxlA0Z65R8fpXhS+IdWV9y384b1DVYHi7xAoAGrXPH+1U/X6VrOI/qsu57h/Yz+SfIvQR/cmjz+orlLm9FrJOZJYgVVkJ3YIPToa89Xxr4kVcDWLoD/AHqo3et6lfOXubyWRj1LHrWUsXDeKZaw8urO2kS1uwQRFLn6E1reFo7Oyj1NYoyj5jGVzhW+bk+3OPxri/BkFjrHiKDT9Wvri2inIVJ45o41jPUljJxjGeOpOB3qC81XWPDutajY2t3e2vlTvEyS7RJhWIAcDIz64JFH12F03EHhnZq57HrN0buwSOS1JZsNviGA4HfH+Fc3Ol6IlaCUyRp91GbJSvPP+Ez8R+SkP9r3Xlocqu7hfpxVT/hINW8zzBfz7/XdzWqx9PazMvqk+56Tc3C2E8cMdyyI67i5G4DNTteyva/vZLWeHOfMQ8j6qa8wm8Qarcf62+lf64qFdWv1OVupAfY1o8zh0TBYOXVnrcS2hiEx2KvqDjit60tbCS2CSKZACSrO3OPrXhY1/VQmwX023OcZqaLxTrkP+r1S5UezVmswp9YlfVZdz3JNFt9+YLmaEn3Dj8jXC+MNMudM1HzZrhJYpj8r7Sv4Vxi+MvESnK6vdD/gVQ3nijW9Qi8u81KedP7rkEfyqJYym9kylh5dWd3o+pW8VtHE7xYKgMjEYHPrRrtnpQtJbmW0gLAfKyjGT25Feai8uc8SvXV+JfDes+HfDWj399PciW+aQy27RkC3wEKBj/eZWzjt065xEsZGStYqOHad7nGUUUV551BRRRQAUUUUAFFFFABV7SNVudE1OLULTZ58QYLvXcPmUqePoTRRQBRooooAKKKKACiiigAooooAKUHBBxmiigDoPEHi2TxFbW8M2kaZam3RY4pLVJFKRqDhAC5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wT2L4P8N5Fx+bU1Ri+pXtZHDarYyWesT2Cyw3DwyGPfbvvRyO6nuKn0vRJdT1L7LJNFaEDc7zA4ABGegJJ56d639N0G4KyXUcaPO7MFAlTgZOT171q2mkanErM1nKGOeVwx/Q1MKLauwdU9Lu9a+GuneD08NCC9eyjYSK0MREnm/39x/i6/hx0ryXULrT22xrJM0KORG7Jh/LzwCM4yKkvtK1iWbI067ZAeMQscfpWbLo2q8htNvFH977O/H6Vc8LTerRnzJvc73w/wDEfw14YDHTPDdzJO42tcXN0u8/kuAPpVq7+Oly+fI0GBTnjfcFv6CvKxp96mQ1pcL/AL0TD+lD27RjDRsCeeVNVFKCtFWFyRe56E3xr1zGY7DT1OePlY/1rkfGnjvVfGQsv7RS3QWu/wAvyU2/e25zzz90VhSrjnp7ZrU0zTrXWLNbcvFbS20jF5HyfMVsYHAOMYP51NRuSsXCMYO5gJI3HPNSCRx0Y12dr4O0/fvl1C0eIdCZyuf/AB2r1zoenxxBLWXTEBGP+PpAT+ZzWcaTe7NnWXQ4uC+ligeMyFAw65pbXU57S7SWGX5l6c8Gt2fwpLN0ltkU9dt1Ew/DDVk3+irp90sN7IEhfDh1wWx04wT1qJwlHVmqrRtoe4eA/iwn2FINamDQRwkpKPml3Aj5SO4A71u3fxs8NROUjt9QlK9SI1Ufq1eG6JJpyrPa6Vp93JcOhAkVA7kD+Lrx9KrS6Lq4BJ0q8+8eBA/+FaUIKom2jlq1Nex6f4l+Jtp4u0O60/TrCWMqUkdrkKTtBzlcZwcjrXkGpaeI5sqqhXG9QOcA9qmFprNhcLPDa3sMnT/UNjH5Vc8xp7aNLqCaKRAQW8ske3H+etY4mlNO8FoQtDmmsAMMAVI5yK1LfxBqumBVtZ/KPXzY0VXP1NOlaLAHI+o6VSnliBUEsVz8xXr+Fc0Pa3tZlbnptp4H8+VAL0wLzsknj4b0GQao3nhTUItQntw1vKUJGUlxn88VvS6iy2k9rKXZkl+UOgxgcZBpItWgEoiurdsICjN5e4IcetfS+xg9jz1VkjzfV9E1LT7h1uNPlQdQdmRg+4rBcdim056YxXqd/qd3c3IjM6NEy7c7cEflWTPps0iso+zy7u7Lg/1qfqnMrpmixNtGjgPsqyDGMYyeKtW0QiBzyT2FdnpumaLcQCO7jiWYMclXKn6VYv8AwjYQ2zT2c8oAGcFg4rlnl/Mjb61FqzRyitEInZ5ArgYKkZ3f/XqKS9keNUXcNnKtnkVePh6WQ/u54zz0YEU5vDupImBCrjHGxq5oYKNPW1y1OL6lRvEGtIP+QveEHjBk3fzFU5vEeqsQDeb/APfhjP8A7LS3NncwsVlt5FI5+7msiQjce34VctDRWZ2vg+3uPE0l35rfPBs2iGBFyGznOAM9BXW3fgm4tdI+0QX1tKNwBjcFGUnseorlPhxcSWn9oTRl1w8IbYuTj5ux+ldzLqqpdz3Aj3oxwSFHU+1dtGnGVNX3OKrOUZuxyOpeF9W+xNNHZ+cqAMTE4fA+g5rj7uCWB9s1syc9HjxXrlxrAFl/of8Ao8xUrIjRYzzwa5+VbjUI1d5Y9+MFdpIPvWn1VS0TEsQ1ujzhUTJxGp/4CKlEAA3AY+hrsZNPijvoZL6G28lmwccA1qx+GNBvUJiZkfqPKm/oc1k8HI1WJXU8/Rp05SWZOcZEjD+tTpqd/F/q9QvVI7rcv/jW3qXhsQXBhS4OB03rz69qqJ4avc7omhk/HFc86Uou1jSNWL6lYa5rI+7rF8P96dj/ADzUMniXWMfNqc7/APXQK38xVi60fULdd0lq+31HNYd2roMlG+pXFYtWNU09iwfEOosRvlhfJ/it4z/7LXtFn4E8+SPF8YB/A88fynpgZBrwJTlhwOor6Ok1JlsprWYuxSQbVdBjA44P9K6MLFT5r+Rz4luLVjAvfCWoxahcQBraUoSMpLjP4HFcdrmhapp1xItxpsyDqG2bhg98ivUYtYt/NEN1bMAgKMwj3BDj1FZWo6reXNyImnR4WXbkpgj8q7Vh7tK5zqu7XPHZI1Y4eMAg9CtPSBW4CKPoAK9GuNKmlDKPs827u64P9aZpek6Fc2wjvIoVmDnJVyp+lTPBtOxccSn0OBWNkO1GbI/usRVmO5u4P+Xu6QA4wtw4/rXeaj4L06C1a4sbiYADOCwccnFcy3hiaT/VXEZ56OCKwnQlHoaxrRfUopreroMR6tqKgdhdyf40r+JNdjUD+274g8YMm7+Yq8fDWqInywI4x1Rqxb2yurbcJbeVSBnG3OcVg423RspJiT+J9YZgDfl/aSGM/wDstdP4Ft7nxXLfefJ89v5e0QwIuQ2c5wBnoK87kkYuQwwD0GK9F+FVzJaf2pPGXXDwBvLUE4+fsfpRRV6iTIraU20dpd+Bbi10fz7e/tpRuAMbgoyn0PWud1XwnrH2BporLzwgDN5Lh8D1wK7OXV0ju7i5EW+NjgsFHU+1NudZC2ObIm2nZSskbw4zzx/kV3ew0ORVpHi15bzQvtntXj56PHj+dVCis2SgwOFAHAr0+5il1aIPO8JYdUKkg46HrWdLpkEd9BJf29r5DNg44z+grOvl0ptPm0LhiltY4fyfkDdMdMVLGbhDujlmQZxlZWH9a9Kj8J+HNQQmFmjfqPKm/oc1z2qeFlt7owR3LYXGC689M9qTwzprRaGirpnPpqmoQ8R6jfqw7rdSD+tTDX9cBG3WtRX/AHrlj/PNXF8L34ctE0Euc98Vj6lBd2VwYXtzleG5zzWEoeRqpp9SaXxTreDu1a5f/roEb+YrPfxPq2Pnnhkz/ftYj/7LUEwZk3BWwRnJXFUZMZPIJrGWhaSPY7a8Vbq4WKMSIR80UgOf94dwKwbsNLfSTQvLbyucqxOAa4RPFeuxyJIup3AdBhWDcgVDN4g1a4GJb+ZxknBPrXV9eh2Zy/VJdzto4ZUEpuG2mIb02nr1zTbTUZZMFbyHf/zzlUj9RXEJreppGUW9lC+magbULtzlp3JqlmEElypj+qy6s9ESSOe6ZJo4xIeSBzj8e9aVlHarcABjuQ5KBsgj3FeVpql6jBluZAR0OakXWtSVty3kob1Bqfr8L3sP6q+57GdNsJhlA0Z65R8fpUv9ksIMxXuR/dljzj8RXj6+J9bUADUrjj/ap48Xa+owNVuQP96nLG0n9lgsNJdTsrnUVtbh8yx7vmjJVyCvrxVBja3J5WKQdwcGuLmv7q4lMkszM56k962vCOmx+INdGn3WoS2u6GR4zHHuLuqFgvsOOvtWSxsUrWK+rPuddo0VlZx3vkx+WzbOUzgHnk/n+tbWsXX2qxRJLYlmw26IY3gd8f4V5NBr2q2hbyL6ZN33sHrU3/CVa55KRf2nceWhyq7uF+lXDGwStYmWGk3e52M0d35atDMZI0+6rNypplzOtjPHDHcsiONxfG4CuH/tjUfMEn2yXeO+6iXWdQn/ANZdyN9cVax9NbJ3F9Vl3O+e8ka2zJJbzRAj94h6fVTU0SWpjEx2qvqDjivNhf3SnIncfjUg1fUAmwXcm3OcZpSx8HumP6q+56/a21k9uscgLgElWZucfWpo9Ht/M/c3M0RPTkMPyNeQR+IdXi/1eoTr9GqVfFWuKfl1O4H/AAKh42k1rFh9Wkup6ZrVtLYxqz3ELIx2htpTnrz1rDv5rQ2UPzoJQApUPkGuOn8Ua3dRGOfUp5EPVWIIrPa8uH+9Mx+prF4uKd4otYd9WdHd21lsMjxJnjle5/CvXrW9VLqdYovNjKjdFIDu/wB4dxXk+t6Rptl4ZttW0rVL2YNdfZs3MIjW4ITc0kQznapIU7h/EPcDMTxn4iSRJF1e5DoMKwYZA/KnDGQTbtuTPDSaWp6XeFpL+SeBpbeV2yrscA/0qmkUqCY3LbTCu9Nh6nnNedT+KNbuRibUrhxknBbuaYniLV449i6hOF9N1brMKSd2mZ/VJ23PRbPU5ZCCl7Dv/wCeUylc/Qip1kinumSaOISnkqOcfj3ryttVvnOWuZCaemtalGQUvJQR0OabzKDVrMawkl1PY7GO1FyBuO5GyUDZBHuK1m0vTpxlA0Z65R8fpXhS+IdWV9y384b1DVYHi7xAoAGrXPH+1U/X6VrOI/qsu57h/Yz+SfIvQR/cmjz+orlLm9FrJOZJYgVVkJ3YIPToa89Xxr4kVcDWLoD/AHqo3et6lfOXubyWRj1LHrWUsXDeKZaw8urO2kS1uwQRFLn6E1reFo7Oyj1NYoyj5jGVzhW+bk+3OPxri/BkFjrHiKDT9Wvri2inIVJ45o41jPUljJxjGeOpOB3qC81XWPDutajY2t3e2vlTvEyS7RJhWIAcDIz64JFH12F03EHhnZq57HrN0buwSOS1JZsNviGA4HfH+Fc3Ol6IlaCUyRp91GbJSvPP+Ez8R+SkP9r3Xlocqu7hfpxVT/hINW8zzBfz7/XdzWqx9PazMvqk+56Tc3C2E8cMdyyI67i5G4DNTteyva/vZLWeHOfMQ8j6qa8wm8Qarcf62+lf64qFdWv1OVupAfY1o8zh0TBYOXVnrcS2hiEx2KvqDjit60tbCS2CSKZACSrO3OPrXhY1/VQmwX023OcZqaLxTrkP+r1S5UezVmswp9YlfVZdz3JNFt9+YLmaEn3Dj8jXC+MNMudM1HzZrhJYpj8r7Sv4Vxi+MvESnK6vdD/gVQ3nijW9Qi8u81KedP7rkEfyqJYym9kylh5dWd3o+pW8VtHE7xYKgMjEYHPrRrtnpQtJbmW0gLAfKyjGT25Feai8uc8SvXV+JfDes+HfDWj399PciW+aQy27RkC3wEKBj/eZWzjt065xEsZGStYqOHad7nGUUUV551BRRRQAUUUUAFFFFABV7SNVudE1OLULTZ58QYLvXcPmUqePoTRRQBRooooAKKKKACiiigAooooAKUHBBxmiigDoPEHi2TxFbW8M2kaZam3RY4pLVJFKRqDhAC5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"info": {"video_id": "185410", "label": "tearing leaf into two pieces", "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": "2032da38625c1843172d2a169077291b7f5d950be0e521880c7625e7024bce5d"} +{"episode": 65860, "episode_seed": 3686665926, "split": "train", "timestamp": "2025-10-13T03:32:59.096611", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3686665926, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote, brush and bulb on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "194639", "label": "putting remote, brush and bulb on the table", "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": "194639", "label": "putting remote, brush and bulb on the table", "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": "d48cd7f443597e84fef265eb1f2ef2a70865de09b29a8474699b49adfb259432"} +{"episode": 65861, "episode_seed": 1304199413, "split": "train", "timestamp": "2025-10-13T03:33:02.284170", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1304199413, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deck of cards into chest'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "98723", "label": "dropping deck of cards into chest", "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": "98723", "label": "dropping deck of cards into chest", "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": "100cbffcb968ee656a073a783bc1329be13d1320767673275ef175acbeb29e6d"} +{"episode": 65862, "episode_seed": 2168667927, "split": "train", "timestamp": "2025-10-13T03:33:02.589943", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2168667927, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending a playing card so that it deforms'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "103795", "label": "bending a playing card so that it deforms", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "103795", "label": "bending a playing card so that it deforms", "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": "b7af117010d73f180b09c260a25091b30452c2e84ba152ac4a89859823a88a4f"} +{"episode": 65863, "episode_seed": 3255868790, "split": "train", "timestamp": "2025-10-13T03:33:03.296212", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3255868790, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking bottle so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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3otnPlntoyT3Awf0rktW0Oa1u4zaJLsc7dyv9w+/tUNl2MuMeXKpVeCu3FP8A7MfVL+2hiX53cR5x0yetVxMWABP4113gWH7RrId+REhYfXpQxQV3Y7j+zYdL0WOwtlxFEuB7+p+prhdM0p5teg86FgPN3kkdcc16XdL5sZQcVVaFba365cDrSi7O5vON1YzrqV7qKePaV3xyY55OFrylV2KF9K9PsZDLd3EoGUWKX8gteZTnDmuqo7xTZx2s3YaTimF6QtUTNWJRt6JrhsJvJmJNu5yf9k+taHirVhHZi3gcbpRlmH93/wCvXL2UP2q/hg3hd7bcmun17RI5rJWtV+eJdu0fxAf1rKVy46nJaeC6TjOSoBH15rW2meEow4YVi2OYppsHrjI/OtWyLvMiLnJIAoh8I38R694NtfsXhq1ixztyfxrcZguTmqFiPs9lFGP4VApt5eCOM8jNNG7dlYw/E14Hi8kH7xrhNWXE0D5PMIHP1NdHq1wJrgDOcVha3xJbD/piP5mtkvdOeb94yieKjZqVm461CzGpILNpfy2Nys8TYZT+ddouu20mkteg9Bgp33eleeu3GK7LTdJt5fD4Vm3POofeP4T2qJXLi+hxF5qNw98135mJScgjtRoqokBlc/PIc/hUGv2z6Y0qzDDIePRs9CK0bK3Do5iwVVtox3qad9bjnuidWRTgN0JxVOG22asZABsILcVO8LKxDDFSRL82B1qxI6Lw1BLca7aCFcsrhj7AdTUfxPkijutK06FQqxktgdv8812Pg3TG0/SZb+VcSzL8meoT/wCvXDeL7C/1XXopo9hiQgAM+MHvXRhX+9V9kTiE1Sdt2UJUaJxEF2ogCjjrxyf1qMmtDU7WWzkWKdg0qjDkHIBHGBWaxqsTPmqNmNCHLTSEZqnsNQfT7tZ4+ccMvqPSqbN71Ez45rnNT0yC6hvbZZ4juRh+XtXHa3fxXWo+TEw2w5G71J6/yp/h+K9lsLzyJdiMNqg929vTisBYJftEwKkFDgg9qzvqaPYsoVUuu4dc1Rkth/aUbYGxjnj1FSENnoakVTwe4qiTq/CdiL/W4VIyqHefwr0/WbMXdiYR0PauL+HNuS09yw6AKDXfzOoXJpXszeMfd1PONX8Ony1LMQUziuPYFSQeor0XxRfiG3wvWvOZHDOT3NVzOTuzKUVHRDWaliuHglWSNirqcgioWJz1qJnpmZ6JpWqx6pa78gSoMSJ6H1+lcl4p1tjeCC1cqkTZLL3apfDNnJcPPMJWjRQUyp5JIrn9ZsprO6lik6jkH1HqKxm3Y1WpZNqmeMiu68BWohFxKOdxC5rh1kfcMnNejeEV8vSA7cF2Jq3sVSWp0rNWXq14IoH55Aq1NcBASelcpruobYJHz0FCRpJkGmXjQ22oyuxx9mfP4jH864SSU7jVyfXLu5iNuSiRMQWCLjdj1qltDZJreck7JHGiNpfUVG0g7094x2qB4z2rOwxUm8qVZEbDKQR+FegLeo9olxuwhQOT6DGa82lVl7Vf8N+br2ovoVzqs9rA8MvlhE3FiqFgnsDg8nsPepaHFi6VdR6pq2qXAQBGddgHpzXW+H9Pjm1a3AU4Vtx/CuH8LRMkMzk8ybT+HNeqeEbZo4ZbqTkt8in2HWk9EaU1dnXNJiPriue1fUBCjMzcDpWldXGxCPSuA8SagXmWIHgcmhGkjR8qZrVLmQYMjE4I6DtWZ4iLJeQL0It1yPTOTWbN4pvpVCMQdvAqFr6W9bzZm3OQAT9K6W48tkct23dkLyHkYqEy47VM4DVA8Y9azsMYZVPciuu8MXvm6Y0JbLRPgfQ8j+tcZJEwHFVH1K700s9tK8TsMfKeuKmSBPUu+O9SF/qkVjCN3kcMR1LHt+FbltsggWNU2gDtWbc6HpsOlwa/pupX1w5uzAZLqARrcuF3PJEM52qTg7h3HfIGgM4qVoUSk56Nn2NW9JsRfanb2+377gHHp3/Ss4nmuq8CQGXWWlPSNP1NNlQV2ejXSrHaeWowoXAArj7vRBdyGWNz5megPFdhcfvF21VMCW0bOOp5qE2tjolFPc4bxFp0Nrp7OzEzpjknrk81xLyc11vi6882UQjkZya5CQDnBrRXerOedk7IhaQetMZqbIpqu5IFBmdV4Uvdjz2xPBAcA/kf6VY1dIY7lZlG15Bhsd8VzPhBrW78XRWV/f3FnHMfLSaKaKNY/UsZOMYzwOScDvT/ADrpvEOrWtybkfZJjCiXOBIoDMPmA4z644qba3KT0NAkMMnBpFhV2GAQTUXQ1teHrJru8BPKL+poY4q56B4VtRYaTGvduTV6/vRGhy2KiEgggCjjArndRumuJjGmTjk4pJXN5Oxi+KL0yJHg9WNco0pzW5ru1JIbfILKpZgO2axHVcGtLWOdu5AZRn0qNpAe9K8ZHQ1WdWXPFDRJ0vhS98u9lgLYEi7h9R/9Y07xzd28Wjb2x9pLbYSOvv8AhiuNkvp7Flnt5DHIrDDD34Na3jHw5rNrpWiahqUlw096ZFeB4yBbABGQMf7zBskdunUHENXGnoW05avT9HUJpduq8ARiiipZvT2GX0rCNsGuE8QzycJn5TRRTQS2ObzhqeHbHWiirRgGc00jg0UVQirLxmsu11W50TWzqNps8+Itt3ruHzKVPH0Y0UVLFHc6HQVAR1HRVUCvXrSNYLOGOMYVUGB+FFFZSOqnsynqMjCI4Ned6kxe6kZjk5xRRVIUzI/iP1q1B92iitTmJAxNKQKKKYEEvArF1Q4RD6N/SiipYdTbu/FcniGxgjm0rTbU26rFE9qkilI1HCAFyAMnJwOTzWr2FFFQWJ/FXeeAI18q6fHzFgP0oopS2NaW52jdaoajIwhODRRUm7PKNZnkOpSknODispznFFFbROOW5C4qvIARyKKKZmzOh11tFnuY/wCzdOv4ppFYx30HmBWXOCCCCOpyM4PcGr2kX1zqmo6nqF5KZbm5lEkjkYyTk9B0+lFFSWjX713nhaJFtlIHJGaKKhmtPc172RhE2DXB6nqt3Y3TPby7WPB4zRRVQ3LqbGHPNLLKZJHZnbkknrUe45oorR7nMBANQyfdoopCMfVf+PZvXIq7H4i1XU7GPTL28mnt7V2lj8yRmJZ8ZySecbePTJ9aKKiQ4n//2Q==", 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", 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", "info": {"video_id": "115959", "label": "poking bottle so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115959", "label": "poking bottle so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115959", "label": "poking bottle so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "115959", "label": "poking bottle so that it falls over", "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": "5161071ff731964a30962f4612f7497cccb74c7cc3d45ef9f7f095f45f26ce1a"} +{"episode": 65864, "episode_seed": 2991984580, "split": "train", "timestamp": "2025-10-13T03:33:03.720459", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2991984580, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rock colliding with rock and both come to a halt'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "73833", "label": "rock colliding with rock and both come to a halt", "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": "73833", "label": "rock colliding with rock and both come to a halt", "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": "0d7285a3f15ebb3a1d2dbb77694fc13e3f9c519c389bd346a7b26c550bc4411b"} +{"episode": 65865, "episode_seed": 2416090461, "split": "train", "timestamp": "2025-10-13T03:33:04.493405", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2416090461, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching door with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "158082", "label": "approaching door with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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MbKFBwASOD+FbL4rnoOcvZ8o/ybf+zJpfMb7SJNqxY6qRkn86HkmCLA4KqMH2JxUz3gik+0NbRK7gMu3J6jvzUE84m8vChcAdFCj9KJO5mfQnweGPDV4x73P/ALKK7HxDJ5Xh/UHz0t3/AJVx3whH/FK3Oe90f/QRXS+LZNvhq9H95An5kCpOKt/FZl+FY/La8H93y0/JB/jXcRNhBXGeFxiK/f1uWA/AAf0rr4zlRWcyFuV9ahNzpF5COTJA6/mpr5R1LK3I3Z5QV9aynchGeK+U/FUTWepTxH70U0kZ/Bqqk7M66CvFo56R1jXZuJY4PB6deP1qysqy7ogCCRuJz+NQLGrYZlzk1NxHIm5AiA8nHOO9ap+8dauosU7cc87SSKjhuHZEiiiLMz598Ag1sSy6G0UsUcl0W+0EhkiTG3HHJbpSp9jijEcBnL7wwbCBhx061U5GaiYivM0j+apUbuMivZfg1CW8Qs3UJbH9SK8m1EbbkryPm6MQT+OK9m+C8Z+230v92FV/M1ncJ6Qkewyng8V4P8fifM0Hb1/f/wDsle5SE4NeE/Hpg9zoa56Cc/8AoFJHDHc8XB2sD3Brdu5JdWn22MAJaFRII09Pp71lQ2xmaUAgFE3cmry2irpdpPDI6yuxDsDgD06VbN0Sarqb3kdjJJEoMMfl9MdPpWlomqraW8yEbQZCQuemarx2UN9oNmqqFmSdllkJ61B5ISOdUTLBY3P1I5/UVUd7he6sbVvqkt3dKHkJ2zL5anoRmkmvd0zknDFs1l2s6i4tJQMbJFz+Bqa/V5LtXiPGecUXdykrRINd1m5urf7AV/cxkHOOtV9Yvp7pLZU3NHHEFHGcVvahbRJoRUxr5rBV3Y5yTUWvgBZwFCbERDgY5pNMm5V0EsPIjkcxq3+eal8TRG2aOA4I+8MVeKKsdgmzG2MVga7dvcXIDNkRghc+lY2Ulcd5xqaPRrU9Nt57e8s4JIJBJE/z7gOo6U/Vrdbb7BKGyEuo8k+hOD/OuV8A3/2jTp9OwWliJeNQMkqev5H+ddTrlvePpMs7W0ipABJuYY6EGvMqU5RxGiOijZU7HoXgy4z4OsVJ5iRoyP8AdYj+lcr8WyZPCkTEci4H6q1bfgly2gXEY6xXs6/gWz/Wsr4qxk+CWPpcR/1FdsfiOWGlU8ADkIFGOuc96jV2SQlSRRnFRnh66Ujqk9iVScnPfmvoT4OHHha7P/TyP/QFr55B619B/CA/8Uncf9fR/wDQFqZGVb4GanjNy+p2MfbyW/8AHpYxXbBsLXC+Jm8zxNp8f+xGPzmH/wATXaB/ypI5XsjkfHcSXM2nxOSAyy/+y1x/gi5+x+INJDHBBnsm/A7l/nXV+O5RHNpr7gMF/wCleew3QtNXlnGQIb6G5H0b5WrkT/fSRqo3pnvMkoEZY9q80+L6CTw7aS4yUnI/NT/hXfu5aIZOQeRiuM+J0Hm+CpZCOY5o2+nOP61tHcxoO00fPSSeWr/KDuGOe1Qynccmlb5WamOcrXQlqd7fujg7GMrk4OMipIznbnsaro3FSxnkD3oaJumj6P8AhKdvhOYk9bpv/QRW54xctoqoP47mJD/32K5/4UNnwg//AF9P/IVr+MZcWNlHn794mfwBP9Kk4amtVkvhds6Q8v8Az0nlb/x410cE25AQeCAQa5nw1lfDNse7RlvzJNW/D2oC90SzuAMh4hyPWoqdCFuzcaU8rXzf8SoPs/ivVVHQ3Bcf8CAP9a+hIyd5JOM4rwz4uW/k+J5nPSaGOQfltP8AKlT3OzDP3mvI4C3MZhlZ5NrKAVHqahnl3fdJwRjmogcj6USHitFudu8Sa1u2t4pkUD94AMkZI/zmmyFDcEqzFfU1WQ81IetUyIWauWhhpFx0zXvvwZTbbalJ3yi/pXgEDDzYx719D/CBNmgXsv8Afnx+QpIzrfw2eiStjNfP3xxulk1vTYlOfLjfP4kf4V7xNLxXzl8VpDP4gMp5xIyD8Av+NCOGO5wcE3lytnIV0KEjrzVgyTW1k1lKoVgwk3dxkVWjdRMpIzsO7HvVg/6Q3mSMS7cMad7G6Ro6DcM9lPbYBCuJd36VbZhHqcnoYUP5EiqNlElvI6qzLHIArkdSKluWtkmzA0jErtJapjVV7GjpNK5JJHHGH2AAEg8fUU/dsYg9fWrY0rdodtfCXLSs0ZX+6Qf/ANVXdb0iGyhs5YmY+bCHcN2Oea1cl0BbWM/UZmbT4FLfNvTp9arXAudVW5jjBkmLBiO+0VIwG9cxDr+BrQuYV0a9s7yzDpKU3NnkH1B9qxdW7D2dtGZVnM/m7WJwqYQH+lYd+5a5f64ro9avo70LMkAhcsSdvAzXLXMheUljknqaKbvoOUbO57F8OvDdppGnLqUsry3N5GrY2bPLXrt56/X6V2WqqLjRb+GOAYe3kGWOT9006D7LtChCNvGQeKsh1MMplXEQVt30xTnhITd5tv52X3KxyRryT0Rk/Du4DWGoqTnM0cv/AH3Ep/mKf8TAJPAt4R/DJE3/AI8B/WsX4a3a+bexg5DW8DDn+6WT+grb8f8Az+BtV56Irf8Aj61htI0WlRHzix5pv8VOc/MajzzXUjpk9SQV9AfCNseEpj63Tf8AoK18+Zr3z4Ty7PBz89bp/wCS1E9DOq7wNTWX3+OLFPTyP/Qnb+ldkJOK4K5lE3xBj5+75ePwjc/1pv2+/vfGd5pn9s3VpCDJ5KxqGyVTcF9hweTSSuc7WyOm1m1N3cQEIh27uWxx0rgPGdosOoK6yK5uLOSP5ezIQ61a0DVNQ1Zpftd3LPtCld56ZzmpfFVuFsbS66+RcrvP+y3yn+dL2FRvn5vd7W/NkqcYy5bandaJdC/0GxuBz5kCN+lZ3juAT+CNWT+7Dv8A++SD/SqXgG6MnhSKAnLW0jwH8DWxrai60HUYD1e2kX/x01nszNPll8z5Yn4mf/eNQk5XFTXIxMT681B2NdKPRk9QXpUkZ+cfWo16U5T84+tNkrY+jPhUwHg4kd7mT+lWvG1wFj08HtJI/wCUZ/xrN+Fsm3wUnvcyn+VZ3xRvZYobIQuUYLIcqexwv9az6nFPWqzt9HHlaDZxZ5Fuo/Sue+GN40vhuSzkOZLSdoznqBmsi/vbm18PwXun69qMied9mBnjVFmwmWaMddqnCnd6j3Aq/DfUNniG6hLfLewLOoz/ABd/1BpTWhSjZM9Xi4kJryX402wW+06cD/WWzoT/ALrZH/oVesLIM4Brzz4yQiXQtPuAP9XOyE/7y/8A2NZw3NKDtNHg4NKTlTTTSZ4rosdfMNBwakzUQ60/NNkwZZtjm5jHuK+jvhWdvg4N/enevm60P+lJ9a+k/hwBD4Hsz/fLt+tSyKz9z5nVXMoVWYnoCa+dPHz/AGhbecnmSaZ/wyAK9Kn1Oa78Z3mlXmsXdnaPKY0eOaONYhgZJLjGMZ46k4FeSeKEuIdSmsJ2uMWkjwqlwAHXB6NjjPTOOKTVlcwprU5ZSQ9aCnbGMEVnZIb3rR02Bru5WBeSxxRUWlzog+hbjJ2cVG+Qx74GaQMFd0ZsbSRioXn2OxB/hI/CsYr3jok7xO10zxzZ2Xh+yszpkTXVpdRzCfI+YK2SCMd+ldZqPxTmvSJLXw1aiIlipY7uAT7ejfoK8TWQDcc11ui6sF0C9jMiLNbJ50KsR8+WCuPrtbOPY1tdx2Oe0Xob8vi7+17d4TZWsSgl1K9Vz2rHm8Rm8WKOYpmJPLz/AHgDwT79q5hLiSJCw4UqQfz4qoH3Nknms3C+w4q71Og1hFhSFvMVo503qVPfvXMSHdJU88rMqpvJVeg9K6DxF4KvfDfh7R9RvBKtxfGTzYTGQLfAQoGP95lbOO3TrnGlONlcmbWyPbbZARz3NM8RTPB4YvmjODs2/QEgfyoorqlscETgfhRcSNrFxETlRaED8Jf/AK5ru/Gx/wCKL1cf9MCf1FFFefP4zp+0j5yY/MfrTO9FFdSNXuKOte0/Dqd4vB4CnH79/wClFFZVdhS+Es208j/EI5P+fKH+NUNW1CfTPF95e2+3zY5m27hkcrtPH0JoopQM3uibwodkN7jqAgB9OtbXiQ7vCuqA87Ytw9iCCKKK6o/Ccsv4hF8PriTy9Wjz8ouVYD3ZATXYN88cqnkMhB/KiiuB7jl8TPlm7/17jsKrUUV1LY757gKcn3h9aKKZKPd/hvIyeC4QD/y2l/nWP8SJWa5t1Y5HkKcfWUUUViviOd/xGQ6p4hbWYbeKXTbC3MKrHG9ujqVQfwgFiAOc9OTzWf4cka18X2AiOBHdTQj/AHc9P1NFFaS2NEezl2UZB5rkfij8/gpi3VbmIj9R/WiiudfETS+NHgD/AHm+tM70UV0o6ZbjR1p9FFNiiSW5ImUivpLwSSvgvSwP+eOf1NFFQyKvwHCeKNbfStY1dWsLC+iluAzR3kO8Ar0IwQR16Zwe4NcNrN7calLPqN3IZLq4uGeR8YySM9O1FFEtiYdDm5P9Ya1vDkhi1VXUAkKetFFOfwlrcq3sjSX0zHrvPSoZGJH4UUVK6G3QiPT8TT0Y7cUUVb2M4bji7bNueKiyaKKSKkISc571rX3ifWNU0i10u9vpp7a2leVBJIzEswUcknnG3j0yfWiiqM3uf//Z", "info": {"video_id": "158082", "label": "approaching door with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "158082", "label": "approaching door 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": "8ddf00d5461aa0da0c19ac71f9e843f20d20a51b3cf16b85dc82752aa1c6c7ad"} +{"episode": 65866, "episode_seed": 3849080028, "split": "train", "timestamp": "2025-10-13T03:33:08.103327", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3849080028, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'attaching phone charger pin to phone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "169878", "label": "attaching phone charger pin to phone", "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": "169878", "label": "attaching phone charger pin to phone", "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": "cfb9f15081eb06f97d59b51eb893b33b4a7d8bad91ba19ea980ffbbb38366b44"} +{"episode": 65867, "episode_seed": 3797551953, "split": "train", "timestamp": "2025-10-13T03:33:08.840593", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3797551953, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing a stuffed animal'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "8810", "label": "throwing a stuffed animal", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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NLu/CwgENzp01gSMGSE+aD9c4b+dct4+0K3s3tNR0u6F5ZXGYxIpyUZRnaRjIOPWpHkUkYNbvgWyN94guTInmWtvAZXU/dL/dT+Zqrl9LHV/DzVtTutMsIZpn8i3h2oh6bQNo/XP5V12paLa6mhM0KFiPvY5/OneHtMgh0/zVRVDthCBj5V4H5ncfxqbVdUttMhfe483ZlVx1Pas5MaTbsjg9U8FSIS1rKwHZW5rj7/R9RtGO+DcB3Wu78G6vJrMmtzSSO7m6VhubKquzaAo7D5SfxrTvYwQ25QfwoRMtHY8Un3JkOrKfcYrPlOTXqWo6fby5DRj8q5O/0G3JJQbT7cU7Enumix7dPNwRtNy5mx6L0Uf98gVcdsU8hVQKowqjAHoKgkNJlEUrflWbcvyavTMPWsq4bknrQMy7s8nNYV3znmtq6bI61jXJ46UxmHdr15rHuB1Fbl0KyJ1B4pEsxbleawdStfNTKj516e9dLMuc1mXcYDEUEjvBXh+88QPeRwXM0Ig2bgjlc5z1x6YNdnZeG9SuLuTR78tdTQx+dbTtyxTOGQnuBkEVF8M9Um0RNVnt7bz5JHhTYse5myJAOPqRXaz6w2h+JNBs43RtRWALcjrtU4yD9SB+VVcZyNx4NurZWJhIxz0ruLLRRpug2OkqMSzMBKR/ff5nP4IMV2h1GK9DQzWsZbbuL46AVlhPM1lif+XaPB/66Scn8lAH40PYEWXIVQFGAOg9K5vxR4fi8RWRt5bmeJfRG+U+mQa6KQ9apueDWZRi2OnxaZZR26KvyKBkDGar3jZBNaVy3BzWPcksKskx7s5yaw7vvWzdHg1jXWeQOaGIxbkDdTIoL+wcwyxOpXgqw5FS3Iy3pk16hpXhG91WxaO5BkuLN/JMp6uuMqT74NOKuCPMwsr5JU16l4M0Z9N8KRyFdt1qMgkPqF6IP5mmjwFL9rhieMqjOAxx/D3rukhQ6jCiLiOBN4Hp/Co/LJoehRJeWENzp5sX/wBTs2YHpjFc9YeCNE0wq6WcbSr/AMtGHNdTIetV5G4qQTKTokcflooCisi89sVqzvjODWPePycU0JmDfIDmueu0610N4eTWFdjk0xHPXcfBrI/sl9Tu1hRkjABZ5HOFRRyWJ9AK3LrvRpdi2pSLp65AvLmKCQj/AJ5gM5H47RR1GV7aFWXZo+gLfWy8fab4sDL7hFPyg9u9WI9Fg1SF5rayexuoGC3FqWLBcjKspPJU4P0Ir2pbfSNBsYhOmxApAxgBcKT+dVLK306DxPazXsYV9QsQhQD+LO7J+n9aqwHjp0WaFcsCMV6H4T0Z9J8JGTb/AKXqEgccc4ztjH5ktXcaj4T027gZoGUZxx3pnko+qWsSDEVunm47AD5Ix/6EfwpMaZeiiS1t4oI/uRIEX6AYrz74l3KLpTSGN45kdolYDIk+XOD+HNegyGsDXvD+n+ILcRXsTHacgq5U5qCoytqea/DO61G1lvI5bB1tbja/mMCDuGenqOa766O5eBV3yY7a3WJBhUGBWddNgH1qjNsw71c5rnbxOtdHdnNYN4Cc0AeyMwOKgfoalJzVd2G05NSMqzMMHJ5rJuGGOvWtCeTg+lZUzZB680FGfctwc8Vk3Hp3FaU7HkHmsyfvjr1zQMyrnuaybgda17jkNzWTPk54xRclmZIPm/wrPuOSTWlKMc1U0TTo9c8StptxqEtqjJK0Xlx7yzqhYL6AcHk+nvQtSSbQvFdx4XjvPssEbT3G0LK54j257d+v6VoeBjNrXi5727naaYku8hPJbqP5VwkTSXLLuYsSARk+texfCzwtcqJLmVGSS6YBARgqg/i/U/p600gPVtNgVbNrmXhXy7f9c1/xNZ9iGNsbhx+8uHM75/2ug/AYFa+sKkelraxDaLl1tkA7Rryx/IGqTqBwp47CiQyCRutUpmxVmY4GfSqE7jnmoC5SuWI64rJuG5OMVo3D4HX6VkzseecVQjMueD14rJuByef1rUuOea53XZZILJniYo+4YIpiK04JcD1Ne2eHvEou/FeoRWEim1jUKSOQzjqf6V4prllaW+gQapp2q304a6Nrm5hWNbghNzvEBztU4U7vUe4Ho3wpswmnS3QGWcgL71SVhnra3L3kJ3qAM7Qf5/pVG0wwluB/y2fI/wB0cD/PvV27j+y6YUX/AFjARrj+83U1XCCONUXhVGBSkBHIaqyNgdcVYkNU5T2zUjKdw+M8/jWTdfMCc1fuGIJxnH1rLnbIpgZF31rFulyDg1s3J5b0rJueQaYjBuh8xyataDqKaVI15KpaOKeJjtGSpG7BH6jHoaztMW31LxcdM1G/ubW3lk2JLHLFGsfcljJxjGeByTgVq+GtDfUYvFelTtcJJazxrH9oA3ptLjDBeM46449KLDR2uqfEHwvdIktyr3CRqskVuYjmR+efoOBz71heFdav/FXjuTVLkbERfkiHSNPT/E15vrHmDVprcoU8shdvQ7QOP0/nXpfwn06eKwur50IWSQpFnuAAD+v8qfULnrNlE0jyyAnH+rX0yep/AVXsm82S5uscTSlY/wDcX5R/In8a0LkNYaO6p/rgmxfeR+P0zVVIlt4Y4VGAihRn2pSAbIaqueDU8hwMfjVOVscnp3qQKtw3GBWTcnI69q0LgnPFZVw3XnimhGRdHg9axbrPPNS+Kbma10tpYJGjfeoyvWsPxBpet6HommX15d3QnvTJ5kJTAhwFKBjj7xDZx2+uaoD3p+oqpOcfmRRRUjMyf7zDPFZlx94+4oopDRlynJYHkVnTgYNFFAzLuGODWZc9TRRSEzNuOhrATU7jRtdOoWmzz4WbbvXI+ZSp4+jGiinEk6z4VabaXt1qBuYEl8kR7N6g4+96/SvovRLOG10f7RGn710JLHtjoB7UUVaGUtS51y2iJ+SGy3oPdmwT+QqFxiiipYihcdCe+ayZvvN7HFFFSBmXBJlC54rMuWO7P1oopoDNuDjJ/Cuc8QH/AIlrezrRRTEZev8Aid9dt7eKXStNtmgRY4pLZJFKRrnCAFyoXnJwOTzXvfwus4Y9A0sKvWPzD7tyaKKtDO31Ab5rVT0wz/j/AJNVHOMUUVLAgk+9VCc9qKKkDNuOhrKueBmiigZlXH3iKybjo1FFMDibnW20nU72M6fp99FNKHMd7B5gDKOCCCCOpyM4PcGuy+GV/c6neeIL67kMlxcyRSStjG5jvzwOg9qKKtAjbPhDSdT1t7idJQ6HB2PgPt6Zr0jw7p1rBJFDFCqRQRgxoowBRRQgZe1MlrjT4z91pJJD/vKOP51Cxz1ooqWIp3BwAR61SlJz+GaKKkChcCsic5HPeiimgOS8YEjR2/66p/OuMvte1PUNOh066u5pre3keRBJIzElsZzk8428emT60UVSA//Z", 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", "info": {"video_id": "8810", "label": "throwing a stuffed animal", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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MGSE+aD9c4b+dct4+0K3s3tNR0u6F5ZXGYxIpyUZRnaRjIOPWpHkUkYNbvgWyN94guTInmWtvAZXU/dL/AHU/maq5fSx1fw81bU7rTLCGaZ/It4dqIem0DaP1z+VddqWi2upoTNChYj72Ofzp3h7TIIdP81UVQ7YQgY+VeB+Z3H8am1XVLbTIX3uPN2ZVcdT2rOTGk27I4PVPBUiEtaysB2Vua4+/0fUbRjvg3Ad1ru/BuryazJrc0kju5ulYbmyqrs2gKOw+Un8a072MENuUH8KETLR2PFJ9yZDqyn3GKz5Tk16lqOn28uQ0Y/KuTv8AQbcklBtPtxTsSe6aLHt083BG03LmbHovRR/3yBVx2xTyFVAqjCqMAegqCQ0mURSt+VZty/Jq9Mw9ayrhuSetAzLuzyc1hXfOea2rpsjrWNcnjpTGYd2vXmse4HUVuXQrInUHikSzFuV5rB1K181MqPnXp710sy5zWZdxgMRQSUfD1teTLcywo7LCVDkD7uc4z+VdLG9wy4ZTmrnw9sLiS+upocmAvFDcRY4dX3AH6g16bP8AD2eIk+USPpVrXUaOC8LaI2s+JLO3lQm3jPnTf7i84/E4Fe2aXGXu7q5I6fu19u5/oKxvDOgpodleXMqYkk4+iLz+prprOI29jGjD5yN7/wC8eTUsZhav4Q0zWdQS8vIhKyrtKsMgirFrpFhpkQS1tkiC9AorVdsHFVZm65pBcoXWME8VgXgBBzW3dOMHJrCumyDVITOfvE6msG7j610F3yD0rDu+9AjnruLJNap8Ia7pFudQtr6aVlUs8Mrl1mXupB7GqU4y4+tepjWJbx7ue9QQWGnQSo0xQKrliMAeuAKSGcX/AMIXJdW8V7bW5FvOglj46KwyB+Ga0PCvhV7fXhdzxHZZr5igjrIeF/Xn8K6/wJ4lluPDiB4kaCNikakdE/hH5Vt6jcIlpJexQCI7A6oB1Y/Kn6nNUCM/SIh5l3dddz+Sh9VTqfxYt+VW5vnRlJIDDGQcEfjS20As7KG3XkRqFz6nufxOTUUp7VkUjkIPCFtZa7PqfnyTvMORMAxH41qzkKu0AAVfnPBrJuW+Y49PWqRLMq8bkjNYV33rYu8isW5PJ5piMW6xzWaulvql0kKOkagFnkc4VFHJYn0ArUuc4ORUmjWTalJ/Z65AvLqKGQj/AJ5gM5H47RQtwRHbQqy7NH0Bb62Xj7TfFgZfcIp+UHt3qxHosGqQvNbWT2N1AwW4tSxYLkZVlJ5KnB+hFe1Lb6RoNjEJ02IFIGMALhSfzqpZW+nQeJ7Wa9jCvqFiEKAfxZ3ZP0/rV2GeOnRZoVywIxXofhPRn0nwkZNv+l6hIHHHOM7Yx+ZLV3Go+E9Nu4GaBlGccd6Z5KPqlrEgxFbp5uOwA+SMf+hH8KTGmXooktbeKCP7kSBF+gGK8++Jdyi6U0hjeOZHaJWAyJPlzg/hzXoMhrA17w/p/iC3EV7Ex2nIKuVOagqMranmvwzutRtZbyOWwdbW42v5jAg7hnp6jmu+ujuXgVd8mO2t1iQYVBgVnXTYB9aozbMO9XOa528TrXR3ZzWDeAnNAHsjMDioH6GpSc1XdhtOTUjKszDByeaybhhjr1rQnk4PpWVM2QevNBRn3LcHPFZNx6dxWlOx5B5rMn7469c0DMq57msm4HWte45Dc1kz5OeMUXJZmSD5v8Kz7jkk1pSjHNVNE06PXPErabcahLaoyStF5ce8s6oWC+gHB5Pp70LUk6TwLrEGjaNrjuw+0Svbpbr3LfPz+HWve9J1e5l060L4kd0Uc9zXyv4RR7/WII3YsWZTg/rX1VolqFRQB8sKhV+pFWtgHagokeOHj96/zf7q8n8zgU6Q0kuJNRmcfdiAiX+Z/WmsalgQOec1Tmbg81ZlNULg8e9IZRuGzkZrHuxgn+taU7Hv/Osq7PymmhGNcgHINYt2p55rbuD1zXMeI5ZYNPaSFyr7wMimBSn461S8SeN7/wARRrZtttLFWB+zoTye24/0qzrlpbQeH4dT0/Vr+YNcm2zcwrGtwQm5niA52qcKd3qPcDn9B0O51q/htYUYq7jzHAyEXuT+FFhnuXgPTtui2dtjmXl/YDr/ACrq9WUSXdnbAcEm5cf7K8IPzOfwqTwzpQtrINtIMo8qP2Xqx/T9Kjd1utQvLsHCmTyo/TYnH880PYQxyRx71VlPXFWZBj6VRmbGRn86zHcqzsSCfesm4fg9MitCZwScGsm5fI46CmIz7k5H8qx7jkGtS4bOeaybgcHiqAy7np7Vd8NagmlSSXsyFoop4mO3kqRuwR+ox6GszSI7XU/Fn9malf3NrbzSbEljlijWPuSxk4xjPA5JwO9bXhjQmv4vFekzmeOS1njWP7QBvTaZOGC8Zx1xx6U0gR2+qfEHwvdIktyr3CRqskVuYjmR+efoOBz71heFdav/ABV47k1S5GxEX5Ih0jT0/wATXm+seYNWmtyhTyyF29DtA4/T+del/CfTp4rC6vnQhZJCkWe4AAP6/wAqfUdz1myiaR5ZATj/AFa+mT1P4Cq9k3myXN1jiaUrH/uL8o/kT+NaFyGsNHdU/wBcE2L7yPx+maqpEtvDHCowEUKM+1KQDZDVVzwankOBj8apytjk9O9SBVuG4wKybk5HXtWhcE54rKuG688U0IyLo8HrWLdZ55qXxTczWultLBI0b71GV61h+INL1vQ9E0y+vLu6E96ZPMhKYEOApQMcfeIbOO31zVAe9P1FVJzj8yKKKkZmT/eYZ4rMuPvH3FFFIaMuU5LA8is6cDBoooGZdwxwazLnqaKKQmZtx0NYCancaNrp1C02efCzbd65HzKVPH0Y0UU4knQ/Cq2jm8XIHBIiiLL9cYr6l0xFj0+IqOSCx+tFFadAM+Ef6OrZOWyx9yTTW5VqKKhgVZeFzWbOcg0UUhmZcck1lT/xe1FFAGTcdM1y3if/AJBjezrRRTAwtd8TPrsNvFLpWnWxgRI4pLZHUpGucIAXKgc5OByea928J6Hp8dxBBHbpGjruYIoXdgd8UUVYHb37m2t7qSIBTBaM8YA4Bwf8BXP2cax2FugzgRr19xk0UVMhDJumKy7o9fqBRRUAZk/CtjtWVKSY8nuTRRQBmzElSDWZcMckenFFFMRysmttpOo3sbadp99DNIHMd7B5gDKOCCCCOpyM4PcGu2+GF/c6ne+Ib67lMlxcyRSStjG5jvzwOg9qKKtDRunwhpOp629xOkodDg7HwH29M16R4d061gkihihVIoIwY0UYAoopobL2pktcafGfutJJIf8AeUcfzqFjnrRRUsRTuDgAj1qlKTn8M0UVIFC4FZE5yOe9FFNAcl4wJGjt/wBdU/nXGX2vanqGnQ6ddXc01vbyPIgkkZiS2M5yecbePTJ9aKKpAf/Z", 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", 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", "info": {"video_id": "8810", "label": "throwing a stuffed animal", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "8810", "label": "throwing a stuffed animal", "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": "1b50a6660cadef1c57f83f99a145b4625a38ab54f6a6a820eb8883f7004494b9"} +{"episode": 65868, "episode_seed": 1574104193, "split": "train", "timestamp": "2025-10-13T03:33:09.791005", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1574104193, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping notebook behind basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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vUGD9yUD9DWfasShjznFdTHALixlt26SIV/HtXGROYnB6FThq48TTPpsnxTqUnGX2dPl0NMzPFskGPlPzAjIIFXtP1VYpb6aeVJcqoTYuMknpis9sMmeoIxVrwxp8M9yWlUExPnHbvj+VclPex6tSKc1L+tDodAjkeOa/uc+Y7HA9B6VZkXzxOpGFaMgk9h0q5bFPsrgDGCRisvVpvJsyqE75m2fgKqMeatZHPiK3scPOb7GSWUgQQDEKcfX3qbASA460xEEcYHfvTTKoBDHtXrNaXZ8UqjnNiiTpmrtvIDjmsgM0j8dK1LSGQ4OM0RkXOLsasLlSCpwRVe/iUfvEGEfgj0NTRqQOaWZPNgeM/wAQ/WpqRUka4HEyoVL9Hv6GSrs8OCPmXis5ordLmSSXjMZ2fWnrdbJAc9flb61HqCeZEHX7y8ivKkuSVz7S/PFo27iXk4PQVCMMsasMgsxI9gtRTNl2574o83BQHtEzfmamO/8AXYxqfw0u5XubyNlEN7F58X8L/wAS/wCNRwrZHHkXS4/uvwRUN9gw7z2NZYCseQMV6UJXR8/jMP7Ko4x2OlC7R99P++qbJeW0IO+dM+gOTXPrbxE9D/30aswwxIeEXPr1rRI86Urbl83ctz8sC7EPV26/hWDfspuWVOVX5cnue5q9f6itjbkKQZm4UenvWRnMefxrDEuy5T0sqg5S9q9tkV3JRJCOqEOP61HkJOQPun+RqUkeYM9D8p/GoNpCLnqhKH8OlccWfRxVp2ezOv8ACtxsivIm64XH05qXWJS8kMZ6ZLVj6TcCAGX3UEe1aOpktcwt2KZ/WtKK/enm5pJrD28yQSBY89hVGa5JPHX+VLJL+7xn3NV7dDNNk816DfQ+YpxteRZgjeQhjWrboYyCM0lvbgKKuKoFNNESjJu9za0xkvgLWUgSEfu3Pr6GmmMxSFGGCDgis6JjG4ZTgg8VrTP5zrMerjJ+tJaMreN3ujj/ABWNstvIOCARWXZ3REoyeHH61peK333UUfbaw/Ht/I1zMUhXoehyK46qvJo+uy1/7LHy/wAzW1SJZUDksB1yvUGu8gmE8cT9wgJH0rhwwuLX6jIrtLdQt7cwr91kLr+I5FcUV7yT7nTiHywk1vZ/kc9anf5sp6s5Oajv7kQpjPbJp9qdsODxgnP51i6jMZHOerGvb2ifAxV6jv0KNxLJcPuJ47D0oigzyRUix9KtRpjtSSRtKTaFtg0LhkJUjoRXRRyG/tjKxzKmA3qR61jRx54FaGnZSfHZhg1T7mcZO9ma1qMAe1cNdqI9RnTPy72GPxrvIvkUnsK4G/JeeSTv5jD9ciubEPY9/IH70k+qNGyxJDsY8jitXQImju7kAEEgF2+mcVz1hcbJlyeG4rq9KOEuXHUhR/OuFRtUR9C5e6zZSTy+D0lQMPqDg1matzd2qdhGX/EmtK5BW2tnAyUb9O9Z+rptntZOxiK/ka0wtnWZ5WcN/VdO/wCjM+5lEcee/aslpmkfC1Pfy8kenFNsIN3zEV6M3d2PmqMWo83Vli3hbqSa2bKZoGB6ioI4goqdVAoVglzJ3OhmiS5s1u4QAB8rqOxqkV+Q+1Jps7IzRE/LINpH8qdMdkTk9hQtNAerTPPryUxancx5+Uuce1XLecz2+Ceeh+tY+pSF72aUdfMI/wA/hUlhcbZsZ4bn8a86qrpn2tB/u4PyX4G60rHk9yTT2ch274iUfmarGThRx0qVnzJcE+qr+lc0H/X3DqbxQyYCS1dTWHcLcWOGC+bEfzFbhP7g054RJbgbQeK6ZTcUmjCtSjUlJSX9WOaXXLdfvRyg+hWll15juWCPadu4M3+FJd2ADtheM1VNttki4+8jL+VXHESZ51TLaStJ6ke95svIxZupJrQiYNCPpiqsMecjHUelWrVcoVI6Gpq6xuejCkoScUitIDyO9P2724/5apn/AIEKkliw/Hfmqmi2p1bxM+mzalNaKBI8PlpuLOqFgvoBwck+nvWEE27I6KsrQUuxo2RPkSLjPIrXmYzafaz9cZRvzrl/DdzNPFctLIzjCMM9sg11Gj/6Va3FmTyDvT6966KbtUOPMEqtByRQmfqB9KvaanANZ86FJmRhgg81qaf9wV1SlqeBCnaBsxgbRUgGKhjNTA1SOeY/pWgkmLVST93NZm7NN1G+FrY4B+bHA9TTbtqRGLk7I5fW7oz6lKAc7ACv1HNYzkCbI+6wyPoaszOTMshPO7msnVZJINPYxsVeOXZkenUV5/NzSv8A1/Wx9hh4KhFQe1joNOl2jy89DxXonmiO8R+gLBW+hryjUoLe00O21XTdYv5g119lzcQrGtwQu5niHXapwp3eo9wPSZ5MqPfms6seWSZpGSqrlMm+jNpcXUJ4wSR+Nc3O26Y/lXba5bm4t1uUGZAgWQDvx/n9a4d/9f8AjXpqfMkz450XCckyyifKKsolESfIKmjTnpTuS4kkK81ct1xMpHrUSJ04q3bxlpAcdOTVcxm6ZNf3AttPmfPOCB9a4bdvRQerAqf94dK3tbvhM4hQ/u06nPU1zsmVSQr1QiQfh1rhrz5p2PpMroOlQ9p1CE9Rzkciuy8PyCaNx13Fc/rXDaKtrqPjD+zr+/ubS3mfbHLHLFGsfcljJxjGeByTgV0vg5biDWtas5zcf6LMEVLgAOuCw+bHGeBnHHpUNacx6jqxlKyO2mb5AtVZ4jeaT8vMkDZ/A0lxL157UWlwYNuBkOzbh6gCsqEuWpcwxtL2mGcTj7olpiPetSwQBBU2raWHkN1acoeSvpTLTIQAjBr0W9T51QUYW7GiBwKcBTEPFPJqkzCSJIG2zr9aTXLxYLWQZ5wajMgiBkY4ArmdY1A3UhGcrmlUnyxuXhcO6tRRMWVvMXJ6uOfqP/rVBC5GCDypzVbVppILCR4nKukisCPfg1Lrugav4d0TSr+7nuFmvjJ5sJjIEAAQoGOPvENnHb6g1xw11PqVNQvD7jpx95fw/nUrf8t/+uv9KKK5af8AX3o2n8cQx/o5q5F/qR9KKK2q/CjN/FL1/Qx7sfOfqazm+/a/77UUVnHd/wBdGRV/horqdr5GKltyftDiiiumXwM1l8a9CabtXOf2lPpHiR7612edE7Bd65HzKVPH0Y0UVhT+IVX+GXvC4C290o6Dao+gzWxbzyW0kckTbW81RmiitP8Al4zCX+7M29agja2S624kYKTjpzVfT/uiiiup7nifYNhO1TUUVqjgnuPQDk+lctqlxJNeurt8qnAFFFZ1vgZ04JfvkZMpyprK1s4tZvfy2P1oorihv/XkfTVPhiM1fxO+vQ28UulabbGBEjiktkkUoi9EALlQOcnA5PNeqSk8DOeKKKdfeIsN8TJ5WKNMR/eRfqCK5nWbaKK4WRBgsxB9KKK3o/B/XZHh4pfvBYh8oqwgGaKK3RxS3LUYBIHrS6tM9pZlYcKDnJ70UUCW5yzElck5zUQ5lA7MCD+VFFeZLc+tpL3GjnY9bbSbm4jbT9PvopnDGO9g8wBkztIIII6nIzg9wa7LwNfXOo32r393IZLm4ZJJHxjLHceg6fSiiuip8DOeHxI6mZ2LMKcjHEQ/2JDRRXLHf+uzOqp/DXqVjPJC6lD1OCO1XVjSRQxUA+1FFenDY+fzBWxMrChAvSmyHYmRRRVnnmLdTyOkjMfug4HaueckpRRWGI2R6eWfFL5GPrR/0Jh6kVmXniHVNR0u1028vJpre3dpU8yRmJZ8ZySecbePTJ9aKKypfCerV/iI/9k=", 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", 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", "info": {"video_id": "177976", "label": "dropping notebook behind basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "177976", "label": "dropping notebook behind basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "177976", "label": "dropping notebook behind basket", "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": "9a349cae9a10403b21d82bf31ff1be281934b91c5ff137194f137772358206f2"} +{"episode": 65869, "episode_seed": 695327287, "split": "train", "timestamp": "2025-10-13T03:33:11.742814", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 695327287, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding massaging tool'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "5224", "label": "holding massaging tool", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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hhWMD+LNd1peorqETsqbTG21hnNcZf2spYcHjkeh9q3lQaJexmMH7M4we/H+IP6VpSjGonD7XQcm4yUuh04apVb3qojhgCDkHoav20QwJGx6gVzN23OiMeZ2QvIG5uB0Ge9YN14nRINsERNySRtbonPU/4Vd8TSv/AGVKY3IKgHIPI5Fc/ouhteEy3gKQq3MXRnPv6D9TXdhlR5HUq/cY1+dS5IDtO0y8167M0srCPP7y4YdfZB/kCvQdHsrPT08mKJUiRdx9z6k9zXO+Gba8tIp4bhNo83ESg5+XHX8a6Uo0Fvcs+A3lE471njcRKcrJ+6thUaairvcwdeW/1e/eJL3ydLAXCIOXPfjpj3OfpWVd6Zpdtp8scsapER88jt8x9Pm6/hU+p67HbSm1tUNxdL1UcKn+8f6CsdraW8YXF/L5rj7q4wqfQVnzWJ5TI1C4a8xHbIyW6DaGYckD0FWPDVwttcGzZTlxwfpk/wBasXaoqlI16iqNpBKHllQ4eIp26Hn/APV+NVTtKajLqGybR2QNSK1UrW5FzAkq8Z6j0PcVchjaVsDp3PpWck4tp9DSPvbEyvUitk1KwSGE7QM4xnvXB6hq88l20iSmDaDEzA8kbj09K3w1F13ZBWfskmzptW1iK0haGKYm7ONqpyRz39KyHvtS16cQRoZHHJiU4jj92P8Ak1RsbAzX0FvdebbJMNwyPnkHP5ZwfevQNPtIbS0EFrCEQfwqOvufU+9ds6lPCxSpq8u5zqMqrvLRDNJ8P2miabJqlxi8v0jZlz8qrx91B79M8k1zOsLrWusL+aCO2MCHyoQNrlTyVwOfzP4DNdlffL9nQ9kJx6dK5e+16JJWgsk+1Tg4JU/Ip9z3+grhhXnJ+0k9S5QS91bGdYy6fHprXMKhHQbZXkOWBx0z2HsK5W9k+2XaOikxiQHceM81tx6MC0kkxG523lFGFB9hVW9RIiNi5IP5VNSacrxFGPcv6/IbiSCxiBaViXbHYdKlto1sLVI5WyV6KOgzUoCpI82MyMBlqq3DDlm5NKU7wUFsjaMbNyHT3Sud44x29a6TTImS2hiC/Nt5Hv1rn9E0+S9vVu5FC2sOSGbozdOPpXTSXiQRlY/lXu3c1nYfMaKeVbEEkPJ6dhUd3qJljKq5J/ven0rG+0vO3GQn86kzjJAqWykupG8aq7Su7SSOclmOTUMrkAdvWllLEg/liqsz4XB65oQpCSBfL4HNVCQMg8j0q0eQcnHvWVokCa34nfTpNUltkZJWiMSbizKhYL7Dg8n096uC5tDGXctaXHHKb2I8ocL/ADqq+pTaM8sQCuM/cPr6j68Gq3hO7mmN7LO5P3GyfxpTBLq2oSXLAxwk7VJH8I/rXRh7RclP4QqNys1ude2opDHGhy8hQEqg6ZFZl5dtM6JCCXLAYNVJZ/IGyEZ9WPU4qXRkN7qJdjtjhG6Ru2T0H1rkjC2p1Tqtqxu6daeVlV/eTPy746//AFq14vKtmBOJJB+S1myX0cEe1PkT17tVP7S87f3U9PWm9DO7ZsXupyvhoJMSD+PGQPwrA+ziM75HMkhGNzdcVYLbQeDVWR23n1HSp63BobM+SFXIzVN8I2M1MX/eZ9KzNZkkhszLExVwwGRVx7GUixMiTxlW49D6GtW6txdWzRHg9VPoaxtYtbS08PwarpurX86tdG1zcwrGtwQm53iA52qcKd3qPcDa85FA3MBx3NNpwaaHB3VmZNrq402JoLtXxGSARzj2rpF1SNbS3cKxeWNXCDqAR3rkr2yfUdTeQfJbjHJ/iIGM4rQdjDEqRE/KoXcTzgVrilTnaS36l4eUoXRfurxpXRY1LPuA2+9a2m2JihJkbG9t8kh7n2rnNJuGl1UZTesK73J6ZPAFbVxqWWxnc3YDoKxtZFSm2zZjuobbPl8AdXbrWdqF5POrpBKYxIu1mIBJFUUZ5Pmc59qGcheBz71D1BIq+QkLsxOZHO5mPUmq8shIaNeBUzSHJPr1zVcnIY+tNMzkQ/L0PNWLSND5oIBVwAR6iqGhw2mpeLBpmpX9zawTPsSWOWKNY+5LGTjGM8DknAp9kZLLVtUsrl50+zTmJUucCRcEj5gOM9M44rXldrkReth0Vx/Zl5IkxJibkkDPPY/iP1BrdsNStXtJZklBjV9hb1Ix0/Oub1ZJL+WJLb7oBDyZwMelT20IsLRIlO9gxYDsCa1r8lSmpfa6l0W4TfY3ptSR4yVJHHAIxWTp9tavqMc0UAldSXklY5Ck9h2zVOS8Yuiv99jtQDuT2rqojb2ESxwIpKjG4jgVnC8VZMupJSd2THSbae9g1C5BWWEEIc8nPt+dan22KC2ZYgEBHX+I1z8moM7fKd7H+I9KQyNwWbJPrUykSlcZqtxc6mhtygjhMfllg5yRnJ/PA/WqEdvFZquxQFHHFW5ZsAhT171UmYFdoHWoj2CXcZLKWb5Rhaqy2ySIdw61Bq8slvZlonKncBkVNr2iaz4e0HSb+8uLlZ70yeZCUIFuAEKBjj7zBs47fUGtFG60Mr6kpYmqF4Ts696KKg2OoH7qBIUG2ONcKorNeRpZDvPAPSiim9iEX4OE4qUcqc+lFFZG/QiYYVhVG8OFGO9FFNET2K1w5FlMe+yuNg1S40PWhqFns8+Itt3rkfMpU8fRjRRWtL4iH8Bf8KjcLkHJACcfnXTEYUfSiiie4R2KF4xVOO9aWiIsOkCVfvykyOT3PT+QoopIchDI0suXOea0IuFwOmKKKiRURX5Q81C3Kqe+cUUVI2U2AErY+lZXiI7dHcj++v8AOiirjujIytc8Xza/DbQy6TplqYESOKS1SRSka5wgBcqF5ycDk811mxRzgE46miitavQKfUXtVa8JEbEUUVkaElkv2bT4zGSGn+d27k9PyqeAAvzRRTkSty+DxTJegOTxRRWRoV5wOfcZqoAAuKKKtbGb3MC5199FvbqP+ztOvop5A7R3sHmAMn3SCCCOpyM4PcGp9F1C51i+1HUL6Tzbm4cSyOQBljnPHYe1FFdD+AzW5t4AXIHNRS8KSPSiisjVFfQo1uNaleUbjDFuT2JOM1pXMzvKyk4UEjAooq+hn1JrUALnHNWSaKKyZqisx3A5qpMcSqBRRQiZGdrf/IPb13rWRf8AiLVdR0yDTLu9mnt7Z3lTzJGYlnxnJJ5xt49Mn1ooraGxlLc//9k=", "info": {"video_id": "5224", "label": "holding massaging tool", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "5224", "label": "holding massaging tool", "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": "e8062b94ff03cb12a9fb2a24a610c9e5947a3f74942f5ad5d71515b6ea1658e9"} +{"episode": 65870, "episode_seed": 3155319768, "split": "train", "timestamp": "2025-10-13T03:33:12.439701", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3155319768, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hairs oils'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "66779", "label": "putting hairs oils", "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": "66779", "label": "putting hairs oils", "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": "45b897af1ffa3d188591a68b55a29ce690c2c0475319c5a0e1ade8500163f501"} +{"episode": 65871, "episode_seed": 2620784329, "split": "train", "timestamp": "2025-10-13T03:33:13.576992", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2620784329, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving stapler and pen away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "95299", "label": "moving stapler and pen away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "95299", "label": "moving stapler and pen away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "95299", "label": "moving stapler and pen away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "95299", "label": "moving stapler and pen away from each other", "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": "556bcf93c7ba5cbc364c3c5a7e5291ca8f2f1a5e6929a5373264ee3e427e510e"} +{"episode": 65872, "episode_seed": 2688185027, "split": "train", "timestamp": "2025-10-13T03:33:14.629678", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2688185027, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle on the edge of the gift box so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "57121", "label": "putting a bottle on the edge of the gift box so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "57121", "label": "putting a bottle on the edge of the gift box so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b0df0bf3929af0f0cfed6f2efa4ad0e2cf6e225a2f0ff34e36b023f46b87746d"} +{"episode": 65873, "episode_seed": 3180217174, "split": "train", "timestamp": "2025-10-13T03:33:15.719986", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3180217174, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving highlighter down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "67047", "label": "moving highlighter down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "67047", "label": "moving highlighter down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "67047", "label": "moving highlighter down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "67047", "label": "moving highlighter down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d911db81262b296749c02f131f2793844120a1c86b5e2c049a22ead7908b3e50"} +{"episode": 65874, "episode_seed": 4050369774, "split": "train", "timestamp": "2025-10-13T03:33:17.804431", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4050369774, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping lid with beans over, so beans 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "202260", "label": "tipping lid with beans over, so beans falls out", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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sxdmz0Fc02aVJc2prwSZDAnp0/Or9uw3nPTZ0/GsW3m+8f89a1LRt24n+6P51jN6GFdfum/I9IbcZgcgcDFYevMTcgE8Ko/XJ/wAK3n/4+EOeORiue8QDF0zf7I/lXonBg1eocawNxqUsp5GcD8K0TABZCZjgHPPpisaG/hhZUEoLHJZXG3p156VYvPEemz6X5CzFJtmCvBGPzrKFemtGz054unz8t7WMXV547mJIVTJkYqueMcdf5fnWfa3h86GHbliC7HP3cf8A18iqup6tbfa5JS4ZYwI4Yk+8R1JPuTVTSryS4u7uaaPZKzgbfRccAVyRqOdTmXUwp1uereGz/Tb7zr4iNxK/xA5ratpwYwSQvrk8VyX20wqGAyScCufm1wzXHlyyu484IQTxj6VVWdtjfE0OdJ3PWInjlkUqfmAOR6jOM/SrSqwAOeRyPauC0HW10jUGs7qTbYTAtE7D/VMe3spr0JCr2isnzg4zz1FYXUldHmTg4OzNDR9zC4DAYG01qvk25bNZWj5KXW30Xr+Naw3eVjjFd2H/AIaOafxHE+KPGVjolgBG0dxdPwkYOcfWuV8M6De6tqY1rUmy5bckbentXb6n4c065MktxbRsYzvPH41UvL1NG1Oyj4EE4EeMfd9D/SolH3uaTBOxqyxKIsAbARnpWLcuYxuclB/e7e1bMz+bjB4FZd1CsyMkqhkPY1ckWmQG4lWEHBwRnmq9zerJDhMbyM8ihy6TpzlAPmpEjiYYwAB0P41k7l3scDriD7bdKVHzMGH4isDS/DV5rV9JDZmJI0YGR5WwAD7dTXXeKoEg1S3kUHbJHyPcGqfh+5i0jW7iS4VhbTwjDY/iB4/mRXK3yyZ2qTlTutwttBu/DQuku5I5BKVEflnqK+hfuNGPUCvCdVvjezI4ChV+6uckfWvdWQbkz1xjGa3wL5nN+hyYq6UUxl3gOr9hXOXIEV2o/h81l/M5H866S4ClWX+LGQKw9UhwWYdSBIPqOD+mK7+oYSVpW7kMsW20adTt25DnPavMb+OPxVr4l2g2dmdpkx98/wB0e3+e9eh39oupQeU8soidTmNH2B89Mkc8VRh8NC1tDFCiQBfuRjofXJ9azqU5TkuyN5K87yehyy2kdq4SGJET/ZUAVVuY2SZLtBwjYz6+v6E10U+mTo2JgEX8yaq6lHGlmLdQMNWVSm3E2n78bIqq4WKR2YBQCc9sVzN7ZJr06xR3LWuAdm9Qwkz+PFaM0zDSZ4zjco2uD6f/AKqy43E8SshA7YrlqzNZSlyWWlyZfD+p6TdW15I6S2cOfmQ4KnGBkGvTfBMYMl9OFCtKkWfUj5sfzrg7LxBc/NYXwjlgkUx7pBzz7969A8FzrJJfIhDBRH06fxVlR/3iNvP9TkrSfsZcx1EXIIHYYxXOa34isdEtp5LmVDInSLu3HHFdFFuG7kZ71kapo1rqMpFxEj7h3FerNPl0PNR5XBBfeNtUF7dnybJWGxei/wD66729sRBpsYRApiwOP8+uKhv7SGx8PyGyAh8k7l2j7rKas2F+NY0iOQgDzEw49D3FYQSi+VbnTRq8s010MWSbdgdB1FU3diDt5FT3MTwTNC55U8H1/wA/41WZsLitJM9dq+qKztIxwFx7k0isIo8Dk+/epm8pSTu59Krv8x4H4VjJCSbZLHII4SzHAp6eILSKXyfNdHOOSmRjHGTWLqEjyO0CuVVFyQp6k1zU81xBqfntlogpJIHTjHNck5NuyHWcJQcGfU8hyQ3asHxHHkK/PRefoSP6it9B+7O45YjODWdrNubiwbHUZH5//XxXsHkYafLVVzyu/wBP3RuMA4LKwPSua1+ztFSCzgt0humAdzHwUX39/au1v2lBJi2hmIJ3DIHrxXHPp87XszkvJJIdzu/U1y1ouTSsetWpupJJ7df8jDa0igkLxjOeh6kVbtMph+AQefcH/wCvWulhujORz7VDcWHlRlgM9hWc4NLQUoae70GGVUgkll5WMZI9TVCzXTmkbNtEmWyRIvzc+9Jc3GyybeWxnJH0NFrAtwglHKn0rGc9QxCcrIn1cl0dkHyphR9K7D4f6g1x4e8h5cyW0hjwTyF6r/UfhXMG3AtGjJ+VgRVbwUJLjxVcaZ/ac9kJYnZDEm4u6KWC+w68n096yprm0RyYja7PcdDLeVcjPXGD19a1uWthhsMR1A715/8AC7U7zUYtTN1cPNtERTec7c7s16FF/kV6VFWgkedLcpuod3RhkMpzx1rzDxSLy3WRLlGZLdzJEwOcp7fT09q9QIZbghvQ4P41ja5pw1K2nt2UZA3Rkdc1NaHNHTcRieHdZXU9Ljk3BpVAV/r6/jV67OQSD0ryWf7doF5I1q0iZyXjTtz/ACrbsvHEpiZJo2YhcdOc1gq/u2kUmdcWy23sRVYOY3baDg1l6fqpuzI8y+Wvy+WgPP41deUByA+Mg896baZozB8ZNzZEEY5x6jpWZburRqx+8vODWz4ngWXT43BLGNhz9eDXK3cklvppaNysgIGRXNUV3Y7KMrQuXrqYLxnHIr6LcfNG2OnT8q+a/EFlZweH7fVNO1a+nVrv7Lm5hWNbghQzvEBztU4U7vUe4H0mOY15yQBnFdmDpOF7+Ry4qpzWsLMAy7jg+lZtyhe2DAZZCSB6joR+IrUZA8RU9Ko7P3bITnqK62c0JOLujmZD5Mhh3bhjdG3qppjasUASQEkdGFWryBfs5HOEJwR1Q/1Fc9cluS4z/tLyDSctD14ctVXRJd6gjvvJZj6dKxpZGmcu55P6VNJtPTn6CoNpZto6+lZSlc3jBR1ehzfiG8iigkOQOMD3Nc74cuZFcxMrbeqk1e11Yftc8kp3sM8E8LjjArJ0u9Emp2cW0ne+0gde/wD9auCV5JhXqJtW2OvmsfMjBHfmu6+GTD7PqRzkjyx/6FXD6KIdS8Tf2ZqGoXNpBI+xJIpokWPuSxfjGM8DknArr/hpHNa6t4ks5vP/ANHmSMJcAB1wXHzAcZ6ZxxTw9N+0Uv62ODETTg0ehw/8tNx7+lV5Mq6gkt+FTp9/n9KiuQyzK3VSR+Fem9jz0cX4rs7yG5e5tyDayoVnj/r9PWuc8Ha0sd/cadMQjFsopPcen1616XepvZVZQY2BVga8e8W6HJp2qNJB8hB/dEccZ/xrjqxcJKaLW53+qWy3UO5cCUDg9j7GuZkLB9rhlcdawdJ8bT2qrBfKzHJB8zII/GtCLxLbapeLClsdhzvl3cKccY9aftU2ehhsTye7LVFs85+cVWuLtLdcIN0hHXoBVt1iChkkbaR61zWvkeeVWZu3y54ArOrOy0PQp16bZmR6t/xOTG+3J4yv3c+laEhkhZJ7cgSDken0PqK46eParzRytuVxg12+seH9W0Dw9pN9eTXCzX3meZA0eBAAEKBjj7xDZx26dQawlSb1icdWqnJpn0Z0II67qidA0TxkZVsg0UV7Ejy1ued6ogW4cDuQ34kc1lMBuDY5I5oorN7n0T+AUxqqkgcgVkXjEu4PTANFFRMKZxfiCZ0aFFOAz8/y/rWr4dQRweUCSgJGDRRXnS+EjEfxGacg4I7A1y0Woz6N4vW+tdnnRuwXeMj5lKnj6MaKKnD/ABHHX+E9S+EXB1RR0xEPyDV6gvDHFFFerS+E8ye5FcffU98GqNySLhCD1U5oopyEjzXxnbxxapDIi4aRwre+Tg1Rk0+2jlO2MZwBmiiuL7cjWJYtbWNJ1dQRxyO3Wr8oU3SLtXBQnp70UVXQCLVFDaLcAjooP6iuG1YBbByB/GtFFc8viR00fgZQ1/xS+vx2sM2k6bbGBUjiktUkUpGvRAC5ULzk4HJ5r6mhAFovH8FFFelQ6nHW6Dl+4T6VSyTM30FFFasyRlXYCpKR3YmuWuADCzjhs4yOO9FFYT6HTRbUtDHuZHV2G48EUxXO09OBmiisTrrN3scJ42t0iuoZI8qZwWcA8ZrG02COO5WQLl0ZCpJ6HNFFZS0iwjra51B1k6Te3qHT7C9illDGO8g3gMvQgggjqcjOD3BrtvhdfXOpXviC+upS9zcSRSSPgDLEt27fSiiqodDnrdT0/GG4plzzF9CKKK7nsciKF6T5Ct3DD+dch4zgjl05pHXLqcA/Wiiuet8DLOUgsre60mGWaJXcpuJYd6hhsIEZdilcMOlFFZLobo1ZlUW8fyjqB0rj/GMaxmN0+VtuDjvRRUT3R0U9zjHdvs+AcfNmupl8Q6pqOj2mm3l5NNb25aVfMkZiWcDOSTzjbx6ZPrRRVS2In8R//9k=", 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", "info": {"video_id": "202260", "label": "tipping lid with beans over, so beans falls out", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "202260", "label": "tipping lid with beans over, so beans falls out", "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": "aee48271fecf9419886c2b056535452924d6729183c1e934e0e72ec4adb8c884"} +{"episode": 65875, "episode_seed": 2818704815, "split": "train", "timestamp": "2025-10-13T03:33:18.500727", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2818704815, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking box from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93389", "label": "taking box from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93389", "label": "taking box from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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rzf3L/M3vEHipotKa7kt1/dOm4E9VJwSPwryLWNVGqazcXqp5aSuCFJ52jAGffio/EHiWXW7sRxlls4z+7X+8f7xrNQMegP1rqi1CLp03eNzyq0nUlzyWo+eUy3LAY25x9ai2MDnFKqSCTOOc1eSMOQOPc+9VCnzGMpWK0cZIqytuSevBqzHAgYZ5PQ4q3LAFiygOcV1xoNq5hKqr2PV9E0+HSNNjjwAqLwK87+JXiV7h10uCX5PvShf0B/nXQeLPEo0vTmbIMrfLEnqf8K8cnnkuZ3mlYtI5LMfevm6MH8TPbxE/sojqzZ3M9jMl1buUlQ/KwqtVpeYD6CuuCucvM4u6NLVfEOoa0wN3KfLHSNT8oqgjEc5NQDrxUseSa3Tcndkzm3qy5CGk4BJ9quRWspwBET+FJpKkTMSP4a6W3UcV6FClzK5w1aji7IzINLvJiFWIgH3612Wj+AdSu4A6xLjvz0o0qe3hcMyGQ9AK9v8ABRE2mNL5aKucAAc1115fVqXtErnNC9WaifPmvfD68GoWSXBCREMXx17cV3GjaRa6XZxoiKqoOABXW+MoAdXQMwwikgemcVx2qaklpA7FgoUZJ9K+Wx9V1a7fe35I+jwEFToJvfX8yh4s8XRaLZEKcyNwqg8mvHr/AMR6pqM7Sy3kqg9ERyAKZrury6xqclw5OwEiNfRazKVOkorzM6tZzfkTte3Txsj3EjK5ywLE5pkYJYe1RjmrEanGK6Y3Zg2WoySQD/OtKGymfDKh5rOhiYsoGc11tr91RjtXp4enzbnFWqcuxSg0m5kOAFHbk11GgeCrm/mRSyjJ44NR2siI6jbmvSPBF6Z9RhiOxAWAzXpcip03Nbo4pTcmkY938LriG2Z5JP4TkhcV88twx+tfcfillj0KeRn27R1/CvhxvvH614eJxEq8Iyl5/oelQpKnKUV5CUUUVxHSWYyPII74qLf2FCSbEYdzTVGTWvNeyJsWE+6K0LCLz5tmQPU1TgUFTmtXTECyls9sV34eN2jmrSsmaUOkoxGXatvTvDkNzIBhj3OTVW3kA75NbFjNIHAD457V7dGlHseXOcn1PRvC/wAPdOubfdLGpK8jJzVHxZoNr4eeNbcBfM3F8e2Mfzrtfh9dxyadIjHEuc8nqK4L466wunpEseBJIjIp9Txn8q8HMqtaTqUm9NPzR6eAhBOFTrr+TPDfFGqnUtTbY37mMlVH9aw6CcnJorzYqysd0pOTux8Qy/4VKb24+zG1Ezi33bvL3fLn6VAvXrSVd7bEE0P3quLncAapRKSRir0UbEjrmumijOozRhsZnCsqHB9TWhb6RcSEDKj61btP9Wox2Fa1tIsbr8u6vZo0I9TzZ1ZFjQPBU99OilgMnH3TXbXPwrMNsGeVsAcnAFTeC79ptRhhcqiswGcdq9Q8RMkeiTyMxAUZ4qcTiJ0asaUFoxUqSqQlNvVHxh4n1R9U1iVtxMUR2IM8e5rFoyfXrRXziVlY9lu7uxR1qWPrg9D1qHOKcHYdDWkZWJaLQTDdBUqHaeoqj5r/AN40edJ/eNaqrFEODZ0un5VSQetbUBJrhl1C7QYWdwPY1KNX1Bel3IPxrtpY6nBWaZzTw0pO9z0yyzvHevS/CHig6ZC0JXcpH3Sa+bF8Qaqn3b6YfjXR+D77Ute10WFxr93aboZHjMa7i7qhYL6AcZz7VvPMcPUg4TizJYSqpc0Wj2jxBrC32oSzjILKMg9q8h8d68SP7Phf5n5lIPQen41zMnivXZD8+qXLZ9WrJmmkuJmlmdnkc5ZmOSa8Suo1K7qR20t8lY9SlOUKKpvfX8xlFFFIknhjypY9asjgDmqIkcdGNP8AtEuMbzW0akYohxbNa0G+Vep5roYM4ArikvLiM5WVh9KlGq3y9LmQfjXZRxkIbpnPUw8p7HotsCMc11OiXj2M0cqMNynivFV13U1+7ezD8amXxNrKfd1GcfRq7Y5rRSs4s55YKb6o+l9a8VS32jvG5jKMpB9QcV8pt94/WvQ9evJrbwvb6ppniTVJ0a5Nrm5iWNbkhNzvEOu1ThTu/vD3A87rzMVWpVIxjSVrX/Gx10KU4NubvcKBRRXGjoFqxbwFz04qtUq3EqjCyECtISindktN7F5YXU4AHTNa1igC5J5rm/tM2f8AWN+dSLf3SDCzuB9a7KWLhB3aZhUoykrXO5tscVsWpVWBJ4rzJdXv16XUg/GpBr2qr0vph+NehTzalF/CzkeBm+qPddG1N7Rv3bnnqM4rhPi5eveXGmFnZgBL1OcfdrK8F6m+r+IYdP1XWr21inIVZ454o1jPcsZOMYzx1JwO9YXiae//ALaurK+lu2+yTyRIl3jzEAbGGxxngZwSPSsMZmFGvCSjFpv/ADNMPhJ05qTehjUUUV4x6AU+NN5PoKZTldl6HFNNX1Ey6oCqADVu1G+VRyeayvtEuPvmnJdzocrKw+ldUK8YvYylTbR2cBbgVq2y8CvPBql8vS5kH41Iuuamv3b2UfjXoQzOlH7LOSWDm+p7No909pLHIjDINdvqHiu4vNJMbujArggjnpXzOniTWV4XUZx9GrrvElt4r8N+G9Hv73U75Zr4yebAyYFuAEKKxx95g2cdunUHF1Myw1RpuDuvQmOCqxvaW555RRRXgnphRRRQAUUUUAFFFFABV7SNVudE1OLULTZ58QYLvXcPmUqePoTRRQBRooooAKKKKACiiigAooooAKUHBBxmiigDoPEHi2TxFbW8M2kaZam3RY4pLVJFKRqDhAC5UDkk4GSefWueoooAKKKKACiiigAooooAKKKKANbRtebRkmjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4NU9S1C61bUrnUL2Uy3NxIZJHxjLE5PA6D2oooAq0UUUAFFFFABRRRQAUUUUAAODkVr6h4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oooA/9k=", 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", "info": {"video_id": "93389", "label": "taking box from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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A8zduimc4B9VNXvG/jJrpTpenPiLGJ5EPDf7IPp619BHE0nS9p+BwYurXxOIdSo9WM8e+Nm1mdtN0+Qiwjb944P8AriP/AGUfrXFhuMVXA55ZR+NTLtwPm/SvOc3OV2LlSVkEzmWYZPAAFOaEliaTyAz5B61cij+VR2Hf1rSFPm3M5TtsQRwnIHrVkW/Q4qzGgZtsaE89+taDW7mAfIPrjiu2GGujmnW1PUdE0+HSNNjjwAqLwK87+JXiV7h10uCX5PvShf0B/nXQeLPEo0vTmbIMrfLEnqf8K8cnnkuZ3mlYtI5LMfevlaMH8TPfxE/sojqzZ3M9jMl1buUlQ/KwqtVpeYD6CuuCucvM4u6NLVfEOoa0wN3KfLHSNT8oqgjEc5NQDrxUseSa3Tcndkzm3qy5CGk4BJ9quRWspwBET+FJpKkTMSP4a6W3UcV6FClzK5w1aji7IzINLvJiFWIgH3612Wj+AdSu4A6xLjvz0o0qe3hcMyGQ9AK9v8FETaY0vloq5wABzXXXl9Wpe0Suc0L1ZqJ8+a98PrwahZJcEJEQxfHXtxXcaNpFrpdnGiIqqg4AFdb4ygB1dAzDCKSB6ZxXHapqSWkDsWChRkn0r5bH1XVrt97fkj6PAQVOgm99fzKHizxdFotkQpzI3CqDya8ev/EeqajO0st5KoPREcgCma7q8usanJcOTsBIjX0WsylTpKK8zOrWc35E7Xt08bI9xIyucsCxOaZGCWHtUY5qxGpxiumN2YNlqMkkA/zrShspnwyoeazoYmLKBnNdba/dUY7V6eHp825xVqnLsUoNJuZDgBR25NdRoHgq5v5kUsoyeODUdrIiOo25r0jwRemfUYYjsQFgM16XIqdNzW6OKU3JpGRdfC64hgLySfw8kLiuM8Xat/Z+nlFYCaX5V9vevo/xQyx6HNIz7do618c+LNV/tLWZAjZhh+Rff1NfPY2rLEqEpef6Hr4SKoc6T7fqYRJYkk5JpKKK5zQsJLJbmOWJyki8qynBFMlmluJmlmdpJGOWZjkmoz0HNC9aq+thFyHOzg9Ku2sLTEhQSaowoxFbejoVdic4xXoUI8zSOerKybJIdNuGxhQB9a1rLw7cXDqNy/gM1Zt9vU1v6VemF12IBk85FevRoR6nmzqyZu6D8Mpb21EjSHAGCAvWuA+K/hf/AIRubTFLEtMJM59tv+NfSvg2X7Ro3mlgWLYIHavDf2iWX+29LjViSqyk+2dleXi8VUnz0nsv80deHpKPJPueK0UUV5R6A+I4kBNSzNh8+1QDg5p0j+Y2a0jK0bEtaj423MM1YQ1XiHIq+salhiuqimzOo0jWtdPEsSuWxkdhWnbaNE2ASxyaissJEi56DFa8EpG3YcYr3KNKOlzyalSV9zovDng63uJ0LpweeWr0mb4c6VBZBxEgAGT3rhvCt2Y9QhMjFk3jIzXteqXEX9iTSLhwY8qPX0rDH1atGpCNN2TLw9OM4yct0fFnifVH1TWJW3ExRHYgzx7msWjJ9etFfNpWVj2m7u7FHWpY+uD0PWoc4pwdh0NaRlYlotBMN0FSodp6iqPmv/eNHnSf3jWqqxRDg2dLp+VUkHrW1ASa4ZdQu0GFncD2NSjV9QXpdyD8a7aWOpwVmmc08NKTvc9Mss7x3r0vwh4oOmQtCV3KR90mvmxfEGqp92+mH410fg++1LXtdFhca/d2m6GR4zGu4u6oWC+gHGc+1bzzHD1IOE4syWEqqXNFo9o8Qawt9qEs4yCyjIPavIfHevEj+z4X+Z+ZSD0Hp+NczJ4r12Q/Pqly2fVqyZppLiZpZnZ5HOWZjkmvErqNSu6kdtLfJWPUpTlCiqb31/MZRRRSJJ4Y8qWPWrI4A5qiJHHRjT/tEuMbzW0akYohxbNa0G+Vep5roYM4ArikvLiM5WVh9KlGq3y9LmQfjXZRxkIbpnPUw8p7HotsCMc11OiXj2M0cqMNynivFV13U1+7ezD8amXxNrKfd1GcfRq7Y5rRSs4s55YKb6o+l9a8VS32jvG5jKspB9QcV8pscsT716Hr15NbeF7fVNM8SapOjXJtc3MSxrckJud4h12qcKd394e4HndeZiq1KpGMaSta/wCNjroUpwbc3e4UUUVxnQFWoYtpBPWqoODmpBNIOjmrhJJ3Ymmy8pwetbOngqmR3Ncz9ol/vmpV1G7UcXDj8a66WKhB3aMKlFyVkd1bgkgn+dbVj8sg5/8Ar15eusagv3buUfjUq+INWX7t/MPxr0IZrSjvFnLLBTfVH0X4a8ST6bGYVkCqfUZFeZfGfUH1HUNNlk27gJQdv1WsbwVq82reIYdP1XXL61inO1Z454o1jPUljJxjGeOpOB3rB8T3GoNrd1ZX0125tJ5IkS7x5iANjDY4zwM4JHpXNisZQqxlyRab/wAzShhqlOS5nojFoooryjuF7UqKWOBTacjshyrEH2qk1fUTLyWxCA4GfrVq3jbzF3YwRmsv7VN/z0ahbudSCJWGBjrXVHEQi72MpU5NHZW4Axita2AxXng1O9XpcyD8alGt6kvS8lH416EM0pR+yzjlgpvqj1vT5VjKkMQQc11ba3M+n7DK4wMAhuor59XxDq4Py38+frXW+IrLxT4a8OaPqF5qV6s98ZPNgKEC3ACFAxx95lbOO3TrnG083w87Xi9PQhYCotmjz6iiivnT1QooooAKKKKACiiigAq9pGq3OianFqFps8+IMF3ruHzKVPH0JoooAo0UUUAFFFFABRRRQAUUUUAFKDgg4zRRQB0HiDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrXPUUUAFFFFABRRRQAUUUUAFFFFAGto2vNoyTRnTdNv4pWVzHe2/mBWXOCCCCOpyM4PcGqepahdatqVzqF7KZbm4kMkj4xlicngdB7UUUAVaKKKACiiigAooooAKKKKAAHByK19Q8T6xqmj22l3t9NPbW8ryoJJGYlmCjkk8428emT60UUAf/2Q==", 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", 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", "info": {"video_id": "93389", "label": "taking box from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f21074d5102ad9ebcba04f6776b7734d4ba374bb117b075cd64bfda3c78d49dc"} +{"episode": 65876, "episode_seed": 2638030774, "split": "train", "timestamp": "2025-10-13T03:33:20.552717", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2638030774, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend a comb so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93530", "label": "trying to bend a comb so nothing happens", "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": "93530", "label": "trying to bend a comb so nothing happens", "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": "67a2ead472d3b9daadb5f70ee1a69b46b0805f4f05705ed6d2bcef1362024e0c"} +{"episode": 65877, "episode_seed": 803549770, "split": "train", "timestamp": "2025-10-13T03:33:22.545411", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 803549770, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging lan cable into router 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "97723", "label": "plugging lan cable into router but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "97723", "label": "plugging lan cable into router but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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M8iKzrGCoRTuJyR1yBgD+VdfdR3NvBLDqLG6spVKtKI8Mmf7wHUe46VjKpaVjpp0/c1PL3kaRgvJJPSuvs9I1jR9Nby7OJbqV1dZGP7xNvPH+eppfCmgPFMmp3sWNvzQRsOc/3iP5Cu3gcSTb3XcenSuWpWalaJpTopq8jIsfKvLWMi4WC46OJo97qe+Mn+lZl7exRwrYo3nXMsrhzGo+RQTyAONx9T0zmtvVE0xJAn2K3mvZAdisv3R3ZvRR+tc5qNld6PAJ7JI5be5O10b5GJHPHoD6e1bUvfkubqRVXJF8vQ5HXrQ6fIIQIzDI3moUyQOoIyeuO5rKBwK0dbup75UlchQh2mEZ+T65rJVJJBwDgV2Sik7I44ybV2SGQDvSLNlgACTUsWnu/LcCtnTNHeZx5UW7/bbhf/r1LSjrJ2KTctIq56J4Zjtn0O1FuJEAXBVj/F3/AFrWuYHkiaMx7lYYPNZGjWxsrRIQxY8kt0ye9bqSHjIry61uZuJ6lO/KlI898WtLALVJ+J8vuHqOMH8a5RpnbvXa/EhgTppxz+8Gcf7tcjpum3eqT+VaxF+fmc8Kv1NdcJuUVKRwypcs3GIlhYXGp3Pk26FmxknsBXoOjS6fbacllcGSwlX7y+ZtDH1zV7QdIg0e3WFFEkpO6SXHLH/CreqTWNogMlpFNcSnbFEVGXP+A7ms/aSlKy2N/ZKMbvc5y4vofINlY5uLiWV1MineUjBzwTwDjjP41xmu6edMyU8pre5zjYDhTnOMnqR69663UbK9063e/tHidbkhJ0I2Bu/y+g7fhXG61d3N9EPOAjMR5gGePeu6lCDg5I46spqaizKUgKKC49ahUO5woJNTR2ckh5BpcrYm7CefjpzXqHgmG2bRQ0RZZi+ZQQOvb8MVwdhpRll2pGZW7gdB9TXoPh+zfT4SGI3uQSF6D2rKvyqDTepth+bnTtodBcJvt3ikjLoy4IxnIrzS6mLnOeleoJISvPpXkd1Oozg9+a58P1NsT0Ay4GSage6J4FV3kLH1rY0vwtf6mwZmjtoeu+U8n6L1NdDaRzKLexmxRy3D7Y0d2wWIUEnA78V0Nrp8Lwh1jZbIr5YlON8j4+YqPXtnoB7mtSC3tLUvpmmqZIgQt1cn70z/APPNT6f3sdOlZ+t6fc6ZcJ9hujHHKpIjcDaG7gelXRtKSTCpFxg2jk9ctfsF4bZZTJESJFyRn8feqAcAVPqKl5jIS5k6OH65qtFbySkgDoM1rOPvWSMov3bsUzU+F3eRQq55qaOw5G/qe3et7TdDmlIOwRL/AHmGT+A/xpNRjrJlLml8KPQtG8iXTrd7dTGmwbU3cL7VneKJXg+zAjGd2Dnr0q5pkH2W3jhTO1B3rH8bXGxLHP8At/0rhVvaXR2zv7KzMWS9yOTVGXUDyFqhLcMx60trFLeXMcEKM8rnCqB1rouchcsYl1HUI4p7kQRMfmlboo/xrrsWulWc4inUhJfLgjjKqHJA+dmOT9ee1adppOl6LoJ+2FSsY8yaU9z/AJ4Arnru2kst+q2+nqYm48nALQZ6Hn+LH5E1MHzPU2cXBdzlNVhktZ2nIaSGbPz8gMx649O1ZSHCitrWtRlvrUwxxvFGjZdHPzZ+lc+pY8CuqpBRlaJyQk5K7JzJjvQs3zAAEn0pYbOSXqK2dM0eSZx5MYY93P3R/jU8ltZaIu7btHVnoXh6OAaVatbEKoTBG3DZ75Pc5rTvR59q0bOVOQyt6MOQaztGtzZWiQglsck46mttTuAyB+VcFS3NeJ6EE+VKRwN14qgDHy7pD7hqSHxkYY3b7SjtjhSRye1ed0VqsPA5/rEj02y1/TjMzTXkJZ2DTyu43TN/RR2FamqaxpGp6e0C6raI4w0bNIMBh0/wrx6imqKTumS6zas0dZqV5pd3CRIRHeJwWRgyt+I61Wsza4ZDPDGrjaGdwTnIOcVzlFdTqSZzxpxR3tlbaOmHm1K0dgf45Rx+HSujtr3RIwP+JpZLj/psteP0VySoKTu2zpVZxVkj3GPWNDX/AJi1j/3/AFqYa9oYH/IXsf8Av8v+NeEVu+EdEtPEOuDT7u8e2DQyvGUj3l3VCwX2HHX2pPDxfUpYiS6HoOu3vhvUZLaS4vrWbyd21RMMc46gdelUZPEWmW8Iitrm3RB0VCAP0ry80U1h4rqL6w+x6OviuONwyXiYHqwpLTxJaz3BnurmESyD53dhkL2Qeg9fU15zRVexiL28j2O71vRtR0+S2fUrVA64U+YPlPY1xWo3enXEJiuJI1uoxgSxNuVx9RXI0VtSbpppdTGrao02bdo1skiOskfykEl2A6e3eti0t9MbDzahb4PIUyAAD6VxlFKbcla9hwtF3tc9WtLjRIVUDUbJQO3mgVqR6xoqDH9q2X/f4V4rRWPsF3Nvby7HuI13Rtp/4m1l0/57LXk0OL24EXnwxgnJeV9qgVp654e0a08M2+raXf3kwa5Nrm5gEa3JCbneIZztU4U7h/EPcDlKqFJRvYmdVztc9AtE0DS4gyX1vPcgcyFxx9B2qrfa/EYJRFcKWIwCG5571xNFCppO4vaPZHTRajHC6CO5VVQYUB+lWLm+ivoBHLepleUJfoa5Giq5eoud7G1KBIR5j27MON6yrzViFbeJfMN3bgjjYr888da52itOeV73M1GK6Hotimi25B/tCzz3JlGa3IL/AERMH+1LIf8AbYV49RWDpJu7ZuqzWiR7aus6Iv8AzFbP/v8ACuV8c6nYXIsfst7BPt37vLkDY+7jNc54N0vSNZ8QQ6dq9xNbQznas6SxxrGepLGTjGM8dScDvWZrFidN1q+sTHPF9nneLZcACRcMRhsEjPrgkUKkk7ilVclYvWUMV5IQ93bwIOryuB+Q710Fve6ZoqsbC7ieUjBlLgsf8BXCUVbjchSsdlc+J5rydHmuI3jgYGONsbS394jvjtVr/hKhJYtaSyQlHUhvm6571wdFHKivaM2pp4ZnKTzLuUYWVTnI96bbRWxbb5sRP95nCgVj0Vr7RmPIjuLGHSZf3k99bAk/cMoAB+neuktbvRIVXGp2YxxjzhXkdFYzhzu7ZtCpyKyR7XHrGip/zFrL/v8ACrC6/ovfV7P/AL/LXhgGTiup8R+Cb3w14d0fUbwSrPfGTzYWiIFuAEKBj/eZWzjt065xLpJl+3l2OWooorUwCiiigAooooAKKKKACr2karc6JqcWoWmzz4gwXeu4fMpU8fQmiigCjRRRQAUUUUAFFFFABRRRQAUoOCDjNFFAHQeIPFsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tc9RRQAUUUUAFFFFABRRRQAUUUUAa2ja82jJNGdN02/ilZXMd7b+YFZc4IIII6nIzg9wap6lqF1q2pXOoXsplubiQySPjGWJyeB0HtRRQBVooooAKKKKACiiigAooooAAcHIrX1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRQB//Z", 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", "info": {"video_id": "97723", "label": "plugging lan cable into router but pulling it right out as you remove your hand", "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": "b2d0bf56a39dd523a8361b496a820657a55b2e5e1cd0b6d221651b6b52d88b70"} +{"episode": 65878, "episode_seed": 3589788510, "split": "train", "timestamp": "2025-10-13T03:33:24.298619", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3589788510, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing tooth brush on top of water purifier'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "141170", "label": "showing tooth brush on top of water purifier", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "141170", "label": "showing tooth brush on top of water purifier", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "141170", "label": "showing tooth brush on top of water purifier", "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": "927e74d002e3815213ba5d2239187aeacf8d7749bd77809c3745cd955d122c0c"} +{"episode": 65879, "episode_seed": 3905312621, "split": "train", "timestamp": "2025-10-13T03:33:25.507603", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3905312621, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking bottle so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "98676", "label": "poking bottle so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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3zROrjciDp7ZNVtSsTFa2b7ot7xyJgJt6H1zmuZs/H9omqRkC98qQ7JHJRcZ4zgCuoutJkm0iBgtujCRhkAs3IH8RPvSqUKtJfvFa462JpVa16bvY5+70t2V2Pkg9R8hb9Sa8/wBMGphIWmuiCjHaoQADP613/wDZ8s8W5o4Rx1kd3P8AOuNZpUdbZUZ5FcZCDJC5zXBXlJWUT1ZqMlrsOuZbqLTynluWiDOCZmIPHTA+lLCuqabcwpqunoqsFYXMEjyKR6kA5FXbTUIZZWXO1gMAONpP4Gt3UVsnuY1M/kzyxIy5UFTwOcryp+ta4SrzXVRfocldypRj7J9/MsW9rFdRXckMttIjMrBlD+p5+9Triyu47uTa4zu+6kjIBkZ75Fc9IPOUhZCjYyJU4JP8m/GtnSbLW9U2yS20by/cR4A8IZR0Y9ge3pXROCtdMzwVRRm+bTQ1LbT7prG581k/hOWldu/4etPuLa2gfUDLdwxHy1JKhUPbucnvXE/ECPV9Ov7bTZnmiV4hMVWZmD8kDPTpg1ycXh7WdRZvs+n3lwe+2Jmx9a76GX89NTnK1zjxWOgsS+TXY7W81TQ7eU51HzCchsTs2fxBrTt9c0y8muYdMeGX/Qyrs0mwD5ffk9K4KL4d+KZcY0eZAf8Anoyr/M1f0TRdR8KeMrCHUoUU3EUg2K4cFSpHbvkCnPAUYxfLUu7eQ62OnXaTjYvieGRWY2IkkB5dQpHT1NUHnt2lZZIxFtjc4DAk5A/u/StS8Ni9ysr24O5OhGeQf/r1lzzWb3EmMwKsLYCHbnp6V5L3PYfN9Wv5Ghp00GYMW8rD7Medh68+tEF3GuALT0+8yD+tQWkmnReVLKjOq253MwYgde54qO1vtObHlW0bntgJ/jVcreyMcHOyd2dbYX6LFZ/6NGB5xyDMg7j3qSa6gNsqSWy5Ez42yIx9uAfSoLK8iWzt2S1Rds5zuZF9OauXF5ayW8pKWrNHLjYsyMSp46fWnZ2Moz/2nfqLZXFul5blbSUHev3lC9/c1dk1UJGqxwwLtu8YaUE9PRQfSs+CbTbIpPcWYiVXG53RQo59ScVXvvHWjW0UywPGxE+5VQ54554FVTpzn8KuVmNRKS5mP1e8v21CWREfKuclYMLjv94gmmRreXOlTq/mbfMVgZGUDoey8n865vWPiHDcXczW8chRmJBCAE/ixP8AKq2jeK5NQnbS3jkC3JHl7psDcOzEAcGtvqVdLmcdBVsXQlRUFLXQ39WspINSuYoih3OG+VjH1X2zWNHpk5vYOYhlucs7f1rY13TZ4pluEWJcxxkiBmUngDlj9axzYz+YkjRpjeP9ZO7965Zbm2FfNQaPULrwXotpdF7GyaxK4bMErKCfUA8VdjjvIrVkW8klUnOJcrk/7y/4VWsvFqalrI+zSSraEBdp/j/2gD0+la/lRSOXW4O8kn50Ix+IzXoxxLqK0ndL5ny9XDunNTWjZVsdRQXqW1/pV5GZDtEySGWMfUg5H4iutCQiVsIM7RnjtWJbKBdMm9WJjIypz2rZH/Hy/wD1zFY1uW/uqx6GHnOpT/eO7TJ2hjfbujBwOOOleTeIYrvV/FN7HBBLIIW8tUXLYA4z+J5r1tpEU4LAHHc15xPfT6Z8Q5ssyQ3DZJX+NCOP1FdmWTcJTmlqoux52fKToQjdqPMrmZB4H1mcZa3EQ/6aMB+lB8DakJAqxeYfVen5mvUrS5jmgDBv4mXnqcE0r30C5yx/KtP7YxDeiRzQ4fw9SKcZy19P8jzvwjbvpfiy4spflkWLDrnPO5T2+tdbqPyxSsCR5c4/XcKzrPSXXxHqOtSFQk0gSFQecYBJP5CtPUFP2PVP+Akfg2a5cdWVWopreyv6nr5RhpYWCpyW0nvva+hwviDRLHW9VtTf2iXccMExWJ84LEpzkcg8frWBD4e0+xmWS3gkt+cgJKwI56YbPtWx4j8QW2h31rJcCQrNBKF2HBLfLgZHTr+lVdG1p9S0uRby4uGyfvKynjrg5rlpYiUfcT+R6GY0Oaq5NaKxFdW9xKWe3vJlk77/AJlP1x/hWj4dW7eK+GpRR+UsahJYp2IY55BU8jjmk+z2pPy3DqM/xRZ/UGrWnsv9mXgHBAHX3rSU046pHJDmvy8zs+h08UVgPN/cKW+zLj5eTwK5jxjHNo/hV7iBLiFppFiRvMIxnnOM+gIrstFubKCFnmdFk2pyw5wFFYfxNvbe58HSC3lSV0lSTC8kKM5P60sKoyrwUtro3ryqUsPONJHkNvo+p6kw8q1ubhz32lj+dWpfBurxDM9o8eezEZ/LrXongrxBJe6fYi6nLAFojH0XAVsZA+grq59YtLRVKGJSf7qjPU16ss3cZyhGPwtr7j5mhg5Vo83NZ+n/AATwi68MX9jYNeXFpPFACB5jRkLk9OTXodndyTeG7KQytn5D1/2BVrxzqP8Abvhn+zbENLcyTR4zwBhupNUY7X7FobWgOTBKqZ+gI/pXJjsX9YpRb3u/uPay3BzoVJc12mlujIvpJIpLiEyN8kjDGfeuZj05LydpZCGyBg56j1rptd+XVrsdN21vzFcobw20e2NST1UDgZ718/iHqj6apZ04MZqey10ycByAp2xjqNx4yP8APaoNFt5xd2jwzSSPI6p8zZYHtz+FV1tr7WZlWTaiRkkIDnn1PvXUeF9OaTXoRt2raqZHHv0X9T+lZ023JRTOWo7QbLs0pEzRXkSPKo+b+Fx9SOPzzXpem+MdHWxt0LMhVFRiUOAQBmuF1ACLxZYAwqRNG4D7B1APfGeB+hqfUIY1hBjRVy3O0YycV6004q552EhGtVVOWhk/FTxGD4m02/01gwitmUOUB+bJz168EV0HhzVUaKdicboU3Y9cvmsZrC01TTJkvIFlEbKVzwVOcHBFWPsNtbSTxwwhVNsG6nrgf4mnWrKpTpq2sbixGUWxalGWn+aOgudYgW5YF8DJ71xfiG4GrfETSTBylvbszsOgJLYFQToN4OB9TV+2240s9MMy/qP8ainWcG2uz/E762V+ySk5X1MG/wCLC2l7+a6H8QCK5+Yn7SCJGTIKZU4610WqKF0VSP4bo/8AoIFcpeu3moyb85JAUZ5965ql7aHdFp4dpm7pNjFe6lb2125ngLKhjkJYEZziujfw7DC7ywaRDEFJ4WAYAA65NcVYap/ZN9b3su+SNXDMhAyT3ArptF1ttQa5kkghKyfMsZz8nbA5rTC1pxVubc8jFUk3dLRF0COQ7DFEVxyPLGD9KuaR4UhuLv7TDpKmXbmKXBVRng98Hg1El0vmBBZ2+eMKIi39a7iw8SCy02NGspVEMXzHyyq49s12OrOzV3Y5IRtJOK1PNfiLoVzZXuk6fFApa4Usqxg/M2QoH+fWsiL4beJZly2nmIf9NGAP5da3/ilrjaq2m3tn5iLa7lLdME4II/KtXwx4gQRmR5CC9uu9i2STu/wNdscZ9Ww9P2aTu2ceLjWeJ5aqd2cgPhd4gb/l3jHu8gX+dU7/AML33hLVtKa8eHfNMCnlPu24YZzx716de+IoknICuR34PtXK+JWk8VarYTIPLgsUeVyx5PQgD8qUcynOVp2tr+R0Ry+pZSSZPqTyzJgSMSbQEZPoM/0rmp7uU7GMjYBB610xAa5suOGtip9+GFcY5PkqO44rxmfT4NK0kepeFYDNeaekigtvByPTv+ldjrEa2V3bCOQRxynbtKFucjknPA5rD0NE0jUo5HjeRfLIQLjIPA7+2a3tWS01mG1lnE8P2efPylct0JXr0PHNXgJRS956HzWYU6k4/u1rpY1o9NSJlkV2JAxg4qYNi8l9o1qE6tbZUM23d0yw/wAacbq0E87eapIAVsHPpWzu9y4pUtNguz+9Uf7IquthZ3k/mz20UskSnYzrkr9KuTXNqrrv5bA/gJ4p8UtuWKxDLEcgDHH401NpWR2ScZUuVq6GxqqPAFUKORgDFUpYZHLBY2PPpV37VEqxMRwxwORxUVzqRido1VAwOPmbP6DNSronD1NbQIkglSzdSoDFwRz7U68gMiXyBh88YIqq1zNIkrCaQ9DlIDtHPOM9etec3OsaxdeO9Q04a5qFpBtfylVVPITIXGOOh5oZFWclWMf4jQmPUNHX5ZOJTgjjHy1q+BtPgmsbx3iyvmqF5Ixxz0ribea/16fzL26nmeFcoZmBxu6/yFd14Y1m107Ro4DBM0gLPIQBjOfr9K4lKKxDu7WOvEc1Slortk+n2yS67c2c1w8vlZ42bc8jodx6Z9Oa2LyzhsdOuXi3Dcozk571l201jFrt3qkUc3mzJtZWcbFPGSPrgVoS6hBf2UgkZI03BSPMGT3/AKV3ylH7J51OlWh7011/AsFtsJH92AfyFZ0qpNEySKGRhhlPQg9a1Wn04faf3seEhVT8/sKpLNpzpgSxgg8/NXO0z3cDXjyNPuS6foOm2DwxW1qqBoGYZJPzYPPNNuAn9n2xVQDlx0961La5tjcWheOQgxFVO04bgjj86gmv7JNLj8uFy0chBATpkeppyvLV9Tjw9anTr2iras59Y5PtCkRsRuB6e9Xri3lkh1EqvCyhhk+5qpdas0qMI/JiHTMkmT+QrI8Va3e2+gXbWt6IpC0ZHlRncRkHknp1qUjbMK0nysXxNZzJqjudoBjVuvtXDxxmbAB5zV/xPf3LaFbanb+INSnzN9kzcQKgnwm5njxztUkKd3qPcClpZ3HJrjxitYdKq5wSfQ6TRrJIVBIBJPJqO/lt7PV5CzFNyLlgSB37irts4jt8k44rItr6W+1PylhmK+dnzFjDZx6ZrmoRcp6FSsldm3pwnngmmW5lCZXZukJxkkd/YVcuYZvtq2rTlk8sOcrzmsiM3TRS/NfkNP1yidmPX8adfxTPq8rmGUhcKC9zgjj2r1krKxyYWfNW5rGza2rx2l6m4HlSD071c+wSS3B+dQWsx05/h/8ArVkWVvcyR3KvJjEJZQ8pYjH0xVpbS5aaycXIy6lDgvzzjrn3osPFV5qqZ89jbRJmabGOfmYAVHbXumh7cmRNsUxxjJzytQS6Y0bsxkiDo23Bjzz9WPNO+ySJC7/bZdyMrZwoxkEcccc4qTrxc5TpXuQ6lcafJo92oAVo7ncFKMMg8Vx0l5ah8gbcFjkrj0rZt5IL7xnfaVd63e2trczjZIlzEoUcHLGTjGM9OScCuH1e1uE1q80+V7kmCd49lyRvXBx8wHGcdccVNWKcGctCq1DlFkuGv75Sn+oj6HHDHvXp/wAO7XZbXt3jCuyxL+HJ/mK5Kw02H+zWTaBtXrW3oXidrbS4rSHyIUiX5jtJLMep5rno1IqV30CtTnKNluzdQxJ47NsLdNxjMu7ZyCV+/n9K6m8cHT7gH/nk3X6VzFtrUM/2B57sGaUfvCqkZGenA6damn1K3k0aR1SZmeUAHy26depr0ZTTWiOCjSaqqLfUq2qRy3UCSKroxAKsMg81ozRxx2l6ERUCTjAUAf3hUEV9avNAxhlVwwIUxEE1elu7ZYr4SW7A71Y5X3Pv71kevja65k7GZq2XvpQATkA8fSqllDKrTExNgwuP0rU1XWIFlWWGBgrxqQWZVHT61j/2nJLcJia2TdkbF3OeQRzjpUnR7dyw+i6F+O0naTTztHKOvJHbd/jXFS2kwnKMAPmPetbXdavYdJtLm2vSsiT7QYYDhc8/eNYXijS9c0LStM1K8vboT3zymSLycCDAUoGOPvMGzjt9QadrnBhsS4t3PX9au5bR7ExYBZiDke1WJZ92k20zxo7vKdxYHtx60UVlg9/kY1d4+v6EtjdF7qPEUK/MB8sY9feumTe8tyDIw+ZeVAB6/SiivQRyY7eJekgL4JnmxgcBsCpYLeJGDBctjqxJI/Oiioex0R/hoaFVYFCooAboB7VJMQm8gDpnp1ooqTGjuQvIVjOAPuN/KvAPEesXWn+N7y9gEfmrPJjcuRyuOn0JoopirfGil4VkLy3OQPlVMfrU2m3076rJakjyzcbeOuCaKK8mr/Hl8j1qX8NGiWSOSbEEZ+dh82T/AFrStLsppsm2CAfvB/yzH900UV6SM8T/AAjaS7mEV4VZVzjgIuB09qlt7f7QuZZZCM9AQB+goookRgvgfqb0Fla7dN/cKeSOST/EKZLZWv2G8P2eMFZsj5fc0UUdDkX+8fP9TNaKNWDLGoIGBgVhePML4aQgffMYb3+9/gKKKjqd2M+Fep5vr3iN9btLeKXTbC3MMapG9ujqVRc4QAsQBznp15rT0ZQQv0oorkxvQWG+E6KQ7bQkddpqhoUzR3VuQBzzz9KKKzwnxM2qfDL0JBq08VmAqR83HcH+6PeqN7rt4b6f/Vj95j7tFFeizjwPxv0NbS55rmzu55Jn3iIgbTtA/Ko2uJUuLJBI52k4JkbP3vrRRQicX/EMm/dmZ2Zmf5mOHJYfkabDOjaXesbaDd5I5IJ7+5ooqDurfwX6HL3fiBtL1O9Q6Zpl5DMEcxXdtvUMg+UjBBHU5GcHuDWZDqFzquq3V/eP5lzcP5sr4xlj147fSiiprfw2cdDc6oSNFpjMvXbimsoCQgKoIOQdooorhobnctzsbWGRpLD/AEucfuuxA7N7VPcWStpFurT3DKZeQZD/AHaKK9LoebS/jr1G29lCI0Lb3AYcPIxH5ZrZe2thc6ji2iH7rP3B6LRRTRvjt4/Mq3tvAkdk6wxhmjIJ2DsaqxqEmQqAPnB/Wiioe504f+AvmYnjD93oFwqkgRXcZQZ6HJH8hXB6v4g1PUbCHTru7mlt7eZ5UDyMxLNjrk8428emT60UVaPPpbn/2Q==", 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", "info": {"video_id": "98676", "label": "poking bottle so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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9smq2pWJitbN90W945EwE29D65zXM2fj+0TVIyBe+VIdkjkouM8ZwBXUXWkyTaRAwW3RhIwyAWbkD+In3pVKFWkv3itcdbE0qta9N3sc/d6W7h2byQev3C36k1xdrJarJHtDyH7K3CqTzXZnT5J4dzRwjCnmR3c/zri4DZGVAZZJP9G/vs3b2rA7cXL3VY0pp4VgtSLWQ/uzyQB39zV/S71BfQ/6Ig+fvIg/rWLPeaXElrEYVEgj5V1APXg81qaPeWpvYSlmu3eMEBAP50+V72NKc17G1+jN+2vkMduzW0Z23B3fvk6YH/wBaq6T2rSORayE5OdgDjr6g1PBqEUUREkVsoE/8c6DIxz/KmSfZHvJVNokyKxAaLa+QeR0oaMsBP3mkzStNQihtYGW1C4uRgu6rjp71HPqU8lhdLGkePtH/ACzRpT3+gqrJ4h0TS7YRuIYZkmB2HarAY9BkisjUfiNp6x3kcAL7pQyYUkEZP0raFCpNe7Fswq1oRxN5PqSx3GoeaqbZwVYFQFjU4z3JJq3qVhI8WpTSFMpKj/ON7feOecgDr2rhLjxzLJIHijl3A8ZKqPywf511umzHxJpt3fLFHiWPnz3ZyrKRkADAFOeFq0o801ZBi8RSqySpu9jKurK4mJJ2YyeTM57+gxWTeW2o232A28qR5eTcVQk9v7xNakllciR4SrNtPU3DKvIzwBVdreS0j8xxGAjnO1mPUDrmuKq3GLaPQdpwixLM3cPlN5jzLExOA+wjPJ6CojBrNxcytY2cU6Qx+ZLFJcOrcsehJAOMdPepYLwwJJJLHKqyN8hKHBHA6102mS21zaXe5g0fkhsoVyAGHIzxWeHqy9olNXRhNKFOUqe5naPPFdWUkMqpbXG9W8mdXz07Hdgj6V0t1pso+0tG0S/OhJG/IPTP3q56VrfaslvOs0UmcJ5ZBBHqp4/I022GordeXY+XLHcYWWKZC+1e5VhyCPQ5Feg4QlrF2/rucMKkvaqU+5uR2d82F3EqOu64bH5Yz+tal7p2FvTNJCPuN8ylz1Hdj7+lUpNG1m30a7vltpEjghaTmdhnaM5wRXkbrqWpO8rvc3Ducscs2a3wmDddOTdkis0xdOHKk7vU9T12XSreb/SdSQL5afIJgo6f3VrFtPEPh+GG6827EjmPau5mbcc+/FcengfxLcnMei3vPd49v88VYb4c+Jo7aW5lsFijiQu2+ZM4AyeAa6v7PoL4qv5GDzGcqXs1E63Wb5JfsMjwwvG1uoCpIHY4PHFZFxPFEQwsAgUg/MUX+tW9JuIbnwfp8M8YZxHLEGwOzHH6Gqcs1hHbZS1QsV67BXlVock3Hsenl/NKlseo3XgvRbS6L2Nk1iVw2YJWUE+oB4q7HHeRWrIt5JKpOcS5XJ/3l/wqtZeLU1LWR9mklW0IC7T/AB/7QB6fStfyopHLrcHeST86EY/EZrujiXUVpO6XzPmKuHdOamtGyrY6igvUtr/SryMyHaJkkMsY+pByPxFdaEhErYQZ2jPHasS2UC6ZN6sTGRlTntWyP+Pl/wDrmKxrct/dVj0MPOdSn+8d2mTtDG+3dGDgccdK8m8QxXer+Kb2OCCWQQt5aouWwBxn8TzXrbSIpwWAOO5rzie+n0z4hzZZkhuGySv8aEcfqK7Msm4SnNLVRdjzs+UnQhG7UeZXMyDwPrM4y1uIh/00YD9KD4G1ISBVi8w+q9PzNepWlzHNAGDfxMvPU4JpXvoFzlj+Vaf2xiG9Ejmhw/h6kU4zlr6f5HnfhG3fS/FlxZS/LIsWHXOedynt9a63UflilYEjy5x+u4VnWekuviPUdakKhJpAkKg84wCSfyFaeoKfseqf8BI/Bs1y46sqtRTW9lf1PXyjDSwsFTktpPfe19DhfEGiWOt6ram/tEu44YJisT5wWJTnI5B4/WsCHw9p9jMslvBJb85ASVgRz0w2fatjxH4gttDvrWS4EhWaCULsOCW+XAyOnX9Kq6NrT6lpci3lxcNk/eVlPHXBzXLSxEo+4n8j0Mxoc1Vya0ViK6t7iUs9veTLJ33/ADKfrj/CtHw6t28V8NSij8pY1CSxTsQxzyCp5HHNJ9ntSfluHUZ/iiz+oNWtPZf7MvAOCAOvvWkppx1SOSHNfl5nZ9Dp4orAeb+4Ut9mXHy8ngVzHjGObR/Cr3ECXELTSLEjeYRjPOcZ9ARXZaLc2UELPM6LJtTlhzgKKw/ibe29z4OkFvKkrpKkmF5IUZyf1pYVRlXgpbXRvXlUpYecaSPIbfR9T1Jh5Vrc3DnvtLH86tS+DdXiGZ7R489mIz+XWvRPBXiCS90+xF1OWALRGPouArYyB9BXVz6xaWiqUMSk/wB1Rnqa9WWbuM5QjH4W19x8zQwcq0ebms/T/gnhF14Yv7Gwa8uLSeKAEDzGjIXJ6cmvQ7O7km8N2UhlbPyHr/sCrXjnUf7d8M/2bYhpbmSaPGeAMN1JqjHa/YtDa0ByYJVTP0BH9K5Mdi/rFKLe939x7WW4OdCpLmu00t0ZF9JJFJcQmRvkdlxmvP7ZXKZW4lG0eXjeenSu/wBe+XVrwdN2H/SvM7ZpDuUNKB94EqOW/wAK8Oq5dGfS1VF04XXQ7jTPD9ldaSs506G6uHkKtMY9zKBjHWrJsl04mM2kUWRkDyQCfwrmbTxOy2EWmIiiZJSzTHpjj5R+XNdabxHUSfZLbJUEkgnr+NdtCvPlUbs8SvSSk5WKzaXBqWEayjnkIJAWLn9K6a08H+RpjtBp8UEMMDPHG2Sc43H3HOfzqPw7qQtbw3AsQybSuYoGyc+/PpXRXfjKCKF4ZYJEdosAbccEEfhWsqkpJKT0FQVSMn7Fas8J0vwvrOvJJc2VjJMm8h5BwAeuCT9a1v8AhWHiIn5rRQfTeDVfw1fz2F/e2Ny7bQrfuy3G7kZx+VeqHxDCbNWLEkRpnAzjpXpYjMp0qrpwSskjyaVKdSpKEr3R5unwr10hmcWsSqMkvMP5DNP8Fzsui30SSMqjfgA+yGuzfxUscEirE5dl4z+lcp4e0mTSbOSKdlaWe3eUhTkDI4Gf+A1yVsa61GUZvXS36nq4fBTpVFKSdvMiv5pYpkIkOJIg2QeuCRVCJnuY54S5bcckE9RVzV+LfTm/2ZEJ/wCBZrNs2Cyu/wDEpBU141d2gz6FWeHNI6dFZqkiHD5GMGsS7UXGtSwLO6qoCNtOAzdTkd+cflVm81G7YqlrGoHOHc8L+Hei00qSzhNxNlt/Jc9QfeuRSt1OXyOg0Y3kOjvK+DAkhVy4BTIwOh/Dn9a6zwhrWn6VfzPcRbBLGFXbkgnIPTt+dV9N05oPCSwPGGlkiaVkZc5ZhkDB/CotBMVzodrI0Kd8ZTHIY84xxXr04P2aZ5FSadVo7nVPFml3Gg6hFDJmZ7eREQr1YqQOK8Y8J63N5E9nLt8qGJjGNo4J3Hr9a6aQmO6P+8R+OafJoOlxXOoSx2iKxVWOCQMkrnj8TVqt+4nSa3t+ZvmeUKcYunLfuddc6rEIiWbngfzrH1PXraPQdQO4Fvs78ZzztIrE1GNMQ4XG6FWPuapaYANRiBA53KfyrFTs0dMcqbpc7l07GfoFs9vomjJMCC7uWB7Zbp+orGucqrxn+Bin5GurUDydO56Tkfqprk9QO28uk9ZWP60VpupNzfU7MAlBcq7HpvhWAzXmnpIoLbwcj07/AKV2OsRrZXdsI5BHHKdu0oW5yOSc8DmsPQ0TSNSjkeN5F8shAuMg8Dv7Zre1ZLTWYbWWcTw/Z58/KVy3QlevQ8c0YCUUveeh89mFOpOP7ta6WNaPTUiZZFdiQMYOKmDYvJfaNahOrW2VDNt3dMsP8acbq0E87eapIAVsHPpWzu9y4pUtNguz+9Uf7IquthZ3k/mz20UskSnYzrkr9KuTXNqrrv5bA/gJ4p8UtuWKxDLEcgDHH401NpWR2ScZUuVq6GxqqPAFUKORgDFUpYZHLBY2PPpV37VEqxMRwxwORxUVzqRido1VAwOPmbP6DNSronD1NbQIkglSzdSoDFwRz7U68gMiXyBh88YIqq1zNIkrCaQ9DlIDtHPOM9etec3OsaxdeO9Q04a5qFpBtfylVVPITIXGOOh5oZFWclWMf4jQmPUNHX5ZOJTgjjHy1q+BtPgmsbx3iyvmqF5Ixxz0ribea/16fzL26nmeFcoZmBxu6/yFd14Y1m107Ro4DBM0gLPIQBjOfr9K4lKKxDu7WOvEc1Slortk+n2yS67c2c1w8vlZ42bc8jodx6Z9Oa2LyzhsdOuXi3Dcozk571l201jFrt3qkUc3mzJtZWcbFPGSPrgVoS6hBf2UgkZI03BSPMGT3/pXfKUfsnnU6VaHvTXX8CwW2wkf3YB/IVnSqk0TJIoZGGGU9CD1rVafTh9p/ex4SFVPz+wqks2nOmBLGCDz81c7TPdwNePI0+5Lp+g6bYPDFbWqoGgZhkk/Ng88024Cf2fbFVAOXHT3rUtrm2NxaF45CDEVU7ThuCOPzqCa/sk0uPy4XLRyEEBOmR6mnK8tX1OPD1qdOvaKtqzn1jk+0KRGxG4Hp71euLeWSHUSq8LKGGT7mql1qzSowj8mIdMySZP5CsjxVrd7b6Bdta3oikLRkeVGdxGQeSenWpSNswrSfKxfE1nMmpyOdoBjVuvtXlWoalHDbBYeZTnao65rrPE9/ctoVtqdv4g1KcmX7Jm4gVBPhNzPHjnapwp3eo9wOJ0SxEl2Z5RuJ45rDEJKzZMKrqQUexY0azkmlhgxulmkCj6k17B4iSOLw/MWjDrboCARkLjA3Y9hXnyXEWha1b3Sxxs2w7A+cK3TPHtmuptPEr3V4kVxcxCFkYuqp146d6rDVIrV9TmxVGc1psje8MyKdCtZFjWMOm7aq7QeT82PfrVTXiDqKcjmIfzNQWeq2skVuvmySF5CMKrHA4GMenNNfUbf+07rNvMU3YB8k4GK6ZyT2Hlq5KnM+iHwQwnTVnMUZlMwBfaM9PWrF4Qramo6blP/AI8T/Wmw3NsdOYJC7RibOdhABIq3LqNmJr9Ft3LyIHUKoyeh9ag6KmIjGvt1OYlikdwVjY574rShglkntkCEZtShyfZqqz6zuJRFgj75lmHH4CmWmpyrLbf6XCMsV3CFyTz2Hf71Sjpx1ZuCaXUoazZznTLF9o+846j1rDjjaPaWI+f+lW9PvP7V8Qf2Nqer3ltatcFIpFMcKxnuWMnAGAeOpOB3rFhNzBrWoWNw91/os7RKlyqh1AYjDbeM9M449KyxC/dswoYhyp8jOhsbESzKzcrnoa6S9gj/ALFn3DgIe1ZemdVqxrOofZoY1RWkLOPkUZJrzI3ckaEcF4JgsdtPKsvosjDbgd66NreeJLpluXHkp8o6jOB6/jXOQm5ksonAvIzLMSRHEo9u/J61oSi4ey1Albxi77fnmCj7x9PpXr0ouMdWcFSalWUbdbE/2WSWGOcyZdiGIxgVsS2zyXF6AygGAd/92uYt4blI9qK8ZHU/acj8iK3VtJ3ukTzkAlt+QGc9j7+1WkdWMqyjGNht/pv7u1eSTjyR0HvWTusLK8iJlUtvAwXyfTtU91p80un27yTqwDFMsGOM84wTjvVAWLxblW52Kpz+7jVTn3NSzahVlOgk2WVvdNitLfBD7LgEkKTjIH+Fc1r01jDrE4Qbl83dlUJ4q74nMlhot0Ev5g6TxugVwo25OeB7EVheL9H1rSdJ03Ub6/vWlvWfzInGBAAEKBmx94hs47fUGqtc4MNUcJO7PW9au5bR7ExYBZiDke1WJZ92k20zxo7vKdxYHtx60UVjg9/kKrvH1/QlsbovdR4ihX5gPljHr710yb3luQZGHzLyoAPX6UUV6COTHbxL0kBfBM82MDgNgVLBbxIwYLlsdWJJH50UVD2OiP8ADQ0KqwKFRQA3QD2qSYhN5AHTPTrRRUmNHcheQrGcAfcb+VeAeI9YutP8b3l7AI/NWeTG5cjlcdPoTRRTFW+NFLwrIXlucgfKqY/WptNvp31WS1JHlm428dcE0UV5NX+PL5HrUv4aNEskck2IIz87D5sn+taVpdlNNk2wQD94P+WY/umiivSRnif4RtJdzCK8Ksq5xwEXA6e1S29v9oXMsshGegIA/QUUUSIwXwP1N6Cytdum/uFPJHJJ/iFMlsrX7DeH7PGCs2R8vuaKKOhyL/ePn+pmtFGrBljUEDAwKwvHmF8NIQPvmMN7/e/wFFFR1O7GfCvU8317xG+t2dvFLpthbmGMJG9ujqVRc4QAsQBznp15qno33xRRXNi9kTh9jSZy9+wYBgigDIrS8OKxnuAkjRjymPyAD+lFFThjSr/DkdLp1qzPZ7rq5PzN/Hj+Megqr9hj+2yEyTEtI2T5p55oorsZhgfikakFpbLYXQMKud6cv8xPI7mrotLZ7xENvFta1GRsH92iin0McT/GZjCOMxjEajB7KBUpJW18wcOk2QR24z/QUUVCPQxX8Jnn+r602ka/q8J0+wvYZbreY7yHeAyjIIIII6nIzg9waz9LvbjVNXvb68kMlxcSebI+MZY57Dp9KKKjEfwmcuH3O909QFX6VV1Jj9tiHYKT+ooorzqP8RHZ1Rd+2yR2unYVD+9J5B/vCqt1rt2LS5wsQzOB90+p96KK9ZbHmr/ePmVLbVry4l8syBQxwSqjNdBds8F3GUllwkAABkOOh96KKaOrG/CjJM8r6dGvmSAeaekjen1rIMoSbaYo3DKSdwPr7Hn8aKKmRrg/4SIPFU4EN0FghT9zEchee1cnqviXVdS062028u5J7e3ZpUEjsxLOBnOTzjbx6ZPrRRTRwQ+I/9k=", "info": {"video_id": "98676", "label": "poking bottle so lightly that it doesn't or almost doesn't move", "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": "1f1c1d170517e5ef0b76b76954f4c8ec2576b3af343a00ca0a3ca1eef8c39cbc"} +{"episode": 65880, "episode_seed": 1218839593, "split": "train", "timestamp": "2025-10-13T03:33:26.463478", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1218839593, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging charger into phone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "208608", "label": "plugging charger into phone", "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": "208608", "label": "plugging charger into phone", "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": "86ce1e51a0ac439e880142a8e46558cff079a281d352baa33e0888d110464cef"} +{"episode": 65881, "episode_seed": 3682596185, "split": "train", "timestamp": "2025-10-13T03:33:28.000236", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3682596185, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling chicken egg on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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ylN28nHBzWq7SLGy4yp6ZrPRcMQwByAa5bnocisZ7q0hyOHHTis+9jkMbb0XI54Awa2J0PPXjpjtVCV0AO8HPTI71opGbgd9cSRQ2jszDPQCsw60lhBbwxANJGpYjPAJJxXNvqM8/VmUAdWOTSxxJIA5J29SSeWrvqYu2kDipYO+szXmvp9R2m4mIGchB0Hv71ImCmxOVHXH8vrVOFUHzM+0Aduc1etw7BfLySRuOBwBXnym5O7Z6UIRgrRRNHE4ZVK5PXGelTmCRVAXLeozzmnQKy7nZSWHOauRIrL+8YqEGT61ncplPTr1tLuZ1lVgknzA46E9RWLcFri7u7gjBOCB6DtW/PGj5dw2FFVYrQG1kkccydBjoO1HPJ+6QqcFJzW7MuRAQCOhGRWdcKDkAcnqa1mwIVBGc9KpTwBkyj/gRmmhs0PCSIFvycAYQkfTNLBCpubyMA5kkBX/gWc/yqlpF2LAXKPsTzSvzE+mePfrT5p4lm8xp3jz2Tqa9GnWjTpxbPMqUJVKskjUXQoJIXEjMY93ALdqYYotLuRLp+wEnbIM8N6fiKpLfwFQFFxJ2+Zq0ba1DyK7xIgUZ2Dr+NRWxynFxSNqOA5XeTJYpJ5ZJZTyScbgp/KrMQCISAQTxyO9TJETGqxgkY9atx2yxxGWdiVX+Ed689XZ3ycYqyK6xllMgICj1qnLEPmbcAg5wBV5uDuaEonVUByfxqpcqssZEY4yFOaCVqZE1qXtHlI6ncBVSWPKA55xgg1v3CqYNo78VguN0Kk5yp2N+H/1qYzIukZCSwP4jNV7OOPaGJwPUd60biRkT51yn94f1rNt4DIw5wPQccVpEm2pp27BjhEQDqSRyau29uXG9n6noaqW9upACMQo+81akEO4g5Che5qWUWkVVQouMkckenrT0QjaCh5OcCo4mxgIFJY5wOfxq7BkuZHB3AZzjtU3GIUlVectnrxUmk34sLydZjtWQ71J+nIqzChkxlgu0ZJNQXESSnLN8oHPHWmpOL5kZyhGouWRhXkhudQurgD5cDb9AaSVAVGOQea0obQPBNKRgPwo9vWqRCiFQ34GldvVlcqilFGRcqOg5JHrUuj6iumNN6yBcZPpnNSXEBK7lYHPrWNPFiUFhg+5rWlPklcyq01OPKdHP4gacbFJf2HA/GqH2iW7lDSA4XgDtWfA7MRhWK+gHJrVhhndc+TtX+6Tirq15T0ZNLDwp7bk0crFC2FyT3q5GiEZZs45+pqonnSzrH5YxHyehrSit1VV3MS3ViBiubmOtILaOa1lMsTbXY4Iboaljt2laWV3JZvyq1HayTkeXkhR1IqdQTFsQL8vVhzk0tduhL5b3tqZMi4R8EnjkkVlvGUkibGAVxW7dKWZYDwC3OPSqupIqIhIAVSM47DpVIRjTptJz+XrWTOMHc3btW3OSGYMMgdfes24ijfLRnH0OaaJZTtbd7lskeXGOSxrQjWwhOXleVx2xxVDzQyCPO1BwFH+eTUltaOZgCGYf3V6/Sm2Uka0aLebfLgVEJ+83VvpWxbxj5liXpgHBqjawyMQXyGHAjjPyqPf1rUUi3VYtpbHLbO31qCti7bWiqC87DaOcA05zJKFkKokf8EYHX60RK8wJl2xgfKB2X1P1xUpuN3yx7dvQZ9BVGTbuUpizpIrLt46juaa/y24QD0FSS7ZGPGBntQVO1sgZBqepVzAkjKtPH1KNuH0PWqMyjJ2sUc/ka1NQUx3ySAcMpz71x0Xn6j4xudMfVri1i/eGHyl3bmVCwX2HB5PpWtOm5uyIqVFCN2XWkdZQXVVdejdcfSnRqs+7B5Xksf4awfDU91qbTNdXLOkYU/Oemc9K66ztBc7Qq7LdTwv973NTNcrsy6clJcxNp9nIgMiJubs79F9/c10FrblsDLvnlmY8fl6VFC/kssS7Wx0BHAqxGZLlmDNhP7o4BqLGjZaE6rJtCsxXgADANWVRpEWSXAGcn0AHaobdX3eTDJkdyV+7VmZUYiJPTkt2HpTRhO1xjyI5GUOfX0FUXXLjb90HOD3q6YQse49jg/SokiDncMbVoY42RSMYZQT2OMVhzpsvJYWHEnzD610bKdxUDI3GuP8AHUk1jYLcW0rRybwm5TzTjG7sNzSVyGcbcEd+CKo2sUly4SNSFPU9qzdbdotDh1Oy1rUJg1z9nJuIlRZyE3M8YHO1ThTu9R7gbMMjeUI1YquOSeCfetZ03T3Ip1VU2NSCzgjH7+6HH8C9KuhIplKwI2OhcnA/+vWPbxPvG4kL9Mmt22D4UcxKv3UAyx9ye1Zmti5DEsYKxg5AAxV+2s2c5kO1Op5qsm22RVfIZuSQMn8auxb7hThdiAcA9z6mp6kybtoJIfMG5IlSEcdeXqCdt6SDZtIGT6VdMqgCNFVgPlX/ABqpOVdiFOBn1psmLI2wlrsHoBWJKhUzoeqNuH0NbxX5WyOh4rH1AGK+SRejAg4oKTMqYHko+GP8J6GsuZfPmUSqUVM7uf8AOaqwT/bPGs2l3uqXVrbPLsjkiljRY++WLjGMZ46k4FU7aa7j1XUbS6e5c20xjRLgDeuCRggcZ6dOK2dGUY85kq0XPlRum/NsipAgRQPvGp7aa4u8tLOyRL95gcfhVOJGLKkiZlbon90ep966C10tQqHcrlTkZ+6v/wBesGdCsSWirsAhTaXPUjA/XrWvBboZDuyxA5ycCqiSRQsfmM0g646D6/4VYhj8zaGuN5Y8IOuam2oN6F84mVIU+WI8k9MgVHNblB8g2qORtNSyuI1CqoG7jPfA/pULBgrHuevParMlfcqn745yyryar3sRljkBHG2rvlsyuMdB2prrv4HPy1KKuc0/zwpIDyBtb6is65QOSVwjjuOhpviaa40/TLhoJWiYTqNy9QDWHr9hr2h6Npl9d3t0JrwyeZEUwIcbSgJx94hs47fnW9OjKaujOpXjB8rLtsoW3e4xmRMbc9B710OlgRRLt5L8knqaKKyZqti9PcyI6RR4RScEqOat24MI3RsVJJBoopMtbGtjZpyygkuQOT6nqaakarG/soIzRRTMO4iIr3ABHAyajm++ffFFFA+pmazw8BAH+sA/AivLdTv5tJ8VXV7a7POilbbvGR8y7Tx9GNFFb4f4zDEfAh/g5A880JJ2HbkeuM138DkTBRgL0wBRRWVf42bUP4aNFDi2Z/4j1NW4l81VRiQvXiiioWxuzVtz5KeWgAGAc9yaaWLTBD0JwaKKcuhh9otugMojx8rKQRVdo1hSHZ34PvRRVMhFZwBKcf3a434gqP8AhFZHxk+eh/WiinD40OfwM4HWvET61bQRy6Zp9uYUWON7dHUqg6IAWIA5zwOTzXWWCLISz5OxNwB6E+9FFdOJ3Rlg9mb+jgMokbl3PJPb6Vq3Lm1iDRKoYnqRmiiuQ63uLDI0Tlgdxbrv5zWpEd1j5zcttZuemc4FFFCJqDIUGxvYZpNitOqkcE8/lRRSF1YlxwSRxnFZ2sKoNuQP4wPzoooEuh5ZqurnStb1KM2FjeRSThil3DvAZRwQQQR1ORnB7g1L4evJ9QvdT1G6fzLqVhI7kdWOSeO1FFdtT+CctL+MddpMSFFkIy7cknvWgp3SSjsg4FFFcDO9bl6wRVhLADIyfxrS0/5/MlIG8HA46UUVS3FPZksbF2Z25YnGT6Ul4dkKkdQCKKKOhmviQ5R/o6++M1XUAIzAc7aKKYnucF44JWwlwfvNEx+uTXDahrupX+n2+n3V3NNBBI8iiSRmJLY65PONvHpk+tFFdeH+A5sR8Z//2Q==", 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", 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", "info": {"video_id": "143517", "label": "rolling chicken egg on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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znaBnFc1SV6dyqUGsQ4mNNbyKCSDkYIPWqeZSm7eTjg5rVdpFjZcZU9M1nouGIYA5ANctz0ORWM91aQ5HDjpxWfexyGNt6Lkc8AYNbE6Hnrx0x2qhK6AHeDnpkd60UjNwOy8Ropt1IGXVxJ+VRNpyXUu5Sw2vtXDY+v8AOq93qKXysdy+mAc7fqapw3tvGcG4uJD/ALLYFejLFRpyPNp4SdWJqS6Fp8fmNModmxwx5P8Ak0iXd09t9mZ1ZVYLkZJaq8Ei3ROyDOOrynOP/r1r2lskIQAfPjPFcWIxXtVZKx6GHwapay1GqrlgJAcDpgdDVlfmJQfQVLFbSyMDyo9zzU80aRnyoY/MlXkuTwtctjolJXKlxFt+QspYd+uKzbmAtKkQO5ick+grUdowNpVs+pHUmq0ce2dy2MnAoBGHLB5d1IOzc1RuYmIOASO+K2L4YuUb+FyUP9Ky5A6k7eWBwQe9UBb8LAeZdgnH3Oo+tac95bwal5xYbIUYk++K5Q3727sqB1ZvvDOKjWRpnAkYk9Qg6CvQpYhQpJdTz6mGdSq29joW8Q3MiiGDEa8kt1PNVotocyNIWYnq3J//AF1RgiVOAQWPXJ4q9EEDKquTgZJx0rkq1pVH7zOulRhTXuotKjMxY8Y5J7CrMULMoOCvPrn86jjSZlXKnaeQOlX0+UgBSAo/nWTZs9ihcxT+WHCHcjBwfUin63qgvtLS3QMDxvyPuitKRFRAoYliPmwOlZs1qsk0cCA8/M5PoKXPJaLqQ6cJtSl0MtY9sjoRzgEflUEygKSenate8iEd2pUY44H0/wAms+VUkOMlfQihDepiTxg5JAxjimWcce0EnA9R3q3dQMCejD6VTt4DIw5IHoOOK0RNtTTt2DHCIgHUkjk1dt7cuN7P1PQ1Ut7dSAEYhR95q1IIdxByFC9zUsstIqqhRcZI5I9PWnohG0FDyc4FRxNjAQKSxzgc/jV2DJcyODuAznHapuMQpKq85bPXipNJvxYXk6zHash3qT9ORVmFDJjLBdoySaguIklOWb5QOeOtNScXzIzlCNRcsjCvJDc6hdXAHy4G36A0kqAqMcg81pQ2geCaUjAfhR7etUiFEKhvwNK7erK5VFKKMi5UdBySPWpdH1FdMab1kC4yfTOakuICV3KwOfWsaeLEoLDB9zWtKfJK5lVpqceU6OfxA042KS/sOB+NUPtEt3KGkBwvAHas+B2YjCsV9AOTWrDDO658nav90nFXVrynoyaWHhT23Jo5WKFsLknvVyNEIyzZxz9TVRPOlnWPyxiPk9DWlFbqqruYlurEDFc3MdaQW0c1rKZYm2uxwQ3Q1LHbtK0sruSzflVqO1knI8vJCjqRU6gmLYgX5erDnJpa7dCXy3vbUyZFwj4JPHJIrLeMpJE2MArit26UsywHgFucelVdSRURCQAqkZx2HSqQjGnTaTn8vWsmcYO5u3atuckMwYZA6+9ZtxFG+WjOPoc00SysJVVAmQqDgKOg/wATVuGzLyADIJ52Acgf40y3txDsG1XuG6DqF9637C0FshlL/OeWY9TSZonYltLd12owMaAfKiHk+7GteNfIiMjA5boOpqqtzJ5Q2BV3dOMmrSRBP3rynf8A3jzk0WBu+5ZhkaUhIwwUnlz1P0qYbYAQVBLcsB2HYUsQIiMs7EAj5QFxgf8A16YId7b22gN/COwpmDs2QTbCoKqVPYVV2kFQTySeauSoFfYfvZwPemyQ+Wi+oINTYpOyMXU4P9EYr1U5rInxKqycAsOfrXTzxCSB9wxnIrza0a51HxVc6TJq1xaRfvBGsaBsuiEhfYcHk1rTpubshTqqCuyzdly6KF3NyBViGziijDXM5QtyVXrXN+H9Qublp3uJnkZQu0sfu5znFbRQzncrcjqT/L60STj7pUJKa5ka0UtmuI4IGlZumeM/ia0LW3WINI6rljgbOg+lZ1hbyJGNo2huGlbsPRR/Wt21gCYkO4KneQ5OazZotC1HbySNzgAdyav7RBiGBVaZvvM3O2qcE0j52RsrHqzfw/Srw2W+cMN5+UD0A6/rQjObZWbdEpAAf1J6k1CExcFz12gfSrUsu9Msq89MCoFXqw/vDNJgnoZ2pAkeaM5RwazbhAGIIJQ8gj0reu4g8MiYxkVxfiK6ntvD5lglaOVXUBlPJBJ4qkrtIHKybJJzIg3Id6eh6iq1rFJcuEjUhT1PasvVmNvocOo6freoShrk22biJUWchNzPEBztU/Kd3qPcDbhkbyhGrFVxyTwT71rOm6e5FKqql7GpBZwRj9/dDj+BelXQkUylYEbHQuTgf/XrHt4n3jcSF+mTW7bB8KOYlX7qAZY+5PaszWxchiWMFYwcgAYq/bWbOcyHanU81WTbbIqvkM3JIGT+NXYt9wpwuxAOAe59TU9SZN20EkPmDckSpCOOvL1BO29JBs2kDJ9KumVQBGiqwHyr/jVScq7EKcDPrTZMWRthLXYPQCsSVCpnQ9UbcPoa3ivytkdDxWPqAMV8ki9GBBxQUmZUwPJR8Mf4T0NZcy+fMolUoqZ3c/5zVWCf7Z41m0u91S6tbZ5dkckUsaLH3yxcYxjPHUnAqnbTXceq6jaXT3Lm2mMaJcAb1wSMEDjPTpxWzoyjHnMlWi58qN035tkVIECKB941PbTXF3lpZ2SJfvMDj8KpxIxZUkTMrdE/uj1PvXQWulqFQ7lcqcjP3V/+vWDOhWJLRV2AQptLnqRgfr1rXgt0Mh3ZYgc5OBVRJIoWPzGaQdcdB9f8KsQx+ZtDXG8seEHXNTbUG9C+cTKkKfLEeSemQKjmtyg+QbVHI2mpZXEahVUDdxnvgf0qFgwVj3PXntVmSvuVT98c5ZV5NV72IyxyAjjbV3y2ZXGOg7U1138Dn5alFXOaf54UkB5A2t9RWdcoHJK4Rx3HQ03xNNcafplw0ErRMJ1G5eoBrD1+w17Q9G0y+u726E14ZPMiKYEONpQE4+8Q2cdvzrenRlNXRnUrxg+VnSaeMW/n9ZH6sa2bYmRUDHg0UVzs3RdRj9pbGBjpV62hRWMxG5hzhumaKKtBLYvTSsY9xxTrYb4nkbls4oop/aOf7IohSVo5GGW2mqz/ADQMDztyBRRQCKsoyEXt1rx3WL+bSPHF9eWu3zYpm27xkfMu08fQmiitsP8AEZ1/gRW8PKPOmjycfKP512FtEn20QAYjjwQB3PqaKKmt8ZrQ+BHSRSkRB9qk/SmWztd4aVifm2gDoPpRRWJvE2LAtLOqO7FVBIHuKmlUG4de0YAUUUUdDOXxiyqFYgDjANJsVbQYHLDJoopk9CH+GQ9a4HxXj+wphgfLcgD6ZooqqfxIU/hkcnrniNtajghk0zT7cwKscb26OpVBnCAFiAOc8Dk8111giyEs+TsTcAehPvRRXVit0Y4PZm/o4DKJG5dzyT2+laty5tYg0SqGJ6kZoorkOt7iwyNE5YHcW67+c1qRHdY+c3LbWbnpnOBRRQiagyFBsb2GaTYrTqpHBPP5UUUhdWJccEkcZxWdrCqDbkD+MD86KKBLoeWarq50rW9SjNhY3kUk4Ypdw7wGUcEEEEdTkZwe4NS+HryfUL3U9Run8y6lYSO5HVjknjtRRXbU/gnLS/jHXaTEhRZCMu3JJ71oKd0ko7IOBRRXAzvW5esEVYSwAyMn8a0tP+fzJSBvBwOOlFFUtxT2ZLGxdmduWJxk+lJeHZCpHUAiiijoZr4kOUf6OvvjNV1ACMwHO2iimJ7nBeOCVsJcH7zRMfrk1w2oa7qV/p9vp91dzTQQSPIokkZiS2OuTzjbx6ZPrRRXXh/gObEfGf/Z", 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znaBnFc1SV6dyqUGsQ4mNNbyKCSDkYIPWqeZSm7eTjg5rVdpFjZcZU9M1nouGIYA5ANctz0ORWM91aQ5HDjpxWfexyGNt6Lkc8AYNbE6Hnrx0x2qhK6AHeDnpkd60UjNwOy8Ropt1IGXVxJ+VRNpyXUu5Sw2vtXDY+v8AOq93qKXysdy+mAc7fqapw3tvGcG4uJD/ALLYFejLFRpyPNp4SdWJqS6Fp8fmNModmxwx5P8Ak0iXd09t9mZ1ZVYLkZJaq8Ei3ROyDOOrynOP/r1r2lskIQAfPjPFcWIxXtVZKx6GHwapay1GqrlgJAcDpgdDVlfmJQfQVLFbSyMDyo9zzU80aRnyoY/MlXkuTwtctjolJXKlxFt+QspYd+uKzbmAtKkQO5ick+grUdowNpVs+pHUmq0ce2dy2MnAoBGHLB5d1IOzc1RuYmIOASO+K2L4YuUb+FyUP9Ky5A6k7eWBwQe9UBb8LAeZdgnH3Oo+tac95bwal5xYbIUYk++K5Q3727sqB1ZvvDOKjWRpnAkYk9Qg6CvQpYhQpJdTz6mGdSq29joW8Q3MiiGDEa8kt1PNVotocyNIWYnq3J//AF1RgiVOAQWPXJ4q9EEDKquTgZJx0rkq1pVH7zOulRhTXuotKjMxY8Y5J7CrMULMoOCvPrn86jjSZlXKnaeQOlX0+UgBSAo/nWTZs9ihcxT+WHCHcjBwfUin63qgvtLS3QMDxvyPuitKRFRAoYliPmwOlZs1qsk0cCA8/M5PoKXPJaLqQ6cJtSl0MtY9sjoRzgEflUEygKSenate8iEd2pUY44H0/wAms+VUkOMlfQihDepiTxg5JAxjimWcce0EnA9R3q3dQMCejD6VTt4DIw5IHoOOK0RNtTTt2DHCIgHUkjk1dt7cuN7P1PQ1Ut7dSAEYhR95q1IIdxByFC9zUsstIqqhRcZI5I9PWnohG0FDyc4FRxNjAQKSxzgc/jV2DJcyODuAznHapuMQpKq85bPXipNJvxYXk6zHash3qT9ORVmFDJjLBdoySaguIklOWb5QOeOtNScXzIzlCNRcsjCvJDc6hdXAHy4G36A0kqAqMcg81pQ2geCaUjAfhR7etUiFEKhvwNK7erK5VFKKMi5UdBySPWpdH1FdMab1kC4yfTOakuICV3KwOfWsaeLEoLDB9zWtKfJK5lVpqceU6OfxA042KS/sOB+NUPtEt3KGkBwvAHas+B2YjCsV9AOTWrDDO658nav90nFXVrynoyaWHhT23Jo5WKFsLknvVyNEIyzZxz9TVRPOlnWPyxiPk9DWlFbqqruYlurEDFc3MdaQW0c1rKZYm2uxwQ3Q1LHbtK0sruSzflVqO1knI8vJCjqRU6gmLYgX5erDnJpa7dCXy3vbUyZFwj4JPHJIrLeMpJE2MArit26UsywHgFucelVdSRURCQAqkZx2HSqQjGnTaTn8vWsmcYO5u3atuckMwYZA6+9ZtxFG+WjOPoc00SysJVVAmQqDgKOg/wATVuGzLyADIJ52Acgf40y3txDsG1XuG6DqF9637C0FshlL/OeWY9TSZonYltLd12owMaAfKiHk+7GteNfIiMjA5boOpqqtzJ5Q2BV3dOMmrSRBP3rynf8A3jzk0WBu+5ZhkaUhIwwUnlz1P0qYbYAQVBLcsB2HYUsQIiMs7EAj5QFxgf8A16YId7b22gN/COwpmDs2QTbCoKqVPYVV2kFQTySeauSoFfYfvZwPemyQ+Wi+oINTYpOyMXU4P9EYr1U5rInxKqycAsOfrXTzxCSB9wxnIrza0a51HxVc6TJq1xaRfvBGsaBsuiEhfYcHk1rTpubshTqqCuyzdly6KF3NyBViGziijDXM5QtyVXrXN+H9Qublp3uJnkZQu0sfu5znFbRQzncrcjqT/L60STj7pUJKa5ka0UtmuI4IGlZumeM/ia0LW3WINI6rljgbOg+lZ1hbyJGNo2huGlbsPRR/Wt21gCYkO4KneQ5OazZotC1HbySNzgAdyav7RBiGBVaZvvM3O2qcE0j52RsrHqzfw/Srw2W+cMN5+UD0A6/rQjObZWbdEpAAf1J6k1CExcFz12gfSrUsu9Msq89MCoFXqw/vDNJgnoZ2pAkeaM5RwazbhAGIIJQ8gj0reu4g8MiYxkVxfiK6ntvD5lglaOVXUBlPJBJ4qkrtIHKybJJzIg3Id6eh6iq1rFJcuEjUhT1PasvVmNvocOo6freoShrk22biJUWchNzPEBztU/Kd3qPcDbhkbyhGrFVxyTwT71rOm6e5FKqql7GpBZwRj9/dDj+BelXQkUylYEbHQuTgf/XrHt4n3jcSF+mTW7bB8KOYlX7qAZY+5PaszWxchiWMFYwcgAYq/bWbOcyHanU81WTbbIqvkM3JIGT+NXYt9wpwuxAOAe59TU9SZN20EkPmDckSpCOOvL1BO29JBs2kDJ9KumVQBGiqwHyr/jVScq7EKcDPrTZMWRthLXYPQCsSVCpnQ9UbcPoa3ivytkdDxWPqAMV8ki9GBBxQUmZUwPJR8Mf4T0NZcy+fMolUoqZ3c/5zVWCf7Z41m0u91S6tbZ5dkckUsaLH3yxcYxjPHUnAqnbTXceq6jaXT3Lm2mMaJcAb1wSMEDjPTpxWzoyjHnMlWi58qN035tkVIECKB941PbTXF3lpZ2SJfvMDj8KpxIxZUkTMrdE/uj1PvXQWulqFQ7lcqcjP3V/+vWDOhWJLRV2AQptLnqRgfr1rXgt0Mh3ZYgc5OBVRJIoWPzGaQdcdB9f8KsQx+ZtDXG8seEHXNTbUG9C+cTKkKfLEeSemQKjmtyg+QbVHI2mpZXEahVUDdxnvgf0qFgwVj3PXntVmSvuVT98c5ZV5NV72IyxyAjjbV3y2ZXGOg7U1138Dn5alFXOaf54UkB5A2t9RWdcoHJK4Rx3HQ03xNNcafplw0ErRMJ1G5eoBrD1+w17Q9G0y+u726E14ZPMiKYEONpQE4+8Q2cdvzrenRlNXRnUrxg+VnSaeMW/n9ZH6sa2bYmRUDHg0UVzs3RdRj9pbGBjpV62hRWMxG5hzhumaKKtBLYvTSsY9xxTrYb4nkbls4oop/aOf7IohSVo5GGW2mqz/ADQMDztyBRRQCKsoyEXt1rx3WL+bSPHF9eWu3zYpm27xkfMu08fQmiitsP8AEZ1/gRW8PKPOmjycfKP512FtEn20QAYjjwQB3PqaKKmt8ZrQ+BHSRSkRB9qk/SmWztd4aVifm2gDoPpRRWJvE2LAtLOqO7FVBIHuKmlUG4de0YAUUUUdDOXxiyqFYgDjANJsVbQYHLDJoopk9CH+GQ9a4HxXj+wphgfLcgD6ZooqqfxIU/hkcnrniNtajghk0zT7cwKscb26OpVBnCAFiAOc8Dk8111giyEs+TsTcAehPvRRXVit0Y4PZm/o4DKJG5dzyT2+laty5tYg0SqGJ6kZoorkOt7iwyNE5YHcW67+c1qRHdY+c3LbWbnpnOBRRQiagyFBsb2GaTYrTqpHBPP5UUUhdWJccEkcZxWdrCqDbkD+MD86KKBLoeWarq50rW9SjNhY3kUk4Ypdw7wGUcEEEEdTkZwe4NS+HryfUL3U9Run8y6lYSO5HVjknjtRRXbU/gnLS/jHXaTEhRZCMu3JJ71oKd0ko7IOBRRXAzvW5esEVYSwAyMn8a0tP+fzJSBvBwOOlFFUtxT2ZLGxdmduWJxk+lJeHZCpHUAiiijoZr4kOUf6OvvjNV1ACMwHO2iimJ7nBeOCVsJcH7zRMfrk1w2oa7qV/p9vp91dzTQQSPIokkZiS2OuTzjbx6ZPrRRXXh/gObEfGf/Z", 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", "info": {"video_id": "143517", "label": "rolling chicken egg on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "143517", "label": "rolling chicken egg on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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1FZs0yyY+VlI+6QentXYa/GE0V2I4KVyKoHiKHjFb17JqxyYRyknczZlUBlO8xn0HIrJvIkwCjtjsT61vOBH0XI9CelUrmBZo25H1HY1kpHQ4s6zxGim3UgZdXEn5VE2nJdS7lLDa+1cNj6/zqvd6il8rHcvpgHO36mqcN7bxnBuLiQ/7LYFejLFRpyPPp4SdWJqS6Fp8fmNModmxwx5P+TSJd3T232ZnVlVguRklqrwSLdE7IM46vKc4/wDr1r2lskIQAfPjPFcWIxXtVZKx6GHwapay1GqrlgJAcDpgdDVlfmJQfQVLFbSyMDyo9zzU80aRnyoY/MlXkuTwtctjolJXKlxFt+QspYd+uKzbmAtKkQO5ick+grUdowNpVs+pHUmq0ce2dy2MnAoBGHLB5d1IOzc1RuYmIOASO+K2L4YuUb+FyUP9Ky5A6k7eWBwQe9UA3RtTXTZJwcBn24zx0z/jV+fxA042KS/sOB+Nc9ckSSjI2sucg9qdA7MRhWK+gHJrpjiJRhyo5JYaM588jQ+0S3coaQHC8AdqtxysULYXJPeoYYZ3XPk7V/uk4qdPOlnWPyxiPk9DXNObbuzqhFJWRbjRCMs2cc/U1PbRzWspliba7HBDdDRFbqqruYlurEDFX47WScjy8kKOpFS2+hbta0tirHbtK0sruSzflUUi4R8EnjkkVrKCYtiBfl6sOcmqV0pZlgPALc49KF5k6bIwnjKSRNjAK4qGdNpOfy9a2dSRURCQAqkZx2HSsuckMwYZA6+9MRizDDbm7V3c8kUNmzMwz0ArjLiKN8tGcfQ5qJ9Qnn6sVAHVjk124aqqadzjxNKVRqx0p1pLCC3hiAaSNSxGeASTiqc19PqO03ExAzkIOg9/esiOJJAHJO3qSTy1X4VQfMz7QB25zU1sTOel9DSjhYQ1tqXEwU2Jyo64/l9asRxOGVSuT1xnpUNuHYL5eSSNxwOAKvwKy7nZSWHOa5bnWNMEiqAuW9RnnNO069bS7mdZVYJJ8wOOhPUVciRWX94xUIMn1qCeNHy7hsKKSk46ozlCNRcsjAuC1xd3dwRgnBA9B2pZEBAI6EZFakVoDaySOOZOgx0HaqDYEKgjOelCberHZL3UZNwoOQByeprOeNPPTIGfT3rangDJlH/AjNZE8TCQDaAT3FXFktFuLyo1AxvPcHoKvIjSbBlV3c/LwMVQtrZFwXJJPQZ61q28JXqSWPb2oZRct4Ej5ZlbHr/OrW0u4YL9M9hUCRhAilkJ688Yq0ju68Kdjeg6ipKQ+JGZflyoz3HWo7rzRHv2ncjBx6cVfjIXaoBwBnmpnjEcQBYEsOnpSJdupS1vVY7zRVgiOXYYI/ujvmsZEwzKeu0EflWlcWoZ0hU5eQ5YnsO5pl3CIrpCvpj64/8ArZpucpu7JhShSjaJkToMEnjvmsuZNxzg9OOa3JkSQkK2KyruFxnIBHtTTBpFQSqqBMhUHAUdB/iatw2ZeQAZBPOwDkD/ABplvbiHYNqvcN0HUL71v2FoLZDKX+c8sx6mpZqnYltLd12owMaAfKiHk+7GteNfIiMjA5boOpqqtzJ5Q2BV3dOMmrSRBP3rynf/AHjzk0WBu+5ZhkaUhIwwUnlz1P0qYbYAQVBLcsB2HYUsQIiMs7EAj5QFxgf/AF6YId7b22gN/COwpmDs2QTbCoKqVPYVV2kFQTySeauSoFfYfvZwPemyQ+Wi+oINTYpOyMXU4P8ARGK9VOayJ8SqsnALDn61088QkgfcMZyK82tGudR8VXOkyatcWkX7wRrGgbLohIX2HB5Na06bm7IU6qgrsvSxCWVPMJ2Lncc1Ob82yKkCBFA+8a5bQdQurozG4leUgKVDc4zmukiRiypImZW6J/dHqfelNcrsyoSUlzIuW01xd5aWdkiX7zA4/Cti0VdgEKbS56kYH69ajtdLUKh3K5U5Gfur/wDXrQSSKFj8xmkHXHQfX/Cs2jReRbgt0Mh3ZYgc5OBVw4mVIU+WI8k9MgVQhj8zaGuN5Y8IOua0JXEahVUDdxnvgf0oiZz3IprcoPkG1RyNpqofvjnLKvJq0wYKx7nrz2qLy2ZXGOg7U2CZSvYjLHICONtYr/PCkgPIG1vqK6V138Dn5a4fxPNcafpdy1vK0bidQCvXmnFXaQOVldjrlA5JXCOO46GqNrbvctk/JGOSxrP1hjBokOo2OtahMGufs2biJUWchNzPFjnapO07vUe4GgJQ0YjztTGAo/zya1nTdPczp1VU2NCNbCE5eV5XHbHFW40W82+XAqIT95urfSsm2tHMwBDMP7q9fpXQWsMjEF8hhwI4z8qj39axepukXreMfMsS9MA4NadtaKoLzsNo5wDVJSLdVi2lscts7fWr8SvMCZdsYHygdl9T9cUkKbdgcyShZCqJH/BGB1+tV5izpIrLt46juaum43fLHt29Bn0FVJdsjHjAz2psmLI3+W3CAegrEkjKtPH1KNuH0PWt8qdrZAyDWNqCmO+SQDhlOfegaZlzKMnaxRz+RrMmd/MCvH83bHeq9vMt540l0u91S6tbZ5dkckU0aLH3yxfjGM8dScCodOlu4tZ1K2unuWNrMY0S5ADLgkfNjjPA6cVv7GSjzmSrRlPkRu2djI6iWWZYge564rViSyhGA7zOfTJJrHAkmIO7Le56CtOxR0wQu5+m4/dT3Pv7VkzaxowW6hnldSo6Abs4rRSKSQ4VeB3PAqvbQl8ZYui8ksMD8quRXIJJjVmY9MjAWpYrvoWvLW3RRs82eToGPAqFiYw29d57lf6VZVfJbe5y54GepPc1HLKroSUAzwMHrVGUWymF/wBJ3n+6OPrVLUyeZV/5ZsD+FXwDlmznJH4VHdxB4ZEA5IpI0uYNwoDleQvUEVm3DvGM/wCsT+8Oo+tR+I7u4t/D3mwSvHKkiruXrtJNYeuWWv6FoumXt1fXSzXhk8yIpgQgBSgY4+8Q2cf/AF61p0ZTV0ZVK0YOzOi08Yt/P6yP1Y1s2xMioGPBoornZ0Iuox+0tjAx0q9bQorGYjcw5w3TNFFWglsXppWMe44p1sN8TyNy2cUUU/tHP9kUQpK0cjDLbTVZ/mgYHnbkCiigEVZRkIvbrXjusX82keOL68tdvmxTNt3jI+Zdp4+hNFFbYf4jOv8AAh3hJVQ3rgZZAgUnt1rtdJiQoshGXbkk96KKit8bNaP8NGgp3SSjsg4FXrBFWEsAMjJ/GiisUdHQ0tP+fzJSBvBwOOlSxsXZnblicZPpRRVdDCW7EvDshUjqARTlH+jr74zRRR1D7JXUAIzAc7a4Lxyduny/7TREj3yaKKuHxImXws47XfETa1FbxS6Zp9uYVWON7dHUqi5wgBYgDnPA5PNdFaqFtnuMZkQDbnoPeiiujFboxwfU6HSwIol28l+ST1NXp7mRHSKPCKTglRzRRXIdq3LduDCN0bFSSQa1sbNOWUElyByfU9TRRSQqvQakarG/soIzSIivcAEcDJoopkdyOb7598Vmazw8BAH+sA/AiiigF0PMdT1c6VrWpRmwsLyKSYMY7uHeAyjggggjqcjOD3Bo0W+udRv9QvbqQyXFwwlkbGMsc9u30oortn/CRyUv4x2EMSpJDCM7XG9j3JrqLeNGiGUGB0GOKKK4zuZD5zzSSIxwqHgLx+JrQs5WknjibG3nOBjOBRRS6hL4Se4A85R6IG+pNOkRRwBxgUUUMzWyGog+zFsctn9KjADGTPOKKKYjgfFygaDNjjbcgD864e/13Ur6wh066u5pre3keRBJIzElsZzk8428emT60UV14f4DmxHxo//Z", 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", "info": {"video_id": "143517", "label": "rolling chicken egg on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "34438b5b98f09a9d850e46360014b4725da52da034dd97733d964709e47c86b8"} +{"episode": 65882, "episode_seed": 3182715613, "split": "train", "timestamp": "2025-10-13T03:33:29.658251", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3182715613, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving book away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199879", "label": "moving book away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199879", "label": "moving book away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "199879", "label": "moving book away from 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": "492630b760af2ecdf76e2a76270e41b198b1bb581f4030d3e8040a5e1e7222bc"} +{"episode": 65883, "episode_seed": 4071174239, "split": "train", "timestamp": "2025-10-13T03:33:31.365848", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4071174239, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting cd case with cd's on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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upI2Qnd5eBjHXt6EN9PpXE3t1JdXNx57yS5bDMxyyns2a07K9ku9Ht71Qd6DybhyMqjrnYx9iMqfZqkttDa4jW7ZQkboCnOSA3K5Hf0PtUX7m8Ymn4Ymd7b7KnhC71u+80Nndtt9uDgt27jiuruLPxdOiQ3uqaR4ZgP3bSwj82bH0HOa5PQvF2meF7O4t9Rv777PLtkjtLGTYzscD526hceh7VW1D4xR2iSR6HZQWSk4JgXdI456yNz/dP50XdjQ1PEng2PTtMF/Dcapcah5i7brUJthYE87Y85/GpPDWpzXdvNbXVwktzCoJC8kKeOa8i1bxjq2qzCWS4dWGfmDEsevc/Wut+FWfK1adiSWaJcn/AIEaRnUaex6FOazbojBq9I2azrlhg0jEhs5OF5BrQZyVx6isGzn+Qc1aubucQn7KIjL/ANNSQoGOelVe2pEU3ojidXVf+E9kikbZFdWxjf3BQj+YFZtlqdhDEz3xV5EuFGzkll2bWP44GareLpp7rU0uJ4fIfZ5e3dnOO4PpzXPVN0zZXjublz4kuGnjntXkiuIzGyTg4dWQYBBH4flWTPdXFzI0k88krsSWZ2LFifUnrUNFANthU1qgku4UbozqD+dQ1YsozLexIvUtxzik9gW52UbzaYoWRTLbdmHVB/hU8k6zoGRwy4yCD1qta3zFPs9yPmHBz6VVubeW0YzWbAq3LRnpXHCq0+WZvWoKS5qZ6X8LT++1T/tl/wCzV6rFJhcV458I7v7RNq3yFGXysg/8Cr1pWIGK74fCcNrbnIeOGV76xMhysZBCnoMnk4/ACuqSC11fRWs7gBop4sYPbI61514g1RNS1ZmCFFiBiAJzuAJ59ua6zQZpLiwt9jfcTbivOrzftW0eth4/u0jwbVQbW+uLZmy0MrR59cHFY00taPiSQp4i1JT1Fw+c/WsKSTJNempXimcjVmJI1R5pCeaM1LZNz0r4TuYBq1wy5h/dK7d1+8c/SvTXOSCDkHoa4D4SIo0rVGYZV5kVh7BT/jXXNK2mz/Z5P+Pdj+7fsp9D7Vz+2tNxZc6LcFNE1y2OK6uzbgVxlxJ3JrrrVsIK6InIaRlAHJry/VTdJqUrXIlLM7YL5xwTjHtivQZJveuZ8VfPpDTAZaJww/kf51NaHNE2oT5JFzwnMLizdW58tsfhXgviiM2viXVID0S5cD6ZyP517L8ProXJvFRshXx+PpXmvxL002njO6bGEuFWVT+GD+orjwr5arid9fWCkcMzEmmE81MYHPCqSc4wBWjaeGtUvtot7SRie7DA/Wu9nEzNtl8y6iQ/xOo/Wvoy4iW4gWNThgN0bjtXm+gfDK7W7gu9RnSNI3V/KQZJwc4JrvjM1nJ5DnMRbMTnt/s1yYmLsmjehON3F9SJL0tmGcbZ16j+97ir+iP++mx7f1rM1SFLqLzFOJB0I60eFrqVpbmKdfmj24b+8OadCtzPle5lXocnvLY7mLlc1znjpQ3hPU8kf6nP5EGt6OUBRWTrMsBSAXIBiM6Ag9Ce2fxxXXKVk2YRXNJI8Lg12fT9OurCJUMdywZieowMcVVufFGr3CBGvHRAMBY/lGPwruvHvw9a2tLnxDpQY2+7dNCF4T1K47eoryljzUwqKcbo6JRcNGLJK8jkuxY+pOajzQTSUmzNsK9H+Hlw1lpNxJIv7iW42lx/CQo6+3Neb16p4GiX/hFAGAKyTOSPToP6VlVk4xujSlBTlZnZGXMYNUJ3y30FZqXj6YTbzkm2J+R+uz2PtVl5VdC6MDkdQacJqSujKpTcHZnJJr1lZRgzXAz/AHV5P6Vm33jZnylpb4X+9IefyFchTk2713fdzz9KtkxVj1/So9N8S2EVrdwh5cD5XHIz3BrhvGvhKTwzqAMW57Kb/Vs3VT/dNd1pcttb31u8QAjVQFI9MV0Piu0t9U8J38cqhmWJnQnswGQa8yjW5ZeR6dSkpx8z58ooor0zzQp8UrwyrIhwynIojiaTpwB1NWoIRvHy8e9DA2xMLyBJk4kHY/qDU9vdh02t1HBB7VnRhrckFSobkA+n+RV3w1p0Gv8AiVrG4vpbTdFK0Zjj3l2VCwX0HQ8n0rmnS5y6VZwduh6L8L9iT6o6gDd5Wf8Ax6vSvOIUYNeQ/CG5aU6sXckgQ9f+BV6e82AOa6KMXGCTM6rUptnH+J9IismW8gd9kkhVkPIXOTwfrW74GnEumyDOSHOKZrFu2paVcW6kCRuULdMg5FV/AEUls1/aTACSKcocdDx1rkxcLe8jtws7+6zx/wAeQG38a6ou3G+Xfj6gVyx6nNerfFDw7dXPim3msraSZp4PmEYzgqcZ/IiuVh8A65PndbJApHBlkA/QZrroy5qaZjV92bRyOM0uMV6NZfDfYP8ATL7jPKwp/U/4V2GieEtA00iSKxSWbr5s/wC8IPtngflVmLkkYPw4SfTNAe7mjdYJrghgykfLgAMPbqK7qWGO6gaJsMp5U1NOF2BSARjGK5HX7260ezKW8rxqzr5TqeR6rXHXpNvmR1UK+nKyW6W401trZkgzx6rXcwSfuxg8YrzrWpdugw6hZ61qE6tc/Zs3ESos5C7meIDnapwp3eo9wO8tGynXtW2H5kmpGFflveJbkJYZqnIR5ZVuQexq5nC1TmUsPlBNdBgVPD1pBYeILkQLsFx++cZ/iJOai8X6Vaz6xYXF1AkqNvhywzgkbh+qkfjVmyV4vEVvuGN8Lfof/r1p+KbTztML4yYisq49VIP9K8qpLkxNz1Ka58PY5WHTrOJisNrEuP7qCpGxCwI4NaG6IANGBhhkfSsu9kB5r02ebc04rhTHyecVVu0S6gaI9+h9D61Rin6AHmrCyGpYr2MuK5dd9vNxLHw3v71d0iZVnm9TjJ/OsC3EOpeN2sL/AFG6tYnk8tJYpYo1jHUljJxgDPHUnA70miS3MGt6tZztcZtpvLCXIAkXBYYbbxngZxx6VzQouNVS6HXOtz07Pc9BW8GAM1lausd4qLIx2oGcKD1YDj8uTUJukiXfJIEA7k4rD1DXLCW6gjjuA88ZJUKeDnqPyzXRWb5HYxor94j0/wAJyR6h4YS0nxIhUxuG5/A/hXzd488O/wDCLeLbzTk5hBEkP+43IH4cj8K948GXix2d0qnjzFdfxH/1q8s+NvzeMoJT/Far+WT/AI1x4afvWO3ER9255oTSUU5ULnArtOAaBk4HWvV/DcUul6DarIhGUJljPUZJOfyrgtFEdjqkE86q4VuhH3ff8K9Ljk3AEHI61M4qSsy4ycHdEz+VcREHDKRWLcQT2BZrZsx94z0/CmazLPp1q0tvIyI7jlf4D/gaf4i0fWtB0HSr+8ubkT3pk82FkwIAAhQMcfeIbOO31Brj9lOLujrlVhNWaPLqcnLr9aKK7jhPSNPYiVoh91Rke1dyjGazRJOVkhww9eKKK8J7nsrY+f5lCTOo6KxA/OpLSJZpdr5xjNFFe7E8Zmi6KseAMAdK2NNs4Bp81yU3Oi5AbpRRVPca3Oe+1TTJJLI5LDp7D0H50mk6tc6LqkWoWmzz4wwXeu4fMpU8fRjRRWa3ZK3Z6B8ImIfVv+2P/s1eqnlDRRWi2Ie5XJwp+tP0E/8AE9uf91D+lFFc2M/hHVhP4g3xYgj1DTpVHzGcofoyNn+QrPPJAooowf8ADDF/xCSRAI2NVbckMcE8UUV0nIaEjkoD7VyvjABtBlyOkiH+dFFSyluczq3ieTXbW1jl0vTrZoUVI3tkdSiDogBcgDnPA5PNerWTHbRRSp7s0qbIuZJoQkhqKK1RkVJWK67Y4/55yfzWumvkV7AhhkFcUUV42K/jv5HrYX+Ejg7V2NigJ+6Co+gJAqldk7fxoor1VsjzJbsr2zHrV5WODRRSZJxN5rbaXrGoI2n2F7FNMGMd5BvAZRwQQQR1ORnB7g1iTeIdSGqX16Z91xeP5szkdWOeg7daKKOqLRXm1C7usGed3z2J4qO3cx3cTL13CiilP4WXD4ket+A55DctGTlc4xXO/HOBF1PSpgMO0TqT7Aj/ABoorgofxTvrfwzyZVBZQe5rVEEcIAQdupoor0zgiPlABFdd4fnkl0yMu2SuVH0FFFSwnsTa9zpTA/31rnLrxJq2padDpd5ezT21rK8ieZIzElsdSTzjbx6ZPrRRWcthQ3P/2Q==", "info": {"video_id": "16762", "label": "lifting cd case with cd's on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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920j/AFGf61879eK+jtPY21pbWcxG5IUCH+8Ao/WolNJpMmUW1ddCaRztq/4d+a4uPbb/AFrOmICmrnht/wB/cY/2f604vUwZ3dmcKBTtZnii0O8MkiIDA65YgZJU4FQWz/KDmue8aSxzQWUc5HkGRgQ3Qkrx/WqnLljcuEeZpI810iZf+EfFq7ts89pAp6AlcHH50mo6zJHFsDLIqg4DL0+Xb/KtLxF4afw9p0V5bsWtpT846+Wx6c+lcJqF7knmtITjON0buLhoyvqGryy3EMrbA0OOVGN2Dnn1pV8X3MSqBGmFJIAdl5x3xWFcybnPvWez9c9amQXZ1beObr92rweZGvVGnchq6n4deJJ9V1e6tWto44xb+YzKSTkEAfzryR3zXonwhXOq6nL/AHbdV/Nv/rVBM3oetyNVG4Pymp2f1qnO/BpXOZmDZycLyDWgzkrj1FYNnP8AIOatXN3OIT9lERl/6akhQMc9KL21HFN6I4nV1X/hPZIpG2RXVsY39wUI/mBWbZanYQxM98VeRLhRs5JZdm1j+OBmq3i6ae61NLieHyH2eXt3ZzjuD6c1z1TdM2V47m5c+JLhp457V5IriMxsk4OHVkGAQR+H5Vkz3VxcyNJPPJK7ElmdixYn1J61DRQDbYVNaoJLuFG6M6g/nUNWLKMy3sSL1Lcc4pPYFudlG82mKFkUy23Zh1Qf4VPJOs6BkcMuMgg9arWt8xT7Pcj5hwc+lVbm3ltGM1mwKty0Z6VxwqtPlmb1qCkuameg/DhsTaj6/u//AGavS4uVzXk3wvvRPLqeUKMvlZB/4FXqkcoCiu+HwnElZamD46UN4T1PJH+pz+RBrxODXZ9P066sIlQx3LBmJ6jAxxXumsywFIBcgGIzoCD0J7Z/HFed+Pfh61taXPiHSgxt926aELwnqVx29RSlVUZ8rOmlTbjzI4W58UavcIEa8dEAwFj+UY/CsSSV5HJdix9Sc0jHmmE1TYNhmkopKgi56R8PLhrLSbiSRf3EtxtLj+EhR19ua74y5jBrjfA0S/8ACKAMAVkmckenQf0rRS8fTCbeck2xPyP12ex9qwVb33Fm06D5FKJpzvl+O1ehWbcA+1eZvKrpvRgQe4PWvR7RsIPpXTA5GjSMoA5NeX6qbpNSla5EpZnbBfOOCcY9sV6DJN71zPir59IaYDLROGH8j/OprQ5omtCfJIueE5hcWbq3Pltj8K8F8URm18S6pAeiXLgfTOR/OvZfh9dC5N4qNkK+Px9K81+Jemm08Z3TYwlwqyqfwwf1FceFfLVcTvr6wUjhmYk0wnmpjA54VSTnGAK0bTw1ql9tFvaSMT3YYH613s4mZtsvmXUSH+J1H619GXES3ECxqcMBujcdq830D4ZXa3cF3qM6RpG6v5SDJODnBNd8Zms5PIc5iLZic9v9muTExdk0b0Jxu4vqRJelswzjbOvUf3vcVseGWzNcn/d/rWHqkKXUXmKcSDoR1q34KuJpJr2OZfmj2Yb+8OadCtzPle5lXocnvLY9CikwuK4fxwyvfWJkOVjIIU9Bk8nH4AV16sQMV5r4g1RNS1ZmCFFiBiAJzuAJ59ua1xLtTdiMMr1EeipBa6vorWdwA0U8WMHtkda+bdVBtb64tmbLQytHn1wcV7zoM0lxYW+xvuJtxXz94kkKeItSU9RcPnP1rDBzd2jsxC0TM6aWqUjUskmSahJ5rtbOUXNek/CdzANWuGXMP7pXbuv3jn6V5rmvWPhIijStUZhlXmRWHsFP+NY1ZuMboqEFN2Z37nJBByD0NU7lsAiomlbTZ/s8n/Hux/dv2U+h9qbcydSTShNTV0YVKbg7M85TXrKyjBmuBn+6vJ/Ss2+8bM+UtLfC/wB6Q8/kK5CnJt3ru+7nn6VbCKsev6VHpviWwitbuEPLgfK45Ge4NcN418JSeGdQBi3PZTf6tm6qf7prutLltre+t3iAEaqApHpiuh8V2lvqnhO/jlUMyxM6E9mAyDXmUa3LLyPTqUlOPmfPlFFFemeaFPileGVZEOGU5FEcTSdOAOpq1BCN4+Xj3oYG2JheQJMnEg7H9Qant7sOm1uo4IPas6MNbkgqVDcgH0/yKu+GtOg1/wAStY3F9LabopWjMce8uyoWC+g6Hk+lc06XOXSrODt0O18BskU9+y4G4R5/8er0BbwYAzXkfw9unkkvdzk8R9fxr0E3SRLvkkCAdycV0UYuMEmTUfNJsm1dY7xUWRjtQM4UHqwHH5cmut8JyR6h4YS0nxIhUxuG5/A/hXmGoa5YS3UEcdwHnjJKhTwc9R+Wa7bwZeLHZ3SqePMV1/Ef/WrjxErVDtwy/dng/jzw7/wi3i2805OYQRJD/uNyB+HI/CuZJr0v42/N4yglP8Vqv5ZP+NeZ11wlzRTOWqrSaCgDJwOtOVC5wK2NFEdjqkE86q4VuhH3ff8ACqISbO98NxS6XoNqsiEZQmWM9Rkk5/KtR/KuIiDhlIqGOTcAQcjrWRrMs+nWjS27siO46H7p9Poa5qtK7ujpo17LlkSTwT2DFrZsx55jPT8K9ZgkPlr9K8l1qKG30CDU9P1i/nD3X2bNzEsa3BCbmeIDnapwp3eo9wPUbRsx/hWuHUo3UmY4hxbTii3ISwzVOQjyyrcg9jVzOFqnMpYfKCa6DnKnh60gsPEFyIF2C4/fOM/xEnNReL9KtZ9YsLi6gSVG3w5YZwSNw/VSPxqzZK8XiK33DG+Fv0P/ANetPxTaedphfGTEVlXHqpB/pXlVJcmJuepTXPh7HKw6dZxMVhtYlx/dQVI2IWBHBrQ3RABowMMMj6Vl3sgPNemzzbmnFcKY+Tziqt2iXUDRHv0PofWqMU/QA81YWQ1LFexlxXLrvt5uJY+G9/et3wpIvn3ZHX5c/rXIW4h1Lxu1hf6jdWsTyeWksUsUaxjqSxk4wBnjqTgd61/BD3EOs69Z3DXGbaYRhLkASLgsPmxxngZxxXNCi41VLodc63PSae56H5xCjBrgPE+kRWTLeQO+ySQqyHkLnJ4P1rsHmwBzWTrFu2paVcW6kCRuULdMg5FdVSPNGxzUpcsrj/A04l02QZyQ5xXinjyA2/jXVF243y78fUCvYPAEUls1/aTACSKcocdDx1rjPih4durnxTbzWVtJM08HzCMZwVOM/kRXDh3y1nFno1fepKR5SepzTcZrrofAOuT53WyQKRwZZAP0Ga2bL4b7B/pl9xnlYU/qf8K9BnC5I85xivWPhwk+maA93NG6wTXBDBlI+XAAYe3UVvaJ4S0DTSJIrFJZuvmz/vCD7Z4H5V0U4XYFIBGMYrOpFSVhRq8ruiGWGO6gaJsMp5U1zl2LjTSVbMkHb1WotfvbnR7MpbzPGrOvlOp5Ud1qDxDZ67pGhaZeX15debeGTzIWTAhwFKAnH3iGzjt+dcKpzi7o7Jzp1I2Z4zTk5dfrRRXecR6Rp7EStEPuqMj2ruUYzWaJJyskOGHrxRRXhPc9lbHz/MoSZ1HRWIH51JaRLNLtfOMZoor3YnjM0XRVjwBgDpWxptnANPmuSm50XIDdKKKp7jW5z32qaZJJZHJYdPYeg/Ok0nVrnRdUi1C02efGGC713D5lKnj6MaKKzW7JW7LWh6pdaaLj7M4Uybdxxnpmr82oXd1gzzu+exPFFFUxojt3Md3Ey9dwr1vwHPIbloycrnGKKK4cVud2F2Od+OcCLqelTAYdonUn2BH+NeTKoLKD3NFFdWH+BGFf42aogjhACDt1NPlABFFFaknXeH55JdMjLtkrlR9BU2v86SwIyN68UUVBk9zG1jxVJr8cEEulabbG3CxRSWqSKUjXOEALlQOcnA5PNezWTHaPpRRThuwqbIuZJoQkhqKK1RmVJWK67Y4/55yfzWumvkV7AhhkFcUUV42K/jv5HrYX+Ejg7V2NigJ+6Co+gJAqldk7fxoor1VsjzJbsr2zHrV5WODRRSZJxN5rbaXrGoI2n2F7FNMGMd5BvAZRwQQQR1ORnB7g1teBL641DWNcvbqQyXFy8csrEYyx3Z+g9qKKFuh9DvzyhquThT9aKK0RKH6Cf+J7c/7qH9Kb4sQR6hp0qj5jOUP0ZGz/ACFFFeW/95+Z6a/3f5GeeSBUkiARsaKK9RnmMq25IY4J4rQkclAfaiipYHK+MBv0KTPaRCCOxrkLnxDqmo6Tbafd3k00EDtKvmSMxLNjOcnnG3j0yfWiisahtSP/2Q==", "info": {"video_id": "16762", "label": "lifting cd case with cd's on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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920j/AFGf61879eK+jtPY21pbWcxG5IUCH+8Ao/WolNJpMmUW1ddCaRztq/4d+a4uPbb/AFrOmICmrnht/wB/cY/2f604vUwZ3dmcKBTtZnii0O8MkiIDA65YgZJU4FQWz/KDmue8aSxzQWUc5HkGRgQ3Qkrx/WqnLljcuEeZpI810iZf+EfFq7ts89pAp6AlcHH50mo6zJHFsDLIqg4DL0+Xb/KtLxF4afw9p0V5bsWtpT846+Wx6c+lcJqF7knmtITjON0buLhoyvqGryy3EMrbA0OOVGN2Dnn1pV8X3MSqBGmFJIAdl5x3xWFcybnPvWez9c9amQXZ1beObr92rweZGvVGnchq6n4deJJ9V1e6tWto44xb+YzKSTkEAfzryR3zXonwhXOq6nL/AHbdV/Nv/rVBM3oetyNVG4Pymp2f1qnO/BpXOZmDZycLyDWgzkrj1FYNnP8AIOatXN3OIT9lERl/6akhQMc9KL21HFN6I4nV1X/hPZIpG2RXVsY39wUI/mBWbZanYQxM98VeRLhRs5JZdm1j+OBmq3i6ae61NLieHyH2eXt3ZzjuD6c1z1TdM2V47m5c+JLhp457V5IriMxsk4OHVkGAQR+H5Vkz3VxcyNJPPJK7ElmdixYn1J61DRQDbYVNaoJLuFG6M6g/nUNWLKMy3sSL1Lcc4pPYFudlG82mKFkUy23Zh1Qf4VPJOs6BkcMuMgg9arWt8xT7Pcj5hwc+lVbm3ltGM1mwKty0Z6VxwqtPlmb1qCkuameg/DhsTaj6/u//AGavS4uVzXk3wvvRPLqeUKMvlZB/4FXqkcoCiu+HwnElZamD46UN4T1PJH+pz+RBrxODXZ9P066sIlQx3LBmJ6jAxxXumsywFIBcgGIzoCD0J7Z/HFed+Pfh61taXPiHSgxt926aELwnqVx29RSlVUZ8rOmlTbjzI4W58UavcIEa8dEAwFj+UY/CsSSV5HJdix9Sc0jHmmE1TYNhmkopKgi56R8PLhrLSbiSRf3EtxtLj+EhR19ua74y5jBrjfA0S/8ACKAMAVkmckenQf0rRS8fTCbeck2xPyP12ex9qwVb33Fm06D5FKJpzvl+O1ehWbcA+1eZvKrpvRgQe4PWvR7RsIPpXTA5GjSMoA5NeX6qbpNSla5EpZnbBfOOCcY9sV6DJN71zPir59IaYDLROGH8j/OprQ5omtCfJIueE5hcWbq3Pltj8K8F8URm18S6pAeiXLgfTOR/OvZfh9dC5N4qNkK+Px9K81+Jemm08Z3TYwlwqyqfwwf1FceFfLVcTvr6wUjhmYk0wnmpjA54VSTnGAK0bTw1ql9tFvaSMT3YYH613s4mZtsvmXUSH+J1H619GXES3ECxqcMBujcdq830D4ZXa3cF3qM6RpG6v5SDJODnBNd8Zms5PIc5iLZic9v9muTExdk0b0Jxu4vqRJelswzjbOvUf3vcVseGWzNcn/d/rWHqkKXUXmKcSDoR1q34KuJpJr2OZfmj2Yb+8OadCtzPle5lXocnvLY9CikwuK4fxwyvfWJkOVjIIU9Bk8nH4AV16sQMV5r4g1RNS1ZmCFFiBiAJzuAJ59ua1xLtTdiMMr1EeipBa6vorWdwA0U8WMHtkda+bdVBtb64tmbLQytHn1wcV7zoM0lxYW+xvuJtxXz94kkKeItSU9RcPnP1rDBzd2jsxC0TM6aWqUjUskmSahJ5rtbOUXNek/CdzANWuGXMP7pXbuv3jn6V5rmvWPhIijStUZhlXmRWHsFP+NY1ZuMboqEFN2Z37nJBByD0NU7lsAiomlbTZ/s8n/Hux/dv2U+h9qbcydSTShNTV0YVKbg7M85TXrKyjBmuBn+6vJ/Ss2+8bM+UtLfC/wB6Q8/kK5CnJt3ru+7nn6VbCKsev6VHpviWwitbuEPLgfK45Ge4NcN418JSeGdQBi3PZTf6tm6qf7prutLltre+t3iAEaqApHpiuh8V2lvqnhO/jlUMyxM6E9mAyDXmUa3LLyPTqUlOPmfPlFFFemeaFPileGVZEOGU5FEcTSdOAOpq1BCN4+Xj3oYG2JheQJMnEg7H9Qant7sOm1uo4IPas6MNbkgqVDcgH0/yKu+GtOg1/wAStY3F9LabopWjMce8uyoWC+g6Hk+lc06XOXSrODt0O18BskU9+y4G4R5/8er0BbwYAzXkfw9unkkvdzk8R9fxr0E3SRLvkkCAdycV0UYuMEmTUfNJsm1dY7xUWRjtQM4UHqwHH5cmut8JyR6h4YS0nxIhUxuG5/A/hXmGoa5YS3UEcdwHnjJKhTwc9R+Wa7bwZeLHZ3SqePMV1/Ef/WrjxErVDtwy/dng/jzw7/wi3i2805OYQRJD/uNyB+HI/CuZJr0v42/N4yglP8Vqv5ZP+NeZ11wlzRTOWqrSaCgDJwOtOVC5wK2NFEdjqkE86q4VuhH3ff8ACqISbO98NxS6XoNqsiEZQmWM9Rkk5/KtR/KuIiDhlIqGOTcAQcjrWRrMs+nWjS27siO46H7p9Poa5qtK7ujpo17LlkSTwT2DFrZsx55jPT8K9ZgkPlr9K8l1qKG30CDU9P1i/nD3X2bNzEsa3BCbmeIDnapwp3eo9wPUbRsx/hWuHUo3UmY4hxbTii3ISwzVOQjyyrcg9jVzOFqnMpYfKCa6DnKnh60gsPEFyIF2C4/fOM/xEnNReL9KtZ9YsLi6gSVG3w5YZwSNw/VSPxqzZK8XiK33DG+Fv0P/ANetPxTaedphfGTEVlXHqpB/pXlVJcmJuepTXPh7HKw6dZxMVhtYlx/dQVI2IWBHBrQ3RABowMMMj6Vl3sgPNemzzbmnFcKY+Tziqt2iXUDRHv0PofWqMU/QA81YWQ1LFexlxXLrvt5uJY+G9/et3wpIvn3ZHX5c/rXIW4h1Lxu1hf6jdWsTyeWksUsUaxjqSxk4wBnjqTgd61/BD3EOs69Z3DXGbaYRhLkASLgsPmxxngZxxXNCi41VLodc63PSae56H5xCjBrgPE+kRWTLeQO+ySQqyHkLnJ4P1rsHmwBzWTrFu2paVcW6kCRuULdMg5FdVSPNGxzUpcsrj/A04l02QZyQ5xXinjyA2/jXVF243y78fUCvYPAEUls1/aTACSKcocdDx1rjPih4durnxTbzWVtJM08HzCMZwVOM/kRXDh3y1nFno1fepKR5SepzTcZrrofAOuT53WyQKRwZZAP0Ga2bL4b7B/pl9xnlYU/qf8K9BnC5I85xivWPhwk+maA93NG6wTXBDBlI+XAAYe3UVvaJ4S0DTSJIrFJZuvmz/vCD7Z4H5V0U4XYFIBGMYrOpFSVhRq8ruiGWGO6gaJsMp5U1zl2LjTSVbMkHb1WotfvbnR7MpbzPGrOvlOp5Ud1qDxDZ67pGhaZeX15debeGTzIWTAhwFKAnH3iGzjt+dcKpzi7o7Jzp1I2Z4zTk5dfrRRXecR6Rp7EStEPuqMj2ruUYzWaJJyskOGHrxRRXhPc9lbHz/MoSZ1HRWIH51JaRLNLtfOMZoor3YnjM0XRVjwBgDpWxptnANPmuSm50XIDdKKKp7jW5z32qaZJJZHJYdPYeg/Ok0nVrnRdUi1C02efGGC713D5lKnj6MaKKzW7JW7LWh6pdaaLj7M4Uybdxxnpmr82oXd1gzzu+exPFFFUxojt3Md3Ey9dwr1vwHPIbloycrnGKKK4cVud2F2Od+OcCLqelTAYdonUn2BH+NeTKoLKD3NFFdWH+BGFf42aogjhACDt1NPlABFFFaknXeH55JdMjLtkrlR9BU2v86SwIyN68UUVBk9zG1jxVJr8cEEulabbG3CxRSWqSKUjXOEALlQOcnA5PNezWTHaPpRRThuwqbIuZJoQkhqKK1RmVJWK67Y4/55yfzWumvkV7AhhkFcUUV42K/jv5HrYX+Ejg7V2NigJ+6Co+gJAqldk7fxoor1VsjzJbsr2zHrV5WODRRSZJxN5rbaXrGoI2n2F7FNMGMd5BvAZRwQQQR1ORnB7g1teBL641DWNcvbqQyXFy8csrEYyx3Z+g9qKKFuh9DvzyhquThT9aKK0RKH6Cf+J7c/7qH9Kb4sQR6hp0qj5jOUP0ZGz/ACFFFeW/95+Z6a/3f5GeeSBUkiARsaKK9RnmMq25IY4J4rQkclAfaiipYHK+MBv0KTPaRCCOxrkLnxDqmo6Tbafd3k00EDtKvmSMxLNjOcnnG3j0yfWiisahtSP/2Q==", 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", "info": {"video_id": "16762", "label": "lifting cd case with cd's on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f167cc1c5fa5c14b0997dc3d1a3d4718b98e0c6a72de45bc28d3531bdd89fd08"} +{"episode": 65884, "episode_seed": 527530182, "split": "train", "timestamp": "2025-10-13T03:33:32.763540", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 527530182, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'attaching plastic lid to plastic bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "116156", "label": "attaching plastic lid to plastic bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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BHr1ra2mhhF6o8V1APHfg7mK9Qo7V1Vtpmp6peW15pMEszQyBVmCHbke/t0NY+uRqq+eozjnI5Fe+eH7KGz0GzjiC7EtowCvfKgk/iTUQjzGtSfKecarEbJo7C4XyHa3jMdujbQzknduPUgH5utOvS+peddyRQvJcPHaW6qmAueWHqcAkZPpXSeLLSN54L0Ru7p+6kSP70iHkAe4YA5rkrmaOZtNu7mS8ltZJJpfNVtsiAEAM2OpwGH41TXvEqV4mBDHdWNncu1uWBH2cQJnfHHuBkUewwOn941o6JpUGqWpEc3lRvEQEH3kLOAG/EKn61HdWkxCT3ckkvBadWkxsyM5OO5UbfqM1R8Naq9jrUQmKku6xSAj7qKPlwRxjp+Jpx8yZX6FvQ9Yk0eG5tr9PnW6YR7eQW6Ee3IrEgAGpTfMWd2aRx6Ekn+tFxaSSxcOEYkP6A55/rVmBfJtlyASBycdaylNtWNEknc2NJtoHiuru4lEJtwojd5Si7nyBnHB7delSWGmz6daRXqSG3kkQzJN5n+vnRhgsp6xncVGOvGe1ZWl6XdeJLv8As6OQQ2e7zppDjAKIxXOe2etbXibSp21CKfWop4dD/wBfHJCRlZXVd3XnbuGQOvNXT+Ezk/eZ11vZta+H5YLq2ulMMYaKa3HyxSsdx9+8a8+prn/EWkLazS6cFRXREcqvQEqCfpzmunTWTH4bimht3lup3jaWzD/KixgHB/u525yfU5rC1vU476W6uJvLtppplkG9Wc8rhU3AYHA79fxFOSuVTdmcZoGojw94tsLqaNhFDMFnIHCoQVJ/XP4V7Tqmo7LdJPNj8kD/AFhcbdvrn0rx+abTpfMkK72IySOQf/rVSntbrWEgghtZY1Xjy3JRF4yBg8ZwM1EZNKxpOmpO9zt7+VNWiM8CpKLmVbO2J5yAdztj06/lXJW63WmWd1K8DbSDb+VHnzIYywMoHoBgdP7xrZhtre1s9GeaO4ktvs8s2+NyrxZb5TgdyMj8apXtlcKRLeSzSEq3n4l27WI559wQPqM1aMmuiLvha0SYwTW7KtqAzBM87mYL+RVV5965i60q4a+vIHiZZISxcHg9f65zWj4Q1c2utRLdbC0xWJwOCgjXIGOmOOvqayZ73UodRka3QSfaE+Zzk575/WlOzSHC/MypZxr9stCCGY7j9K7TUdS2+UsGn3BuZdxWKbbGVVfvMeeBXHRRx2qo8vySou0AHliT1P512dvqdhqWr3t3dQw/2Zp8qQlwOXjPykse8YcAkD1HalFJ7hO+gzT9L0rUtTtGvRNcFAxmWUbSVHzrIq/3WHA9APU1J4t02WPVbuOeGOKUkMUj+6MgHir/AINMuqtMbvSnRWihithuKtNCGAO0nnHfOeBVvxZpMa3Vxd2dzuEU3kGKSXdIMKDkg9id341U17oU37xzHhHT7m81e2tHv2gigDqqYDBkf7wweueM16Q/w3077PiS8u3VmB2hgAB6DA4FeVC4aK+UqWinRsgg8ivTNJ+Itqmnx2+quYpkIHn4yjj3x0P6UQaejHUU1rEujw7aWUiQI80ocgEyyFvbHpUWsfDyG10W5bS7IJMi+YqgnDY5I5/Gnz+JLC5nDQXkUskSmRkU/MFHJOKq6l8QL2TS47mydZradSCTwSOhGO1W+VbmMedvQ8n1C9cRNG8bRkDo3Brn/s0kso3jCj5iD/KtvUV1O81Nri2xEhAGf4hzk1WuA4ZbaMEyOegrA6btrUbYQBmL4HJwK6SwuILGzu5ZlcqgU/IM5PPH1rNt4hCAueAKu2MjXGow6XHBG5uiWDt1RkBZSo7nPQHjOKiPvT1JlpEsPHFqFtLHqKzQycMtuSAnynLRl+7EEN9B710+qeFrf+xbC1s7IxIspiguVJGZT99XHoSSB6FayrG9srrxNZ2FjYNNpjSxTyzM2VSQoB85IwGzkH14r0Gys7WC40uSSS5ibEtzJFPKdrbehCn1YlsdRk102srIyueT3wWKUwTnbu4BYY5HGKoxqZpvs0qhpmAjhkOBt5HU+nGK3fEVh9uhd3kV5Jg0w2/wkknb+HFYGn7r+Kd32LLC2woOCcDORWNtTpurHp3g7wjNYaZG15c7lLtKsEfABIx8zdT9Olbr6RYXupRtcW8bmAYRiPug44/QVzvgjxiklsdM1AF5YRiJ88N7H3rYu9WXzZ5EjaMZA+YYBOOMHvXQkuW6OSfMpWZr3c9taWvyRrgHoBxXK+INWjm0O9gEKK8sTIp9zXJ6t4g1ZXuJZbrCxbXEUacOuRgZ7bhu/wC+TWbBfXF5pd00krSTxx+aQWB3BmwNp/ECjn0sOMNdTm7i9i09ZIYiC5PzuByxqfSUOHkfqR3qolhKsrSSW7M2a1LfMNqWlG1mOcegrlk9Do6nUX39l62L6axjW1ubJYJftiEl3iY7ST0w6/L06A4PpWrpeLzw80ht5ZLK2Li3iK9GLBY+PVgSST35q4LVrm6ubaWwhtbm/tnRUXgo0YXcq9ijHLA1zUssulNJ4eiWRJ0uArTrIwVoScrt9MYOR1G010NHOire2pz/AKVGEkkUmSEoV8s5Ixz94cdRXX+HfGljZaTBp9/OIJYYxEsjj5XA4HPY44qpr0cdvahtfu3uJZgkFpK4CSRdWy+3gjBTJx1YCsC/stKxHHHLffY1mxM7WJLxttB5IzlSCMH3qEmndGjcZKzNzxD4hsL6Fobe9WSQSKd0altp7EHpkHH+TWUts9zfraWzyKbZY1gRSCrJkbm9z97IrA+228WpGHSLiUWjxlllZMN5uw4Ug8DODWppV5ctf6ct+v2OGF2WFhBiRYwhyxP8yOhp+oWS2H3DJNqt1ZnZI9wCrxKCzxuqcfgDwPZq4++81b4yYK7CRkjByDwMfUZrrLyDzNallvmb/XuyKh2tv2n5g3X+Ace9Y+vo892jSJsSZSx2nnOcMPbn+lAmRebLKwaUruKgkAADOB6VYVvlxVJVyQF+UDgVYjQqeSTSRLZLp6edNc2jlkthG88ksTEOAqMoUeoJYZHtXanT9Tih1pr9oLoLbW025fmXzlIZW5PJZGPTgDArjvC9zLa+LrS5gtWu3gLZtwOGRhhmJPA2jnniu8u77StG1azhCSHT5oJYC/UrnlIwPQbcLn1xTjZaA22Q6NdInhie5ubow3DlkMksR2qXkBfHbcvb6VdtbCW2ktLDEE0aK08t5G4dJ4XJzu/2jhSDnjGa5i7uYzqKz2szSaEboXEKoDsjJBLZx0Qtgc/d3MK6rXI/+Eft5IbC0EtpdbTeyR4VXjwQCgzjLNuOB1UUxmV9mtbPVHutFtoti24KIvzmdGzl1ycEhgAR3rPvnkM9xbXZupZWuP3kyJhT8oUn2K4x7VsnVbqzvpbuDQrUtD5ySwwTAlBHgGSMMBgdAcelcTe39xd6jdTeXd2tlIreTHJJt2yuA7KWP94fh81JjR0UEMmoasRbkiaFk8iNXGwwYOCB1ORwfTOazrp4ru81C1Bjm87dLhQzvG6gDDegxlQPQVY0W7vW1ix/tac27LFLsKRqGji4A5GeCQBn3qoIpRq73V07xTpJI8awjaQ5ZS2T3UksMH1oGchPPLFqL3CDoc8cBiDkDH+cZrUknnlbK7YWUYCgZABA+Xmma1B52okbTFCyhxjklW5wPSmDezllPXuaVibtDY9MVnV5ZWY554rsotT0TT9IuNNuNK8y2tIZFXMuFusSnftfHIBC4Hdj7Vy67gCCe3Ndl4X05rzwpZ3ENvFJBcQtaoDy1rIsmd57gP8AMCf4cr2zVRVtib33EtIxoXiaOK1umdNwNlHgt5cTR7y/PdvlX0FXLyztl1yK2Y/Z5JlH2m7kz8j43mMMf4ucew96bq0MUK6f4mEckOmxwxJLHC5LRx4KkD12kJnvgZFT6deaxrUWotG0csc7GEw3K7uOFDK45DHO3nIJBPam0Ujk/EmkhreK6jikDbzEpXJxIDgqCOoz0PpUWnaZKm03+SzsIiDgCH5sHf8A7Rx0xXaX1zptzHJBaanBFYohtoLaUlfOdThjuxww28e/NZOvano48PJeW9za6hIdslyrECSYAEDgehJJz1qOSxftGU455LZJ5w8IkZfscIZ8qu87mDN6cYH4UTQTf2ZIqRbp1m2kxIRvAyoIHQc8H25rKtdUt4mS1ntFlF3Em2O3l28n5i5z37fh71s6pLNd+G9FWaMTySHKukuGkGNh3Nxzkg4/2afQV9TmLm6vLWJS+0K6B1YEHKnvWbbtJJfNMeSo/nXSXsKLoEPntFNNBGGVo4sHYccNjjINc/bI8Ucm5l+dhhQc8DPf8anlG5s0oj85J5PvW34evtPsLp1u4XLXE0IWYJkQ7STnPYk7QPUmudjMmB6V1Pha0nu/tUn2Zbq1tnhnubfPzSoGOVX36t77cd6qK1Mm+4k9tp8Vt9v0yWS00yeadL2Bpt5aSMglBjg7uCG7c1va1Ml3pkOp6gjTSoEWGJQcHCBywHYDfgk9MetRzaH9s0KexsItk8VwJ/lfar7kJjK8fKNqoMY65zUVl4hnvZ9PttNmMgiid3W6hBG/ADxFRgjnjA7sPSqaGgu9Mk8sqL1pWS3+0LHGd0Lgn5iP7pU8e4rz6VpYpZpbeTZubqPboa9WfyrRJozPbaZqN3K007A7o4YAxXevHQlT17nJqhawaO016s9zprTK3mwx7lMalh8rhv7pPO3HBzUuLvdGkZ2VmcnoE9xMkW9YkJlLFyvVerMB68Y/Gta2u576+iuZTHJbuWeFQSfKxgLu/wC+sEduTXPRalbxmSVbWOFbaRIpHEhDkgZYqf8Aa24/Guk0S/WeDVZYrZksmtxM8MsgYoG3Alfrx37U12B9zKvGaTTB5xlWW2b94rkLvDbiG+nBA+grl9Ou/sl6ymNjGzhCq8ZOQQOR0BA/Wul0u3KRz/aNiwSxrG8cnzsxwV8xW6j5lJwfeufliI1MsmI1ic9Rg5B6Y9KRL3Liu0hBb16CpLlBLCeOQOKqxl8/LUzMwgc56d6nlVrE8zvc63VJftmu6XHLczx3bP5cUsS5JTP7wE9gFLHNZmn/AGa9mtINbmkZrkmSK7ZvLJAJWPLdFcrzzwQea32tFl1uzeSLetu485Fxvy7BFTHXDEnPsDVHShHqviHVdJkt1R1uHmltJ12tIkZCwwqCeQQMmow7lKmnLcDovFEd3a2FnHd2kmptMqCS5hCI7R+Yd6suerJtG4cHFYl7qA0tP7TW2vYjcfamQSQE+W58pFDbSRgKrEHvV6/s72SIRRand2yWELDELDyxBDlTJtYfeZ1IAHYZ7VRu5dY+x2Zt7u3uZYhbwT2s8expJpArfK647OM+mK3sCKlzPotoiywz291pbHy1WUYMggtz8p3DhizCqC6bLAY7OK5aJ5o41imI8xEaQSFwCf4dqqDj0rbvrzzfD0Nxe6E88Ch3k2bJ0gwxTPzYbB25BFcpd3GnRW0UFmlzZWUknnCdgQqsUK7eS2w4J9jQV0Egmic2cV9bosUbhI7gSFmdyTgk9s7T+YqHWpDNq8g42p8pwep7n2qWdFR4LG62NDfRohusARn5izHg8MQEA7elVb7G6BnBDiIKzMeXx0J9+x+lS0JsjXgip/4TzUmkwW97NLHNI8YCDY6ruwxYAcZHrUumaKmo+Jp9Nl1O6t41EgjZIASzqhbaecL0OSfTHegg6P4b26yr4okABkjtIwvrgsSf5VamS7/4SfTFgJeMlmMC4zK6fPGOegyOT6VyngPxP/wjc+oXU8b3ELqgm/65kNnj15B/CvRYYYYNXsb2aZILaWeGOC5D52xn52DdhuKooPvWUqbdWMl0GtEc1pP2nRbiNoIRd2sMhs57eMAPJMQXkePsQCWBU8ELXTa60Edxp0Oi6pZWwgEM/wBhmjUhThmU43AjIlPHTpiqOheHr/SfENzaX9rLfWErNBDfRBd1uGdnkLr75ILDsaqyPpfiSwv0TyLi7ghMiQOg8xppSwC4bnbGCuAOMj2rew0x+qpqGnwwN9hinW5gKXP2WXY3zTl5Nofk7l468Zqhq+q2enH7RJE8Ed6k8sdrdx7Ru/dRIjdRwFYg1bvLPz7xZtJvLizlieRGGfMgNrCCnmsjcclcADr1o1TUr218PxXd1YW11axxxLd+TIFZJXAYqY2BX+IdPWgaMGbSmgWXTrO8MCsmyG5IyjosStIQT0Ut6dDVWwlivb+xE9sbWZVxCfNLGQ4Vju+oYEg/pUN9NagxWsET6XbAv5MhA2MzhdynkgEbRlTgHnpTbtd91Jp0oMUyqtys4yANibmaPOfmZ2II9BSaHcr6jL9o1OZxkIp2oCc4H+GSajjGG6c9KffeWt67qNm4AsvYN3x7E8j61Z1Oxhi0cXtrczCQmNSmwY3lQSA2ffPTsaRDK8h/dn6Yr0Cw0p/DeliFZHea8tkmusn5WLL90DsAuB61wuuaXbWXh+DU9P1XUJVa7+yn7VAsYnwuWkiA52qcKd3qPoPWddMUtnbXpZURYPJmJOBG6cYPpWOIclC8dwW559bTzjTbQWt5PcaW8k7fZ3ix+6RQ+V9SJGKD1yRXYeFbFjod1d6XN9rsLmF5JIOSwkCsR5Z7HLHKN3Jxmuc1IQaJ4asBdWskZS92XUioSqKFEwhBHQbygz3Oa6K1sbjSYpb1HS0udUjzNcxDMcYI80sAflYIiYPqXroSHcyYpNLe4uWs4prV0upbhYpLV4wYoY3MeCRjdyCcntVYaZpeutHc2/2O4eA2lu7IVLSH5ZJZSB1GCVP0NalpNrlpcXUcs1nJK8CtbrNEYCzSOVRWKnqyqxx7is/TZ7BtRmk1HRWs723WYvL5KunyLh9roASRuHY9aBmNJaiCKKeyGyJrZJJ4XXcsZlcBAjHlThiw64xUJvTZOtrdA29iEC2rRr5nnOvy7gR056+9WYE0ewkNxYa2PsEbxm4tppRKrKpG3hgGXHY84rNEt2lqrXAVY7eIeVIXymTIDhhx1Yq2RkELikUWpQbPw6WeZZnkXy0fb95CBxxxkYzn2rERcDJq9JFi0uYI5W+xB2lst/Ujdgj6HDFfp70aZbW93LJFPK0Y2jY6ruIYsAOMj1pWIZEmMDjiuj8Iwsl5NqUdxLHJb7YlRD8rh8k7h3xt4rG0rTLO88VvpV9qN5BbtL5SzI0UQiPUly+QABkYHU4FdD4LsZ4pPFNtJ55NhdxLtnAEgXMi/MBxnpnHFRVuoNrclbiXuq39tqusXmnagiXH2cz3EDqWBKY2j2DbtoHvxV3w5ayvrL3mmTxrqViwE9tJkozdcNjkcscPyOBnpSeTb2d1rF/dQuY1tvNRACfPeEeYM/7KnA+re1J4ctFvILPWYnYixwpvYpCGmfiWUkjqiqHGD1JqqTcoJvcvYua7Nolp4pAuz9lubdZWZp0YjKhVjTdjGwjJz32iqI0nTr1oNEuPsclwsltCrHbmONIUkkIPXDEkD61o319r02pxzk2csM0samNo3RojKw2xkq2C4Xk+w96ytdu7GbU2k1vRP9HcM8F5bxrOska8biVwwGCM8nFWNGZJosVvZEQwPbXwWNUXbuEkkkkhVGUjnCjOfSq8s91ZCW4gijLFys8yfdijRmjJ2ddp5P1rZ1iy0yTV1FlrJs9Rt/LjEaTgKrImFzG/XgkcE9axLqeYu0dqIrpGiSC5MGE3MJHZwF6ZJYErkZwcUWHcmsfIvb2WeC5aSzCbSjptPfkd+pasKeZrq9mnbBLuTkDGffH61eDEXomtZjLJE0kV1jo0XmbecdHLFiKoSIsE8iLIHRWO1h/EOx/KpsS2SR9SO5pZ/wDVN05FWdTsoYdHF3a3MwkJjUqEGNzKCQGz756djUfiXw1qvh7QNNvrq4uRNeNJ5kLxYEIG0oCf7xDZx2+oNBB3c9w8PhKPXYgseoRRQXHmhQd7L0DZ6j5jXTWWm6frV0uoX1hbyXKSLIj7eUYYIweuM9qKK0jvYl7HF+MLB/DGuRDS7+8SO9PlzxyOJEZWbJGGB4yx/Osyz1u7g+JVzZARvAl3OEDLyu7CkgjvhQB6UUVHU1Wq+Rpa8BYw3Olwj/Rrm+stPkB+8YfKzjPY5JOaptYwRa62nouLdb8Lt67hFDGUB/rRRVsk5uMb59PtX+e3uLE7425UbBkEenXBqK++e4l3DPl3Eka59Bg/1NFFQNkUagAjHeqCancaNrxv7TZ50TNt3jI+ZSp4+jGiihCJtDQNp2pxHO0iFT7jfgj8q9H+Hk4ub6Hw9LDE2m3MF07xEE4ImKgA54GP5UUU47g/hL3grU72x8Z6v4fW4ebT7ZZJIVmO5kIl24DdcY9a6640PStR1mO9utPt5LqAh45SnzAg8HPeiirh8JM9zgfFtjH4N1e2l0iSVY9Rk8q5t5m8yN0ZuRg8j7x796q69dNJqunaZKiSWV5rV0txCw4cKyqucegAxRRULdl9EU5YUuIbvzBlUhv7kJgYLl3TJ/4DWdFGLrXJ7WYl44jbyxE9UYjnB9OP1PrRRQxozbrEjq7jJMY/TiqeoACw6dCv9aKKRDJNb8Tvr0FtFLpWm2xgRY4pLZJFKRqDhAC5UDnJwOTzXZ+EJ3n8Q3WnXBE9pPZCR4peVLbsZx9KKKfVDWzOxsn+13utaHdIk9ilzHKFkUE5lBLA+o9PSofGnh+00XwizaXJcWaQ+Y4iik+U79oYEHPHyjiiim/hCPxHFw+KtQ1PR49WuVga8F6I2cIQH8uByhIBxkFia6toRaPpaQM0eYLNSVPJ82YGQk+rbRk/Wiikhs5nUYkufHWqNIifNf20JUIMbGDbhjHQ7RWTHDHZRSxRL+4uCytC53Io+0lPlB6fL/KiimxorqghgurYFjFCgEQY52KVztHsCTj61RjQbgSSeKKKglleLW20i8u4zp2n30U0gYx3sHmAMnQgggjqcjOD3BrX8L6/qUnixbt7ljNqd2iXTdPMDZJGOn09KKKYI9VshHp3i+00+3iQW11Z3LOrZOCzbmI9MkCo5/DljpHh3Ur/AE5ri2e4tHEkUcp8oklfm2HjP+NFFX0Yk9Ucn4b8Sahqsd5b3hjc28017HKF2v5uxuTg4P0xWrp0Mc2kS71zsawsk5+7E4iZwP8AeJyaKKmOxctyh4nxqGm+FXukSV7rUJBK7INzDe3GfQDiue+yRiKwv48xXL2iSyPH8vmsZ0X5gODwxoopsEQT/LdC8j/dyXMpSZU4V8FypI9QUBzVK7jX7ZMBkDd0HSiioEyrqKgWH0ZagvPEOqajpkGm3d5NNb20jyoJJGYlnxnJJ5xt49Mn1oopok//2Q==", 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", "info": {"video_id": "116156", "label": "attaching plastic lid to plastic bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "116156", "label": "attaching plastic lid to plastic bottle", "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": "571a45a43c85b9f033d87f115ddfc39930a1a8f0644af56a0d81244e3864b6bc"} +{"episode": 65885, "episode_seed": 790195381, "split": "train", "timestamp": "2025-10-13T03:33:34.279813", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 790195381, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding spoon next to glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189849", "label": "holding spoon next to glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189849", "label": "holding spoon next to glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189849", "label": "holding spoon next to glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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vObqTSwD9lVHmUsOQ2R0P9K7aUhwQcEEdDXn/AIBtoZb+W68+QywRY8rHHzcf0rtpXYZA6iuin8JzVfiKlwhiU9Wi/Mp/iKzLi3ikGSqtkcH1rXMm4HPBFZUq7HYoPlzkr/hWhkefeMrSO1ltTGMb9+R9MVzI613fizSrvVVtXsovNEe/cAQCM47H6Vxk1jcWj7LiCSJvR1IqJGkXoNRyDV6Ccg9aoBamQYFZySZom0bltqEsDq8UhVlIII9RW7feJ9R1a0jivJw0aHOFXaGPqcda41WIxzVtJ/k2npWTTWiNYuN72NB79wQYARIpyr5wQfUeler6Nei80SzlMvmM0QDP6sOD+oNeLK2XBALjP3T39q9ntYYrXT7eOCJYo1jGEXoM8n9TWtJWM6zTH3MYkwQSrj7rDqKypeXMcgAfH4MPUVoO7Kfaqd2FcYPPce1bHOY17ZQzI25B06ivJ1c7q9glYqCrnqOG9f8A69eOfxH61Mi4lyOTB61eguCrAhiCOQQelZIOKnjkwaxlE1jI61deurhkN1IZiqhQzfewPfvXV+Ftf0+yF5Lcz+WSg2qQctjPA968yjuMYq5b3OXGTxUXcXcPYU5S5up0OpatLqN9JeXT4yflXPCL2ArpPAflGz1KWOVyTMoKHoBjg/qfyrz+SQNkk5HavQvAaKvh2WTADSTtk+oAAFOnrK7NK1lCyOjn2ygqwBBrKuQUBWT5oz0c9vY/41dkkK5HXFV3cSKRj8K6DjMK606KQkldp9q4LxZZfY5rYhsh936Yr0abMR2jmMfmv/1q4nx0uWsCCOd//stIpHIKxqZJSO9RbcUoFS1c0TNKG5x3q5FdDjmsdRxUyA8YzmsnE1jM6R7uW4RXlleQgbQXYnA9Kjt1E+pW0ZYgyTIuR2ywrOjN0oBMMmwf7BxW54U0651LxBbs0TCCB1llYjGAOVH4kVKi7luasesTPhnGe9ZtyhB3RjOeWT1+nvVu5Yhs5+tU3mGcGuk4TGu7WG5y23HbPQg1g3+jFkOxgTjoa6m6T5vMQ4fv6N9az3IcHse4Pagexy7+BrOb/j2upIz6OAw/pVObwDqaZMU1tKP94qf1FdlF8rA1c84ngVo4oSkzz2HwTqrSlHNujbd4zJnI9sD/ADmlTwzIrhXl3NnG1F/xr0SRDLGADtdPmR/7p/z19qVJonjMrRrHKvEg7qahxK52chqmgaXpWkxkrK97LwpMnA7k49hXNGFN/c89K39YvDqN88o/1ajZH9O5/E1SttPlup1SNCzE4rN6suLZ0/w+jCxXUoXAYKM+vJrrbgYw1U9E05dL08QA5bO5j71cl5Q5rWOiIk7spuc5xVRwOanZiBiufsRNqniyfTJdUntYyJDEI03bmVCwX2HB5Pp70yS+rBJyQPvdavokVxHtlRZF9HUEfrXJ+H7y4vBM1xM0mApG7tnNdHHLtXaOtULqU73wxpFw29LBA6nJWMlN49OO/pWbdeFtOQLNZwM8LjIyxOK6WJjgnvTWmWylaUkCCQ5kz0Rv730Pf8/WolFFJsydG0e1sPMvLmCNVRcjeoOPU81y+r3TaheS3JUAOflUDG1R0H5fzrc1zVTeH7JEcRZy59QKrado0uqzYXCoPvMe1Zvsil3Zh6Tp017rEEKISrDk+gyK9iWNY4FiXoqhRWZpOiW+k58sEu3BY1qMcVcY2E3cpOeCvpVWUYNWbjIkyKwvEN1Nb6W0sEjJIHUAr1piJ7oBkK4yCMYryqbR7+2Y+baTAZ6hCR+legauqQaFDqVhrOoTK1z9mzcRKizkJuZ4gOdqkhTu9R7gaUXykGhq4XseRlCpwwI+op8aM7AIpYnsBmvYm8qX70SN/vIDT/s0flhY0SN1wyuigbWHep5R855TFpl7IRttZfxXH861pPCmp21mbqbyY0GODJ8xz2xXosXk3C+Y0SrMp2uCMlW/z0NYHia7DlbdTxH1H+0f8/zqGkkUpu5xX2WUtsDA4OK9X8Lwi18O20I7Akn1JPWvNIx8+fevVtPwlhCo6BB/KiG45ttC3A2nNVHPJxVyb50Oazy/Bq7mZA4ySTWfNZ2tw+2eFJU7K65A+npUGnSx3/jB9MvtSurS3kk2JJFLHGsfcli/GMZ4HJOBUVmLmPVtTtLhrjNtMYwtwAHXBI+bHGeBnHFNIT2LH/CI6JcdbTYT/wA83IqGbwRo8RV1W4ZVOXXzOSvtx1HWtmCTYOtTJIWYtnoKGgTZzeo+HdMsyhtbYGNlBVixbNJoemqdSjcRKFjO48V0SpEsgglUGCU5jyPuN3X6HqPxHpT5DDp9rJIiKoUcD1Pas+XW5V2ZfiPVme4FnG37uIZf3b0/Afzp/hSc/bmA5DIc/hXM3MjPISxyzHJJ7k10XhAfvpj3AAqU7sq1kdfONwzWc5GD6ir8j4rOnO1/Y1qQV5mJGKpTpxkHDDoah8Q3MtvpbSQyNG4dRuXriqOv6Xreh6Hpd9eXd0Jr0yeZCUwIAApQMcfeIbOO31BosBopzmrEXUUUVqQWCSBXM+JruaBoxG23zBsbHcdvyooqJ7FxM23jVrhIyPlyB+FeiaZYW1rFtijA9T3NFFRTHLYtj+KoXPJFFFaMhFCXrXD3Ooz6T4nnvrbZ50Ujbd4yPmUqePoxoopDJfDIwbhR0AUfzrpl60UVXQTJ9xVOKwNYupXm8gn93jkev1ooqJlRMK0GS+SThyuT6DpXpWiW0UFnEEXGQCfc0UVNPcqWxpzAbhUUvSiitWQilcHoa5zxNxpDf9dF/nRRUjMPWfEja5BBFLpen2xgRY43tkdSiLnCAFyAOcnA5PNdLHyOfSiimJliKrOSMUUUhFW6la2eOdMbiHVgehAUsM/Qj9TXH3Ds4BZixbkk9zRRWUzSIy1jV5cHoTXp0KhIwo6AACiiiASEY9fpWfL1NFFUI4y61ltK1a/jNhYXsUsoYx3kO8BlHBBBBHU5GcHuDVjR7641G+1C+upPMuLhxJI+MZY57dvpRRVolm8vBFW4vu0UUMQrIJh5b/dbg/41h6rcyy2On7m/1kbO/uQ23+X86KKzlsXEwX5k59a6zwtGoSdh14FFFRHcp7HQyHjNVLgZxRRWhPQ53xKf+JO3/XRP51zV5r2p6hpsGnXd3NNb28jyoJJGYlmxnJJ5xt49Mn1ooqlsB//Z", "info": {"video_id": "189849", "label": "holding spoon next to glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b2d19fd1ac99ac3fac134bd8c7de77adb5d529b5d0a439f14784fbf70e46a87c"} +{"episode": 65886, "episode_seed": 4207224546, "split": "train", "timestamp": "2025-10-13T03:33:34.800599", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4207224546, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: '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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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yrUUUDRSNJRRUlFvTNebRjPGdN02/imZXMd9b+YFZc4IIII6nIzg9wafHqF1q2o3uoXsplubmTzZHxjLHJPA6D2ooqnsT1NVfuL/uin5yB7UUVCBi9KguPu0UVRJnr/rm+lSf8sgKKKCipOAHqHPNFFIpEcx+T8auX/ibV9U0q20u9vpp7a2leVBJIzEswXqSecbePTJ9aKKaE9z/2Q==", "info": {"video_id": "206779", "label": "showing that glass is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "206779", "label": "showing that glass is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "206779", "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": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "206779", "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": "7ded4c58ef9dd2237406e2cbf48f895b42b3c26232b9d962d21a769e80a9743a"} +{"episode": 65887, "episode_seed": 246383038, "split": "train", "timestamp": "2025-10-13T03:33:36.563231", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 246383038, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling water onto leaves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "35672", "label": "sprinkling water onto leaves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "35672", "label": "sprinkling water onto leaves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "35672", "label": "sprinkling water onto leaves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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keTF+7gVRwEXgfU4A5ruryO0ubtNTt3EtvcEXEe0YHyg5/WvOLqJ5J9/v/OsZWchvRWEgu9gHyBgvPHrVxL64v4rq3to/mkCoY0BO7LDt65xzVrwrpW64zJEXTJOMZHrWhoz2HhfWy15xK7MpkxkRew9+mT26etVboTbqY7aJd3SvcSBYcLndKcn8BXPx32owRTWUFxJ5Urh3QdGZeQfqMV6jr3gTWzay3FvcLcooLGNRtbA64FY/w78OLqd9e3E0e5Y42jQEfxMOf0/nX1TxUfZud7m8aDckjB8Os0U32l28ye4kJBJ5x0z/ADru4MJEIgwPVnZjgIvqfc1xmmWrafJ+8XLozKEPscAVl+IfEckyyadbTboi26eQf8tD/d/3R+tfPTvOVyJKzNS/8SCbVGbT3aNFyiSA4LDv+BrXYzXWhz3FioF+8ThowfvjHzMo9QOSB9a4GzXdsYdAuTXV+CdR+1+JUtfN2qkUhjYf3tp/z+Fc7jroCfQw9MukTSdYjPLC2DIR2JOz+Tmr/gTUW0bV4dUEnlxxyqkhIzlDwV/HIrrdNtNLuItXF3Z28N0qSfa0wNsxXHzL/dHIbHqTiuF1y2htbiKG1bybMjzTk5wx4wO56cfWqg9bDlGyPpu+P+gyO5yqYbOfTvS6JF9sthdSskkbjMeOQwx1rkfCniqy8U+FvIaUpdIqw3CHhufl3D2PJ9jXVafKIEFpDhIYhtBHYAYAFNy96xha7KfizTNL1K2hW/iiMEYbaW4C9M49K8J8RLpNlcG30FpJDk72PQfQ16n8VJCLXSlaYrG/m71U/eI2/wCNeT3kNnBEHuZDDH1CL996+oyfAUZQVarr5dNzWVeXslTRF4bsreeSbz1BOAPWujs7eHTZoLW2cyrJ0I42nP3c1l6dp0mp6LqdzYk2q2kXmSY6gdsmmeHg8kVl5kZCW8jSTTFjls8BRXdmMMJKEnLSy0+7Q505s7u4ukhsJYhEJA427DyuP8O1cTZ6GNLu57q1uG+w3ERVMHkbiAVb6c1oeJfEKafAbON1a+m+8B0hTt+P/wCusPQNQkW+SQsPm4cN0YehFfDyvudEfM2de1d7Ky0yGPYY2y7RsoIYDGCRWPrOr3mlzi3srmaBHllkKxuQCN2F+vCin+L9OlKQ6tbB3sXBiAP/ACxIJGD7E5wazPEIuJ9TsfNhkjJtYUwVxzjn9c0RSb1K1Vz6E8KpFf8AhbTp2fJeBSX7k45yfXINM1q3uL4wxqiu1sxDc4PYjB/Kua+FmqRz22oaWsm77K4dTnIO7IIHsMAV11wVm8RR2WWBZPNJHTaMDmrklozCaMe50nUb6NYjakkqdzHGB9DXz15WZwjnaC2CcdK+wmCpEI0GBjHHavP7/wAM6BJE1xeWlsqp8zSEBcfjWlKHvadTuwL5VI8K1O+e2hW3hYg7RuweMdhVbRJXfWIHdi7Bs5POTWx4xh0F9VX+xDM0Yz5pb7pPYr3xWn4f0az+ywTZRJupY59ehI7V7P8AY9f2PtJK3l1MKlSF+WP3nT2ttFd2wgliV1Xkk/ebI7enGa47xl4Zh0m+h1DT18yDK+Yh5EfGFz7HGK67TboTwzPt2sZNgAH3vTHtjmsjWNZitNVeKMrPJtKzI/Ktn+E/kK8WtCdKbhJWaIi0yjpfh7TdTvoLiWKWNJbcNJG5yFP+yevTBGabplvb2F1DNZ3RkSK7CZdQrqGIyCOnRG6cVqwTiHTX1O3UskUeGhHOw7dox6r0+lcto9wGt9SDvh44DcD3ZQR/7PWDd0UlZnW+AodJ1DxiLuya7+0Iryf6VsKgk4zlec88cd69gEEc8MtteRjZKCV3L0brn6jrmvAPhtqX9k+JobphmFv3EnOMK3U/hjNfQ18xktCx4KEHdjpzWko6Gc+5w+mWkC2txbTqkolG0llB38cn25qponhTSnlvFltoZYjtIyvA65xXa6dpNrqDySG1EYzgsDjNcz8Q1Oi2tpZ6aTAlyHNxJnkgYxk/ia2w2HdatGCdr/5DoT5JqZwvi+38JaXI0FjbvcXv9yJzsU+5/oK5rTb65l1OCK4fZFkAQx8AenSrM1vbmOWQS+VEOHnfj8B3/AUvhy3tNW1uDTbOOSMSttSU/wCscn36KPpz719xhsLhsNSva77vf/gCr1qlWWux0l1fiO2KW91IJUUZi8xQoXux7g1i634XuLlmu9PQSIImLqhzuJXr9earDTLjTNe1ext41dgTAzXCB9hB556Z9DXfWMv2GziAXdIkWODwTjp/npXzebrDRUXR+Jt3FTlO7vseNaTp0ty00SIWmU5EQ+8ceg71NDpl5HaDUPs8giSTliPukHv6dK6+XSYJ9bXVLeQRzLMWmgQ4JYZO5B154yB71ZvtRew8MsIZmRnlVcg4LdyD6jrXh897l8vUdo9/Ja+H7+zS2e4uLdpJYFUEna7bSMDtzn86s+BdFj1S1vbrWbc4DFEjbKZJwScdRjtXM6lqE0Nk13A5haeO3UNCdnOHLdPda9J+GU51Hw9It1O0sySksXYs4B+7ye3B/Kpimxz2I7nRG8ORJPbSmaGZiIGbqhx0P0Fch4s8N3st0NQSVZElUbhk5U+leqaxbSzWjWEbKUDCRNzfw9MZ7HrWX/ZOqXEaRC13n2IIA+vbjvU6rUx5nsdzFKgbaSMVyejJZ6J4h1C2iKqhnMuPQMAcVVtfEJljMhOABkn0rm4Le81ybWNUVnXMTGLacZwMD+Vdam7WR7cKKi3fqjifEGsLBquqzxjIZpI4MHgEty3+fauKj7k85q5qkplnCjovH+NVBwuacVY82e5N5kjKsAbAOBx3rpPD1v8A2dqyXcDMZIQ2UPQ8VzEUoS5jY9Aa3rK8LXa9g/yv/LNZzunZbGbOlFvIdRnvNSnNumrRTRQKq7mKqhJlI/ugqAPU5x0rjryCYTva3DAzwk7CDkMDzwfQjkVtRB5fGFgJJGZQY4lDHopyuP1P51o2fhyLUbLTbqeVoiP9GZhg52HarH3xgf8AAayejuU3oM+Hkk0WpXEaAANFuLMcfKpycDue/wCFexwa5Dbx5D5hUFgW/h+prxbXvDWpeGNftzLv2mRdk6ghXB7j69COxyKvS6pdanqFrYmZmWRwpQHA69wOvFVdNXMm7I6zxzqU+owaTdeX+7bzfIAXn+HLH68V5vq1jcxr586E+YfvMea9q1XSJNWtYEtHVPJ3BQR64/wrzTxT4f1ayuYIbkGQTPtiK9Ca9/L8SnRjDmtbp8zSlTcoKRRs/Ed5crd2SIkMN7FHFc7B98J/j3pt7rCaVpkbRgMWz5C9iwP3j7CrXinRP+Ee+xW6H97Jb5Zvcnk1w2pXzXs8Sf8ALKBBHGPYd/xNcGJq+2qNrYucOR2Ysc0k90ZZXLvJlmZjySe9XJrxbWIRxtmU9cfw1lqeMg4IHFXtOgjkSSaRAwBAwfTvXHUSvdmZ6Pp+oeV4K0zUUdf3LbLhHG5XQvzkfkfqKk8Q6pYTW1pDEcCaz3ru5IY7uh9cg1h2Vol3p8WmG9js7MhpJXfpGoJLH34zj8Kq6l9i1Xw/bXFjG8MtmswiBbJaBJMc/wC0N4Yn3PpWMu6NYyfKR+DPFI8LazHcRo0sLDZcZ4LL7fQ8175b6hb30v2m1w0km3Y3crtyP618yGLzQZlwoPD54APr+NeyeFdXhbSYHjmE7tGocrx5bDjbj04q372hjbU9VtJBgb2JbHOe5rw7XNWudbJa7mMVvkhIl6H8O/1Nd5a67LqWoLp9tKflUmZ0P3R6Z9TXlcty5lkMZ827YkbguQn0HTP8q9vJXGMpyl0t+ooybukZ2oW1va4E8uwHlLdPvsfUnsPc/gKs6rY3tlpGmXKXBW0uGOyOMEBgDz83fk1mELp2sJJqNgbkcmRJJSGfI65HQ9605tfmmstPgvhstNNhkaBO53dPqTxXtYvM5QgnElUbjbrxC+kRXJt4/Ku7tt0aly5hTGN2T/Ee1c5bM8rLIzFmYliScnOaznmeeeSaVizuSSalS6eGLZHw2OtfK4qcq03Ue7LSUVZHe+FdR8/XbbTgRj5ywPRhtOVI7/SruneE9MvLjU2geWLdHJFLb7sNa8cjn7wJxg+h5rkPDcVxp+vWt6XBCMS/PI4NdRBe3174l1CW0/c208Twh3bavmvGQoyeMnb+AGa4mkldGsJLqc1qNm+kstlayGRZ/wB6ZDwQo4wfx6/hX0Do2sxa/wCEY7q2mR5HiEbYP3ZBgEH8a+b764urnMNxuSaAkNGeOM8j6iup+HOqTWeoXNukj7ZY1PlryCQwO4+mPX3q73iZz1Z77oz/ANn2MFgCZJIkClmPJwOSa4X4usqxaMHZhGxlYpn7xG3r+ddVaX0URIlYb25Lqfvf/WrmPHEg1ZbC6itJrmKy83cQMjJ2/wAsV1ZfP2deL9fyFFe8keT3trcXaGZYXmjiHyjG1FFRaNrVzZPax2VnBHdwz+bHcqDvHqD2IrR1TW7iSN4EHlwngqK2/hp4dTULm8vJ0DBIykYPqRya9+tWtSlObuawpc0rFbSpWubyedySrsZHZ/4mPJY/zq9rniGHSrAeWwa6lTEEfXYv95v881kahdR6THeNt3JHKYyg43N2X6etcRNdzXl8Lid9zu2ST0+n0r5lx53zMmSs7G5ZXkkl0JHdtwbIYnmug16zfXNOa5sjuuLZsSQj/lr8uSyjuwHUd+SK4truO1iwDmU9h2rrfDNwt/4P1GISGO7tZRPDKpwwYDIOfzFYOL3Gn0ZjX0F43hLTC1tMFEshZ9pxj+E/+PGus+HmqR2XiyLTVI23ERSVv9pVyqj6YP4mpG8UWlx4ZhuXAEr3OyZgMBjsHUdupFefW+oyaTqiz2eUnil3CRxk9f5fzpwlrYKiSPonWHC3FhB8xa4coGHbGTk+3FdRbrDbWKRQjJ4B556dTXCaH4kh8QadbXZh8uUxldn9192Dg+ldTaMU2+ZuLZ5I5H09xU7vXYwt1PCbDUJ57CaPefunNeoeAzAdAhDFSHUqa8MtdVNvbvEo+ZyAT7V0/h7xJcaXYXJQ5ijQyAk8A+ldWx7NOUZ3Vzi9chW31y+hX7kc7qPoCazm+4PTOKdeXbz3s08rZaVy7H3JpjIxGW6AcCqPOm7tjR0LflWpZllKPjjINZg/1YHpWmbuOLTIthHnbShHf61lUv0M2XXvQNRt7mNt2xlbPoVP/wBavUPCsME2lS2NzGAHaTa/dW35VvyIrx7SojO4jHJ3DH416H4U1KNbx7BpD5isJFBP8OcNj9D+dYyfLKyJbsj0iAQ6zoEug6on7+IlVYDO0joQf1rzLQ9M0/SvGgF/qxQ21wqFHtWUk5GO5GDwc56V3YnayZL2NW8z/VzMeQV/hb8On5V5vqFmPEPxCv8ATp9UngjRpPKKxbi+ELqvsOvJ7AD0qKafNpsTfQ9/2W8J8mJVUJzwc5z3qrqdnb39vAZVBaGZXX2NeN/DjxZqLW1xBeXUk6KsYhEhzsHOQP0rv7rxElv9nV2wXbOK64y5T08JSbpxdzh/jLL5Gu20ankWuPzJrydRk+5rs/iPrK6x4mnmV8xxosS/h1rjgPmx2/lWhz1viELYJ+lW7K5aOLZ7/mDVHIZ+OQT+lWLdS9xsHXH8qiaTWpgdJbv5ukXCMckIVB9sdPzrR8ORRmDTlO3YL6SF1IzlJIxuGPfBrn0uFtYjE/AlyoPvitjwnL/psYLhdk6SDP0KnHvzXPL8AT1OxsfAlpqlteWNuBFqEQzErNgSg9v/AK9ckltd+Gmu7O7DxSrIflPBIxxXqqXRSO11SJlWe1CrIP76f/W/rWL8WYbfUfC6a0sBF0siLlH2kqc5+tRzWny9GRe4nw0VmsLm4wS08gRT9B/9eqF/4d1nR7Qi1sxIi5LSxHcf8apabqi6N4cjuNB1vUVjN0YFM8aotwwQF3iHXapwpz6j3A9nhCgLnnIrvw1SVGTa6m2HhF81/I+dLW2m1rX7e3lYszuA59B3rV+K+nLp2p2SQIEilt1IA9uK6/UtLt9H+JZlVVWO6j81AOzHhv1H61kfGd4nGiMv3/Kkz9MiunE4j2sl5HV7PlpX7nkmMCljZTPFuPy5GaRvuceuKjA7+nArkepxs6izvQl4jA/e4OOx6VoXGo3cms6LYuyra20obaowGZ22sx9TjA57CuYtHO5G9cZNal3dFL+3n7ptYEezf/WrmtyqwloX20O61E2lzCQZQfs85JwfMjO0H8V2/rUKtqfhfW48RfZpc+XJGVB+8MFT6gg5Fd74btE1KxvIPN8uRrmaWL0DbgR+YNdNdaNYeMvDp+0RpHq9sNokxtbKnIBHsf6+tQ5ctm9gk9Th7vxRPtjtrSMRvJ8oYnceuOPSvVdJtkt9PitouVjA59T3rwbRNOln8ftpur3N1aBJtiyQzwqsTA8li/GAM8DknAr1XwbfXcN/rFpfXVzKYJQiLc43oMt1xxnpnHFa2bswopuqrE/jfwbZajolzfW9uqXsCGQFBjeB1BHfiovhlbrFo4PG58murm1CJLOYyEbShBz6Yrz3wVrSWtpNydkW4j6Cuh1nycnQ9OnTk+a+55p4yuX/AOEgvbJW/cw3Ltgd2Peub3ce4FX9VuDeanc3LfelkZz+JrMduTikcNX4mXdMiE1wzMM4Bxn1rptOVDZyRxsIjOwVtvAPGOfxrkrWZ4WKg4LYNb+kTZmYE/eGcehrCafNqZdTZhXR5LbUNBtiJreGWFVvCCC07blaQei7iq4/u89a5Rrd33RuNs0OVbPoP6jmtbTUj26wgIXdbs6/VZFIrvbfQtNu9Tga/hxHeKC0+NuJdoy3HfPP41i3ZuSHJ6Gd4E1SCHTvKSYy3EZKtGwwAh6FffOf0rr4Nee51CGwgkBdjltrf6tR1z/KvNPFvhy/8DSXCtJtSdlaGWPoy5OcfpViPSde8L6bpurTXd3DdXyyCWLZjyF+QorHH3mDZI7dOua0S5ldGU72scRHyPwpfPkaBoi52dcUUV1M6kzOflwD61JGzNCSTk5xRRSM2O6AihgBjHeiikSaGisU1izA6NPGD/30K1tMJTxjbbSRl2B+nzCiis5fED+FnshAa1gU/dmUK47EV5Bq+oz6V4+mvbUIJlldOVyCGQqcj6GiiufD7feZIpeFJXt3IjYjOAc+1ep6ZZxXqi5ny0kedpz0oorqkevg/gR49rpLaldE8/vW/nWZFl1wx74oorRbHHV+JjsYcY7CremnbqUOO/HP0ooqKnwsxY2/djelSeEIxW7YgRW7SL94EYP6/wBKKK5qnwIR61pb71jZlUhpBlSOMFeR9OaxPG8jL4PvkyStteRLGCeg3kfyoorPt6ohHnOteJn1iSCFtK061a12xQyWqSKyRrnCAFyoHOTgcnmvoeG6lYqCR0oorq6noYFL3v67nn/ji7mPiuxO7BSIYI9ya4rxzqFxe6sEnfcsMSog9AeTRRVrc6q38F+px0hO4L2GTQBiFT6miiqZ5TNizjX7HC2OSDn86p28jy7t5zhzj8aKK5l1JPUPCN3K8TA7RtcDIHX5B1rs7GZ28SZOMSxeYwA6sMjP6UUVz1P4b9CXuzyHxdrZ0Xxlq5Gm6deJc3W947yDeAyfdYEEEdeRnB7g1s+Fdcv9SmuL+6m33NyweVwMbjk9h0oorqh8CNsN/GX9dDoPEOp3UegSFZME8E+xqLwTbRS6BdSMPmYlSfaiin0PZj8R5jrEKQazdQJwiTMq/TNZB5kx/tGiitjyKvxMVP8Aj4WtiwJSZcd+KKKyqGRYsSf7RuEz8rJKp+mD/hXr1oxuPD06uf8AVKsqEdVYKOaKKxiLoiv8RZRqHwxE91EkkkE0WxiDkc49a8/sdb1C80yHT7i5llggLyoZJXdtzY6lic4xx6ZPrRRSwz0+bI+yf//Z", 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keTF+7gVRwEXgfU4A5ruryO0ubtNTt3EtvcEXEe0YHyg5/WvOLqJ5J9/v/OsZWchvRWEgu9gHyBgvPHrVxL64v4rq3to/mkCoY0BO7LDt65xzVrwrpW64zJEXTJOMZHrWhoz2HhfWy15xK7MpkxkRew9+mT26etVboTbqY7aJd3SvcSBYcLndKcn8BXPx32owRTWUFxJ5Urh3QdGZeQfqMV6jr3gTWzay3FvcLcooLGNRtbA64FY/w78OLqd9e3E0e5Y42jQEfxMOf0/nX1TxUfZud7m8aDckjB8Os0U32l28ye4kJBJ5x0z/ADru4MJEIgwPVnZjgIvqfc1xmmWrafJ+8XLozKEPscAVl+IfEckyyadbTboi26eQf8tD/d/3R+tfPTvOVyJKzNS/8SCbVGbT3aNFyiSA4LDv+BrXYzXWhz3FioF+8ThowfvjHzMo9QOSB9a4GzXdsYdAuTXV+CdR+1+JUtfN2qkUhjYf3tp/z+Fc7jroCfQw9MukTSdYjPLC2DIR2JOz+Tmr/gTUW0bV4dUEnlxxyqkhIzlDwV/HIrrdNtNLuItXF3Z28N0qSfa0wNsxXHzL/dHIbHqTiuF1y2htbiKG1bybMjzTk5wx4wO56cfWqg9bDlGyPpu+P+gyO5yqYbOfTvS6JF9sthdSskkbjMeOQwx1rkfCniqy8U+FvIaUpdIqw3CHhufl3D2PJ9jXVafKIEFpDhIYhtBHYAYAFNy96xha7KfizTNL1K2hW/iiMEYbaW4C9M49K8J8RLpNlcG30FpJDk72PQfQ16n8VJCLXSlaYrG/m71U/eI2/wCNeT3kNnBEHuZDDH1CL996+oyfAUZQVarr5dNzWVeXslTRF4bsreeSbz1BOAPWujs7eHTZoLW2cyrJ0I42nP3c1l6dp0mp6LqdzYk2q2kXmSY6gdsmmeHg8kVl5kZCW8jSTTFjls8BRXdmMMJKEnLSy0+7Q505s7u4ukhsJYhEJA427DyuP8O1cTZ6GNLu57q1uG+w3ERVMHkbiAVb6c1oeJfEKafAbON1a+m+8B0hTt+P/wCusPQNQkW+SQsPm4cN0YehFfDyvudEfM2de1d7Ky0yGPYY2y7RsoIYDGCRWPrOr3mlzi3srmaBHllkKxuQCN2F+vCin+L9OlKQ6tbB3sXBiAP/ACxIJGD7E5wazPEIuJ9TsfNhkjJtYUwVxzjn9c0RSb1K1Vz6E8KpFf8AhbTp2fJeBSX7k45yfXINM1q3uL4wxqiu1sxDc4PYjB/Kua+FmqRz22oaWsm77K4dTnIO7IIHsMAV11wVm8RR2WWBZPNJHTaMDmrklozCaMe50nUb6NYjakkqdzHGB9DXz15WZwjnaC2CcdK+wmCpEI0GBjHHavP7/wAM6BJE1xeWlsqp8zSEBcfjWlKHvadTuwL5VI8K1O+e2hW3hYg7RuweMdhVbRJXfWIHdi7Bs5POTWx4xh0F9VX+xDM0Yz5pb7pPYr3xWn4f0az+ywTZRJupY59ehI7V7P8AY9f2PtJK3l1MKlSF+WP3nT2ttFd2wgliV1Xkk/ebI7enGa47xl4Zh0m+h1DT18yDK+Yh5EfGFz7HGK67TboTwzPt2sZNgAH3vTHtjmsjWNZitNVeKMrPJtKzI/Ktn+E/kK8WtCdKbhJWaIi0yjpfh7TdTvoLiWKWNJbcNJG5yFP+yevTBGabplvb2F1DNZ3RkSK7CZdQrqGIyCOnRG6cVqwTiHTX1O3UskUeGhHOw7dox6r0+lcto9wGt9SDvh44DcD3ZQR/7PWDd0UlZnW+AodJ1DxiLuya7+0Iryf6VsKgk4zlec88cd69gEEc8MtteRjZKCV3L0brn6jrmvAPhtqX9k+JobphmFv3EnOMK3U/hjNfQ18xktCx4KEHdjpzWko6Gc+5w+mWkC2txbTqkolG0llB38cn25qponhTSnlvFltoZYjtIyvA65xXa6dpNrqDySG1EYzgsDjNcz8Q1Oi2tpZ6aTAlyHNxJnkgYxk/ia2w2HdatGCdr/5DoT5JqZwvi+38JaXI0FjbvcXv9yJzsU+5/oK5rTb65l1OCK4fZFkAQx8AenSrM1vbmOWQS+VEOHnfj8B3/AUvhy3tNW1uDTbOOSMSttSU/wCscn36KPpz719xhsLhsNSva77vf/gCr1qlWWux0l1fiO2KW91IJUUZi8xQoXux7g1i634XuLlmu9PQSIImLqhzuJXr9earDTLjTNe1ext41dgTAzXCB9hB556Z9DXfWMv2GziAXdIkWODwTjp/npXzebrDRUXR+Jt3FTlO7vseNaTp0ty00SIWmU5EQ+8ceg71NDpl5HaDUPs8giSTliPukHv6dK6+XSYJ9bXVLeQRzLMWmgQ4JYZO5B154yB71ZvtRew8MsIZmRnlVcg4LdyD6jrXh897l8vUdo9/Ja+H7+zS2e4uLdpJYFUEna7bSMDtzn86s+BdFj1S1vbrWbc4DFEjbKZJwScdRjtXM6lqE0Nk13A5haeO3UNCdnOHLdPda9J+GU51Hw9It1O0sySksXYs4B+7ye3B/Kpimxz2I7nRG8ORJPbSmaGZiIGbqhx0P0Fch4s8N3st0NQSVZElUbhk5U+leqaxbSzWjWEbKUDCRNzfw9MZ7HrWX/ZOqXEaRC13n2IIA+vbjvU6rUx5nsdzFKgbaSMVyejJZ6J4h1C2iKqhnMuPQMAcVVtfEJljMhOABkn0rm4Le81ybWNUVnXMTGLacZwMD+Vdam7WR7cKKi3fqjifEGsLBquqzxjIZpI4MHgEty3+fauKj7k85q5qkplnCjovH+NVBwuacVY82e5N5kjKsAbAOBx3rpPD1v8A2dqyXcDMZIQ2UPQ8VzEUoS5jY9Aa3rK8LXa9g/yv/LNZzunZbGbOlFvIdRnvNSnNumrRTRQKq7mKqhJlI/ugqAPU5x0rjryCYTva3DAzwk7CDkMDzwfQjkVtRB5fGFgJJGZQY4lDHopyuP1P51o2fhyLUbLTbqeVoiP9GZhg52HarH3xgf8AAayejuU3oM+Hkk0WpXEaAANFuLMcfKpycDue/wCFexwa5Dbx5D5hUFgW/h+prxbXvDWpeGNftzLv2mRdk6ghXB7j69COxyKvS6pdanqFrYmZmWRwpQHA69wOvFVdNXMm7I6zxzqU+owaTdeX+7bzfIAXn+HLH68V5vq1jcxr586E+YfvMea9q1XSJNWtYEtHVPJ3BQR64/wrzTxT4f1ayuYIbkGQTPtiK9Ca9/L8SnRjDmtbp8zSlTcoKRRs/Ed5crd2SIkMN7FHFc7B98J/j3pt7rCaVpkbRgMWz5C9iwP3j7CrXinRP+Ee+xW6H97Jb5Zvcnk1w2pXzXs8Sf8ALKBBHGPYd/xNcGJq+2qNrYucOR2Ysc0k90ZZXLvJlmZjySe9XJrxbWIRxtmU9cfw1lqeMg4IHFXtOgjkSSaRAwBAwfTvXHUSvdmZ6Pp+oeV4K0zUUdf3LbLhHG5XQvzkfkfqKk8Q6pYTW1pDEcCaz3ru5IY7uh9cg1h2Vol3p8WmG9js7MhpJXfpGoJLH34zj8Kq6l9i1Xw/bXFjG8MtmswiBbJaBJMc/wC0N4Yn3PpWMu6NYyfKR+DPFI8LazHcRo0sLDZcZ4LL7fQ8175b6hb30v2m1w0km3Y3crtyP618yGLzQZlwoPD54APr+NeyeFdXhbSYHjmE7tGocrx5bDjbj04q372hjbU9VtJBgb2JbHOe5rw7XNWudbJa7mMVvkhIl6H8O/1Nd5a67LqWoLp9tKflUmZ0P3R6Z9TXlcty5lkMZ827YkbguQn0HTP8q9vJXGMpyl0t+ooybukZ2oW1va4E8uwHlLdPvsfUnsPc/gKs6rY3tlpGmXKXBW0uGOyOMEBgDz83fk1mELp2sJJqNgbkcmRJJSGfI65HQ9605tfmmstPgvhstNNhkaBO53dPqTxXtYvM5QgnElUbjbrxC+kRXJt4/Ku7tt0aly5hTGN2T/Ee1c5bM8rLIzFmYliScnOaznmeeeSaVizuSSalS6eGLZHw2OtfK4qcq03Ue7LSUVZHe+FdR8/XbbTgRj5ywPRhtOVI7/SruneE9MvLjU2geWLdHJFLb7sNa8cjn7wJxg+h5rkPDcVxp+vWt6XBCMS/PI4NdRBe3174l1CW0/c208Twh3bavmvGQoyeMnb+AGa4mkldGsJLqc1qNm+kstlayGRZ/wB6ZDwQo4wfx6/hX0Do2sxa/wCEY7q2mR5HiEbYP3ZBgEH8a+b764urnMNxuSaAkNGeOM8j6iup+HOqTWeoXNukj7ZY1PlryCQwO4+mPX3q73iZz1Z77oz/ANn2MFgCZJIkClmPJwOSa4X4usqxaMHZhGxlYpn7xG3r+ddVaX0URIlYb25Lqfvf/WrmPHEg1ZbC6itJrmKy83cQMjJ2/wAsV1ZfP2deL9fyFFe8keT3trcXaGZYXmjiHyjG1FFRaNrVzZPax2VnBHdwz+bHcqDvHqD2IrR1TW7iSN4EHlwngqK2/hp4dTULm8vJ0DBIykYPqRya9+tWtSlObuawpc0rFbSpWubyedySrsZHZ/4mPJY/zq9rniGHSrAeWwa6lTEEfXYv95v881kahdR6THeNt3JHKYyg43N2X6etcRNdzXl8Lid9zu2ST0+n0r5lx53zMmSs7G5ZXkkl0JHdtwbIYnmug16zfXNOa5sjuuLZsSQj/lr8uSyjuwHUd+SK4truO1iwDmU9h2rrfDNwt/4P1GISGO7tZRPDKpwwYDIOfzFYOL3Gn0ZjX0F43hLTC1tMFEshZ9pxj+E/+PGus+HmqR2XiyLTVI23ERSVv9pVyqj6YP4mpG8UWlx4ZhuXAEr3OyZgMBjsHUdupFefW+oyaTqiz2eUnil3CRxk9f5fzpwlrYKiSPonWHC3FhB8xa4coGHbGTk+3FdRbrDbWKRQjJ4B556dTXCaH4kh8QadbXZh8uUxldn9192Dg+ldTaMU2+ZuLZ5I5H09xU7vXYwt1PCbDUJ57CaPefunNeoeAzAdAhDFSHUqa8MtdVNvbvEo+ZyAT7V0/h7xJcaXYXJQ5ijQyAk8A+ldWx7NOUZ3Vzi9chW31y+hX7kc7qPoCazm+4PTOKdeXbz3s08rZaVy7H3JpjIxGW6AcCqPOm7tjR0LflWpZllKPjjINZg/1YHpWmbuOLTIthHnbShHf61lUv0M2XXvQNRt7mNt2xlbPoVP/wBavUPCsME2lS2NzGAHaTa/dW35VvyIrx7SojO4jHJ3DH416H4U1KNbx7BpD5isJFBP8OcNj9D+dYyfLKyJbsj0iAQ6zoEug6on7+IlVYDO0joQf1rzLQ9M0/SvGgF/qxQ21wqFHtWUk5GO5GDwc56V3YnayZL2NW8z/VzMeQV/hb8On5V5vqFmPEPxCv8ATp9UngjRpPKKxbi+ELqvsOvJ7AD0qKafNpsTfQ9/2W8J8mJVUJzwc5z3qrqdnb39vAZVBaGZXX2NeN/DjxZqLW1xBeXUk6KsYhEhzsHOQP0rv7rxElv9nV2wXbOK64y5T08JSbpxdzh/jLL5Gu20ankWuPzJrydRk+5rs/iPrK6x4mnmV8xxosS/h1rjgPmx2/lWhz1viELYJ+lW7K5aOLZ7/mDVHIZ+OQT+lWLdS9xsHXH8qiaTWpgdJbv5ukXCMckIVB9sdPzrR8ORRmDTlO3YL6SF1IzlJIxuGPfBrn0uFtYjE/AlyoPvitjwnL/psYLhdk6SDP0KnHvzXPL8AT1OxsfAlpqlteWNuBFqEQzErNgSg9v/AK9ckltd+Gmu7O7DxSrIflPBIxxXqqXRSO11SJlWe1CrIP76f/W/rWL8WYbfUfC6a0sBF0siLlH2kqc5+tRzWny9GRe4nw0VmsLm4wS08gRT9B/9eqF/4d1nR7Qi1sxIi5LSxHcf8apabqi6N4cjuNB1vUVjN0YFM8aotwwQF3iHXapwpz6j3A9nhCgLnnIrvw1SVGTa6m2HhF81/I+dLW2m1rX7e3lYszuA59B3rV+K+nLp2p2SQIEilt1IA9uK6/UtLt9H+JZlVVWO6j81AOzHhv1H61kfGd4nGiMv3/Kkz9MiunE4j2sl5HV7PlpX7nkmMCljZTPFuPy5GaRvuceuKjA7+nArkepxs6izvQl4jA/e4OOx6VoXGo3cms6LYuyra20obaowGZ22sx9TjA57CuYtHO5G9cZNal3dFL+3n7ptYEezf/WrmtyqwloX20O61E2lzCQZQfs85JwfMjO0H8V2/rUKtqfhfW48RfZpc+XJGVB+8MFT6gg5Fd74btE1KxvIPN8uRrmaWL0DbgR+YNdNdaNYeMvDp+0RpHq9sNokxtbKnIBHsf6+tQ5ctm9gk9Th7vxRPtjtrSMRvJ8oYnceuOPSvVdJtkt9PitouVjA59T3rwbRNOln8ftpur3N1aBJtiyQzwqsTA8li/GAM8DknAr1XwbfXcN/rFpfXVzKYJQiLc43oMt1xxnpnHFa2bswopuqrE/jfwbZajolzfW9uqXsCGQFBjeB1BHfiovhlbrFo4PG58murm1CJLOYyEbShBz6Yrz3wVrSWtpNydkW4j6Cuh1nycnQ9OnTk+a+55p4yuX/AOEgvbJW/cw3Ltgd2Peub3ce4FX9VuDeanc3LfelkZz+JrMduTikcNX4mXdMiE1wzMM4Bxn1rptOVDZyRxsIjOwVtvAPGOfxrkrWZ4WKg4LYNb+kTZmYE/eGcehrCafNqZdTZhXR5LbUNBtiJreGWFVvCCC07blaQei7iq4/u89a5Rrd33RuNs0OVbPoP6jmtbTUj26wgIXdbs6/VZFIrvbfQtNu9Tga/hxHeKC0+NuJdoy3HfPP41i3ZuSHJ6Gd4E1SCHTvKSYy3EZKtGwwAh6FffOf0rr4Nee51CGwgkBdjltrf6tR1z/KvNPFvhy/8DSXCtJtSdlaGWPoy5OcfpViPSde8L6bpurTXd3DdXyyCWLZjyF+QorHH3mDZI7dOua0S5ldGU72scRHyPwpfPkaBoi52dcUUV1M6kzOflwD61JGzNCSTk5xRRSM2O6AihgBjHeiikSaGisU1izA6NPGD/30K1tMJTxjbbSRl2B+nzCiis5fED+FnshAa1gU/dmUK47EV5Bq+oz6V4+mvbUIJlldOVyCGQqcj6GiiufD7feZIpeFJXt3IjYjOAc+1ep6ZZxXqi5ny0kedpz0oorqkevg/gR49rpLaldE8/vW/nWZFl1wx74oorRbHHV+JjsYcY7CremnbqUOO/HP0ooqKnwsxY2/djelSeEIxW7YgRW7SL94EYP6/wBKKK5qnwIR61pb71jZlUhpBlSOMFeR9OaxPG8jL4PvkyStteRLGCeg3kfyoorPt6ohHnOteJn1iSCFtK061a12xQyWqSKyRrnCAFyoHOTgcnmvoeG6lYqCR0oorq6noYFL3v67nn/ji7mPiuxO7BSIYI9ya4rxzqFxe6sEnfcsMSog9AeTRRVrc6q38F+px0hO4L2GTQBiFT6miiqZ5TNizjX7HC2OSDn86p28jy7t5zhzj8aKK5l1JPUPCN3K8TA7RtcDIHX5B1rs7GZ28SZOMSxeYwA6sMjP6UUVz1P4b9CXuzyHxdrZ0Xxlq5Gm6deJc3W947yDeAyfdYEEEdeRnB7g1s+Fdcv9SmuL+6m33NyweVwMbjk9h0oorqh8CNsN/GX9dDoPEOp3UegSFZME8E+xqLwTbRS6BdSMPmYlSfaiin0PZj8R5jrEKQazdQJwiTMq/TNZB5kx/tGiitjyKvxMVP8Aj4WtiwJSZcd+KKKyqGRYsSf7RuEz8rJKp+mD/hXr1oxuPD06uf8AVKsqEdVYKOaKKxiLoiv8RZRqHwxE91EkkkE0WxiDkc49a8/sdb1C80yHT7i5llggLyoZJXdtzY6lic4xx6ZPrRRSwz0+bI+yf//Z", "info": {"video_id": "35672", "label": "sprinkling water onto leaves", "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": "e0b830c5d3a21f9670342e54c3a661bbe654b3d1f84860bbafc9256e0a858861"} +{"episode": 65888, "episode_seed": 102103618, "split": "train", "timestamp": "2025-10-13T03:33:37.065149", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 102103618, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 black knife from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "107456", "label": "pulling black knife from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "107456", "label": "pulling black knife from right to left", "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": "c525bcd4b121b7f673ebf2782a7cfb33c18b92b94abf16abbffccb69f7c8b85d"} +{"episode": 65889, "episode_seed": 817550019, "split": "train", "timestamp": "2025-10-13T03:33:38.198333", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 817550019, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning stapler box upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "195330", "label": "turning stapler box upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195330", "label": "turning stapler box upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "195330", "label": "turning stapler box upside 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": "23ab30af43b745f3fcbc3100be8ed197a9d0fbfcb13f12fd227527ff38b81e88"} +{"episode": 65890, "episode_seed": 2173731796, "split": "train", "timestamp": "2025-10-13T03:33:39.802633", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2173731796, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 watch on top of computer desk'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "49322", "label": "showing a watch on top of computer desk", "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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+YnInABKY/hye3tVxqPqS0iLVLi/lN3HEkUedqhSfkJPU+pA5Pviqen6RDZQ+VCOpLu5OS7Hqx9zVpWszdSzS3IJ53KycODwT6Z+lWku0VGeO0m8rqjrGcEfjTk3LYnYgNnx0GPpSraxKjIy5Urg4rStbK9vl3eR5aHlST1+vpV4aCzJhp9rEdVXdio1QWbPJvFGljTBJdwjKjp6HPrXOpCd2OK9Y8faTbWvg2+k+aSVdm1mbp8w7DivPYYU5IXNW58yuO1nYpxW5fsalniWy+z3TEgRSAk46f5wK14ImwNowKsrYmVXVgCHGDu71HMXY6yQHzLt9wKR6nFIM9PnVuf1q+t2thkSxsN6P+8UAhgcgHP5V50vhWIDKT3keCCBHO2EI+6wWtGKz1XTElkS9OoPPGUZbxsBPQqQOPcd8+1aqoiOVonfw3e2MQl02zgucAbZZGCso65P+fWptRZdJ0PEjG4vbsBZzEOuMbY1Hp1/U1YsbuWSC6BWe0cwjdAWBBbBGRjqKZDZpK8Uy+ZLsUqGPQH+I/Xt+FU5JK6J1ejMew0dLW32guWJ3M7tuZifU/pVh9OjlXZKm5D+ldAtnheRj1pPJVT06VhzW1KZ55qmhPpzLLHlom5PGMVBYTpErMXA3etei3UK3Fq8UgGCOM9q821C1NrrE9uRhVVWAxgc55rojUTVybaGvHqduncsf9kdKl/toqu2OFieuWNYkeV4HerKKSabq9hKBqQ6jdXE8cQZELnaABzz7mupstJMcplmkV2hm8soBxnGc/wA64ba8d1bzIwyrd+3IP9K9NcNHdX+WX5rmBvwK4z/48KXM2OyRtCxibTb+5tQqSJFLLbxJgYYLwfc9/wAa83uTPJpLOzlGuYWEYOdq7kIGfcHmtbTri9tvilOjzZsbiQxRx7/u/u1OdvYHnn61z08Uo8+0V2KpO0OGGP4iPlPf3ommmhwe4ngpo11NIo1DxX0DWznduDMoLKT+I/Wsq7lCX6b8srr80h7tk5ra8KhPtlk1t80dtdRruAAyRvz+imoJtP8AtkU8bIFZWyh9M1adtTO13Yy0iCSXDq27zWUk+mBiopTzUKNJbzmNshxkfWklmJf5lCg9xV3TBJo9Bgt2dhnJ+tacNkcDA/Sp7WDC4x+AFaccHTjGK86x0XsUU05TgFR7E81Ufwnpcq5FosW5iS8X7t1I44I9a6eOAluB2+lTLBxsdeGGM+/pVJA2cgdFudPja20uceSzrI63LGQ7geoJ556H6cVYe2mNndxvG0TM4wgfK9icH8K6WWKKDaZNgLHbk/0rP1K9SKJILdvNYfezyMVcZMgisLQeQrxIqpJgt6g9MH6Yq+YQoGcE96pJcX2oKqW9ssSt8zORgbs9qtjTNTmdRM6xxDHzJwSaTXUBm3rgVUvrZLi2eGTByM47iugi02OMKWJZsc+lNkSGHJVFDeoFRzJaopRbPHtJsiviDWLZgVMLouD2GCen611NvZ4xkVlabLE/jfxOzsB++jwOucAjgV18VpdSIzQWjnHQy/Ip/Pn9KuabdyYsrwWZznAxVx1jhtd0i/KAQF29fb860rXRpmXFzcqoI5ESYx+JrXt9PtoTkR7j6uc1N0tyrNnG2dvrV6qxJCtsAc+Y67iR2G3tWzbeE18tlup5pdxyQz7R+QrpwMAAcD0HFO4ApOp2RXKYMHhfTbeUP9mEzYxh+grQitEhyQkaY6YGSPxNWJJwOlU7icJGXkdUQdWY4A/E1Dm2NRQrmNeTkn3qpNOTkdq5PW/iX4V0Z2jl1RbmYdYrMeafzHyj868/1f44u7Muk6OqjtJdybj/AN8rx+tNRkwckjsviPMf+ENu+eGkjX/x4VycFoCRxmvP9S8ea7riSw6ldGaGRlZY1UIsZBzwB/XNevW1lwvyjpWjjyxSM+a8rlaC0GPu/pWjBaZwNvOatwWoHYYq9FDGmF3YJ7dTUpDuVBaCNzuXgnGR+lMnggtl3Suvy9FLYJBrWudFvNSRYYyYYc5L45P0q9ZeFLSA+ZcETzn7zv8AMT+dVZLcNWcrcyRrAEt4zPIx4OzgD60+0g1K8hUW9gIEcYeXnBPt3zXoMdnCihVjXAHfp+VK0Q27SxC+g4FT7RLYagzjV0DVXZRNOiR92UYb+tacOhwRhS5LsO56VsvJGvAqnLOWBApOox8iKzWdpCxdYU3+uK8l8YjzvGl5jtBCP0Nen397b2cLS3dxFBGOryuFH615bqEkOq+L9Tmt5Vkh2Q7XXoRt6iiDbuxSsrFCK3z161citcuBtNX4bWJSMkHHXHetCGNQRtTH1p3Axr6x/wCJcxHBBBOPriu3imU2kly3zPJYW1wB6lCgb/0E1kPZ/aInidC6yAggcUyC+v8ATrUWc+lyXirZvaQy27qScklS+4jB+mc1pTl3JmuxfbR9VuPiBaX6GNdLj2uwJG7zNm0+/THtXH6lLJPrV0qxFI1vJg0oOQg39fXPH612Vp4nsr2eKGylkFzje0E8LpyoGcE4546c96p3OiaNrJZ7maeznZd7eS23f1789eK6NJWuZbEOjiK10eEIiqum20zO6gfvJ5vlQZHdULfTIqOxha5R7owyRK4VUSQYbaowCR2J5/DFXEtYLnTbPStPje1sIcu7L1bPfJ6scdfx9K2VtvlGF7cAisqkuhUV1OL1nQDdQvPApEyDJA7/AP165PYxykoIK9Qa9fFnlskY9a5DxdoYgk+2wKMN1A9adOd9GDR6JBbgKMDBq/Hb5GKYkkajBYfTvU6G5kkVYodqYz5knH6VikVcsRw4wBzVHUvtc1zFHYqfMjJZmPQe1a8Vru+aWQsf7q8CrsSLGMIoX6ClzJDUWzAtPDpkJmvnaSVzuIY4A+grZXTbVVVfJU4GOBireR65qN5gvTrUuo+haihnk7Ywi7Y0XoEGMVDI6JwDnHrVXUNWtNPgaa9u4baIclpXCj9a84134z+HrAPHp4l1GYcAxjbHn/eP9BUJORTstz0WW4LAgVz2teINL0ZN+o38Fv6K7fMfovWvDdd+LPiTVt8cE6WEB/gthhvxY8/yrD8M6YninxEbTUdRniaSKV0k2mRpHVCwXJPHQnJ9K1VFvczdRLY9l+G10t74m8V3MZyrXCFT3xl8V6anqePxrw34F3AiTX3llCIBBlmOAPv969D1H4keFdHBWfV4ZZB/yzt8yt/47x+tOestBw2O2RgO2alWUdM8+leHav8AHqJcpo2ks/pJdvtH/fK8/rXCax8VfFusBkOpG0ibrHZr5X/jw+Y/nUqnJg5pH0/qfiLS9GiMmo6hbWijk+dKFP5dTXnutfHXw3Yl0sIrvUpBwCi+VH/303P6V85STT3ErSyO8sh5LsSxP1JpgiducVrGg5EOrY9M1j44+Jr8stglrpsZ6GNPMf8A76b+grhNU8Q6vrUhbUtRursk5xLKWH4Dp+lU7WAPewo/Ks4BHrzXY6pZ2traRrDAifvMcD2NbQoKzfYxlVd0jmLbSb65UFYiq9i3FW4vD7cGab8FrpQ4UL7CsvUJXiti0bENkcirUUh3M+60iPyl+zjDgjqetfQ9npl06KXEUQx3O4/pXi2s6bYW3h+21TTdUvp1a7+y5uYVjW4IXc7xAc7VOFO71HfIH0FCVCLk5OB0+lc1Z2tY1pq5DFosLFGnkkk29s7VP4Cti2t4YFxFEqD1AqFH4pz3cUCF5pURR1ZmCgVg22bJJF9SKfvVR6Vwmr/FPwto+5G1FbiVf+WdqPMP5jgfnXBax8eJ3Vk0fSkjJ6S3Tbj/AN8j/GhQkxOSR7q0/HH51z+r+LtC0cN/aGrWsRHVDIC35DmvmrWPiD4o1vct3q84iP8AyyhPlr+S1hWtrcahMVhUu/ViT/M1caDbIdVI9z1j42aJb70020ub1x0Zh5afrz+lcDq3xb8S6huW3misIz2t0+b/AL6OTXMRaHL9t8ieQLgZO3mtRdHsoYs+WXIPVjWyoJbmbqtmDc3t/qsxe5uLi6kPeRy386674fiSRtQVyxKeWMHt97iovDVnp2peJk0vUbuazt522pLFLFGsfqWMnGMZ4HJOB3roPBtg1lruv2rRzo0E4iK3AAkGCwG4LxnHXHFOaSjoEdWdTb2p2gkD3zWrbWfTjI7mnW9uTgjGPpWnDb4Azya5jbYjitl2nj61N9lV2AI4KnI6ZNWo4TnGMCp5USK1eQjARc8HGcVSRLZj3unLewC3miLJvHcg8dCD2NVrbRo7QEQyERIhiMUj52Z9Ceg9ulX21eGdVjs4HnmdOdq8KfenzWWq6hZrF5aQqQAylvmNWk0S9StaWZt7TM+5QnKsCPmXAxx7VddoYUDF1VezMePzqG28L3Hlp9sutsasT5O45x+FaEPhqyikWQb3K8BWOVH55pNx6sFFlIEMTtyfSq93ZNe28kHlOQeDkYH1yal8YzyaT4baayla3mWWNQ8f3sEnIzXJa3P4n0bRtOu7nU71Zbvf5kRXAhAClQTj7xDZx/8AXqVrqh2tueoW8McXCRquOM45q4tFFS9zREwOBkVKCcUUUhEMsrBTz0rxT4l/EjxDo2onTtOlgt4z1kWPL/mSf5UUUR3G9jxrUtUv9TmM1/eTXMh5LSuWqrCu+UKScE0UV1JHOzfs9NttgdkLH/aNNt9Sn0PWhf2YjE0JbYGXK/MpU8fRjRRWr2JRizExJ5aMwRvvDPBx0zUGaKKzYxBWnYWUMpDOC2MnGeKKKIgzXigjh8NSyIoDuu4n6nFYvaiiu3C7SMavQbaf8f0P++P511+tf6iP/rp/Q0UVMfhkTP4kOzhSfb+lZOon/RM+4oorLobEmueKX1+G1hl0nTLU26pHFJapIpSNc4QAuVC85OByea+g57h7e33JjIXPNFFcdbob0up494q+J3iW3v5LO1ngt4xxuji+b8yTXn9/rGpapIXvr+4uGP8Az0kJH5dKKKqmlYVRu5RpVUGiitY7mbJPKULnFbXhfi6nx/zz/rRRXSklNWMp/CzSmJGtOfRB/KnyE7aKKmXxMcPhRnw68+j3FzGdO06/imcOY72DzArJnaQQQR1ORnB7g12vw7vbjV9S1u/vZDLc3Mkcsr4xljuzwOg9qKK5qmzNYbnp9tEmRxV6NQKKK5zVluPoeO1RXcKXKrA+RGfvBTjd7GiirW5JrW2mWlpbhoYgu4ZIHSragBAAMD0HFFFZ1G7mkUMZVBOAOaqzSMMgdqKKzKOL8fOx8NPz/wAt4/5mvLNc8S6pJpdtZS3LzQxSs6+a7MctjOcnnGOPTJ9aKK2p7Gc9z//Z", 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", 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", "info": {"video_id": "49322", "label": "showing a watch on top of computer desk", "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": "7aff44255939dfcfb800c582dbbc51969aaccd5db57c78204711e43189c6cf58"} +{"episode": 65891, "episode_seed": 3894897952, "split": "train", "timestamp": "2025-10-13T03:33:41.203282", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3894897952, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping pencil up with pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "70096", "label": "scooping pencil up with pencil", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "70096", "label": "scooping pencil up with pencil", "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": "225c9a88339569bb0651fc5924db6207fa345717ea729de553956bc915174b17"} +{"episode": 65892, "episode_seed": 4241226350, "split": "train", "timestamp": "2025-10-13T03:33:42.287116", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4241226350, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "7047", "label": "lifting up one end of box without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "7047", "label": "lifting up one end of box without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ca9916243cf5aec2b93210baeb6b2854d311cad0654bcab39163bbd7581397ad"} +{"episode": 65893, "episode_seed": 2897612126, "split": "train", "timestamp": "2025-10-13T03:33:45.787736", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2897612126, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'removing plate, revealing plate behind'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "156485", "label": "removing plate, revealing plate behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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cldHPnTbqOJ5wiywJ96WFw6j6kdPxpttbzXdwsECF5WzhR3wMn9Aa9Vj0GKfR7e2gW2OIVikZ05kj7ruHfuD2IFcXeeH7vSXmlt5JbZGDRCSdRsZTwQJBwMj+9trshWT0ZjKnbY7HRmIhjDSiQ7Rlx0b3rVuzbxafcSXTCOOTEQI5ySf8Kr6RpQt0RAAoHRV6CqvjF9ltagZCrIRx2OOtcdrmuxVtbG2tvEsvkXiTxwPK6kAnKqvBJ+pAralmDCOKQ+XBFGgL4+9kZ49elc3oDK9nqDKi7vJK7yOfmYDH6GrN/eE3whZBF5bGLIJOVU4zg9+KG1cSTsaep6gbrSo7C3ty0pAjGSPqT9c5rlLttulKUP3jtBHYVqs43funKsykgMeQuQAcdic/pVLUz5bkeUTbfdOO3pz68VNSTluVCNjmbO4na8mR4tqIw2HHWtbTbi6t9a1MzSM9tHGHbPRWwMAenHalt7azedNtwSSc7COasCOfX71rGzj8qEuWmk7fj+WB61ENCmJ4T1Wax1Hy2gJinDSvKTgA9AD/AJ711Vtr9rrtqDNAYQjtFNFKRuBHYMD+II9KbJolobGVIWMLoqoAw3AheSPzxWdLbvC7CFVEdwPOkTH8Z5JH5EVt0sJImutNXT7qGeGSR47gHPnBfMG3p8w5br359617fEkQGMnIrBVZ9WuIGlzG1vkLCrfIozwR3Oen4V1NnAsEO9uWA4+tKWugtjH1SHSZ768SW4MdzFbADkgM47A/jil0VUtbQNE/mkyzOpC43YUDgfUmuXv5t2ozCTd/rDnnrzXSpmLTLV0jTclkX2kcZdwOn0ptqyRKRet782ssVzJ81z97YewI7++f5Vn6zM+qpKzMI4BtVIhyzyZz+gzVGG6E8swKbSW+VM/KPUnPbFSwSpNsljwU2EoM9MnGc/QfrRztKy2Hy3dzB1dDMNicog2EjqDjGfzzVHSNNfCwLl8K2GYcZ7f59q39R0y7ST7RDG6M3JGMioVs9RlilhmljgZwNp4Hy9SeOvYVlbU0MiWBlWDT7J/MFopcyHgNIe/51paRd65pGg3I+0BrlHMqGRN+VX74b1+9168V1WmaZYWOlFIEWRoyJJXkUHf1HB7ckUXsFmqwtHHslUbGXPysP4h+tap6E2VyK01aZxDLPHHvvUUSxvynbj8OeD61egiEvlqo5LccVgSWMqGcxu0Zzjjnr1/TFdPEps7MyD5pAPlH4UpRE7I5/U9Hs5Z9VntL5NyJ5jxAAZbKhhjv1696m0aM2VkZHdHbzJnLKcg7UAH61yNxdNLO7sxDs2Txz1rrhiz0+1ZEOI7LftDc5kcd/wAaptWJSLlrdpFNa3roFSNwyxLgEgc/h0FZXia4jvrm3aKJvLjIDSEY5PAB/Kq7XsdxPKyFgoOEVvvHnpkU5cSJwxaMhnHTJIJUZ+nJpc1otdB8utzmtcdoyQi7tke4L/eJ5qppss89qxA8qVo25A5XHcZrRvGjaUrcho+TsbHb/Cn2f2S1SecyiZVTaQB/e4/lmsbamhRSe4k8KW8c5LSzPtjz1Kg8Gui0XxFe6ToNw72SsLeYBIy+0tH0JBxwRlevrTND0ybV74apdRbbK34jjzjPXp7DH54robrSbX9wFclZFMcsTDn5+pz+X5Vsn1JtckjmstaaOS7tS0kwWSLnZJECByGBH1ODULaPFpN8zRzGUT/341DjHqwxu69xn61np9rtJC8eHMT/ACq/8OTkgf570aTa3rX1w019JdW8hEsLSPuIDZz9PT8KNkDRuiGAwXLXCubcLiQIcMRkZx71zd1Z6U2lQS2l0Q7BxKpBJXAUjj1yStbmuzNbaS8UQBDY3knB/CuS0gC61e0hYbt0iLtboBn0pxfKrMh6nYXDSQRtDAMt5yRMf7uEwc/nSW+prYGUQhZA4XzCfUZ6e3P6VRvrt4VklWJZUmuJ3Ib8FH86zhcILZZHUsAQGDHH3jhQPfvSjKzuhtX3JLtWnuI7q4mLyBjJsGcRx9hn3Oa5nVbRr3O4sUfBDLzj2rq0jaQyquJGdypPcgcD9M1l3Gk39tcEwB0DH+LpUTbk7lJWRmw6ak1hL9pYxQAoWY9So7fjiql1aXGsedLGxiRyFTnGEX0/St0aWbvyU1C5KiNyZIwcFj2+gwOvvXVbIFtYPIhRLdR5QjIDKoB3E/lRB62Q35nIpNq1jb6aIL2UmBxFOGxtYN84JHsMjPtXVWGppEsglmjS1iQu7k5VkPQ5/p71FNFDc3VwIYBG0sZJGeCeoP5ZrFuIorCyN3ONtsilpVP3Sh4wR3rWzfQNEdjZyAkNmsjxShkhtzjI+0opHsc1d07YkSIrbgoxnNN1xA9lz0Vg35Zqehn1Od8OPJcx3Mj9JbtVJA4Azn+taWpQW/nT3uRseRtgZepyePb1NVNIluU8qBXAQtuZuF+6OCfpj9Ks6rOl4kNqikwIxJ3/AHn7kn64qGWY9lp+2+W4WWZpJB0Z8qcnIH61qGfAlt4mDRk4YYBDetPto/KhlnBw2NiDHc5yfwH86qeRlyNhTHRl5B/CobZZL/YlozWiQqgu53KOMkBVxycdOlbVjYNpesxAoFtg5LIqn8MY5POKwYZ3guDK/wC8WNdi88DPJ+h4FbFrrTTzwQ5Z1MinY55GPel6CZ0Wo6LBchXsi219qFc8B2JP6YyayrqxEM7RSp/qT5Zz05wev5fnXRteO5jlaGUR237wKwwWbOMD14z+dMvYpItJt4Q8YvLksjF+7y8sfqP6V0c1mZrVHC6VaSR6vqOoFVSG5ZI7dAc/u0BG4+5JNdGG/wBFPtzS+INLi0u7s1tmIg2EBT7AAf1qOE7kx2pyab0J2WpwWuyS2l3fmL5X85ArAfVuPyFdZCq+VNHOGwbaGJTjp05/SsTWYj9vd1JBeRW5H+yB/WtGwunEbzXRZwjBUUN94jp+ArNloztRtYol+wDOSQZQRjgDIGffqfqKNKt4dLtGIUiOI/KGYklugH9fwp8ha7vZbqQAyOwGfQDHH61angKQRwLjKrucEcFiP6DA/OpZSJIrtriVMTNgYyAcH8u9Wreyi1HUb6RJQqKoiiUrgngFj/IVhtAY4zIylCBk85FSQ3cljDHGVLLtDEtnO48nn6moKOr8NW5sbua3uInlSQg42glVGefU9R0rSudGt98sh2QrDE1w6nkruzx+Q/OsLw5qM1xdyMo8zbGAA7YIGfWugZZZr6GKUKPtRLTjdk7EKkL79APxNawuo3M29TmbqG9sdKfZDsuXPlKX+ZVlPTP0yD+FaVxzbovfGPr2rXRY7vxfNE8itFBGLgwkdZWXZn8F5/GsViPK3E8Lz+Vac10kQzzK9CJE+EBc3AQE9gBz/MV3Tossd3GWC7IoIUyepBHH6Vy17bqL7YyBv9Jk4Jx3AzXRWl2LtZZ5wsce5d/ydcDoPc5rNstGFdWZhRI0k2TPgllOWUdz+POPQUaVavbWbRyzvKsYJZ2GCAO3Huf1qzdMLzUZrohl3sFVOwAwM/XkVNLGY7SOJl3NIPMfnnH8I/mfxFS2WhkuzUYY4Jo43ROh28r+I5qxY+GLR767itUSW3iRT80m4M5Hb6Cs5FIG+NmUjs3Bq7Z6i1iqF2YyOBKzqcMC3b06YqLg0dP4chjimuLS/GYnARTg4Ud844A6VaudDDzySR58pEa43OeiknA/IE1n6HrDXWol2DSFI8AqMHr6d63nkmu7nymRlF8drluNsaEHBHuM/wDfVawbUbkP4jlNTEsWlzPHb+ZdToREsg2/vW4AJ9j/ACpdG0xNF02ysY5N6wxBW/3/AOI/Qk5rrzbR6h4jlt5SjWtvm5KA8+Y6hR+XzH8aztbto7M20aHn5s569RWyknCz3RLve5zviAZ0+VsZCkE/y/rXN6HK6eIrNFA2rCHbA5JClv6iup1ZA+m3A/iaNsfhz/SuZtZJbPUTPCE3Ko528/dAxn8azYRN1raK706zgPMoLyYI6guOP0z+Fc/qdpDqDrFuMkEGCuPlLN1LH64x9K6FL42tgkjkm4aI7FOMKDzn8eaybO1LGOPne5GSxzycf41nsWie3lSxto+OW+VcdQo6n8+PwNXbSaN7jzpJXaPB3BTzj6Gql5GZHPlqHRcKgbj5R7+/X8apz25ARAzIZGCYzyMnnB+lQ9y0a1lpiXullzIPOlcyFBxgfw/p/Oul8OxyLpr6fJAZdoZFLsDtYnPIPYZ964o6hJA/lunA4XsQO3NdT4dvLmSykaMIxLnBYkEHA5zVQ1kTLYvXelwmNpLdg8jTi3iTsQODn8Ax/CuX8QaRNdQw6Wz+Xa3JWZyvO6FSDt9snArtrBP+Jgq7gUtU+UDrvYAEn8Af++jTdEjgu2vrjzBMGb7PEGH3EUk4H1JJraEuVkvVHNQWA0wIiSCWF/mSUfxf4H2o1Zi2nygf3P6iuU0zUNT0q3jUFru2dFkdMZK/h3+orpob2HUdOa6tCrbBlo252+9TsS11KMURggEJBErD5/YZyB/ImqtrK15iTkqZHCf7u/aP/QSfxrMe81B/EzoY5Dbw2rl5Q3DSOQQT7jH61vaRapa2iBHZ1tgEBfqxAI5/Ek/hTlZIcdy1KvlokW3cEXBwed3c+/P8qYig52846+o+tTAZFMkAWNnIwVBIPcViy0UHTYhcEguxPHpnA/lUFg8a6nAShBWQfc6Hn0pYrtLqS5TfmO2ZYBtXkMqjdn15P4VZ0W136zbs4DReZnI5FJ6Dtc7Ca5W6RIIWPXfIMEEBeQD9Tippj/ad47rytlDhPeZhu/QAD/gVWLlYrSzlnOdiKWI/wrz+wvdQl8T3WmDV7qxjZpGVI1DfvAm7b7dDyfStY/vHZGb91HUeLhLfLpdwjMsUYZ5GX0O3GfyNVLWUbK4PR/FeqFpnuZJL+xaMRyRvyFTJ/qa7LTLiz1G38zT5gSOsDH5gPb1qndbitdaFLUoGuL+FB1wWY9gAeT+AFVryfyo4hECA0qQxg9fmbk/XqasazdNZ2s0yqcqhZ8DLMBzt/E1z2lyXV7pumXF6ZY5I90xDAfOTkLn0601a12B0NjGHl8xx8qfvCM+pJA/lVhy5O6Rc55Lr/UUqIIIEjB5fDH24wB/X8am4O1fXrWLNUU5UEsGxTnzGCAj3OKq3xAd2XgEk47H8Ks6/cRaXZJegqrgnBIyN2MAkd+SKpzgmMCQ4fABYDgnHp2pDZt+EJlgkmb7MX8xRwjcgA9QD1/OuhklSK8TVJg8cEbeUu9dp2bSScH1P8q5jw8Nt3IucgRjBH1qTx7q01t4bSGJ2ErzodwPRQef6CqhfYiTRv2qPbtZahL8s91Mxm9hIPlH4bVFZqMDE2eeDXKeItWuovDaX1r4g1GZDcCBTOioszKAxePHOFOAc+o9xXRROwXDZzWri47md+bYwb63L6uiqPmYhsehJzSzSJAkMK4KGRYx/tMerfp+QqTV72LS7e5vHG5/KOSTjao/q3T6fWsuK4fUf7NuY1QRLG1xIN3KsUwoHryxoVhmnZRec6A8R8u3HRck/0FTTbZZNxGxj2PT6A1NFH5EBBHzSYAP+yBj+YP5UjKMD3rJmhVmizA6Y+ZhtGfU8Cor8BJXXAZFO0KfQccenSp7q4SwiWdgWRGDeXnAYjkD2ycVWuB5sYP3ZCoyjHv7HvU2GX/C08MN9K7BwDH6btvPXI7V1SXaPqcV6ZM28RMO4HjlSzH9APwrl/CkYF9KJAR8mOe3NdDrLQ/ZYraQE+bMqkKcYUfeP5fzq09CGtS7pm+O5h1FwVk1BnZwewPMY/BV/WsnXdRa816VVz5NuqxZ7GTq381rGuNUmm8bT6Vc6zd2dotwFgeOWONYsYOSXGMYzx1J471mac97Be3tldT3Li3nf5bjG8MWOS2OMkAZxxxxWnI0rk8yeh0k58y3Kf3gVP4iuctoQ1zLJIP3afe9+eF/HH863BJujArndW1SPTJLO1ChkmuNnJwxY/ebHfHAH/wBehCLE85lllgxl2iDnA6ZbaB/P8qv2qGNJJlPJyqA9OSc/pj86yrQO+qXEzbdrtGkYGd2EBJyP941s7fLCQZB8sbSR3Pc/nUSauaRI2wPvLsz6nj86a6ZmjyPuBpOfYYH6kVbUBmx1AFUNQnWy1CK2iRWecBQGbAVc7mIH4Cs+ti7FGdtgxgFc/dYZFdl4YmWHTNjWzMu8sTEdzD/gPX8s1yE6LJIADtOeQx/rXbeHYwNMAYDPmE1LdmNIfM81hayuo23d2uI1PUSM2FH4Aj8qtWcSadcC1jICCBdpPcpwT+RzXN+NtTuLaBTbSGN7dkPmr94MxOB+QP51zXic+JNL0bTLm81S8We+81HQrgQjC4DHHVlbOP8A69bwg5K5lKSTsXE/dG3VQANiD/x0VImLDxRp7W4Ci8BWdP4X6Dp680UUdRFSDi/1aP8Ahj1DyR/ujbj+dahGLW3Ckrku+RxyWI/kKKKmW5SJLSQy2+9sZD7eKkvPlgyO7AfqKKKyZZhWYC6dGe8m6Rj6sSSTV3RED3yDLKS+MqcEUUUS2YL4jo0v7i6votPnYPELjBYj5mCgsAccdQO1eeeINRn0fxPqt7a7fOhnk2bxkfMu08fRjRRWmH+IirsQeGIUSO5jAwoijH6n/Crl3/xLLiG9s/3UwkCnb0P1HrRRW0tyY7G/4xkMeki4UAPJCjN6ZOAaigjVrzyiPkzEuPYtRRUPYa3JbuV45JplOGLEkdjz6VdjOWU+qg0UVkzRGdrKC41LTLeT5ommBK+vOf6CtK+gjM5+XHy54+tFFQ9kUjN04M19IQ7o2CdynBqn4imku/DV7cTtudZY4xxjABJ/nRRWtPdGU+pzeu+IX1p7K3l02wgEIAje3R1Kqo4UAsQBzk8cnmu38MXcuoaW5uCGZFyrd6KK6KvQxhsZviSCO4tTDKgeORlVge43U9LeJT5SIERDGiheMDOKKKxlsaRNB5C1/cQnG2M7V9gOAKenzPg9hRRWbNEZHiGFLhYLaQExSSqGAOMjIouz96iin0EyxYXEtrC00TkMo6HkHmtprl7x7mWUANHbLt29Bu5J/QUUUkDOH8Q6y1j4pvYJLCxvYZ7kuyXcO8BkGVIIII6nIzg9waveG9XurzVJp7opO96Q8+9eGJz0x069qKK6Z/wzGHxHU3UCW87xpnaBxk1y2oWsFzr1o00au0O90J7NxzRRWcS+pp6eivN5hHzoksin3B4p1nIzzyRMchBkN3ooqGWi9AefxrLSGO78bxNMu4wQs0fscAfyooqO5aLNzCiSzMByrED8q0dP3QadJcQyPG6c4U8N9QeKKKyNDP8AEzGXwQLtzmae6SR298kce2BXA6hruo6hEunXV1LLb2gMsYeRmJZ8Zzk8428emT60UV20PhOWp8R//9k=", 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", "info": {"video_id": "156485", "label": "removing plate, revealing plate behind", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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yZpwIFZybRj8ozwc8/wBailo0y5K6OfOm3UcTzhFlgT70sLh1H1I6fjTba3mu7hYIELytnCjvgZP6A16rHoMU+j29tAtscQrFIzpzJH3XcO/cHsQK4u88P3ekvNLbyS2yMGiEk6jYynggSDgZH97bXZCsnozGVO2x2OjMRDGGlEh2jLjo3vWrdm3i0+4kumEccmIgRzkk/wCFV9I0oW6IgAUDoq9BVXxi+y2tQMhVkI47HHWuO1zXYq2tjbW3iWXyLxJ44HldSATlVXgk/UgVtSzBhHFIfLgijQF8feyM8evSub0Blez1BlRd3kld5HPzMBj9DVm/vCb4Qsgi8tjFkEnKqcZwe/FDauJJ2NPU9QN1pUdhb25aUgRjJH1J+uc1yl223SlKH7x2gjsK1Wcbv3TlWZSQGPIXIAOOxOf0qlqZ8tyPKJtvunHb059eKmpJy3KhGxzNncTteTI8W1EYbDjrWtptxdW+tamZpGe2jjDtnorYGAPTjtS29tZvOm24JJOdhHNWBHPr961jZx+VCXLTSdvx/LA9aiGhTE8J6rNY6j5bQExThpXlJwAegB/z3rqrbX7XXbUGaAwhHaKaKUjcCOwYH8QR6U2TRLQ2MqQsYXRVQBhuBC8kfnis6W3eF2EKqI7gedImP4zySPyIrbpYSRqwaXDY3HnRySOtwOkyqXG31Yct178+9O1KxtJ9FkF1MsAZwYWYfx54Ht161DpEs2oSkzExeUNohByqrk4Yd/b8KqeMLsosFuARCMnPqfelu7kvTQgOj+Rr9pEt1HNExgfdu5YEbsDHXGD+FbDXJ3QQqgLshk3HHy5Ynr+Vc74XIfUZ5mO7yIHkUg8A7cf1q5eXq2sCWxVw6RxqCDwcrk5H4inKzYkmbqanb2ulyWpVpWUuwIHD5wBwf90VxPlmC3uSylXQklfQ/wCTWoJEZ1VXyeo/u5AyRz6Y7VV1IukKMql2b5pCec9zn9PypTk2kmOMbO5yDTyrqCQ+XmNlyXx3rUie8GuacI3PlyRkOg+6FHU/y5o8uzkJYXHl+qMKvXM0jOmnWMRa5KCIuBzjqf5ms46O5ZUtr26j8QG9soPOLXCxjnHy9D/Su1TxO93qF3prWwVExKkyncrx5BBI6gkH+dO0vw9a6faJaTsVmRWdpV5BY8A/4VSnsTbxxywORLG3leYoxuUZ2j8m/StV2aEkaM3h/TtUsne1BtFJzsCh4W9/LPTnjjaaqaU7bVEmN3fB4rOvhqMtqLa1u2tZLdvMjET7fMAGDn6dfTk1q6LpbQIFJOCc8nPWhvSzE12NC7Fsml3kl1kQsuzA5JJ6Y/nWMLHTjq9gLK68xGaJiuCTnksOemAM/jirnix/K0+JEB2B+frisfw0yHUpJcZMcUj5YcggYH6miOisS9WdEblnjgjB225RpHk7csf15p76yV082sEQOMiJifX19eMVh31w9tHDb+UuFjjCuOCMrn+tBuIxIu04LKzIxPJ2jk49M9KIzcdUNxvoytdwi3muXabzXfCNJ2L8bsfqK5Weydr9JmLBkz8oHBzXayWTXdqIEiJVVByvJz/9fJrGFnqsRZI1yE/vryB681nLV3LSsVxapZJb6lKdrRRt5cfd5Dxk+wFUrWz1db20ltpvLXzN7g8gseuR9P6109jpFvPqYu7+YTRIB5UKnjA6Z/LOK6WS3tRcyLNAjAgkMgCn5unTvirg+wml1MGHWtRu9UuLGXa9jLEJ4iF2uqnnbnoehHrxWh9u+3CKZxGXyULgfMwGPvfrVC5tEeLbDkrG4EbZ5A/h5+pNSWNpL9qYGQsigBQR0FNrS4NI1RDAYLlrhXNuFxIEOGIyM4965u6s9KbSoJbS6Idg4lUgkrgKRx65JWtzXZmttJeKIAhsbyTg/hXJaQBdavaQsN26RF2t0Az6U4vlVmQ9TsLhpII2hgGW85ImP93CYOfzpLfU1sDKIQsgcL5hPqM9Pbn9Ko3128KySrEsqTXE7kN+Cj+dZwuEFssjqWAIDBjj7xwoHv3pRlZ3Q2r7kl2rT3Ed1cTF5Axk2DOI4+wz7nNczqto17ncWKPghl5x7V1aRtIZVXEjO5UnuQOB+may7jSb+2uCYA6Bj/F0qJtydykrIzYdNSawl+0sYoAULMepUdvxxVS6tLjWPOljYxI5CpzjCL6fpW6NLN35KahclRG5MkYOCx7fQYHX3rqtkC2sHkQoluo8oRkBlUA7ifyog9bIb8zkUm1axt9NEF7KTA4inDY2sG+cEj2GRn2rqrDU0iWQSzRpaxIXdycqyHoc/wBPeopoobm6uBDAI2ljJIzwT1B/LNYtxFFYWRu5xttkUtKp+6UPGCO9a2b6BojsbOQEhs1keKUMkNucZH2lFI9jmrunbEiRFbcFGM5puuIHsueisG/LNT0M+pzvhx5LmO5kfpLdqpIHAGc/1rS1KC386e9yNjyNsDL1OTx7epqppEtynlQK4CFtzNwv3RwT9MfpVnVZ0vEhtUUmBGJO/wC8/ck/XFQyzHstP23y3CyzNJIOjPlTk5A/WtQz4EtvEwaMnDDAIb1p9tH5UMs4OGxsQY7nOT+A/nVTyMuRsKY6MvIP4VDbLJf7EtGa0SFUF3O5RxkgKuOTjp0rasbBtL1mIFAtsHJZFU/hjHJ5xWDDO8FwZX/eLGuxeeBnk/Q8Cti11pp54Ics6mRTsc8jHvS9BM6LUdFguQr2Rba+1CueA7En9MZNZV1YiGdopU/1J8s56c4PX8vzro2vHcxytDKI7b94FYYLNnGB68Z/OmXsUkWk28IeMXlyWRi/d5eWP1H9K6OazM1qjj/D1m8erarqLKqQ3JSO3QHP7tAfmPuSTVHxWgc2uf4pNn5kV2up6bDpc0MdvnyiuFB7AACuW8Qxhktj/dnVj+IP+FVN32JW5g+H3UDWpI0CKcRKB2BbP9K19ZsUlvnYSJ5aKAxJ4UhVBz9B29ayNHm+zW7xLEv79gGbBJJHf9a2tVmX7HJargz3Djeyrjy/Qemf89qxZoc01pLJfRTrcyRxq5CxDBG0+p/A/nW0k5tJVIIEjJkgjOAen+P41HZ26tJ38mMFmz3UY/U5x+NQz/vJy7qyu5ySoyM/TtUtlWFl0axmtZ7t4lW4Uhoo1YpvYngY6Hmth9Cl01I5IFRZCo3uvO898mseMyxyrmQGOMGUr1DEdB+ZrUi8QMkLIrMAQRsbkfge1S27aAdjc2lle2SzwhhMi73UZHyoPftzgVk3GlSWTxW7ISzIJiFGcHnAP6/lWrZ3D3Glw2qxSBJEUOT93bjPX34H41Kblv7HuNWl2rLujkQP2WPAA/Elv++q3u0jNM4ddO+3eKBflVhgsbdooWBOWmY5YkegGB+Nbdq/K5rpLbRYYLC3kkINwQXnYchnbLE/r+lcjYFkjVXfcw6n1rSbTs0Tqiv4rUvpcrKMlXU4+vFYmjTTvd6wASUjj2qoHA5A/wDZa6XWY/N091xySpz9GFc1YvPFJIsbHbLJtI6ZBOcZrKRSNzU7a2eQ3LbwkCKj4XngKOPr0zXNmxiudQW+kG6XceVJAA7DHp8tb2p3Pm2rWUZJErgSuW++e+PaobKEKxmKgJENyrjjPG0fr+lSy0P+2LbMbdWKso+cjux6j8On51JLJu0qRPMJnldViJ+ZQSfXtVCS3dnBK789Wzhs/wBajVHiusoWLRIXUf7RIA478ZrPqUbl5ohjSF7aUsiKoDKB0HrXWPFb32nrcPa+W0QaUuwAGAPl5HHOa4BdYcAqAUYgg7TgH8K7q2aa5sooXjQQlVLkNwQB0x9cVdNXuRNmZfaM1rdW0MQ8whAzlTjDMflH4kNWfBJO2qzhwqwRBY1Xbht4yWJ/NR+BroXnMfhi61GV1WZwkqsOcbMCMfp/48aq6jbpa6bpYVg8jq8kko/jZiGJ/MmtlLSxLOf8QDOnytjIUgn+X9a5vQ5XTxFZooG1YQ7YHJIUt/UV1OrIH024H8TRtj8Of6VzNrJLZ6iZ4Qm5VHO3n7oGM/jUsUTda2iu9Os4DzKC8mCOoLjj9M/hXP6naQ6g6xbjJBBgrj5SzdSx+uMfSuhS+NrYJI5JuGiOxTjCg85/HmsmztSxjj53uRksc8nH+NZ7Font5UsbaPjlvlXHUKOp/Pj8DV20mje486SV2jwdwU84+hqpeRmRz5ah0XCoG4+Ue/v1/Gqc9uQEQMyGRgmM8jJ5wfpUPctGtZaYl7pZcyDzpXMhQcYH8P6fzrpfDsci6a+nyQGXaGRS7A7WJzyD2GfeuKOoSQP5bpwOF7EDtzXU+Hby5kspGjCMS5wWJBBwOc1UNZEy2L13pcJjaS3YPI04t4k7EDg5/AMfwrl/EGkTXUMOls/l2tyVmcrzuhUg7fbJwK7awT/iYKu4FLVPlA672ABJ/AH/AL6NN0SOC7a+uPMEwZvs8QYfcRSTgfUkmtoS5WS9Uc1BYDTAiJIJYX+ZJR/F/gfajVmLafKB/c/qK5TTNQ1PSreNQWu7Z0WR0xkr+Hf6iumhvYdR05rq0KtsGWjbnb71OxLXUoxRGCAQkESsPn9hnIH8iaq2srXmJOSpkcJ/u79o/wDQSfxrMe81B/EzoY5Dbw2rl5Q3DSOQQT7jH61vaRapa2iBHZ1tgEBfqxAI5/Ek/hTlZIcdy1KvlokW3cEXBwed3c+/P8qYig52846+o+tTAZFMkAWNnIwVBIPcViy0UHTYhcEguxPHpnA/lUFg8a6nAShBWQfc6Hn0pYrtLqS5TfmO2ZYBtXkMqjdn15P4VZ0W136zbs4DReZnI5FJ6Dtc7Ca5W6RIIWPXfIMEEBeQD9Tippj/AGneO68rZQ4T3mYbv0AA/wCBVYuVitLOWc52IpYj/CvP7C91CXxPdaYNXurGNmkZUjUN+8Cbtvt0PJ9K1j+8dkZv3Udxrd0J0sX4+ZWbPscVzesgPaPx90bs+4//AF1znhTVL7VDczXV3JcRxBEj3HOwZYnFdHdgTQMjuVQrgsBnFU9NGT1MOxhEMAnOMhiIx/tcc/h/OmiUSyMV5McjqT6lRz+pqF9bhfXf7P8ALWNY7fzAN2doBwF/Ec596n0e1mNrGkwUStmSXacgbnLHn6Cm7WKjuaAQRWoVlJaQkkgchQcD88Z/KoVjHVeRVtyJHJAwOw9B2qIICc9COhHBrFmhAY8CeVeD8qAj8WP9KzJShfDLg/3l/qKvi8SWSW22EhCXeUEfeJwBt+i5z71SmiJkyvzL03L/AJ4pWBneWt+i6XFFCxE7RqiKRgkkYyPbvUsapdQ2ejctHHI7z5/55xnCj8SR+VO05UFjAw67FB/Kuf1e/ktdH1TUtPmkgna7SNXU8snPT2JzWid7IztY6e81WSz8KSEEtcbfs0YHUy52j/GuQ06CWxzDcFvOzlg3VayNTu7gWNvqdnr+ozJFeFR9ojVFmk2AtJFjnCng7u5HuBasfEUN7PGmsRm3vSoXz/7y9s+tW4uO4k1LY37tt9sw7bT/ACrCtIjbwCUgiST7nsvQn+YH41uXERSIZKyxt911PysK4271O8Pii0tUjd4fKeSXauFC4wq59sULULF+OZppJwB8kUpQfgo/q36VrhDDAkSAEklmB7+g9uP51maNaqqFXkd8FppGcc5Zt2P5CtZH3uzt1Jyazk03oWiDjdgja390/wBD3qJ0GJnI6uEGf9kZ/m1acEKT5DgEN61z8N7597dW0ZUx2/LKB825iTnP0A4qCyLHmXCoyhs9ycEfjXoouTc2CwRW0sckihFdRuQA8Ftw9BnrXnu0b3dWPC4AI5ru9PmMNtEwbA2DP5U47kvbUWJUnmttKUDybWV5pl/2VbCL+JOfwrOv5ClpaW7NzbSSw/kRj9CK5rTdalvvHOoQSand2MF1cYR4pY0CqBwWLjGMZ465IqrZXt9J4i1e2u7i5k+zyhNtxjercjnHGcAZxW3I0rmXMnodNOfMtyn94FT+IrnLaENcyySD92n3vfnhfxx/OtwSbowK53VtUj0ySztQoZJrjZycMWP3mx3xwB/9ehAWJ5zLLLBjLtEHOB0y20D+f5VftUMaSTKeTlUB6ck5/TH51lWgd9UuJm27XaNIwM7sICTkf7xrZ2+WEgyD5Y2kjue5/Ook1c0iRtgfeXZn1PH5010zNHkfcDSc+wwP1Iq2oDNjqAKoahOtlqEVtEis84CgM2Aq53MQPwFZ9bF2KM7bBjAK5+6wyK7LwxMsOmbGtmZd5YmI7mH/AAHr+Wa5CdFkkAB2nPIY/wBa7bw7GBpgDAZ8wmpbsxpD5nmsLWV1G27u1xGp6iRmwo/AEflVqziTTrgWsZAQQLtJ7lOCfyOa5vxtqdxbQKbaQxvbsh81fvBmJwPyB/Oua8TnxJpejaZc3mqXiz33mo6FcCEYXAY46srZx/8AXreEHJXMpSSdi4n7o26qABsQf+OipExYeKNPa3AUXgKzp/C/QdPXmiijqIqQcX+rR/wx6h5I/wB0bcfzrUIxa24Ulcl3yOOSxH8hRRUy3KRJaSGW33tjIfbxUl58sGR3YD9RRRWTLMKzAXToz3k3SMfViSSau6Ige+QZZSXxlTgiiiiWzBfEdGl/cXV9Fp87B4hcYLEfMwUFgDjjqB2rzzxBqM+j+J9VvbXb50M8mzeMj5l2nj6MaKK0w/xEVdij4aupdOvoobc7UZF3A98V6LqCKEBAxuTJH1FFFay+IhbHI29rALzULsRL57YjL4527elbI/0a0upY+G81U56Yxn+lFFZzLiTZ+QN6jNS4AiyOuKKKzZRzunRIpvrgZ8yWUBjnso4/makTP2rgkfSiiqYupvRapdQW1zCGDBIcqzDkVW8UAQaDNFHwim34+m4f0ooqobomexx114kk12C3E2m2Fu6R7Ee3R1KovRQCxAHOTgcnmuhubSCdQskYYEKOe3A6UUV0VDOBc8JXEs0OpWEjl4bcFo89QR71mpIW1HVOn7tIwv0IJoorIs2gi/Y3GPvTAEjrgKMfzpttK7yyxMchFBBPWiisWaIvhisDMDghSR+VZnh63jbSruYqDJJM25voMCiipezKRHfoscahf4uTVt554LWCKOZwk4CMCc4B64z0oopxFI5TVNVOk+JNViFjZXULyqfLuod4UoPlIwQR15GcHuDUvg/Vrq71G5ubopPJfv5twXX7zEn06Y7Y6UUV1z/hnPH4zsrqBLed40ztA4ya5bULWC5160aaNXaHe6E9m45oorKJfU09PRXm8wj50SWRT7g8U6zkZ55ImOQgyG70UVDLRegPP41lpDHd+N4mmXcYIWaP2OAP5UUVHctFm5hRJZmA5ViB+VaOn7oNOkuIZHjdOcKeG+oPFFFZGhn+JmMvggXbnM090kjt75I49sCuB1DXdR1CJdOurqWW3tAZYw8jMSz4znJ5xt49Mn1oortofCctT4j/2Q==", 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", "info": {"video_id": "156485", "label": "removing plate, revealing plate behind", "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": "30a8204043cb350403d7ea2361944b6fdd8507b926267c974b7859c2f9043978"} +{"episode": 65894, "episode_seed": 2090510934, "split": "train", "timestamp": "2025-10-13T03:33:48.054323", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2090510934, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging charger into socket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "112284", "label": "plugging charger into socket", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "112284", "label": "plugging charger into socket", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "112284", "label": "plugging charger into socket", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "112284", "label": "plugging charger into socket", "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": "e639df7381f5402bbb9078430eef3d10969982f8e6943b1990948607a7d7a605"} +{"episode": 65895, "episode_seed": 3968307487, "split": "train", "timestamp": "2025-10-13T03:33:49.617102", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3968307487, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting pencil up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "124069", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "124069", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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ORXQWV5DcRgwuCvp6V34rESoK1Jadzipw5/j3L0CyRWH2dblw/wDf71n3ELoyhyxBbluuavLyfpVWe/SJjGB5rnjaOleLGT5r9z0ac3BWRbhWBowRkKO+eKbNqsMOFhQSYIOXGQCDnis6S2nuLdY4m8sKPudmNZExurdtrxsCODmvey+hRl70nr2OLH4mq1ydD0TT/FNveKEmxFJ09q2zKuwvnKgZyPSvOdD0e61Egspih7yMOv0rthp0K2AtFklCcZbdya4MxoYelP8AdPXquxGGnOS99aEd3fQ3URREDjP3mHArn77TBM5mjk+djkhjmtWTRxEvyszL3OarPb28cZdzhF+8xbgUsLV9i+anudtSnTnC0tjnGs7jzxCImLnoAOtZz3BUbQcVsT6kyTZsiY0U8MTkt7//AFq52Y4BNdeYSqzjB1Fbf9DkwihFyUHoFjp1xr2rfZITgdXf+6K9QsoNL8LWQiXAbHPd3Ncv4bs10rbc7mM8q/NzwAecVqTW0czPIrM7Nknc3P4V5NRqT5b6HZDlb94rXerQ6jeyFLMQptwJO4Oc5xVGSKRct99f7wrQht4lj2bSWUZYZ5qCXUYLb5bfDuD97OVH+Nerlkq1KXLSV09/+HM8whQnBOUmmtv+GH6XpF3ftvjBji/56twPw9a6yXTi+nLafaZDjq56t9a5rTfFjRYguhlAMKyjkCuqtruK6hEsThlIzkGs82niJTtUjaK2/wCHOPBckfeg9Tl7vTJbJsyRlk/vL0qk6wxKGlYqpGQOpb6D+tdNcaskokiiUf3SW6ViXtjDdEyiTbKepzwa5cJSi5r2uiPWq4ms6T5Y6kGn66li7r9lQRO2fk+8P8ab4iv7a/Fo8D7sbtwI5GcVRfTrkzrDHGXZjhSvQ0a3pv8AZUNqXk3Sybi+OgxjgfnXoZhRwyjzwfvP53PJwsqqnyyWhiTymFs574qxaax5dqq7sFGIz7Vh314CW55zXTeGvDaxwrqWqkKnDRxP0+p/wry9IK7PR5tRkkM0uJ512eYNyhwQSKEQoo2uojJ5Gc5/CtfWPEAnQWltapIpI+eZeD34HasuRDO5aMkMf4HPA+hq8HGM6v7yXKv6+41rzqRoWhC7/roaOk6nYWczh7YozH5Zc7iB/T8K6iC4inj8yKRWT+8DXF2ej3d7KcRmNFPzO/T8PWuos9MtbO2eFVL+YMSMx5b/AArpzSnh07xk3L1ueThXPZrQz9av7G5URiOOeRekh6L7A9TXPzp5h3I+ewU8Y9hXRXWhkZa0YN/sN1/A1jXDC1x58Z8w5xHn9T6VzYKpUhUXstWz1a0MLKj772K9lplzfTbY12Kp+Z2GAv8A9eujuNJjn09bR55jt5Dk5OfpXNpqd5FKZYpin+yPu4+lbWna495KsEsB3kffj6fiO1ehmNLEzSk0uVdjycNOnCXuvU5sapab4lurYXexweTtAUdh9a7zSdTsr+AC0ZV2jmLgFfwryWNwCMc1oacl1Ldx/YxJ52fl2da6MRl1OpTspWt9woV5Rlex68jHJP5VR1LWrXSo2Mrh5v4YlPJ+vpUEkOoyaE0IuAL4r99eOfTP9a861KC5tJ3hvY5jN3dpGOfx7189TpRlJpvY9GPvI3L/AF19V3JcR+XGzZBj6j68c1nSWsqJ5wIeIk4kTp/9aspJU2r8g/76P+Na2mbbULcSqEiznac7pfpz09zXs4TESo+5BXXYwxOGjJc8nYksLK4v5xDAu49STwFHqTXY6ZpEemwFfMaSR/vnOB9AKytF8QWcStbyQJbqWJDIPl5PfvXSLIrRhkYMp6EHOayzTE15P2co8sfzMMLSglzJ3ZiXmksg3Wo3n0ZuawzNKHWMxcs20cNyfyrsnkVFZmYKo5JJ4FcjqmvwTXGLeMldpQzDhiD6elcFKrJ6Wud1m9jB8SMgNtGGUyLu3heVU8cA96qaTHevchrYlQDyT0q/9ht7yVHLl0j/AIcYPPrWvEqQxhUUKo7CvQr4qnSh7KGpyxpylLmnoT3ck0dp+5wzY5x1P0rPsN7SnemGU4PFXgcsDWu4soNMLXbiMYzkHDE15dOpy6WOq9iukjRAbxgZ44qrcahAkTwtGssu45B5VTmql5e74M2che2YZY5y2ccj6VlI5HbtmvoMDgo1Eqsn8v8AM8/FYmWsEjv9I163ukWKQCGQdu34Vtk15fDukZQoJY9AOua7nRob+K0BvJOT9xTyQPeuPM8BToe/B79P8gw9aU/daNSW5jgjJc5P93ua53UU/tEHOFAJKKrDr70t9HdRMZZZN2e4FZv23bkHcD9K5cPHkanF6nW4qSszPu7SW1J3LkDuvIrIYI9xEJGCoXGSa6ZZwYpJZGZYR97I6nsB6muRvI5LiRYIVJdj+VdmJryr8inpa+v3GdGmqXNY7BZCoyPwqObU0th8x3P2Udap6dbSW9osD3BaTpu/u/Ss+7W6W6+4WUn5SOcgdzXlKEXJq5vHVXZrLfG7LLc4RHxnYeRjp9etU7qB7ckxt5iYyGHb606ytpipchicdAf/AK9OkuooJSV+eTAwvZfY/wCFevgatWlLkpK67HPiqdKS5pOzJdH0u41SQEARw/xSsOPw9a7m0021tLQ20SEo4+dieWrjtG1k27LFcg+X0DL2/Cu2hnjniV43DKRwRWWaVcS5ctRWj0McNCmtYvUpSaNCqkxJkZ5BNUpbe1gjaSRVVE+8WH+c1tTXaWyfOw34yF9awL5xqW4SlMZ+UAn5T69K46DlJpS2O51JqOm5iXWoZl/0QGBFORjhifU/4Vma9qs95BbJLgmPd83c5x/hWhd2EkBYoRKg/iUdKwNYDxwxSMpCtuCn1xjNe5iaWHeGvTSutu559GVT23vkej6St9cm5uSRAp4UdWNdxKbW6toopAyiMfJ8xIH19a5jTL2CW3SOA7SgwUPWrsl0IULOSB7DrXzlVz5uV9D0IvW6Lb2iQz7yqsGwoYDIJ+lVZr6C3YqiRvJ045Ufj6+1VU1WeSQnJjjByF7n3NR3CwSIHQLDITg8/Kf8K7sH7PmXt9v63CvUrcn7vckh1q8tbjzI5SQeqnoR9K6jSNcj1BvKZGSYDJHUY+tcjp+mXN3dFJAY4xjL9eD6etdvZ2sFjAI7dNqnqx6sfUmujM54VxtFXl5fqcOHjVT12KdxrJad44W/djI3hTn+VVGlhli8toXdf9wmtySGObORhv7w61nXuLKN3dQ/GVVTyf8AAV51CaulHc9Fygo+8tDDnsYdwbzHgiyAxkTp9PWuisobW2tF+ybWQ9XByW+tchd3ct3LvkI46KOij2qO3vZ7STMMhX1HY/hXs18JXq0VGU9e3Q8xVqaqOUY6Bpfhe4vLndJIsdupGXByTxnAFd7p+n2umw+XbRBAep6lvqa8x07W7rT7nzUkJDfeU85rvtL8Q2upRja2yXHKH+lcOYxxTV5O8fL9Too+zv5m7urK14zm3jaC3Wdg3zBgOBip7i9itIWmncJGO571xuseJp7/ADFbb4bfPY4Zh7mvJjFyOt0PbRcXsyM6wBK6HTo3KfeCrn+VN/4SGBsBtOBYd8dqyoXaKXIZwf8Aeq8phuOJAsUn9/PB+o/rXbh6VBO1RteaOKvkyUb07vyNDTtf01bn/TNNLwMhDKq8k44x6c1b0Ke8e9ZbNWFnuJZZDkKvbn1+lVNM0Ce8uCJMRwIQWfPUYz8vrXXRpDZ24hhQJGvQD+f1rsxE6OHg6UHzt93dL/gnPhsPJeSRgeJhqEuAqBrQY4TrnuWrmijjgoo+pxXZXV5kkIcD1rndM0m31zxVLYTX0lmHWVozHHuLOqFgvoBwTn2968+jd+6j2IVVFWkjDuL2WwkjZCuDnIB61sWOpxXqYX5W7qa5cpLeeUqlpDjJY9Bmt3TrJLJdxO6U9/SuqrGl7JN/EYTk3UbWxYvNbis5GiVWeYDjHQGs241O5vZd0wYnAwOwq5eaMt8zSwkrO2Op4rIuLS5s5dk0bKRwCRwaxo8i9TRK5ct7ua3UGLIbp1retok1VW2okMqJuYhuCB/KuctbaSdt5+SIZy56fStQ3e2HyLddsQ6nu/1r08JGrKd6enmcuKdOMbS1Z3Wi6Tb2UCThllmYZ3jov0rZzkcmvPNM1a608BVctGeqHpXXWGrwX8eFO2QdUNcuYYXERm6k3zLuZ4erTa5VoaDYI5wR71z+rWVjCFkdwgd/mGeW+npVnWNZi0yDc2HlP3Ywf1PtXnGsaldXpa4klYvnjHYegrhpRk3dOx2Rg2rm1f3EjsAw2xp8qIvRR7VT0rMlxLMegG0VNrFnZ2fhq31PTdWvp42uja/6VCI1uCE3O8Q+9tU4U7vUd8gYum6s1uxidcxE5yOor0sQ3WpRjCPwnPCPs5Nt7nWCTAP5VLbzQxN5ty6rCvXdWJqOpCxhRxHvL9ATisN9Qubpy8jqOeF38D8q86nRctehudXJqFldb49OQW7hsZPBdfQVmlZEchkKnPQisuOVxnLpn6mtzSpnvTHa3LKyckuFOVHc7q9nB4lYdcrV1+Jy4jDufvJi2++QqqqSzHAAGSa7TQtKuLGMy3EhUt0hB4X3PvVbw7bafGjy28omuASNx4Kj2H9a6BSNvWsczzB1L0YKy63MsPQS99syL+xlBeZZJJCTnA6isSS7aJmRwQR1yw4rry2Mmue125061C+eF81mDFAOWHv7V59Ku1o9TuKKziKL7TNkL/AmeZD7e3vXL+JL6a7jtkfGEZtoUeuK1NGNprvi0WOqahPb2877I5oZYo0i9yZONoGcAck4HesueKS08Q3dlN56tbTSRqlyAJFwcfNjjOOuOPSvSfs4UXNq8tDmfPKouiIdL0xllS4nJUjlUB5/GtXULbzo18p8S9SD0x2A9KYrYxTzKMl3YKnck4xXlVK06k+ZnRFcuxQggeOQLcEL8ucYJ/kKtzzi0bYCruDldrHA/wB7/CmXPiQgpFaxL5K5BLEZbPHHpVZbcXQLWj78AsYz99f8fwr0MHCE5fvtDKtOaXuli2vLmK5+0JMVk7+ldVp2vQ3QEU2I5+391vpXG20UkswijVmkbgKByTXZaXo0NkBLMVlucceifT1PvXVmUcNGn7y97pb+tjmoSqOWmxdu9SjtTsBBk7g54/xrKN1vkLMxY+pZs1qz20c4IZQGxjcBzWBe2N1bMWUl04wy4GSe2AK8ag4bdTvI7mK3nf5VMTYwCozk+/NTaZp0EUzPJIkk6MQEH8PufesjUrl9PtiI5GF5kbmDAiPrkA46+tP17w5q/hnQ9I1O5muI7m9Mhli2EfZ8BCgZv7zBs47dOua9JOrOlyc1k9v67HLKMOa6RzA+7mr+lKWv4QHZcuBlTg9aKK9aXwsxZ23im3R7ZHJb5CcDPFcqsSBOBRRXyFL4T6bDL92N2APgDtWjp9tFcXWyQHbgng9cCiirexs9IsWz1a8ivN6SYDEAp/DjpjFdbdsfs5PTgUUV6GZwjFw5VbQ+bwzb5rmJMxxiuYl1a50XXmv7TZ58btt3rkfMpU8fRjRRXHQ+I6SrovHnAdgorYU80UUqvxMb3NKwAM6/Wte/tILuwcTRhtq5X2oorCWgLc5TV28q/kt4wEhiO1EHQcVURjiiivssD/u8PRHkVvjZYVjgVt+HIFmv2dicxrkYNFFGO/3efoRS+NDPF9tHuFwNwkbAJz1rjrpQLbPXkdaKK+WofCj34/AXte8VP4ht7eGbSNMtTboscUlqkilI1BwgBcqF5ycDJPNQ6LbROrTsuXU4GelFFdjbVOVjllujaeGO5TZMgdfftXMSwrCzBS2Ax70UVyUXubw3HISSoJ7gV0Fx/oqLbQ/LGVDN6sT60UV6eBSdZXMcc7U9BbSeWBhLE5V/UGu70e8mvLESTEFvUCiitc5iuRO2pw4VvmaDV7uW006eeIjegGMjOK8zuZZLiZ5JXZ3YkliepoorxaHU9alsyCx199GkuI/7O06+imZXMd7B5gDJnaQQQR1ORnB7g1V1TULrUr+TUbqUvdXLmWR+mWPPQdPpRRXo0tzmqbmjpl1LPC3mHJXoe9ZEl7cXc5WST5VY4AHFFFckUvaSHDYnihyATJJ+dTbRDIXBYkdMsaKK3KO60dlF0AI0DNbIxcD5j+P+elbS9TRRXm1nebJj1EYmsPxFfT2dnH5LAGRsE45GOeKKKiGskWtzj71zNp/2hsBzIAdvAqO+8Satqel22l3l7NPbW0jyoJJGYlmx1JPONvHpk+tFFe5Sd4K5yy0k7H//2Q==", "info": {"video_id": "124069", "label": "lifting pencil up completely, then letting it drop down", "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": "07651734e39f66b161619771f62082b61aee95afdfa5602c779f450e4f1fcfca"} +{"episode": 65896, "episode_seed": 145856497, "split": "train", "timestamp": "2025-10-13T03:33:50.510317", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 145856497, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming office room'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "57401", "label": "turning the camera left while filming office room", "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": "15658172ff5c054d0ebd6ad694320aa927a94df86650d2f04d617672c71c6060"} +{"episode": 65897, "episode_seed": 2808603637, "split": "train", "timestamp": "2025-10-13T03:33:53.840008", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2808603637, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting tv remote on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "205297", "label": "putting tv remote on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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9Ko1COM7vNebywzLsWQ4KjoWI9SMD9aY8sbbbeK38r5/KZ3H3l7dPr+VWkjie085gjKDuYKTuLZ6YOeM44/SgtcGSISgLvU5hVcMox3Prnp9KBEbM8ok23AgtlVQHIIO0cD6CllexSKW3E4RW+fdu5b1Az0/rzTLyJhIJrk+aDgMmOD2HPrn8DTjaRLYospM0hYgzYG7OCMH0AI60hGY5jkUXRBt0l+USdzj7vHTPr9KSIYB2R/vpQNyxttEcmPQ9z1zVyG3M8AimtgJY8AK0mFVh6Y69vzqjFFJaSzC7jRZUkLNMyHDE9sntz+GKAI2toJY+io5lCOiryCTySe4wD+VSTwG3nSSIMVUfuyrE7xkKMjoetW1kJmmELkk4OCoyq9eg5J5Iz2p8N5A4k8tGMZwcsApCEdc9+nakMl0NXe73xyy7RsUqFBC/n2/wqzqGoTrl1aFQrskQi6kYxnP1z+QqCzWCw8+Qv+6yFIxlskjIHrjAqi8kl1MHcggDaoC7Rj6DpWdSfLE3o0+Zk1pGSTIxyR+p7mr7OIoT7CoYcKuBVa8kIRua5LnecR4yu94SEtjc+Tj0FZujRSWca3axOzNyCDjjoMH69aNaWW/1hY44mldgdqqM9zW49odOsUFxFOsaogzHxtYdSDzjP0ruo2SOGupSk2iaydwkiYPzsAVib7yn19qyx8zbQeQgBA9RwaVtUBkxAuw+WqcHsvT+lVRL5pLMxXJIyB361tdJnLY6uyvorzxCkxhRd0aoBI3AKgc57dK6FoTcyzs0qA7/AJFzyh7DI496xfCVjEEE7Bi0uYi6c7c47dga6UWKNZ7PK2MxJeN15wW4xnuAc1EncEVzpzJ55Zw4izgj+IYJ5/Mc+w9KqMI3WCKR12IfN3SPljx0GOOuQT0q+FywjnZ4Xjyy7W6ADAB/Mfp61jzPcMgDsEWR9wRewx0+nT61OyuaRV3YJbhFyLeBUV+FAGOfWqsrNZruU8kc4qWMiWfcPuoMCqGs3AWGRs4CisOZs740opGpZXqtC0huPLDOGZUOCzdB9PStQXYtokUna7Rh3SM8ueemc9u9cHYXalAQea6SDVysJdMmV1wXc52tn/D+laRn3OapQtqjYkjklhllnjOSVKIpALc5A/pz6VRkmmhJV1VycMzoPn3DqCOvbPriohqlzOfMWZRIRsYMg+b/AOtmmJFL/Z6yWzKZt29pmYY57c960WphKLW4xIXnjmEjyyRqRJG6tkbOoGO5GCf0qpJ9oEcxuD5rPwuxsYXjgjnC/qKYNRjLYUI8MblYxuwxXnnjqDUElzNIhjDbYs5UY5Htmmotk3NGFrZnED2owysOOVUnrmt3w4sJuzGmd8Uab/3m0gZznPfvXHWkbG8AZmy559T+ddn4ek8r7RLN/rUAQRnqV7j1x36+tHLZg3odNtnvppXN3+5R/wB3uT5eOv69/el2CSMWqTGMbM4CfOuTx175psUf2nchkcKp+UzcnjDdMccDjFBjmkeRipjjjLSAv8wYEc+54IPtVkmdq2pafYkPCJJLtkV/MiUkZ4AJzj6Y/Osu68azxBmtrCKInGGnk3N0PAA/Gq/ilRFfRRxb442jUk92JJyx6fWuXQRgrthYjgfMQMfgP881aiTJ9jVu/FWqXNydrqhZVA+zxBD0BAz1GOlZkxlv7K6u57oOyOuDM5Z2BbsD6DrVOfepWRXSM4ySBkc8dfSpolIhljlfblM/OOcMuQB+lKStsTuJpEMdxeeRIdxYMqjbnJwefbHWuu0m9lGgQTtF56IoQRqcBWUn5iO/Hp3riIJ5be5W5Q7ZVYsDgHBP6V3HhGOdtGaRPm2TNtQL8xBC5wfwoew1uaThJbmESTAeXGflVCe/IKkccUR6dAwjaOYPE+4Mp5VcZwM9uG6VpR2yeY8hheNJFURyEZI7kk+2cVSeF7UYljXZIPuj5SzHqePw/MVmWYouIYobeRY5QUUMY8Hbt5GAfoaswja26IZRFDJGuNwXGCB6en1qtYxfaIxLNMREwyqq+7qMH6VImnvbx3EQj3lV2iQkfKpJO0euf0oLJltbmKJlgKLE0m4lezd/y/WpJd8s6Wc7ZkaFsrGuB7c9umacZgtsRFGVYsdoBH0wPU+vtUklvOJBLJt4iZg5/jJX889OOnWnYRWlaT+zFdC8EMQ4+fJx0OT34x+dMWWMNNugL5fIz1DFc4x/nrQ8So0VrKZoWMYAIGRz1z7/AOHNWZwlvavhklAIceZzluM9PwqbAUkhewl++ixRsX2lecHqCR2Gce/4UlwHuYJLiNjiWHCsTj/vnPYk96mkkzstI1aQTAoVPboM8du340xoJlnRi6gtlAsg4Vf4RjH0pAUyZIYpLeVXiVkUeZjH3u2aZDFBLYvOwkjjKgxCQ8Dt2560+7W48/yX/eKc5OOB8vAA7EH+dSLBN9jjiMmG+9hT1I6Lg9sUhlado7iQFJNz9XyMYOO3tU8ahF460lwWQLG0XlsMsUHbPb9Kg87aMZ5rirP32ejh1+7RZecICo6npWVcebKzqWNT+YM5JqJZVaRiSMVmjcS1tY7SdGChcjlu9Ry6pE0siMVaIgqVJ65qLWL1VtlVGw5OBis/SNIm1G4dYSpOFO5vUtgf410U4t6nPWrcmiIYvD97LMgSHaXYqocY3f8A6sVtf8IbdiBLsTRKEPIJxgdz+ldwlk0kYgnc+ZDhY2ClSSOM5+hApQnls9oysIY0Dl3fOMnjB7nNdVjzmYml2P8AZ6G38uV2Egfv6egPIzg/4Vrm5e3uvJKlmRtzyF/X1A7D8+lK9nIsktxDIm5mTDSDbu9eajtcXN8QYYwgO47xgljkHHrwAaLAWB5Urxy7UaRtylhgK+OCPf8A+tXJ30he7m2yLJzgOv8Ant0rp2kMiSiKFxncyvkfJ+HcVyEKgNngck8Csqrsjpw0byuPA8qHFczrsklxbSww8sFy359K6G/k2xYHpWbbKy2bxuAWlfexI546CsYu2p2yvayMnTrKS3txvPznk1qxyqiYY8Us5WOM+tcrqerMj+TEcsTiiN5MJNQV2bp1PdciOLswyR2Gau3E8m2baioAhfaBwB1/nmuf0+L/AIlCbG/0gz/MfbFddBpr3azTZwgg2fXoDXbHkpxvM8yrUdR6HOxzObyFsfI6ZyfWtyK1aZMgH8KwHYnTYJFGHiuGRvpiun0+9WOHPBOD+tbIyRLr0At7i1mjG1ZIgRj1FdRoEguFnmaNm2qrKwUHrwMj2yc/SsDWCZ/DVnOQSwfGQOMcmtHwfNM2nzETj5XVNpXonU8+9Q0FzqGhkjkleAiRg6lCAxIJIBPpjg/galERjiZk3CKM7hlyxkzjoR6YNMe9ZJhcBoTHkBvKB+ZTyKtQeUI8LuA3lD8v3x14Pbn8sUWA5TxeE+0wScjzYQwLnJAyeK47zSpVFd2O4YVFxznP+fpXrV3oNjqAQXJdkA3DLEFf/wBWOlV7eyhso5zDbQWrLMNm2ME4I9T7H9apOyIcdTzSLRdWmY+TaNGI16uQpA69+e+a0P8AhC7hYzJdXixqAuAiFtxPQZ7Z6V6FcCITgpskYK6yE+mCcY7nkinGORlS3uzmPywSCOOQPlz9cc+1S2xqJysfgGwNq6tNK86DozbVZu1X7WBbO1FsIVKyIy5Q8EjgY75HQHvzWqI3tJYoo1d2nb5iz5HA5J9sdqY9okzwtFICI1cKWGQoxgAH8BUjsVpWa2SP90u6ZdiozBSij0HY9s9+KmadJ4nWYK+1A7Afwduv6/hUDPKZYYJEiZ2Gx3Iym0jJ59sD86sXUixThRbliqYKocAk8/n9aQzlluLe3hgijBIwBIcEbjjjt0z6evvTvtEyIqtIjOZvmCqRtbP+B/SrMTNOYRKBySi4UADA+nr/ACqARmYOBDIjeYCNrdRjjJ79DQWadrLBdTqgbdvcrgDGB6/WtPVYUtLFZAVRQNwB55HTFU9NS2juIY2H74neznjDntjtXR6xaq2nwu65OM47CqA4hrUXMkiLJKtxIhdSw/P/AD9aiKTGQwxx/vpNzFeAPl43HHflfzrQuzNKzTqqRfLs8wjJznjIHbFZz3vkXB2TGSR/mfKYjkXpjPbHTipYh6QPay3EsjkWqgOrJ/FkjioJzG1xGjXMizZKqCuVLHGM+vX/ADitFkF9FIlwFgDMVjIONwx1I9Rg1mmwguZgGEjPlnYlsbOpyMHg9vwqRkNxcBfNgLNK5T74AzknGAe3t9cVPFfxGJjLIcBvlx1IyMe54/rVViJpJz5bQhQGVT93ABGD65AB/CsS2nuNX8Xz6bPqctrHG8jwiBA4LKpYKPQcZyff1pAbl8FgwBOskhyzADBGT3/w9qw5rny2JZqz9A1S4vVuvtUzyFQpAZs4BzVO6uGmmYrk9cVx1I3qM76MrU0X5b0yfKpqCS48pN2+srzXRiByQM4q7DE8jMXU8EHHtWkaRM63Ykw0xDSNjaD17k9MV3/hOC3g0sPNboZmUncgyQp4Bx2rndD0CbUrl2EeIYgSzNk7uewrvYrWBbKGdkELIqiRFX+HPTnv/wDXrpjGxySk2STTFbl93KnCjJ3YOOcelNSAyQo91KhcEnbn7vGAPwBqRdNeezIlYiV1BPl8rEc8BcfWori6hgLoFjKR4UA5AbKknPp0qiCB7eOW0jMEjNIeE3NnI5HQdsHt0otLTG92kLSqoRhkZBAHUHucCohMstoZILYRzAhCCCAvPHHYkA9PWsnxFd6ha6M99aSeWwlADxsBnOOPfoOfSkB0GPsuFSXCnIWMD7gJ/wDijXCGYJkdxUup6hNDo9vqlhreoys9x9nDTxrGs21dzPGBztUnad3qPoKwizHuPU1hW6HXheoxmMzZbpQ+FXPpUoTahJrJv7sRqefrWB2lPVtQWCB3J7cCuPsEa8vy7H7uXJ+lO1a+a6mIB+Rf1q5o6CJVBHL7s/lxXVShY4MRU5nZGnA7QSCEnGDvb6Yrqhqbx6RCY2wrqu8/U5/pXEXkxMkz5O6QBVpq6jLJbNArHaACB9K2mk1ZnLr0Ny4ZVbVLdThVQPGPfIp9leKbVAX5xzXMXV3IZUfccsmD71FbzSAEAk89BTUgatoeiTa5C2gpZE5YOT+HFbPgS5D22piPJZXhIwcd2rz3wvYW+seJI9P1S7ubaCdtiSxSxoIz1JYvxjGeByTgV6F8NdPksdU8RWUsVwxhnjSNLgLvUqz43Y4z6449KfNclo9Gggt1h8pkLRuDuZj8xGCaljtnVItjjcoJVAMAA5GBVeYXMk8iSqFV1w21yQPQD61JC7LMjhQv7ssIyxyD349OtMZsJaq4VpPmCkYwPSqUtuqv97aN/mM/QFQO47nn+VbWn/vbc/KVyowDWZeKXu1ijjDEnLbj8uMelAMzbeSNpszwxSbWJQgZJ79O5xSyzBfJK/6vYSQx+U5PGRT3gW4gZtqxzRlgpx1GOp/z6VHFa/aAXb/UuSsaJ0ZSPvn0OSfypCIxG9yswldVhJ+RS2Dgnk/0/CozbwSfaF3tjJO0NgAkYwPf60rGOzhSFnVm2M7uTg8cjr/vVWjuLWe5mTyNsisW2oxIf1+uMZz71IDYLSRp189zuDlwv3cjjjB7ZHSrMkPlO0qyhMn5ywxv5+Xj61zfii81G20E3MLmCdHRS8Z+YZbJ56joMisXW5PEej6Rpt5e6jerJcly8e3Hk7QpQE4+8QxOO31zSHY3TFs8oiRyUDyAk98f/XqS5zFZW7ISpEm0Y7cGiihFI0dIVSXLKGYDO49eTXU667HT1j7eVnPeiiqGcncRhNPkKk/M6qfcMcHPrWW0avHaxEfJJ+7I64AyRj8hRRUsRDcIu9pDzIjABunQ+3FUr2+nIYbgPMwpIGCBkdMfWiioZRm3d7OosUD4A4B74yR+PFcJquuXuh+MLm4s2QPBIwXeuc7k2nP4MaKKSExvhZjFa6ht9EGfzrUiUfZpm6NkDI9DRRWL+NnTH+Ghlt89xGzAHp2rq9GtY7qHfLklJOB2PPeiitYmUtjuxEsCgRfIFdVAHQDNSPbx29u8yqWlijBVnJJztJ5/KiitzIqWs0jRoyMYt8gYrGcAYweB7961L8JFPCVjQkhhyM9MY/maKKljMrUppILe02NwwDkEZG7IINYHjseRom5CeZ0ypPHIB6fjRRUjZxWu+JpdVtYEbTdPtzAgjje3R1KovRQCxAHOTgcmuiAHlr9KKKxrdDqwnUiujtiOK4/XZHWzlYHnpRRWUdzql8LOOX5pAD3NdJAApXAxhaKK7Y7nlsq3JPnWozxyf1qpGdk0uPQ0UU5ErcciiV1DE8eldJoVhb/axlc5Q9ee1FFZMb3Jn1f+yNR1KNdO0+7hklVzHdQ7wrLkgjBBHU8Zwe4Ndf8ADPULrU9V8R3d1KWmmmheRhxuLbyePwHSiirjuS9j08ExwTbTgrGpBx0J5z+ZpbRvMEIcAgcdOuDiiitSTqbJiVcHscD8qz9RPlrK68FQSKKKRXQy/sqXLt5ryNgsfvY69qzDPIryyRsYmaJi2w9SOh/WiigSNB4kms7aSRdzvtyemcjnp9Kq3Ev2eyllhSNG3qmAvGDjIooqGM5LxoWfwd5+SreZGpC9DtOBmvPdR8Q6ne6VDY3N1JLDC7SrvdmJZsDnJ5xjj0yfWiikB//Z", 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", "info": {"video_id": "205297", "label": "putting tv remote on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "205297", "label": "putting tv remote on a surface", "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": "d0e4545722afaa5a1003479c632ef1b5e695f9c66b71e71bdd6f8025362b9880"} +{"episode": 65898, "episode_seed": 3290541411, "split": "train", "timestamp": "2025-10-13T03:33:56.053818", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3290541411, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) motor of sewing mechine'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "106737", "label": "touching (without moving) motor of sewing mechine", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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CPSsuW8McWQdoIyPU1Va5na3YeayuwOMfwj1Nd1rs5LpK5wes2GkWcV3LG8jx/aPKgjLFkjAA3sP1A9K4rWZpJnacMSZOSMYH4e2K9Hs9Hs7/AFN4ZGZx5xneMk7VjwAifUkEn2AqHxb4YW5gluIXERRSxboAB6+1OTs7GtKN/eZ5LfXMzRw7o1UMOvdh0wagWXaxBAQnnB6GrN35OZCAPlwCysSG46jIqlAHkby0G7jO01SNHozVsgbyRYYJFSfHyozBQ/sD613nh7xrPosf9matCwgjkbKhcPGxxnrjPQcGvMUhk2mdYj5edhYjgH6+tXEvrmNQ13G1zB0yzHI+jdvxp6b9TOpBTi4y2Z7PqPjxdPeWPTG8xpEGfMUhVyOCAec15rLfzyX/AJyuXkZ9zf7TE9/WqVtc6fDdE3V1cXERxnyPvN9C33fxB+lPspFm1SEw27sDKuyEtktyOM8c1PIr83UmlFUoqMeh7X8MXmdNStp42iZGjyhbIBwQeR9K7qR9kfbjgVxXhee5EF1NJZGyjmcYJXDysPvM3qcn9PrW1PqpTYANxPT1NDCTvK7KniixfVdL8mLZ58UizQ7/ALpZT0PseleU+IkfU7qPUdQs4oBJcSSBY23NK3Q5P90bQB9Sa9T1O+ZoNgOxnbaSp+6vc/ln8xXm8WlX3iCey4NvEyuwcHOEDkFgO2T8o+hprRXYrtvlRxFzcLbZgaJQqvwGHGCc1m3klulwfLkdt/JY87PYeoxXV+J/Ds2nSH908kQP3s5wPeuRvYgG3q8ZCDarJ0OPX35pJ3OizSHwTIVw2eMfMvI/Gt0SahpcEN3DKTaXA274n3K4B5VsH6cGuVQhgWwVx1ZalhmlikYpKwyP4eh+oqtNmT5ntnhTxjp1zYw2V5KLaVVKI8rfI3oCex+vFa2oePo9KgktkxdXMYKxsGyEyO579q8EgvsyBZcxnPDKM4/CuhgRpLuUapqMNqc/O7gt7YVVyW/Dj3qZw9okpHNChGnUdSLtfoS/2lML3e0juGbL5PU19PyTJJEj7/kKAhgcg8dq+ULWaL7ehDO8YkHRcMRnsK9o8J+IxJAukvNuQAtatnOF6lCfUdR7fSna2hpNt2O0e/XcUwfLHOTVOW5ilU4kGT71lXM7DjqxzgelUnkEEDGTGDwx7nPYVFrsLpK5y3ibVpLia9jhhMjtDHEh2nIRmPf1bjj0NcB4j027tX/01RHM3J5z165PrXo9lfQnXmMgAhTbIxI+8/Kp+Cjd+dSeOl02HQJru8QSAjbGi9XY9AP55pzlZ8qLoxuuZniNw75iBmc7Rk8fdPt+lMWRl5Y5B6Fe/wBakupzIpOdw3fLk5wMdM96ggXcshD7Sq7setUtina5pWWL2dI45UjuMgJvOFc/U8D8a77w744utLaLStWSSSONvLUdHjyc8eoznivPliSYQS3M6RRTqVZoUDEEHqy8e3T+dWpba50+KL7W8d1pkp2JdQjzAnc7TkFW/wBlsfSn1utzOpBVI8stj1DVPiLLFBcWmmnEZyvmSDlPXaO1XfgzeL5uvNK5KDyeM9Sd+a8is9RsLeGZHspbpmBEeZjGqH1OAS30yK9E+D05Dax8uCTDx2/jqeRJ3JSUIci2R7XJMpUAMOaxdat7a80+e3uz+4kQhz0x3zn261TuLqR5FRXPuR2qrfSGW3Kc+VnL89QOv+H40JXYnLljc831q2aL57i6mu7n7QUTzjnYigfN/vEAD2FclqLyq0jxyb1fqc85716FFoEmu6mIrmcnz7qRjFkfJDkEn/gROB9DTNe8MW2owNLpGwbRgRgD5ccdPwpzdnY1oxbXMzy28u3NtGyw7STt8wjk46jP41FaXz28gKBUBPKuNyHjoRVq9WJTJG5O+IAP84ZST3GPwrMtozNL5aMFyCQGPWhFy0Z0V7qOlXdjbLFA1rdICJSH3RyHsRnlT7cirvhzxRfaFOGt5VKAYMZGVYe4/wAMVyccD3LfuYy7KNxCjOAOpPtSMJEk3xjHsORVN3Javo9j2ib4io1jFqFlamC6L+WyvIGQHHYdT9DXD6tq1xqd09zdztLM/Vj/ACrBspbOS3WSebZOj4MYUkkf3vT2x7VoX95YTeUmn2dwu0fPLPIGZz7KBhfzNLk15nuZwjGmuWKsj250aSbkDaBxmqurLcW9oJY4/kOdzL1H/wBaqfhzVpb2L7Ldf8fUQ+Y/3x6/Wuo3B4ypGQR0rNysyeTmVjzqwuZLe7nmik+ZnUkn2GMH261H8QtfxoUFih2vcjfKAeqA8D8Tz+FakmkLc+LRFaxNHaRnMzqeMgcgfUkD865zx94cvkuobhE821KpCGUZ2HJ4PpnNSleVzoi+WNjzZyXVlOQMZyfQH/69V1Yo+5CRjoe9auoW13YzSwywAlVMbrImChPfHUdOKyAcda2Ie5MssqQmIOwjYhiueCR3qUMWUrnqMH3qNpDJGq4Hy9xUkCM8iooJZiAoHc1LZpYWNGiOVG4dxXf+ANI/tLU/taoTHEQsQI6yHp+QyfyrmrrRLvTdUjsbvaCyhjtBPBGePXuK9U8JXa6bqmi6fCsTSTyM9xhcYyD+vAH/AAH3p3M2ju9Tt0sre0iX7kSkfXpWKuZW3k89B7Vb8Y6ymmXempMoME/mB27qRtwfpzzUKMjbUQg7uhHTHrQzJbmXqd1HBAyAhnI5NY326XTJ4oPMLM1zGXIGAq+X9z/x4n610Pii1tF0prjG2SNQqlf4u3PrXn91O7TxuDjcWcc+gx/Ss6lTRJHRhqPvOTNLxl4g8vwlbNGVW8vBjd/cUfeI9ycAfjXkk5MycHHzlmyenHOfyrY8R3E9xcRQuTiKMIij0OST+ZrInMKQyRbJVlypHp36/nVU1oOro2ivHK8aOqnhxg8VZS6ItFt/LjwHLh8fN06Z9KpqRkZqzIyOVKLt45FUyYrQc4EiEY5pYQYj84yvqO1S2VtLdXMVvAheWRgqqO5NaE+mXVnqz6bcIiyodrENxjGcg9+KExSR0XgrRzqWppOE3R25DDj7z/wj8+fwqHRtRkjfy1kIdW3oR1BB/nmvSfAcFrYXUGnrCizGGS5cK2Qp4A/Q4/CvIdJSaS+RVyAX5PYDPND1M2ezaVqcWsWonbAmX5ZVHY+3sa1JtOhvLBo3BDNyG7r6Vx3hVXuNUluIx5dug2kDo3oP613DyrFE0jthFBJPtWTl2LUNNTzue0urHWhZPGZHlIVGTnjnBx6dfpXL/EHUbiSe2sCxVLeJSV/2m5J/IAV6ppmmpd6q+tzKfOZSkQPRV/xxx+Jqr4k8EWfiG4t7h/3MyNiR1H30weMeucc/WnHV3L+FWPAWhcQO+DIiEcjoM5qqP511virwTqOgXRMo3wyH93Mo+ST29m9j+Fclgo2CCCK1Ia1HlWjOCMGpBIxjZNxCtjcM8HHTNMZjIQScn1rR0XSZtZ1KKxgKqz5JZ+iqOpNTfuXbsVbcCKZd6u8ZOCF6/hXsnw001rLSLi6biW62sq+ijIB/Hn9K830jSpV1mW1uHZWhfy3ZRnb1DH8un1Fdz/bNx/bGdOwI7VQqhRww6Nkf3eB+VO5lJaHoccRCknHvWbq1xLbwDKMqyDhiOD7CrOmajHqsStEdp/jQ9V/+tW1eR281g8c6KYgvIPYClzcrJcOdWPNrG6e0mvbgNh5GijRx1VRlmx9eBWFPrDaRpV2YpGWW6gZN2fulmzn67QfzrUvZ4l8/yEVFlDeUD/DnjP5D9a5LxHmbTgyxkqhVMgcLgdT9ay5uaZ6EIclOxyxbzI2TPyheuOwI/WqvGTjgdq1JY7qyiMX2dCTGVcMmSoI4P9c1k8qea3OR7lu3kntT5sTvGWBXcpxkHqKcjkkCmCYyRBCcgdPanKQoyaj1L06Dxb5YuCQc5yK09LgnvLxLVIy0jsFXHcmtnxB4Zj0jRtOuILhnuJf+PgE8AkAjA9ByK3/Bdg9rbx3pRpnlZFVQn8T8A5/hGM8/X2qk9CJI6Hwram1s/PfiSbnnsvaugvL37LZPKPvfdQerHpWdYzJLCjxMrRkcFelXmiiuVEcyBkyDjOORWAIsaRa+Rahm5eT5mJ71om3Vx8y5GcjI754pkeAoHSp4yWYirixsytZ8J6d4ht9t3FtmUYjuE4dP8R7GvGfFfw/vtDkMjIGgJ+WeMfI31/umvoiMYHFE0Uc8bRSxq6MMMrDII9CDVXEj5CeGWByrKQRU1pd/Z7yCbb/q5Ff8jmva/FfwuSZXutGQZ5JtWP8A6AT/ACNeQ3ujTWlw6PG6shwysuGU+4qrpj9D0bTtKk8R67BeSEi3i2nev8SnJ4P+cV6VpekWEN/BIkaefaR4VgMEKQQM/rXhfhnXdR0GQNbS5jP3on5Rvw7H3Fd/4f8AEN74i8QXFuuqXWnowcpHGof5ghYKDjgcE5P9aizuEmrG18SZUVdPJAZsSKvt93moPCLzf2cWlOYwcRA9h3/DNcfd6lqGszWsN3dSTsThPMOdpOK7u0RLa2jgj4WNdopTb2ISMvxnfYS2twRyTI39K4V3ZmU8+g+lbPiS8Fxq0pzlY8Rr+HX9axo/nesJM76K0OsbTtHm8N6bfXsAeaFz5e04MhyflJ/u9/wqtq3wuF9Yi80oKHYbmtWbj/gDHp9D+dUrcT3D29mMmNCSi/7TH/61ex6dALezhh/uIFranJsxrRUderPljU9Bu9OuHikidXQ/Mjrhl+orPBZDhhX1drfhvTdft/KvbcMyj5JV4dPof6HivHfFnw0vdKD3MKG5tByZY1+ZB/tr2+o4rW5h6HDaBqK2Wv2dw3CJJzntnjP616HZaJc674gS/fcirOsLN3A2kk/X/GvNJdPeB+Rx2I6V02meK9Z0bTfIt7p/L3AhT1H0Pak11Q0+jPd9K0yxs7qa4gjRZ1iEDsvpgHn36V4lZWrWKJI3EsvIH91CeD+P8vrXbz61OdATU9M17UpUa5NuTcRLGs5CZZ4++1SQp3eo9wOHnvHnuXmc5Zzk0m3GNid3c9H8NmH+yIDDjPV/Xd3zW1cW4vLVrcuUDEcj2Oa47wwrW9sJAjlinmSMM7QpOFz2+ldja3CXEYeM9DgjuD3BrKUHGzNDRgjWKJUXoowKsKA3SoAwCZqzbD5fm61UWJiXGnW19ZyW11Ck0MgwyOMg14343+GMmniS904PPaDlhjLwj3/vL79R3r3AdKPL3dau5KPj+WCS3YhhWp4Y1D7DrSOSqiRGi3McAZ9+3Ir2Xxr8NIdQSS90mJI7g5L2/RZPdf7p/Q+1eK3ekzWly0TxsjIcMrDDIfQinox7bHrnhXw2k8b6peoftM7h1JPHB446UeJtOtNPZLuyARrrcjhD8vykZx6c8VyvgDWZjrkOi3usXlrZynbGyTxxrEepJMnGMZ4HU4HetPV7m9k1F7S7luT5EzxolyFDp82PmC8Z4GccVDTWoNp6HUeDLcxxyXbgjf8AImfTua1/El75Ojuin5piEH06mm2SJa28UCfdRQorm/F1/m6it1PMaEn6ms2y4K8jnbiQFzjnAwDVrSrqGyivRcwJPDNAU8t1yrNkFcj61mB9zBa2bS082LBXJNZKTTPQ5U42Z1OheGbDxL4fxqcRecOwW4U4kT6H056dK4Xxb8L77ShJcQp9othz58S8gf7a9vqOK9p8P2YstKghAw23c31PWtjqMV2R2PNnL3nY+Oriwmtm5H0I6Gq5L7sHNfTXiX4b6drQee0VLO7bk7V/dufde31FeLeIPB19ot15N1bGFyTtbqj/AO63eqFbsdD4UWDxZe2Md3OpWFP3sJbDMQMYAPUHivU/DWmtpemWls0QLFneRhgYOSQD+ePwr5zCTWKb42eOQMCGXgj6V6e83i/QdG0ee/1S+828WUyRMuDbhQhRWbH3mV84PT6g1HKDkR+F5njt7SFT8kiuzZ9c12ER5+hFFFRMOpHql5Nb2jmMgEEYrU0eZ5rbe5ydx/nRRSQ3sbEZOKmQ0UVZJMyjyzxXH+NtA07UNGvL6aAC6t4S6TJw3HY+o+tFFMDxYwpsDgYPtWtoV7Lpd7Le223zY5WxuGRym3+TGiimgkRySvbywyRnDRnKn6V6JFMzWImON5j3ceuM0UVE9wieaTSPJMzMclsk/WpbTmUUUVzTO+lsdf4bjVtat8jOOR+VeoQE7B9KKK2pfCc+J+Isx+tPZQVORRRWpzHmHxF8MaXa6e2q20HkztIFdU4R89yvr9MV5VqEKR2oKjqw4ooqkV0OrbxI+u6VbrLpmn2xhAijNqjrsRRwoBYgDnJwOTzXORks/PqKKKmYonY+GmmuLKaN7ibyYMyCINhXPGNw7gelaulXkyatGgb5JX2suODRRRV+BGp2gJ2j3IH61fiPA+lFFZollhTU0ZycGiiqJFm6V5t8QdMtLqbzniCzRWckokQYLEMAA3qKKKpAjyiDWv7GubmL+zdOvoZmDmO9g8wKyA7SCCCOpyM4PcGt7ULy41C7N5cyF57gmSRsYyT9OlFFOWwup6DpEzyQBHO7ZGmCepyO9ch4nYnXbjnoFH6UUVjM6KXxGVZ/NMM13Hh+JJL2JWGRkcUUVgviOyXwnpFuT8oq7H1ooru6Hlk4AIPFUb+xtdQtmt7u3jmhb7yOuQaKKTA+evFunwWEjRwBthckAnO3DsAAfoKj07X9T1G2j028vJ57e23yp5krMSzlc5JPONvHpk+tFFUgZ//Z", "info": {"video_id": "106737", "label": "touching (without moving) motor of sewing mechine", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "106737", "label": "touching (without moving) motor of sewing mechine", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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yPH9o8qCMsWSMADew/UD0ritZmkmdpwxJk5Ixgfh7Yr0ez0ezv9TeGRmcecZ3jJO1Y8AIn1JBJ9gKh8W+GFuYJbiFxEUUsW6AAevtTk7OxrSjf3meS31zM0cO6NVDDr3YdMGoFl2sQQEJ5wehqzd+TmQgD5cAsrEhuOoyKpQB5G8tBu4ztNUjR6M1bIG8kWGCRUnx8qMwUP7A+td54e8az6LH/ZmrQsII5GyoXDxscZ64z0HBrzFIZNpnWI+XnYWI4B+vrVxL65jUNdxtcwdMsxyPo3b8aem/UzqQU4uMtmez6j48XT3lj0xvMaRBnzFIVcjggHnNeay388l/5yuXkZ9zf7TE9/WqVtc6fDdE3V1cXERxnyPvN9C33fxB+lPspFm1SEw27sDKuyEtktyOM8c1PIr83UmlFUoqMeh7X8MXmdNStp42iZGjyhbIBwQeR9K7qR9kfbjgVxXhee5EF1NJZGyjmcYJXDysPvM3qcn9PrW1PqpTYANxPT1NDCTvK7KniixfVdL8mLZ58UizQ7/ullPQ+x6V5T4iR9Tuo9R1CzigElxJIFjbc0rdDk/3RtAH1Jr1PU75mg2A7GdtpKn7q9z+WfzFebxaVfeIJ7Lg28TK7Bwc4QOQWA7ZPyj6GmtFdiu2+VHEXNwttmBolCq/AYcYJzWbeSW6XB8uR238ljzs9h6jFdX4n8OzadIf3TyRA/eznA965G9iAberxkINqsnQ49ffmknc6LNIfBMhXDZ4x8y8j8a3RJqGlwQ3cMpNpcDbvifcrgHlWwfpwa5VCGBbBXHVlqWGaWKRikrDI/h6H6iq02ZPme2eFPGOnXNjDZXkotpVUojyt8jegJ7H68Vrah4+j0qCS2TF1cxgrGwbITI7nv2rwSC+zIFlzGc8Mozj8K6GBGku5Rqmow2pz87uC3thVXJb8OPepnD2iSkc0KEadR1Iu1+hL/aU323ezu+5svk9Sa+mBcxMAoILKOTXyxZzRf2hEQzvGJV6DDEZHQV9DvdkRlgdoOfqaGrGspXsa0z7wxBH0rz/AMW2CPepPb3s1tJOyJc+WeGUfdYj+8COPp7VvJcORuYkknKrmua1+Ke5kgjSfyWluFeSbj93GARk+wBJ/GnCN2ROVrJdTzq+VAs0UBEcfmHygSctjoSe54Jz71h/aJhdFHjMhcbQvUH8K9UsfDOnQ6X591tE18zLCz4+VFGQPYkc1w/iXQ5dDlaWY5gcHZtYK2fX3/Cpcrs6IQ5Uce9yzzMTHgA/KFONnOcCtzR9ZtElA1S1F1DtK/I2yVCehDYw2OOvvWHeiNJtqZJHc+nvQYykUbsVYSDjnketWnYXWxqLdRxXfnWc3GTjcMEfgDXonh74iuI4tP1OFrhGwqTRsFkU9uTww+vPvXlDW0kUY3RFRIN8bMMEj1HqKdaS+XcRpcnEJYBmIJ2g9+OuOuKOuhnOnGatNXPTNc8a3t/BJp0cvk2aMQUByWHue/0rq/grcoX11dw3FYSBnnA3/wCNeUWV1o1qJRNHcXg/5ZrC/lqT6sxBP4AfjW54H1aXS9SlvYMRTLgqhPDryGQ+uePocfglBRWgn8NkfQl1cLBgjLP6dqoS30ZADttZuTWZ/aUeoWkN3A5MUgzz1Hsfes53aaQHHyr29TUSCIvinUltNJuGjbJeJgSOcLjk/qB9TXmmrQ3+q3N3LDahbWBUXBBUAAfKuPXBJx2zXX+Ib2JLaQOiyFR8yYyDjkD860NIeK603yXYPcHLzn+87ck/nTk+WI6a55N9jwSVWt55CszIACPl5I9KoKXAIDc5yVNdd40nsYPEE9vp6kNGQs0gb5XIPIA749frXHytmQ8cA04ms7FmO6VchgSp4IJ5ro9FvtQ0F49V0+4DQBihdecEjlWXtwe/B9awLeJ3nFqskJEyZBlxgcZ69jVux0+a6CyadfD7eBg27kIz+yE8Nx24PsaejVmSz1ez+Ilo+mC6EcsV2jhdqkYLexrkfFniu8164SWZlQRDEUcfAT3+vvXItcQCQNcRPDdI22SKOPYBjAzgnqecjjFT39/bXTx/ZLFrdFXDF5jIzn16AD6AUSgpPme5jSpRpXUNme+OjSTcgbQOM1V1Zbi3tBLHH8hzuZeo/wDrVT8OatLexfZbr/j6iHzH++PX611G4PGVIyCOlQ5WYcnMrHnVhcyW93PNFJ8zOpJPsMYPt1qP4ha/jQoLFDte5G+UA9UB4H4nn8K1JNIW58WiK1iaO0jOZnU8ZA5A+pIH51znj7w5fJdQ3CJ5tqVSEMozsOTwfTOalK8rnRF8sbHmzkurKcgYzk+gP/16rqxR9yEjHQ961dQtruxmlhlgBKqY3WRMFCe+Oo6cVkA461sQ9yZZZUhMQdhGxDFc8EjvUoYspXPUYPvUbSGSNVwPl7ipIEZ5FRQSzEBQO5qWzSwsaNEcqNw7iu/8AaR/aWp/a1QmOIhYgR1kPT8hk/lXNXWiXem6pHY3e0FlDHaCeCM8evcV6p4Su103VNF0+FYmknkZ7jC4xkH9eAP+A+9O5m0d3qdullb2kS/ciUj69KxVzK28nnoParfjHWU0y701JlBgn8wO3dSNuD9OeahRkbaiEHd0I6Y9aGZLcy9Tuo4IGQEM5HJrG+3S6ZPFB5hZmuYy5AwFXy/uf+PE/Wuh8UWtoulNcY2yRqFUr/F259a8/up3aeNwcbizjn0GP6VnUqaJI6MNR95yZpeMvEHl+ErZoyq3l4Mbv7ij7xHuTgD8a8knJmTg4+cs2T045z+VbHiO4nuLiKFycRRhEUehySfzNZE5hSGSLZKsuVI9O/X86qmtB1dG0V45XjR1U8OMHirKXRFotv5ceA5cPj5unTPpVNSMjNWZGRypRdvHIqmTFaDnAkQjHNLCDEfnGV9R2qWytpbq5it4ELyyMFVR3JrQn0y6s9WfTbhEWVDtYhuMYzkHvxQmKSOj8E6QdS1WO4C5jtyGHH3nz8o/r+FevyqzuoH3RWF4CgtbC6g09YUWZoZLlwrZCngD9Dj8KoeH9bltgtnekiI/6mRv4R6H2/lQZNanVyI4BCIXbaThRyQB0ritfnlvEkjVsO3yYxjqcGvQ7DgGRuS3Q+1cz4vW0jmjKRL9qf59w4wBz+pxzU89kVGlzyTOa1u8F1cxpuKwQGQxoDwqqu0fmQDXC+LdafU9Thy5KW0CwIp9h8x+pOT+VdPd3CvIdu3Y0QiX8+T+OK4i5tZjql5IISqxMS+8H5cngn0z/Ws6erO6qrRRlXGC4YnLMAfoMUyNGdgqjJqW9eaR086JIyihRsTbkevvUcExicMDg1u9tDkVr6llriZ1jSSRmWMbUDH7o9BS7fNQA+uaj+85PrzXT+DNCttd1CZLuZo7aBAz7PvEk4AqL2Ltc59EeAfLllHY1txCa0ht7wqVSRmC5/i2gZH603TdLml1o2jyAiNiSeoODj8q6HxwjxW+mQLEyi3kli3Mm0u2EZjj/gX41fkZSRueGtfEEghmfNrckfNn7r+v49/zrubeGNpAvYda8j0nemnbZE3ySvtQEcgD/E16zpMUlvp8Mcz7pVUbj7+n4dKyk7aBGNzG8U6K3lS3lpgKBmSPtjuR/hWDDqFxZaLdaokTp5cThCem4YAIPcZIP4V2Gtf6aq6WhOZ8eYR2X/P8qtR6LaR6QmmeSr2qx+WUYdR3z7nrS+LcuK5Nj5quDJNPK7S5bPXPWoLmNorh43Qqyk5B616vrfwqmXT5H02TzpA7N5B+8Uz8oB7sB69a8svLKezlZZVYEHByMEEdiOxrZCeupAqswLAZA605WPQ9KRHIUqDweopVHNJjVrEjh5pDIzsznksTkn61t+HtO/te/gtQrryWmfsFHcfy+pqGbQLy20K21Ysginfaqj7wHYn64NdfosiaJoc9wpLXLgRxK69B1z9Ccn8BQmS0df4VtTa2fnvxJNzz2XtXQXl79lsnlH3vuoPVj0rOsZklhR4mVoyOCvSrzRRXKiOZAyZBxnHIrAaLGkWvkWoZuXk+Zie9aJt1cfMuRnIyO+eKZHgKB0qeMlmIq4sbMrWfCeneIbfbdxbZlGI7hOHT/EexrxnxX8P77Q5DIyBoCflnjHyN9f7pr6IjGBxRNFHPG0UsaujDDKwyCPQg1VxI+QnhlgcqykEVNaXf2e8gm2/6uRX/ACOa9r8V/C5Jle60ZBnkm1Y/+gE/yNeQ3ujTWlw6PG6shwysuGU+4qrpj9D0bTtKk8R67BeSEi3i2nev8SnJ4P8AnFelaXpFhDfwSJGnn2keFYDBCkEDP614X4Z13UdBkDW0uYz96J+Ub8Ox9xXf+H/EN74i8QXFuuqXWnowcpHGof5ghYKDjgcE5P8AWos7hJqxtfEmVFXTyQGbEir7fd5qDwi839nFpTmMHEQPYd/wzXH3epahrM1rDd3Uk7E4TzDnaTiu7tES2to4I+FjXaKU29iEjL8Z32EtrcEckyN/SuFd2ZlPPoPpWz4kvBcatKc5WPEa/h1/WsaP53rCTO+itDrG07R5vDem317AHmhc+XtODIcn5Sf7vf8ACq2rfC4X1iLzSgodhua1ZuP+AMen0P51StxPcPb2YyY0JKL/ALTH/wCtXsenQC3s4Yf7iBa2pybMa0VHXqz5Y1PQbvTrh4pInV0PzI64ZfqKzwWQ4YV9Xa34b03X7fyr23DMo+SVeHT6H+h4rx3xZ8NL3Sg9zChubQcmWNfmQf7a9vqOK1uYehw2gaitlr9ncNwiSc57Z4z+teh2WiXOu+IEv33IqzrCzdwNpJP1/wAa80l094H5HHYjpXTaZ4r1nRtN8i3un8vcCFPUfQ9qTXVDT6M930nS7CzupbiCNFnWIQOy+mAeffpXlkCSXmpJbxkncwRfYf55rcuNZnPh9NS0zXtSlRrk25NxEsazkJlnj77VJCnd6j3AreD4leee4blkAVfx6mod0hLV3O+tisUEcSfdRQq/QVwHiS9+06ncPuyoPlr9BXW3V4LSwmuCeI0JrzO4uC7ZJrKT0OihHW41h5jYAxgcV01ndxajrunxpAi5jjjujtGZWxgBvUAdjXP2Sea/Tiu28JaYrav9oZfljXd/wLoKmm3ex1VUlG76DfEfwqsr+Fp9ICQSHk2zn923+6eqH9PpXjms+FL3Sbt4J4JIpF6xuMHHqOxHuK+rY+FFU9U0ax1q1NvfWyTR/wAOeGU+qnqK7DzU+58hMkkWRyK2vC2qHTryVHk8uO4TaW9CDkE16R4r+FdzZh7rTla8thyVA/eoPp/EPpz7V5o2lvFJ0yoPX0+tLRj80ey+FvC8EZ0m/Vo5WJklnkBDAnGFAPtnP1FV/iXZyXx0PKeVgTvJk52L8nP+fUVxfgPUJE8TJp0usXunwXDbQ8M8caIepL+ZxjGenJOBWp4i1XU3eSxvpro+VM6hLnb5iYYjB28Z6E4yM0leL5hSd9B3h2SE6tbrNgIgPlA9j2/z616JC2K8n0oC4v4w4zEgLv8AQV6TY3XlCKC4DxuVXb5nXkZAPvisnFtcxaNO2skS+muy5ZpMYB/hwMVpLt79KqwHt2qwpLSADoOaIgyxHFuINc54t8B2PiOJ5kC299jAl28Sezjv9eorqkwOlPI3Vpcg+Vtf8MX2h3r29xA0brztPII9Qe4rELMvBFfWWteHrHXrI219CHH8DjhkPqD2rwfxh4DvNAuC7L5lsx/d3Cj5T7MP4TTTH6E2gLJ4k0/T9NGGhQbJlDYIC9M+nUV6afDGlvZ/YXQbJW+U5wwbHJB69BXg1nLeaTMLm1mkt5kPyshwRXq10/ifSNE0i81G+u0u7wSNJF5eBBgIUDHHDMr5x+HUGpcX0HzLqR+F5njt7SFT8kiuzZ9c12ER5+hFFFTMXUj1S8mt7RzGQCCMVqaPM81tvc5O4/zoopIb2NiMnFTIaKKskmZR5Z4rj/G2gadqGjXl9NABdW8JdJk4bjsfUfWiimB4sYU2BwMH2rW0K9l0u9lvbbb5scrY3DI5Tb/JjRRTQSI5JXt5YZIzhozlT9K9EimZrETHG8x7uPXGaKKie4RPNJpHkmZmOS2SfrUtpzKKKK5pnfS2Ov8ADcatrVvkZxyPyr1CAnYPpRRW1L4TnxPxFmP1p7KCpyKKK1OY8w+IvhjS7XT21W2g8mdpArqnCPnuV9fpivKtQhSO1BUdWHFFFUiuh1beJH13SrdZdM0+2MIEUZtUddiKOFALEAc5OByeam8LzyQz3EischBweh+YUUUpBE6rxExGgXGO4H8686djuAzRRXNM66Bt6Wo2A16d4cjWOxDKMFjyaKKVH4i8R8B0cRJQVaToKKK6zgFkA44rzr4haFp7xR3iwLHcsX3yR8F8ISM9jyPrRRS6gjx6HWTpFzdIdN06+imcOY72DzArIDtIIII6nIzg9wa0NZvrjUJEvbqTzLi4zJI+MZY4J4HT6UUU5bB1G6dNJb3cMsTlXDjBrtbwPbxxgzSzPIqyPLK25yT7+1FFKPwM0R0mhXMtzpqvK25gxXPqB61tW5Jd/r/hRRWMQZeQnAqYEiiirIJ1+7WbqcUUtjcJNEksZjbKOMg8HqKKKaA+ffE2nQWIiWENh4Y5eT0LdQPaptN8QapqVgunXl5NPBalpE8yRmJL4zkk842jHpk+tFFWhM//2Q==", "info": {"video_id": "106737", "label": "touching (without moving) motor of sewing mechine", "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": "74454a0d610740a80a65cf7db003e6f9d5c7fe44e6dbe679d61a31dac355db24"} +{"episode": 65899, "episode_seed": 2097746547, "split": "train", "timestamp": "2025-10-13T03:33:58.328212", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 700, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2097746547, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a washer away from a paper clip'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "21093", "label": "moving a washer away from a paper clip", "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": "27a9d6bdb63f9607cae2e9b43697830697b25206fbef60fb26cb7ac13b284d75"}