diff --git "a/video_unshuffle/reorder/train/batch_000502.jsonl" "b/video_unshuffle/reorder/train/batch_000502.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000502.jsonl" @@ -0,0 +1,100 @@ +{"episode": 50200, "episode_seed": 1774512157, "split": "train", "timestamp": "2025-10-13T03:22:24.482725", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1774512157, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tabacco box in front of lighter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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s5owqPoVR0o71vPoCJ/y1c/lT08OK0RlMxCg4wSMn8K19pEjlZz2KUcCt1tCiVf8AWP8ApWZf2bWcoXkowypP604zi3ZA4tFTJrTvrQ2txCNuEkgVgR06DP61l11V3HLcadE8AJltwpGDyVIGf6VNSXK0OCumaHgpysN+i/eJjPP/AAL/ABrSvwbclxIxDZ4x2HU1n+DbmSa7vEmdm2qvXtya17jM6zSkcMuxfRU/+vXJVf7xm8PhMcXwPG6tHRmjvdWityFlBDEKx4yOaZJ4esZJSUWWNR1CvUVhYx6b4ktI7V3acwzSfOc8BeP5GiPK3puKex20OkQwuWW38oMOQHyPy7VzniK3jWyuQBztb+RrstOaee0AnQpKrFGUnPSuW8SRERTr6hh+ldFTSCZwwv7TlPIAcdKBzV/+yJwBkr9KqSxGGV42xlTg4rdST2NmmhmcVqaZaPdadqLKCWRFwM9ec/0rKPWum8LSLFb3Ltz86DHrWdZuMLoqCuzEj/gJB7V2fjiZm0tOeHmAHuME1z19Hd6XLKiswg3/ALtgeCp6V0niuzlvtHsxboXlQ7ig6kbeazlJOUX0LSsmjz2ilZSrFWBBHBBGCKSukxClq9baVczje0ZRPVhjNSPpfl/ez9anmRXKzNorW/syMRq+/O7nigafF3Vj/wACpc6DlZldBTSc1LMhildPQ1EBkgVZJsaram31AYXCPEpXbyOmDXReCnKw36L94mPr/wACqjfRSz2avACZLcgjB5Kkc/0rQ8G3Mk13eJO5baq9e3NckpXpM3StMpeMJTCkUCyMRKSzAjsOn61yFbniy6a512XIwsaqiD0GM/1rDrooq1NGdR3kFej/AA9Sb+xbiS3GZPtO0/TYD/SvOVRnYKoyTXqXw5ikh0m4TbuzPu47HaKJrmViL8up2tyjS6eshGMoCRXlfjZcRRf9dP6GvWJ5X+wsvknhfSvM/FUaXEMDSKeWbgHHIyKdem4OMmYUJc0mjgBSk1cvLaOFEaMEZOCCc1SPWmndXOhqxo6ZbG5tL/aoZ1iBX1654/KoE+6pwelaHh1/Lknk9Nox680l59q0uaSNXdYd2UIPBB6Vlze+4l291Mtfa/socA8MprL0/V7nTrnzY23LnJQ9DVzU4G8tinYbj9M4/rWHVpKS1BydkaOoajdazdruBJJ2xxrzgnsK9D0jw5FpmkCCQA3D4eVv9r0HsKwvAukRtu1abazIxSFPQ92/oPxruHJPQHA9K5617csVoONt2zkpoCrMhHIOKYtrF5xb5t7Ed+OK3LuyLsXRSWJyapLaTiX/AFEh54wprNc66F3j3KTwgHFUNS0/7ZZMox5g+ZPr6fjW7Laz7yDBID/uGmQWc0kpXynAPOSppLmjrYNH1PNCCDgjn0rvdN+W3QcZwCQKxPFWjiw1GKdB+7uOo9G7/n1/Or/hW3Gt+IBpsuoy2imKVojHHuLOqFgvoBxkk+ldFSLqxViIPlbuasN1Z6deyTvGQ8wCttXO7Hcj8amN7Fcxny5lYZHAPPX0rmtOae/V5pptxjTdtOcnIPoD6Vq6bp7ajLujKxGIq3meWPlyAcD1PXr0zWToLlu3qda5HC/U6VY3KLwOck+1TW9usV6J4oka4K7SzEgkAHjIzjv2qbARQoBwO9RyrvUjHNYxhZ6mMtUb1pfyx8GxlOWGWNzER+eQf0rmNfuHn+1hoVjKYxtkD5Bz6D2qQXF2cqLu8UD/AKak/qVJ/Ws+aBpBL5k0h3EFtzElvTk9vpiu2rUpujZLU4oUZKrzHInzHydxNYN7kXswOc7u9dyltGkPyqBk1xGqf8hS5/66Gpoyu2dNRWRUroPDpwGHH3txz9Mf1Nc/WjazvbWe+NirluorSquaNiIOzudrcJFcWrRTqJI26/4ipk1m0kSONZNjKMbnXGfxqnqtpa23hy31PTNXvpo2uja5uoBGtwQm53iH3tqnCnd6jvkChJGtoFDsrgIHLBN3G4A4BGOme/5VzRw9k1JnXScJXubH9j2GqXDvPAshyMuDg9PUdat2+k2tqD9ksoVdeN20E/maytMuzp7ShSvkB1B6DZkHJOeTzj8CMV0VtdLImA27vu7Gp9lUbstjOfLHUxb2wnQsxBb/AGqx3sZWLbhkfWu4fGMlkxjruFUZ7AXLbo5IQcd3HNaRo1ltEydSHc5aOxZlVVTaBx1qUWKrjd610ceiXKx5DQkn0eh/D9+/CohPXhqp0q7+yxe2pL7SOC8QWflPFMo+Uja317Vip99fqK9I17w5dx6JdSXEaqqLu3Bs4I6V5zCMzIP9oVtCM4xtNWJcoyd4u53mnHEI6ZPJHrmp4bqz069kneMh5gA21c7sd8fjWb4SFnqviWHTNRvri1gmO1Jopoo1j9Sxk4xjPHUnA70s1pcR6vqNvO0ymzleMRXAxIACcbtuRnjnGfauVUHzXex1U5RckpbD9V0+z1tfOimVbkAAMO/sRWSPBuooQ1w8MUOeXD7uPYVd3IRvQqsybWQ+XwMgH8ejdehNbr3C3jiF5v3qZzGCDj3/ABrRKcNIvQVWEL3RQs9AitrcvbpuBH3nOWNTW2tPom8eQ5UnJx2/Cti2iW3gCNKDznnjFVL5dPeRVuL+3hYjjewGRRGnUcrrX5owlKFrMSTx/bm3dBFKWIxjFc/capJqyqBCRGmcfnWxFpmjMCx1WwLE8Zdf8atLp1mUCRanYDI7TKP6101I1ppLl/Ewh7GDvc5K/sXOnyvjlV3AfSubr1W50WGOykY6pYyKI2yqygkjH1rytgAxAOQDwfWohCpDSasaOcJ6xZteHf8AXP0wMHmuquI4ri1aKdBIjDB/xFcTZzvbWzPGxVy/BFdjrnh/WfD3h7R768mnSW+MnmwNGR9nACFFY/3mVs47dOoOOerSlKXMjaMklYyNRcoyKvAcENx1HFc/eRrHL8oxmiit47mtl9Wv5l/QdUvra6jtoLqSOF3yyrjmu7k1C7VMidgaKKyxFScWlFtHPCEWm2jjbnxZrcd3KqX7BQ5AGxeOfpTV8a+IExt1BuP9hf8ACiiuyNSdlqYuEb7Dx478RA5N8CfUxL/hTl8e+IF6XMX/AH5X/CiitFUn3JdOHZGdqev6hrTxG9kRvLzt2oF/lUulancaJqUd/Z7PPh3bd67h8ylTkfRjRRWFRtu7NYJJWRJbSfZ7SSUKGZCoXcSAPfgip4tVuoFaSNlBfBI2jAwOMUUVkehhkpJpj38V6nDbRFWiO/k5SmJ4x1PPIg/74P8AjRRXRBnHXSUtPL8jctPFF+dOM5SDcWIxsOO3vVy08RXM7ASW1qef7jf40UVvT1epxVNFodBDNFPAd1nbD5eyH/GvHL+Rpb+d2xkuen1oooxMUkrIWHbd7lerKH90MjO0AgfjRRXIzrR02s+KpPEMFtDNpOmWpgRY4pLVJFKRrnCAFyoXnJwOTzVG4umWeW2RVVAeTySfxJPp2ooqH1OrDfGiB5pGuEjZ2ZcHAZicY9K2tCupfNkg3fuxkgelFFY1V7jO6t8Fv66FrXnI0e5I7pj9RXBUUU8J8L9Tyqu4B2HRiPxqQTzKPllkH0Y0UV03MhWvLl0Mb3EzIeqlyQajjOHBFFFDYG3pWutowmi/s3Tr6GZlcx30HmAMmcEEEEdTkZwe4NTzanc30t5q12wnvJ5RK7sSAWOTnCkfh6UUVBtD4iA3MzKZQ7IzDHyHbx6cduKbb3EiJFMpxJkHI9aKKg9dK0dO3+R2MEzy2yOx5ZQTXGeJ3LaqAegjGP1oorlw38U8qtsY1FFFegc4UUUUAWIv9WPbkfnW5deJNW1PTLbS729mntraR5U8yRmJZ8ZySecbePTJ9aKKzkaI/9k=", 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", 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", "info": {"video_id": "180163", "label": "putting tabacco box in front of lighter", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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9ilHArdbQolX/AFj/AKVmX9m1nKF5KMMqT+tOM4t2QOLRUya0760NrcQjbhJIFYEdOgz+tZddVdxy3GnRPACZbcKRg8lSBn+lTUlytDgrpmh4KcrDfIvDM0fX/gX+Nclq7+Zq922c/vWGfocV1/g25kmvLxZnLbFXr25rlNYsLi0vZnkjbypJGKPjhhmog17V3KkvcRnUUVJDBLcNtijZz/sjOK6GzIjpe1an9iyIoLnn0BpItMSSTYW2nrzU86K5WZlAHNav9nxD+8fxqG7s0hh3opBB5yc8UKaYcrKJNaOmWxubLUNqgusalfXrnj8qzT1ra8Ov5TzydSNox61NVtRuggtShH/ASD2r0+/PnRu7OVUZIK88da8/u/tWmTSRq7LDuyhB4IPSuy8Q3Zg8MOY/vyRBSe4BwD/Ouet7zjbqbQ9255zd3DXN1JM5yzsTUFB60V27bHOXNJUNrNirdDcRg/8AfQr3bThcCeSKRfkw2w/Q4rw/RbeR9Vs5AMAToRnv8wr3i2eRXDeSe5/OoUOaasRVlywdzD12IqWrxi8H+mz/APXRv517brsjPOqtGVDA8/QZ/pXk9xZQNcyFlblySd3vUyj7Oq0woPngYvQUhNOcbWZfQ4pg5NaFmvqlqba+TC4R4lK7enQA10fgpysN8i/eJjPP/Av8aoX0Us1krwZMlsQRg8lSOf6Vo+DLmSa7vEndm2qvXtya5JSvSZulaZoX4NuS4kYhs8Y7DqazhfA8bq2LjM6zSkcMuxfRU/8Ar1Vk8PWMkpKLLGo6hXrnjKPU1Y/RmjvdWityFlBDEKx4yOa66HSIYXLLb+UGHID5H5dq4mwsY9N8SWkdq7tOYZpPnOeAvH8jXounNPPaAToUlVijKTnpXVQjd+Rx4jbmON8RW8a2VyAOdrfyNeUg46V6/wCJIiIp19Qw/SvL/wCyJwBkr9KqnJJu4QTcVYoDmlzinyxGGV42xlTg4qM9a3A1dMtHutO1FlBLIi4GevOf6VUT7qnB6VueFpFit7l25+dBj1qtfJd6VLKiswg3ZjYHgqelYKfvuJry+6mTfa/socA8MprL0/V7nTrnzY23LnJQ9DVzU4G8tinYbj9M4/rWHWiSktROTsjR1DUbrWbtdwJJO2ONecE9hXoekeHItM0gQSAG4fDyt/teg9hWF4F0iNt2rTbWZGKQp6Hu39B+Ndw5J6A4HpXPWvblitBxtu2clNAVZkI5BxTFtYvOLfNvYjvxxW5d2Rdi6KSxOTVJbScS/wCokPPGFNZrnXQu8e5SeEA4qhqWn/bLJlGPMHzJ9fT8a3ZbWfeQYJAf9w0yCzmklK+U4B5yVNJc0dbBo+p5oQQcEc+ld7pvy26DjOASBWJ4q0cWGoxToP3dx1Ho3f8APr+dX/CtuNb8QDTZdRltFMUrRGOPcWdULBfQDjJJ9K6KkXVirEQfK3c1Ibqz069knkjIeYBW2rndjuR+NSSz21/bmMvHKhIyh+vpXO6e09+jzTTBiibtpzk5HsD6VPuQjehVZk2sh8vgZAP4/wAXXoTWfsNN9TrjyOF+pvR+G9Lh2y/YYyzHoxJHtwann0+QwbIokjjXkIoAz+VLa6nvcpIQHjYgoCDkdj7fStNXDjIZeR0JxUKlVlruc8nGOjOPu7OcErggg1UFiyyBjGC2MA5rtJkSVSjPHkjuwyKpjRZpJAVlgI6/6wVtGlXW0TN1KfVnOrp56twKWSwjkgePH3gV5rpjol42dojOBnh6anhzUWLHylx/vUexrv7LD21L+ZHlLo0bsjDDKcEe9bPh3/Wv0wCCc0vizT207XHjcBXZQzL6GqVpO9tas8bFXLcEVrNNxs9GKDV7o7a4jiuLVop1EiN1/wARUkmp2F5ai1cjYV2N5i4DD61W1W0tbbw3b6npmr300bXRtc3UAjW4ITc7xD721ThTu9R3yBQkjW0ChyrgIHLBN3G4A4BGOme/5VzRoW0kzrpOEr8xUuPCNxNO5050kiHZ2wR+PepbHwmI5dl46vN2iRvlH1PetTTbn7EJ1EqpbgjJGBsODk88nnH5itG1t1eRJ1myo+bdjOa0vU2bMZRjF3KE1o1iyP5QwuCNo4FXIvHKwfJPDKpHHQGtGYwmNxJKirg5JOABWK1ppFwwzq9lgnu4/wAaujTqp3X5oxqunJWY3UPGi3k4MEDk4IG73GKyFt5J3JKEE8810UWm6Ur5h1PTz/20Uf1qzDpEEz7hq1gox0My/wCNXUp16kr8v5EU50qasmeb6tAbe/ZT0YBhVJfvD610/jSzjs7m2VbmCZyhyYmBGM1zUIzMg/2hVJSirS3KupaxO8044gHTJGSKsQXVnp17JPJGQ8wCttXO7HfH41meEhZ6r4lh0zUb64tYZm2pNFLFGsfqWMnGMZ46k4HelmtJ49X1G2naZTZyvGIrgYkABIG7bkZ45xn2rjVB8129GddOUXJKWxsG9iuYz5cysMjgHnr6VqrG5ReBzkn2rmtN09tRl3RlYjEVbzPLHy5AOB6nr16ZrscBFCgHA71nUo2dkVPlT0Ibe3WK9E8USNcFdpZiQSADxkZx37V0Fpfyx8GxlOWGWNzER+eQf0rBlXepGOaiFxdnKi7vFA/6ak/qVJ/WujDSjB+8cWIpuasiPX7h5/tYaFYymMbZA+Qc+g9q4U+Y+TuJrrpoGkEvmTSHcQW3MSW9OT2+mKzEto0h+VQMmonOPPJxNKMHGCTOGvci9mBznd3qtVvVP+Qpc/8AXQ1UrrjsjN7nQeHTgMOPvbjn6Y/qa6a5SK4tGhnUSRuMH/EVxVrO9tZh42KuW6iuv1zQNa8PeHtHvryadJb4yebA0ZAtwAhRWP8AeZWzjt06g45alKUpcyNoySVjI1FyjIq8BwQ3HUcVz95GscvyjGaKK3jua2X1a/mX9B1S+trqO2gupI4XfLKuOa7uTULtUyJ2BoorLEVJxaUW0c8IRabaONufFmtx3cqpfsFDkAbF45+lNXxr4gTG3UG4/wBhf8KKK7I1J2Wpi4RvsPHjvxEDk3wJ9TEv+FOXx74gXpcxf9+V/wAKKK0VSfcl04dkZ2p6/qGtPEb2RG8vO3agX+VS6VqdxompR39ns8+Hdt3ruHzKVOR9GNFFYVG27s1gklZEls4t7SSUKGZCoXcSAOvPBFKbmZg0odkYjHyHbx6cduKKKyex6WESd7jbe4kRIpkO2TIORXYQTPNbRu+MsoJoormxCVkViOny/I4rxGxbWZM9lUD8qyskdCRRRXXS/ho8yW45ZZAeHYf8CNPF5cp924mH0c0UVpdkjJJZJnLyuzsf4mOTUsX+r5Gcc4/GiipY0dNrPiuTxDBbQzaTplqYEWOKS1SRSka5wgBcqF5ycDk81SuLphcS2yKqoDyeST07kn9KKKhnXhvjRA80jXCRs7MoBwGYnGPStrQrqXzZIN37sZIHpRRWNVe4zurfBb+uhd1mRl0u6IPPlmvPqKKMJ8LPKq7hRRRXUZBTozhwR2oooA3NK11tG86L+zdOvoZmVzHfQeYAyZwQQQR1ORnB7g1NNqdzfTXmrXbCe7mlEruxIBY55wpH4elFFZs2huJFqt1ArSRsoL4JG0YGBxinv4r1OG2iKtEd/JylFFVB6nZiIR5L26f5DE8Y6nnkQf8AfB/xrctPFF+dOM5SDcWIxsOO3vRRXQmzymi5aeIrmdgJLa1PP9xv8a6CGaKeA7rO2Hy9kP8AjRRXXCMWtUcc5NPQ8cv5Glv53bGS56fWq9FFeczvLUZ/dj/ZAI/Otu68SatqemW2mXl7NPbW0jyp5kjMSz4zkk8428emT60UVnI0R//Z", "info": {"video_id": "180163", "label": "putting tabacco box in front of lighter", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3b5afbb51dd4cde7e62afc5c6012548485775ab382c38d42c8493b6ffdf513f6"} +{"episode": 50201, "episode_seed": 3858117976, "split": "train", "timestamp": "2025-10-13T03:22:27.330571", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3858117976, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tumbler 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": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "76121", "label": "poking tumbler so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "76121", "label": "poking tumbler so that it falls over", "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": "139a3df008b8bf50c4a44c6babf43fd275316503d8589499fd50f8c5b9971465"} +{"episode": 50202, "episode_seed": 669249763, "split": "train", "timestamp": "2025-10-13T03:22:31.204151", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 669249763, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ring from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "65888", "label": "pushing ring from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "65888", "label": "pushing ring from right to left", "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": "08e0b20ac40e0a2f1d8134132d3a56c7a9e907abf19cda2796db72d48a8ca4ac"} +{"episode": 50203, "episode_seed": 1330454080, "split": "train", "timestamp": "2025-10-13T03:22:33.264468", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1330454080, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup next to a plastic card'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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d0MyNG4PoRg14I1vJpmoXOnz/AOstpGiOe+DwfxFZNXR103qdNYzh0APWvXlzwcdq8OsZiGC5717wkQ2g57VNJas0rPRDY92ar+JLYz+FdTj6k2rnH0Gf6VdCEkc1PPD9ospoDz5kbJ+YI/rV21Ods+XrrU7yRwu9EUAD5EAHAx/KvaPhlGyeCbQg4BklY/8AfWP6V4ldRGEyCRlWWOTy2jYfMMcH9a938AQvaeBtOSRcOVZivcZYnB/OujoRPbQ6EhietNbdislbma6u7iFdQ8korOm6ELwCR1JI6+wrQtLW+gtJxf3CyyxkEFV4Knpz68GplSktTFVVewpyWI7enrXhet6cdE8T31hgiISeZD7o3I/Lp+Fe5ctzXn3xR0zMFjrMa/NE32eY/wCyeVP55H41ijqg7HK2E21x716N4MYOt4QM52f1ryu3lxtI7V6b8PCZUv8Anp5f/s1ZJWmdUn7h2YyBgCrcAY1GIyO4NTwBg3NbSRy3PLPixLJYatZXKRhjLbNGcsR0Y+h/2q4Pw7dz3/ivSI5Su37YhCgYH3hXpHxmtydP0q4AziWSInHHIBH8jXnvgu3c+PNKhCA7Zw52nIwATnPpWsNiWfQGX2c45JxTPm64qHUrpre33RlA2Qo8wHB9uAeaoebq8kMNzbG0nt3USPtzwmeTk47Z7dqHBtXRzuoo7mg5PNcb8R9Ma+8MG8RczWL+dx/cPDD8sH8K7O4VoX2MysSASVzg59KgeJJ4pIJl3RSKUcHuCMGsmrOxvB9Twa2lyqkGujsZ9yAE81zdxZvpGrXemzfetpWQE9x/CfxGK0bKbacD8KxqRO2mz3rAyDmpFC5qurDHWnRyDOK6DlY+/n+z2TsOpGBXn97axPK0sUUQkbrJsAY/jXa6spmsSE+8D0rjX6FTnNJ7isbuhs621uvYrtI+lXZdLs5ldJYVdGABUk9AcgfnzUWgREWO+QY2kgA1edlzxxWnNoZOKbIIbeK1jeOFSiM25lyTk+pzUisFakZiegzTOepqGykrFDxRpI1vw5e2IGZGTdF7OvK/qMfjXhdlLkYbhu4NfQvmEcjtXhd7pEdz8UdT0o38tlBK00sAij3bmCF9voBkNz6DFCXNoaqXLqehfDFt6akCenl/+zV6CqivIvgreTXKaw00rPxARntnfXrG8DHNJLl0HJ8zuW4wO1c74jkjuX+zyKrRgfdYZB/Ct1JBiuX12Nluy/Owng0MixkWFv5OpxbFRE5UKgwBkeldakS3VqvnDJGRnPtj+RrmLRXa+iKAn5x+FdmVSKIJ1x1qovQzkjOfSLHzfNNupfCjdk9F+737dqsuSzFmYse5PJpS3pUbFielDdwUUtiVW3L9K8n+J+mfY9dttUjXEd4myQ/9NF/xXH5V6kCVzXHfFGNrjwRPsH76OaN4z3zzn8xkUluaR01PO7WTlCPUV9CgZVeT0r5t1C2tbXQLbU9M1e/mVrr7Lm4hWNbghQzvEOu1ThTu9R7gfRyN8o57UuTlZbnzrQsKoFOnlFvbNJ3A4qBZBuxUeo5lsZFT73am7EM4bULG1nuTdC1ga4P/AC0aMbvzrZ0BpIrWJDnG4qR+NZUmQWU8HPSt3w5GWgdnGFVsjPfiiL1JktC3NpdrP5iyR5EiMjDOPlY5I/OnwW6WiyiJpMSY375Gbdjp1Jqw5XPBxUTN7ZqnJkKC7CKQpqrrmmJrOi3mnvj9/EVU+jdVP5gVOSTzineYag0ij56tS6SNFINsiEoynsRwRXqfwxbcupDPTy//AGauE1Oxsrj4sXthfXlxZ2t5OTHLFLFGsbcFixk4x14HJJA711fwqFxb6r4mspzcD7NPHGEuQBIuC4+bHGeBnHFDhrzGqqXXKepKDnrU0Y561V3YAOaljkGM5p6GbMjxVHbX1kLC5iSWJzllcZBPauK0/SrTStRhaytEgG8ZZeSfxrqvEW8XCsPukA5rD3ETIw5ORSvZisdSqfbLfbLncjg59SPWoF0gQqohu7qFRD5O2NwAVyTzx1yTzWlFEI4Bu4ZuTTS2O+RWjk1oZOCe6Gys0hBkOSqhc9OBSrgr2zUbMKRW284qGaRR5j8UtL+z6nZ6vGvyXC+RKR/eXlT+X8q5W2k4Vs16V8TUNx4IuEQ4kEsbIR2IJ/8A1V5VrGhax4d0DSb67nuUnvjIZYDGQIMBCgY4+8ytnHbp1BpOHMjWNRRdmfQ2T609OtFFIGLKflWs4wx7i2wZ9cUUUMgv2Q/cyD3pzKKKKvoQIygAVGQKKKQ0AAwfpXhPjrUJtG8Zz6pahPtMNzIqF1yMMm05H0Jooqo7jlsbvwSG1NaA6AQD/wBDr1oEnNFFRLcuOxMnaqtyocHcM80UUCZXSNEb5VA+lasoBx9BRRTjsQyIIM0xgBmiigENwK5j4gADwq/H/LeP+ZoopldDxPxB4lbWbiO1fSdNtvspWGGS2R1KRrnCAFyoHOTgcnmvpNWOwc9hRRTqBT2HqTu/CnyE+X+NFFZobM2SCJpCSgJz6VdsQAJABgYFFFOO5DJGUZJpCo20UUxEZHOKABg/SiigtHiPjrWP7J1zVN2m6ffI94D5d7B5gUqMgjBBHuM4PcGt34Q6hc6neeIr+7k8y5uXhllfGMsd5PHb6UUVcvhFH4j1Pcf0qWMnAoorJFsrXyrKrq4BHHWqMdpBG2VjANFFBBsNzGv+6KhABNFFUyUNbg03GTRRQUjmvHwx4Vcjr58X8zXhesa/qd6P7Jubyaa1tZ5JYxJIzEl8ZySecbePTJ9aKKuOwpbn/9k=", "info": {"video_id": "32227", "label": "showing a cup next to a plastic card", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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d0MyNG4PoRg14I1vJpmoXOnz/AOstpGiOe+DwfxFZNXR103qdNYzh0APWvXlzwcdq8OsZiGC5717wkQ2g57VNJas0rPRDY92ar+JLYz+FdTj6k2rnH0Gf6VdCEkc1PPD9ospoDz5kbJ+YI/rV21Ods+XrrU7yRwu9EUAD5EAHAx/KvaPhlGyeCbQg4BklY/8AfWP6V4ldRGEyCRlWWOTy2jYfMMcH9a938AQvaeBtOSRcOVZivcZYnB/OujoRPbQ6EhietNbdislbma6u7iFdQ8korOm6ELwCR1JI6+wrQtLW+gtJxf3CyyxkEFV4Knpz68GplSktTFVVewpyWI7enrXhet6cdE8T31hgiISeZD7o3I/Lp+Fe5ctzXn3xR0zMFjrMa/NE32eY/wCyeVP55H41ijqg7HK2E21x716N4MYOt4QM52f1ryu3lxtI7V6b8PCZUv8Anp5f/s1ZJWmdUn7h2YyBgCrcAY1GIyO4NTwBg3NbSRy3PLPixLJYatZXKRhjLbNGcsR0Y+h/2q4Pw7dz3/ivSI5Su37YhCgYH3hXpHxmtydP0q4AziWSInHHIBH8jXnvgu3c+PNKhCA7Zw52nIwATnPpWsNiWfQGX2c45JxTPm64qHUrpre33RlA2Qo8wHB9uAeaoebq8kMNzbG0nt3USPtzwmeTk47Z7dqHBtXRzuoo7mg5PNcb8R9Ma+8MG8RczWL+dx/cPDD8sH8K7O4VoX2MysSASVzg59KgeJJ4pIJl3RSKUcHuCMGsmrOxvB9Twa2lyqkGujsZ9yAE81zdxZvpGrXemzfetpWQE9x/CfxGK0bKbacD8KxqRO2mz3rAyDmpFC5qurDHWnRyDOK6DlY+/n+z2TsOpGBXn97axPK0sUUQkbrJsAY/jXa6spmsSE+8D0rjX6FTnNJ7isbuhs621uvYrtI+lXZdLs5ldJYVdGABUk9AcgfnzUWgREWO+QY2kgA1edlzxxWnNoZOKbIIbeK1jeOFSiM25lyTk+pzUisFakZiegzTOepqGykrFDxRpI1vw5e2IGZGTdF7OvK/qMfjXhdlLkYbhu4NfQvmEcjtXhd7pEdz8UdT0o38tlBK00sAij3bmCF9voBkNz6DFCXNoaqXLqehfDFt6akCenl/+zV6CqivIvgreTXKaw00rPxARntnfXrG8DHNJLl0HJ8zuW4wO1c74jkjuX+zyKrRgfdYZB/Ct1JBiuX12Nluy/Owng0MixkWFv5OpxbFRE5UKgwBkeldakS3VqvnDJGRnPtj+RrmLRXa+iKAn5x+FdmVSKIJ1x1qovQzkjOfSLHzfNNupfCjdk9F+737dqsuSzFmYse5PJpS3pUbFielDdwUUtiVW3L9K8n+J+mfY9dttUjXEd4myQ/9NF/xXH5V6kCVzXHfFGNrjwRPsH76OaN4z3zzn8xkUluaR01PO7WTlCPUV9CgZVeT0r5t1C2tbXQLbU9M1e/mVrr7Lm4hWNbghQzvEOu1ThTu9R7gfRyN8o57UuTlZbnzrQsKoFOnlFvbNJ3A4qBZBuxUeo5lsZFT73am7EM4bULG1nuTdC1ga4P/AC0aMbvzrZ0BpIrWJDnG4qR+NZUmQWU8HPSt3w5GWgdnGFVsjPfiiL1JktC3NpdrP5iyR5EiMjDOPlY5I/OnwW6WiyiJpMSY375Gbdjp1Jqw5XPBxUTN7ZqnJkKC7CKQpqrrmmJrOi3mnvj9/EVU+jdVP5gVOSTzineYag0ij56tS6SNFINsiEoynsRwRXqfwxbcupDPTy//AGauE1Oxsrj4sXthfXlxZ2t5OTHLFLFGsbcFixk4x14HJJA711fwqFxb6r4mspzcD7NPHGEuQBIuC4+bHGeBnHFDhrzGqqXXKepKDnrU0Y561V3YAOaljkGM5p6GbMjxVHbX1kLC5iSWJzllcZBPauK0/SrTStRhaytEgG8ZZeSfxrqvEW8XCsPukA5rD3ETIw5ORSvZisdSqfbLfbLncjg59SPWoF0gQqohu7qFRD5O2NwAVyTzx1yTzWlFEI4Bu4ZuTTS2O+RWjk1oZOCe6Gys0hBkOSqhc9OBSrgr2zUbMKRW284qGaRR5j8UtL+z6nZ6vGvyXC+RKR/eXlT+X8q5W2k4Vs16V8TUNx4IuEQ4kEsbIR2IJ/8A1V5VrGhax4d0DSb67nuUnvjIZYDGQIMBCgY4+8ytnHbp1BpOHMjWNRRdmfQ2T609OtFFIGLKflWs4wx7i2wZ9cUUUMgv2Q/cyD3pzKKKKvoQIygAVGQKKKQ0AAwfpXhPjrUJtG8Zz6pahPtMNzIqF1yMMm05H0Jooqo7jlsbvwSG1NaA6AQD/wBDr1oEnNFFRLcuOxMnaqtyocHcM80UUCZXSNEb5VA+lasoBx9BRRTjsQyIIM0xgBmiigENwK5j4gADwq/H/LeP+ZoopldDxPxB4lbWbiO1fSdNtvspWGGS2R1KRrnCAFyoHOTgcnmvpNWOwc9hRRTqBT2HqTu/CnyE+X+NFFZobM2SCJpCSgJz6VdsQAJABgYFFFOO5DJGUZJpCo20UUxEZHOKABg/SiigtHiPjrWP7J1zVN2m6ffI94D5d7B5gUqMgjBBHuM4PcGt34Q6hc6neeIr+7k8y5uXhllfGMsd5PHb6UUVcvhFH4j1Pcf0qWMnAoorJFsrXyrKrq4BHHWqMdpBG2VjANFFBBsNzGv+6KhABNFFUyUNbg03GTRRQUjmvHwx4Vcjr58X8zXhesa/qd6P7Jubyaa1tZ5JYxJIzEl8ZySecbePTJ9aKKuOwpbn/9k=", 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", "info": {"video_id": "32227", "label": "showing a cup next to a plastic card", "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": "ed4698b750fdaad9ff88d7f873bfdbfaeb4f554b815e57807ba5a87cbc498a75"} +{"episode": 50204, "episode_seed": 1801255542, "split": "train", "timestamp": "2025-10-13T03:22:36.881429", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1801255542, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tin is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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cVG6ZGDXzfOrnRyszUyE2HseK8O8X2A03xPewIMRs3mKPZhn/ABr3nycucDgV4r8RpFbxjcIvWOONT9duf616mVzarNLqjgzCP7pN9zF0rUBauY5DhG6N/dNT66wYW2CDwefbisantK7oiMchPu+1fQc75eVnicutxlWrC3+139vbgZ8yQKfpnmqwUnsa3PCkO7xDBuyNiO449FNZt2TZaV3Y9e8IeHP7Ta3VkBhkuASrdH2n5VPsMMxHfAHen/FLT3HiC4RH3KqqZJHboSOMn19q6vwxbSWMOhpa7WurnIUHouEUsxHtkn8hVD4uaSqtYwwZYspcr1Z2zyx9SfU1vTjaKXkZTleTfmeaaNYWRnTzZWkw3IjB/Hmse/08/wBpzXFjult42+bP3kHvXe+F9AupHL/ZiVjVmPJBxjmuO1CK6svEclxbB4h5hGex9QfXPpTUWtxuSex6h4LiOp6BPdXUDXH2WAqWxkvCR8yH3X7yn2I714l4lsltnmtl+ZbaTdC3YxP0x7A5r6X+HkIsPDE0piVIblDKg9CAdy/TuPbPpXhXxA077Fq0Sxpi3uYnWP8A3T84H4NkfhVSWjXYmL95eZ5vRT3jdBlhimVzGpbSyLNjd+lWI9NVjjzTn6VLANkxLPwemauqApDDk1RVjufhTbQqyTSYxazyl2xzjAz+gr23w9couhalqEcAe7v7qWQoTjjsCeyquM/j614Z8NLl4tcntFOAbgSP7oy7T/PP4V7LoAl0jwTfy3A33heWEITwuCf/ANo/hVxXu2Qqi2Z542kWt1qYVZYpJmfkvjaOe2eAKl8V6Y2l2FulzBEHySGgZc4yeQVrY8EaYk3iCCWSFZBvyzOoPPoB2rr/AIl6NbX3h5ZBDGLmNwEfGDt7jIonBN27kxm0cP8ADKzhufEZW52yBoHHI4kBGCCPXBrZ8U2Ml1pfiGK6ctJp6RxBm5MkZB2sffBH4g1n/DSz/wCJ+0b4Eiwlo2/2h0NReMvELR3niYIh2SWp80f3PLGBn/gRxVQVtF2/Umo7u58/zxpIluSDkwrk59Mj+lZ7ja5Hoa1buJbaSGIsHbylBI6A4zj9azbhdsmfUZrA0Ze0gZMv4f1rahiVZC55JGKw9JDFpNuMcZrehjdgM0xo0IwMDA/Gq+k3cuh+Io79RuFheJdEDvG2N38sfjU0ceCMk01kWDU7aSQloZUaKX6df06/hVxaTuxTjzKx65431SDQfC1tp1pJu3szRtnqjfMG/FSPwHvWJ8NNQ87xLaK78tIoz71FDobeM9BTRPtaJrGjJiJZDgXNqeVwfVen0IqDTNPg8E6mj6hrlhBewsG8hAZmX6gV2U07tHFJpo9r8Z6l/Z+lx4YAySYwe49P1rg9Yvki1S28wpbTwuglVmAAPUMD6EYP51keJfiJomoun26S/uzGPkjgQRJn15Oa881fx0kkznT9FtISx/1tyTcSH8W4q4pU6ai9yJJzqcx678RNej1eS2sNGlF7O6lWWHLIkh45boP/AK1eL+I4Y5tf1OAMJvsaR2ccoPG5AA5x7turV8PeMdZt4NR1rULlntbWPbAAAqtctnYgA692PoFrnbcTJZLK3zy3AMjs3U5PX8TmuabUYWR0QTc7mTdQFLVSedpHP419rWEWyNMj+EV8YtERatExLY6E/WvtOJ9sK/Qfyrl0vc7It2aLEkoRa8a+MXjOTSNLSzs5ALqdyM/3UA5P9K9S1C7EVu7n+EZr5l8aSz674kuo1illm+5Girkgf4c00+xrFckbrdnpnhm7S+0WCUMCpQHPtWsbeORgcAsOhrm/BXh7ULPTUS7faoGfLHb15rrXMEEbZxngKPU14cconOTkpW7Htwre6rrUi+z8c1G1svfNarwzqnzR4BHXA5qu8ZHMh2ivClGUXqaxmmZjwpFG7sRhRk181+JL0al4jv7xTlZJm2n1A4H8q9z8cay0WlT2VqSHKYZh/CD/AFP6CvDLvZGyKqAf8B6172UUmuaozzMyqJpQRlVPa7d+D1JGKS4UBwQMZFSWh2h2xnGK9o8k0ivlgbcVpaFJs8RWxyRvgkTj3FZ6MZVBIGamtnNnqVjcZOFl2k+zDFEleLRUXZpn0F4ZvGj8W6aj/cFmvkr3O5Bn8yB+VSfES8Nlq8MceJZ5EDODz/8AqFJ4PRG1XRNQPIjhltXP90gFgT/wEn9a5nxtrEX/AAlFy7kuxIAUnnGeM+ldeHfOoy8jlr+7Jx8z1nwWhbw9FLJDEpckgp3HvXjOvWP2LxRqUaKVSVzvhfkHnOAfbrXs/gq5WfwnaycKF3A8YA5Nee65LDqFzfXMahg8hbOBnrwf0rSnG85+RlKVoxOqsRv+FvyAxyQQlkbpkg5B/Ecfia8b+Kphks/DlzFxvhQsPf5v/rV6rd61b2HwrVpJ4om/1TK7AE/Nngd+x+leH+KpJrgaPbXQcZjluUj6Msf3Y8+mdpP41FtJPzLT95HCzqfJ7ZFU60BGzLKp6rkc1n1xnUzdSENMGIAH860o1BxVCIs2McfWrse8YG7HrVIEXvD+pNpviuNtgCzwmI56Zzwf5fnXs9nrtxrHg52htma4dvLuFHWOUcPke4AI+prwPBF3bO7AAybM+m4YH64r1fwjqbwzNMgZnkQJdw93I4EgHr61jUxHsmb06XtFY2fC9rqVnq8N9dwuiRuCIxIB09q7TX7k6yIlM3kQR/MU6lifWsmSMyyGRW56Y9KaEfOGavHq5tWhK1v6/rzPQhgKcle5QtrWDTZ/Ns2kSRc/vdxBGa4Xx3qqGyh0mFVE+pz7pmX7xijOcn6t/wCgmu51q/sdG0yW51CTy4QOFH35T2VR7145eNeXmoXWtX0fl3FyoEUQ6QQ9AB6ccD8TXVl068r1Ku3RHNjI0laMDD1OHzp944Oc1lajFsZG9eM1sXivKjIMbGHJ71J4e0WDxBrY0y8vpLdfKkaIpHvLuqFgvsOCST6e9emcLMzQvvy/h/WujhYFumRXNaMPmlAOPu/1roYUwgJkwTSBF7cMhRyDVm9iX+zkmCAmKRXx6jOCPyJqpbWw8/cXOcYrTktzNaNFv+8hGKOli0Kk2o281tfaPI66nYLviKDJlhxnp3wM5HcZ9KhuYLfxrdPqGl3EVvq8xBn0+eQKsjY+9C54IP8AdPI7Zp2mTgywQbyk2S0EmcfN3TPbnkfX3rQudB0zW2acubG9Y/PNFHujkb1dBgqfdf8Avmow+NUX7Or06lV8G5L2lL7jldU8P69BN5c+j36SgAEeQx59iBVqy8B6i9uL7X2XRNLT7890MSOP7scfVmPYV0E2m+ONMTyNO8TxyQY+Ux6p5Y/75fBFc9daNeS3Kz65qrXMo7QymeRj6Bj8oz04zXc61O17nGqVS9rFfUriPxBcxWWnWz2fh3Tc+VGx+difvO5/ikbH4DjoKjluA5ZQoAAG0DpjsK17pUs7c2giSFk4aFDkRf7JP8TngsfoOxrnL+VooWaM4zgAisKruzaEbIieQbsFSCTzX2IJR5a/QV8n65pWmW3h621XTdTvZw139lzdQrGtwQoZ3iH3tqkhTu/vD3A+nvP/AHQIPYVzzbR00Unch1ffcwNCpwGGDWJbaDBDMZREocjliOT+NbTOCSTVe6u1hg3MwVV70oNs7ItR1EunhsbVs4GRXOok886XICuoOREW2nHYg8/qK52/8XJquqNDBtktonKPnox9PpzXQ6JHf6isslkI3s4pDHl8mXIHPygjIB4z3rCoq9eTo4e2m9/yNVUpqLqVXZG2L4rDjF2G/u+Wh/XdWXfXF06uxItoQMl2YPJj+S/rWi1tcIMeWzn0WNgfyIqn9jkupWkuiba1t5MOJF+aRwAQFXuBkHnjOPSuGllWIlXVOdPlXfVq3ldtX7A8Xh1TdRTvbp/STOA8Xwpa6GZnQo7vsiQnkbupPq2OT9QK8t1CJlhJUDGM5r0Xxrqiaq0ZVDHDG7pEjHngkZPucE/iK4iXYUKOcDPGe9e/Vp06cuSmrJaHkc9SetTf8vI52dcwK+O9LZBSsu72roPC2n6XrfiCPS9YuJrWCZtiSpNHGsfOSzGTjGM8DknA71m3ennTtZ1Gx8qeL7PO0WycASLhiAGAJGfXBI9KyJJYXGM5FSXKiWzkCn5tu4Y9RzUccZxwAau28IeQLsyAOaYz0TwP4tlt9Rton2CHUolWNnOEjuV4GfZhwfrWHqujeIr3xBcSz2Mqv5hZ2boB9emKy9DSJ4Psd1lYXbyyw4MUi9G/LFbuta1d61py6BqV2trqEJBjmckR3SgYXcexx3PBrpwrhKNl0ObEKSnfud7ofjyLQPCZ0y7nsILhQwEpn8zGfVFHUfWvN9X8X6PAzGC51C/lbO4Ifs8Z+vc1yN7pmp6cpiu7OeHnIbZlW9wRwarafoWq63ceTY2M0xPVtuFX3LHgV0t8qfKtzNRT36G5pXia/v8AWbW1tLO2hjd8Mdu9gnVmLtkgAZOfal1DVP7f8Q6hqgbNuCILfdx+7UYX9OfqajuYrbRrRtE0mZL3VbweXe3kf+rjTqYo27jj5n6HGBxmmLax20KWikFVXJJ/iJ6n/PbFc1WckrG8Ipu5nyNGLp4gOo3bvWsKVdkzr6E1u3YEUZ8s7SCOlXPFHgy98O6DpOp3olFxftJ50LRkC3wEKBj/AHmVs47dOoOOU1ZHCox0qyAPLzjnnmiiqAinhQ2TEjkbSD77hXZ6FPLG9tcRyFJWhEhYevIP545oorzsd0O7B7s9DuLuZdKttQRtss8Cyuo+7n2zXMa1411WysS8IgDHjJQn+tFFeddxqSS01OxJOmm+xSgh+3aP/b19I93e4+TziCkfP8K9BXL6zI4t7VtxLTvLJIfUqQo/AAmiivbwi1l/XY8yv8Mf67mNL9ys+31W50TVhqFps8+IsF3ruHzKVPH0Y0UVszBmdppP2xcMR9K6eNNxHzN+dFFIEasK7ZBgnkVfQHg7m6Giin0LRmyqBqNzbY/dtHI/uGUAgj8yK7nwba22s2gtruBM29srRzJlZOecEjr+PNFFaYHWpNPbT9R4qco0ouLsWbrSYVm8oTT7c/3gf6Vj+L4x4WgDacT586r/AKRLhpI8jnYf4c+uM0UVtGjSjWk4xS+QOpOVLVt/8Ojh9xaJQeflrP1AAWecdxRRXJLcJ7sTXPFkniKK1hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1r6hRjsXnsKKKyqF0OpDK7AHmuG8eahcpYw26SFUlJ346kDtRRRT3OiXws4LQx5ep3US/d2b/xXGP5mu80m9nhv7K1hkaJZHuWLoSGGApHt1J6g0UV1ZV/vtReRzY3/c16naaXrupXMUyy3Tny2AB4B6Vj+JdQuLeGGRX3PLOkbM/PBPNFFe8oRjJ2R4Sbe5454sle21O3ijYhQisc/wARc5Yn8apmNS+CM9aKK+cTvdvu/wAz3KvxFC311tGuLmP+zdOvoZnDmO9g8wKyZ2kEEEdTkZwe4NUzqF1q2oX2oXsplubiTzJHxjLEkngdB7UUUGRai6VpaZ/r2+lFFMaLlrj+1b6LHyspf6MACD+p/Ot+Wwt9d0C6W9XMllb+bBKvDj/ZJ7r7GiiuSk2sYkjpqpPC3ZxFp4h1fSYfLstQnjjGSEJ3KPwOahvvEutarC6XupXEkeP9WG2qfqBjNFFe03oeXFI6TTtMtbWHS0SPJvYhJO7feIyfkHovHQfjWNeyNJLvY/MxyTRRXLLZ+v6I6V09P1M6/wCIgR1yKZqnibV9T0q20q9vZp7a2leVBJIzEswXqSecbePTJ9aKKxGz/9k=", 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", 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", "info": {"video_id": "103798", "label": "showing that tin is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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8uPMscDyAHrsb5XUj6En/AIDXy5eRySCFsZYJ5bfVTj+WKmavFNjhu0UKci7jSEYODVqyiErNlc4xWJoiS2tkkJwucVqW9jE4wYhnHpUVmixybNvWtVIm3DauB3poo3fAxEcdrIhBaLS7mQgLyMygde/FfQvglGi8IJJEAbhy7MW6Fv8AADA/Cvnj4enOowWrMN09le2yDvuALgfpXumh3raV8Mo7kPmZ1PX+Ent+VdCV6aSOZv32zLsLfSrnXP8AS/3s7S/OzfX9K77WNPtp/D9zaNEvlCI7VHbA4rzbwb5b+Ibcu4Ll8kdSTjNenawgk0i5UnGU61pV+OCRnC/LJnh6eHEtdUsbm1n3JLKFZTw8L56H1B7H8K9Z1p4tG8PXNogATZmNO2CfmA/E/rXET2uzVbKPzQ4dsBgMEc9D7jrXTfEhtnh+Bi371ZOo7jGD/MVdZJTiuhFJ3g2z5t8ZWwtPELxYBR7cY/4CzAfpiuPulCuMY5Hau08dSj+27Zscm0Ln8Xb/AArj7tcoH98Vy1lZnVSfun3HZxbAMirkkoRahVtqVS1C7EVu7n+EZrFWWh18rnLU8t+MXjOTSNLSzs5ALqdyM/3UA5P9Kk8M3aX2iwShgVKA59q8z8aSz674kuo1illm+5Girkgf4c133grw9qFnpqJdvtUDPljt681w5hhZYiMVHc9DCVGpvTQ6Q28cjA4BYdDUn2fjmpXMEEbZxngKPU1ceGdU+aPAI64HNeNjsBPDKPvXTPQVVPQymtl75qF4Uijd2Iwoya03jI5kO0VxfjjWWi0qeytSQ5TDMP4Qf6n9BXFShKcuVFSnGK5meGeJL0al4jv7xTlZJm2n1A4H8qyq1bvZGyKqAf8AAetULhQHBAxkV9nGChFRXQ+Ym+aTk+o2KIy5wcYq2mnggEyEZ9qhtVLK+Gx0rYiCsgG4cVSJG6XZrba1p0hYMv2lBhhxX0JoEFutloeium5HuknkGOCq7sL+LHP/AAGvAHfyVimxxBMkn1wea928PQ3WonQ5C7LD9qdHcHkKw3Lj/wAeWtIJXY5K8Ga3xIaLUZLcSkR26AhHz80vPJHov865rQ/DpeB7m3jtXiQneCUDYx6Hmtn4iOt/rdvbpH+4gj2qF43nP6Dt+Fdt4O06CDw3HG9tCC5beAg5HoeKcorluyFJ30PApVU6hNHEu0BjmP8AhYZ6j0NevvALDwBY31qQV8hYbj/ajZu/urH8i1ef+JtFSx8S3htkUW5kbYi54H07V3usSx2Xw0hQYEd3Eg3dg3Un8QM/gaUI8r07hUlzR1PHvi3pyad4waDlgbV/qRhWFeXzRKqblGOe5r0b4iX761riXU/7t109XZW6necL+YAP4159JtkhO3sM9PSone+o4/CUq1rVVZSw7Vk1rwyFXMe0D1pIaJgSVdTj7px+VeleAbqRPDrSwMfNhsTtJ/hw/J/DJNecrHkg13fwulWQvp8jbVJktTnsHzj9SKmT5Wm+5cVdNLse3aNLHL8Oly22GG3bdg4BI6D6dM1x/g28m1DxJEv2eJl37gX4yPXFbF/crYfC23tGzGygo4PHRiDn6nP+RXOfDjVIpfFUCIvBO3ceScqcV6MI+7JvzOCb2Xodl8V9PS78MRnyz+7k4ZOq8cDFch8O2K+LLWR18xjGULgckYwCfcdPp9K9C8d3USaZBavgtLJuCn0UVyHhdktfGcDOAquCpPbJGAamEf3N35hKX72xp+JRGnifUbaQkpLp0kqDP3Xxzj6kA/ia+X7sYu51HRbiUfrXuvjPW/tXjS6+yzxyJaIzXEkbAqkKrk5PqcAY9c14TcIRbQT/ADb5SXkJ9Sf5VlUVoK5rSd5szJhiVun4Vf0gZMv4f1qreRlHT6YqxpIYtJtxjjNcxv1NyGJVkLnkkYrSjAwMD8az4Y3YDNXo48EZJpopEOk3cuh+Io79RuFheJdEDvG2N38sfjXsHjfVINB8LW2nWkm7ezNG2eqN8wb8VI/Ae9eRsiwanbSSEtDKjRS/Tr+nX8K7yHQ28Z6Cmifa0TWNGTESyHAubU8rg+q9PoRXRTd16HPUVmS/DTUPO8S2iu/LSKM+9ev+M9S/s/S48MAZJMYPcen614ppmnweCdTR9Q1ywgvYWDeQgMzL9QK2PEvxE0TUXT7dJf3ZjHyRwIIkz68nNdSjeUZS6HNJ+60upr6xfJFqlt5hS2nhdBKrMAAeoYH0Iwfzp/xE16PV5Law0aUXs7qVZYcsiSHjlug/+tXkWr+Okkmc6fotpCWP+tuSbiQ/i3FWvD3jHWbeDUda1C5Z7W1j2wAAKrXLZ2IAOvdj6BambTlfsOEWo2MrxHDHNr+pwBhN9jSOzjlB43IAHOPdt1c3ewFLLJ5245rXtxMlksrfPLcAyOzdTk9fxOaoSxEWUkTEtgHBNcVR3kdkFaNj7LMoxWNq++5gaFTgMMGp2nO0kGq7OCSTXJzO56UUkYttoMEMxlEShyOWI5P41o3Tw2Nq2cDIpbq7WGDczBVXvXnV/wCLk1XVGhg2yW0TlHz0Y+n05qqlRU487N1PXlR0SJPPOlyArqDkRFtpx2IPP6itoXxWHGLsN/d8tD+u6sTRI7/UVlkshG9nFIY8vky5A5+UEZAPGe9bDW1wgx5bOfRY2B/IivOr4DG1I+1nBS8r6pfJr/Mt4jDRl7Nzs/67ozr64unV2JFtCBkuzB5MfyX9a4XxfClroZmdCju+yJCeRu6k+rY5P1Arv/scl1K0l0TbWtvJhxIvzSOACAq9wMg88Zx6V5n411RNVaMqhjhjd0iRjzwSMn3OCfxFehl+AVHDurWjaT2Xb/g/kjjxuJvNUqTvbd/kjzrUImWElQMYzmsudcwK+O9dFLsKFHOBnjPemeGtHt/EWtHTLu7ktFMUrR7I95d1QsF9hxnJ9Pet2cTMTT1DCUYz0/rWxaRBEA4yetZGnEqzgZ5xWxDv69qEIluUzaSKF3blI/SvSPh/4rcQaTBKqiOVRBvJwFnXmMn0zyPxrzd/MIT5gTn9K1PC0kccckE5byGcxvt6owOVce4B/nUVKns1zGtOPM+U9T8SRatqWsO0Fm8aN8uSQNgFdr4a1CTS9D+yPGTMCzBnkBGTWDp19Ne6esdzzIiqpmH3ZB2INWPJkjGA3A4ry8TmdSm/dV1/Wh3UcDCSsyrf6XbySCW6uHuJdxbI4zmqt7NHFaQ207j7LHk7JGJWNRyWx9M1q+UW5wWrzfx5q41IyaFpUgdmAOoXQ+5GgOdgP4ZPrjFZYXEYnFVuZ6RW5VelRo0+Vas4vUdQbXLrUNVddq3sxMan+GNeFH5AVgrakCRSc7jwDW1cr5IEEaFUjULGjdh2z7nqfrWNcrKjPNuIc4BA6V7jd3dnlWsjGIwcHtWupVZDjv3rV1/w/o9r4dg1fTL+8m33RtibmARrckJud4hnO1ThTuH8Q9wMtIzuNAItoy9MitDQ7qS01S6hhcq11CGjYdRIvT9RWdGmCSQOlW1gMc1q4UpuOwMexPK/qKmezuXHfQ9L1/WtU8WeCrO40+2LJv23ccZ+aOUAAgj0J5H1NZvgwal4X1e31G/ghjjVtxSeYRZGO2f8Kg0zWZ9ED6vZpvjcbNQtM46dHHoc1zWsadd6rdy6vpkjalBI5kbZzLCT2ZOox6jivSpuEoqS1PPkpKTiz0vxt4/0jVp0afVFiiiXCw2cZkfPfLHivL9Q8awmUfYrKWUqMLJfTlzjt8owP51z1xHcNKU8qUuT93Yc5+lbWn+E/skK6p4laSw04crB0uLkj+FFPT3Y8CnJtLljsVGKvzSNCXxJfHwQ8E4SO41OYQRLHGFBgU/MwA9Wwvvg1lXiJDa7ThjGOgPUipPMn1a+bWJ4kghjUR2kCD5I0XhQvsPXuxz602eOMgOcZrkqzbdjopxSVzF1HEkCSgd/51LoX35fw/rWx4c07S9Z8RR6Xq91Nb287bUlSaKNYz3ZjJxjGeByTgd6pCxOm65qdj5c8Rt52iCTgCQYYjDAEjPrgkelYF9TYhYFumRVrcMhRyDVGFMICZME1ctrYefuLnOMUDRbvYl/s5JggJikV8eozgj8iaspNqNvNbX2jyOup2C74igyZYcZ6d8DOR3GfSkktzNaNFv+8hGKZpk4MsEG8pNktBJnHzd0z255H196yq1pUWqkfmbwpRrJwfyG3MFv41un1DS7iK31eYgz6fPIFWRsfehc8EH+6eR2zWPqnh/XoJvLn0e/SUAAjyGPPsQK6q50HTNbZpy5sb1j880Ue6ORvV0GCp91/wC+aJtN8caYnkad4njkgx8pj1Tyx/3y+CK7aeKpVFoziqYarTdmjn7LwHqL24vtfZdE0tPvz3QxI4/uxx9WY9hVbUriPxBcxWWnWz2fh3Tc+VGx+difvO5/ikbH4DjoKsXWjXktys+uaq1zKO0MpnkY+gY/KM9OM1bulSztzaCJIWThoUORF/sk/wATngsfoOxpupF35XcI05LWRkS3AcsoUAADaB0x2FZs0gwQVIJzmp76VoomaNtucAEelXfEvhbUPD3h/SNRvXmWe+MnmwtGQLcAIUDH+8ytnHbp1BrlZufSO4461BK7AHmiiuc7kcN481C5Sxht0kKpKTvx1IHauC0MeXqd1Ev3dm/8Vxj+ZoooxP8AAYQ/jo7zSb2eG/srWGRolke5YuhIYYCke3UnqDXaaXrupXMUyy3Tny2AB4B6UUV9PSjGWGg2uiPAxbarzt3Zj+JdQuLeGGRX3PLOkbM/PBPNeOeLJXttTt4o2IUIrHP8Rc5Yn8aKK4sx0UEu/wCh0YL4J/IpmNS+CM9ayrfU7jRNa/tC02efEW271yPmUqePoxoorzzoZS0oAtLkdMVuxqN4GOKKKEIdsDSAEcAdKs6QoTVLuJeEaLzMf7QUEH+f50UVhiv4TN8P/ER6n4TuZZibB3JgMDSj1Qr6e3PT+VTXmuXtjcGKMoygZ+cZ/lRRXiydpRa7HqxSfMn3OVPiTVfEOuf2VcXTW9seG+zfIzD0yc/pSX1pBa6lFpkESx2qMCVUcuQpPzHvzRRXpYPWcL/1qcFfSM/66HDrNJOfNkbc7fMSfU81Qvv9Uxx3FFFehLc4ug/xH4sk8QwW8E2kaZam3RI4pLVJFKRrnCAFyoXkk4GSefWoh/rDRRUgWB0Fa12obSRnsyfzoooexS3NjTbqSFobhdu6WANIpGVfPBBHcHHNZfivTovD+uwS6XJNbGaFZvkcjYTzhe+PY5oorLLG/fRpmKXuszJPG3iRV8tdWmAI6gLu/PGaTRLca5rcx1KWa48u3eU75CS5UZAJ649hiiivTqNnDFLQ1bts6bC4VVMrNkKMABcBQB2AyeKwxyGz60UVyy2Xojp6v1IbLXn0eS4jOnadfxTOrmO+g8wKy5wQQQR1ORnB7g1VGo3era9Nf3kzSXNzI0sr9NzHnoOg9qKKzJN2NNxHzN+dasK7ZBgnkUUULcovoDwdzdDWbKoGo3Ntj920cj+4ZQCCPzIoorHEfAdFD4jufBtrbazaC2u4Ezb2ytHMmVk55wSOv481ZutJhWbyhNPtz/eB/pRRXq4ilCdLmmk2ctKrU9q1zP7zH8XxjwtAG04nz51X/SJcNJHkc7D/AA59cZrh9xaJQefloorCrGMacVFWNm23Jvy/Iz9QAFnn3FVL/wAS6vqmlW+l3t7NPbW0ryoJJGYlmwOSTzjbx6ZPrRRXMZs//9k=", "info": {"video_id": "103798", "label": "showing that tin is empty", "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": "318aa0175225c4ffa89d7582594517c1928e72a7e695b97f534577dd220bb34c"} +{"episode": 50205, "episode_seed": 4150084091, "split": "train", "timestamp": "2025-10-13T03:22:39.032571", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4150084091, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tissue box so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "35945", "label": "pushing tissue box so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "35945", "label": "pushing tissue box so that it slightly moves", "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": "8b99af0e5a81865cc238909ff3c90f824587adef82c41937ea95ef0a5a7c99df"} +{"episode": 50206, "episode_seed": 712024757, "split": "train", "timestamp": "2025-10-13T03:22:41.197049", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 712024757, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic coins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "135100", "label": "taking plastic coins", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "135100", "label": "taking plastic coins", "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": "2291d2434dda61ab8166ece2dc9daec3ed71b2c1cdb18296c4cdd2ef673b153e"} +{"episode": 50207, "episode_seed": 2391422324, "split": "train", "timestamp": "2025-10-13T03:22:42.774743", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2391422324, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming shoes'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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"info": {"video_id": "18872", "label": "turning the camera downwards while filming shoes", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "18872", "label": "turning the camera downwards while filming shoes", "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": "86c108171e7b8a49a1d8c0f582badd02ea644e8002d53713f7f62ad454d0bdb2"} +{"episode": 50208, "episode_seed": 1714667161, "split": "train", "timestamp": "2025-10-13T03:22:43.462471", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1714667161, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw crumpled paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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J9uTnviuz0K8NzpMcrk5O7P8A30a8o1HWDcMY7ZSQDkuRXdDVHjclpNI6XRrmNhcJkEE9DXL6jEj3VyqcA3IUAD1FTvoN62mQXlrHcSXJG6VU5YKRkEAc/wD66x1upoplaQkskokIbqWHrVWK5LHYR+H9QtrVH+zMybQfkOcD3HWudtxJJqnkt1LEnI9a7Ox8b2F1G8czPbSMpA38rnHqKp+D9Kj8UeO7W3iZVjebLOegUYZj+hFOMdSYpq57zc+HtHg8NWujTaS91Y2yqZQrGMSSKu53LDrycfUV5V8WfDelWWl6Pq2i6V9gguAySJuzz1XPvjNfS8qwrb+XKF8tvk2noQeMVwnxC0Sz8VQw+G1njtPs6C6MuzIjA4AA9xmtVLoact9EfIxGDS27FbiIjqHB/Wuu8b+CbrwvOrqxns24EwXGD6H0rlooCpBPWounsKScNJHv1pJugUk9VBrB8XSYS1567/6Ve0u5E2l20mfvRKf0rmPiFqJs4rARrueTfj2xt/xrMxSuznLi8WOQF2A2sKs+ILyG60+ExurnzU5U571iaRZS6jf+beKWgAJYscD6VBqeiXuljziu61L4SVGyD6Z9DVcptyaXNTQtDfU7m6khYKI3K5bv7UniPTLvTo4/NTCg7gRyD2qnoXiOXRfMTyhLHI25ucHNaPiDxNa6tZxLEHVyAGVh93Bz/U0rEWfNcztIneHy/LbEzHapPYngV9j6XKlloFrbqwxDbKuc9cAAfma+M7ZUiltXB+cSJhfXkV9LW2pyNJDB5nyjaCPpWkEmi1G0tQvgLrV3MrBvKbIz221zniayg1dX4BYLg1JNeOl4+W+bc24fWsMakYNaeBm4Y9zXFUm7s9VJctjK8I6a+k3uowEEIWVlrst/PWq9xbKtz9oQcOgBpocbjmtKcuZXPKxFPkmeMafojXOJZNzgnls/5zXVQwCzgSKJFW3UcoyAqfqD1rqrnwZqFif9ECXcPQchGA9x0/KtfTvCCIqzXWyeUEEJzsH+P1rqUWdHuxR4lqNjHdaoZIYorK0kbYjnIjLDqRnoM1Dc6JdWd0qWs8V023erWr7jj1x1Fe4jwXZx2Bt5UEpaRnyVHBJJwPpmuTuPhvcWuolrC88mYqShQbeO+fbnHFU4Ix3PMrB5Gv8A95uZzknd1zXr3xFs1fw7pd4ow0c8YB/CuQ/4RuX7Bf69czGUq2Efpk52/wAq9bn0611rwtbQ3QJjQJL8pwcqM1x11yyTZ00FeLRzEdiGuVcjGHDVjeMUQa+ZIzxsPP4VqapqqafFIzn5ifl9a4TWNaNzdl92QRiuGKu9Drk7IreJJPP1RJgMhreLn3CgV2fg+4B0GFS3K5/nXnV7PvuFbP8AAAPwFdb4OnP9ngbunau+LfKkzyq0VzXOg8QWYuhaztCzpDuBfblUzjr6dKqWOntfSeVZQ+c/G4A/Kn+83Qfz9q7vwkyzJdBufujb69a6KDT0gB8uKOPLFtiKAoJ78d/euiEbq5dOVo7HlE/gi4utTt4ZszRCGRpCFISF8gDAPU4yRn61haxofiDS7D7CjfabYjgG2VsHPQEA8/WvdpEAIUrz+gqGbTo7i3eI8bx94Dn61ryoltt3Z816jp0J8qO3sbi2u8hJEZgycL8x9epHsKq6lbPbP5MyFJIwAw9G719BXPhwT6/DeFE+y29v5aR46vvznHoMD8vavDtd2XuvXbqxPnXDD9SaynFLUaR0Pw4VZLbVEMYbeqKT6DmuW1Wee3u5bPfiNWK4HoTXX/DpGt11CIjBZlH6Gub8aWptNdbIwHXeK5VL98zdq2HR0GpXTBFiVvlwB17VdS4B0bfn+Hafw4rm9WuTGkLHgmNT+gp6XjL4WaQd3YfrXK4tnVzHVeF7pZNJdRztkcfnzXM6doflbHdELKfuYyM9eT3NT+EdSgit3t3mRZGkyFZsEivSrjwNCJENpeTQRE8x7Q5A77Sen45r0KUXY4FbndzhPs7iUeSjSTgbgqfeHvnt9a5uTSZriaPVNQt7m8ivA0rmA/MvfGT1OMZOPbrXvVroFna23kQxmPOdxB+ZsjByx5Jx3/LFIdCsxaJZR20Yt0UIE25AGOlbqC6inK588NpdlfXk0WnTSQbU3Kl4Qpc8fKCO/PevRfgNpIbxxfSzBWaygbAB3AsTtyCODjJ/OtzU/AWlILudrTbFHEZQwbnIBO3nOBx0x3q/8O7ceD7NL3y9st0imZSOQMZ/PPP5Cmo2JPUNYe7aMXaJvMB228R/5aSf3j7CuL06zvb3UNUu7uRmcxncx6564/Stu48UGWKO7tQDFAjnr/Gc81ycfiJ7ZjI8oEMrF5SR14Ofz6fjWUpqLUX1N6VNtcy6F3U7O11PTmtpQs8Egwyn0/xrx7xX4Nl0bfdWjNNaHrkcp7GuzsNfaHVJ7GQldj8Z9DyP51vARXNnKkuHjmBUg9DXC6koSsdNSnGqtTj/AA/dA6Rbp/dQCqnimzW/nsGJGIw49+cf4VbNoNHcwOQqMSImJ6j0+tdFoGn2mswXSXMYcJt2nuuc9K6ab5noeao8lSzOHgsBHCsScjsAOTUOoeHb2/ubawkV4o5Y3mUD+IqcDP4mvWdN8OWmnszxxlzn778nHpV82MAfeIxvwQDjnk10qPc1lPoj551DT107Tjb3mjAXIGRPHIR+YrJvtNt4YIZrW680ybVMRXDqxGT+GeK+kL7QLe8gZXhjaTqpYZwa5i88G2sniG322ii2jhLSuB95ywH54FNxTIPGlXyry035UoyEg9uRXsek6qbm/tyr4UsXb6AZNeV+JF83xFe+WQFNwyqAOnJ/wroUuZtM0qKdTtfyNo+rda53LkZtGPMdDDqJudRlOcgnNZWszGPU1uOnI5qjot7vvmUt0H9Ks62we3LcZJGK4p/GdUXeJ3VtcCbS0YnnFZ0dwG3n0OKyotTMFlIhbGKo6TqSypNuccykDJ9hTpPWxhio3hc9pEPmrnGFP609oQoyRjHpVwwBAWU7QOx6U1UJbdICo7eleqc5R8lh8zrn6dqZJErjAA3nvjkVqSJhdx6VB9nyCxHzH9KAsea+PraHSPCMdpbKEV5VRVz1xkmtLTL3HhyPnrGuPxAo+I3hq91vR4lsh5k8Llgm7BYEc/U8VzVlczw6NBDcRvFIsQV0cYKsBg5FceMWiZ0UHrY4zxXcStfli3yKelck8pZiTXR+IZAZnJ61zHesaC90urImnZ/IyQu0nbyOR34osdTu9PfdbylfVTyD+FDfvpkTtiuq8MeGbHXtZGnXk724aJzG0ce4s6oWC+w4PJ9PeumK0OOWrPSvhHdXup6dfXk8SKhZERlOd2M547dq9JJCgLj5j0Brzf4LbobPVbUOzRoYmRD2Lbs/yr1ZLcHJbknqTW8dEKGxTEAXOeSepqCSHJ2odrHkkdhWhJH5K7l+gXrmmJHt+9wx5J9aoZkXyTR2cwiUeYIm8s9t2DjP418zGN3u2jkGHicluxOOP5mvqyZCE4xuPAHvXL654E0TXGEtza7bgAjz4m2P+OOD+NJq5SPMPA3z3d1u6gLyeM9a6XV/Btr4gmMsoAZYgqtjocmq0XhS48J3bk3QuIJ3HluRhxjsRXVW8+ywmkHXAxXm1vcqXO2laULM8e8W2m28CRj5V+UfQcVRO2PwvJCTyJMj8a2fFE4+2lsDbXH3V4zwvEp43ZqIJy0CbUdTrfh9pDNqpu7q0jktZYGSJpFDDcDk8HvxXv8AFCrDJO5scnHT2rxjyIdI8Nabe6TrF+8S3JgXz4VjWc7NzvEOu1Sdp3eo9wPdDECq4GXI4xxXpU9rHnRXvyZVeIHKAAk/p70z7MUA2nPsaurC8YOfnz1PekcZwqffPH0rQsznUOSrrhV656E1zevX8MGrWmntw00LyZ+hAH9a7XyQE2gcYrl/E3hyLVVinR3intFd0K9OnQigEcvHfx6et7CSd8uxQvYjdyf0/WqjqrxSIG3BhgewrEW4N5He3byL/osabh35bA/M0+2v23EDknpXBib6NHZh3o0zC1W8mGumb7sgARvfHGa7nTdQ+0acuDyMV5/4oVo9SWQfddd31IrpPCM4uINvtXPNNpSLi7XRu69ZQazoEsMgHmbco3dXHQ1pfDPS0s9DWZpZ3knjQyrI+4KwLdPSuXtnjvPFkukX+p3VpaSy7FkimijWPoSWMnGMZ4HJOB3rsvhwbhL3X7G5kuCLO4Eax3AAdOW+8BxnjnHFdWGi4s5K75pprodmFUJmkFuGO5hz/KrYtd53dPQUrKUGX6etdpmZ7xsgAXknoDVW6/cW0jhCWRCwHqQM1rrEGJc9T0HoKiniUocjIoA+VpiZ71nwRIJCzn8/8a6jXELaHbY/uKT+Vd/rnwusL6drqxlaznYHcAMoSfauX1fTJILc2cpBeEBCR0JFceKjZJnTQerOT0Qol6zeoJqzqF2rEITxu6VS06B0unYDChmX8qyb26Y3LDPQ1zyjzPQ0g7I6S+uitq7A9al8CwW+oX8sN3CsqAFl3fwtjqPyrD1Sdv7KgZT97HSukTw3q3g/SdJ1Oae4guL9pDNCI8eQAFKBjj7zK+cdunUHF0Ia3OfFyvFxR9F4BkwRwOalKDbRRXoGRVlAWUAdAM47U88gUUUwZWkRfO6dK8v8bARa9Nt43IpP1xRRXPiv4ZrR+I8n8REifjv1rCTrRRWFL4C6vxGrp8Ecs8W4dSen4V01pdy6Jrpu7Tb5kLMF3jI5Uqf0Y0UVvHY5nuei/BoATa0PQQj/ANDr1nrRRWy2FHYhHzXDZ52AY/GpHUYPHWiiqGU3AW5UDptzg/WnMoINFFA0cd4yAFvER1WQAflWC88i6ecHGRRRXmYv4zsofCeTeJ7iRrsqTxmufTljnnkUUVdH4SKp6LrfiA6wtrA+l6fb+RGkcT26OpRB0QAuQBzngdea+hoBmNGPVlBNFFdkDjjuycgY+lV0QOXdvvbiv0AoorQsaCQzDrt6GqtwoaxuHPUq/wDIiiigEfOOoD7Ot8YyQZblI2/3Rz/M1bsnYXHXvRRXBV2OuHxFbxMBLAm8A4bFTeCriQbOf4iKKKy/5dlL4yTVtefSdS1JW0/T76KWUOY72DzAGUcEYII6nIzg9wa734N31xq154gvr2Tzbi4kjlkfGMsdx6DoPaiiumj0OWpuetAcVDKA0iqenpRRXUQDKOvSoM7pFU9KKKYDZAMHivLtfRTq94COPMNFFcuL+A3ofEYRsLePTZLhEw5LZ9K8uvuLuT60UVhDc1lsXr9j/Ytp9BWvb+IdV1PRYNPvb2eeC3keVPMkZiWbA5JPONvHpk+tFFaUdjmxJ//Z", 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", 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", "info": {"video_id": "186646", "label": "pretending to throw crumpled paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "186646", "label": "pretending to throw crumpled paper", "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": "d2e324915e2636f4d1ae0b07da87377b48a5fd4fe3066b3b5d926f34c97809d4"} +{"episode": 50209, "episode_seed": 1866691771, "split": "train", "timestamp": "2025-10-13T03:22:46.091356", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1866691771, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a tree with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "41478", "label": "approaching a tree with your camera", "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": "41478", "label": "approaching a tree with your camera", "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": "10e0e106fbc4b960f806eaa053177c171f3eb23065ec171114d6fcd515033148"} +{"episode": 50210, "episode_seed": 1104533142, "split": "train", "timestamp": "2025-10-13T03:22:46.930966", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1104533142, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 roof to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "81957", "label": "showing roof to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "81957", "label": "showing roof to the camera", "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": "75763c896296de6e149fb4bc2f63bb1a7d5a247440ae8ea224c60b99c837488f"} +{"episode": 50211, "episode_seed": 116673782, "split": "train", "timestamp": "2025-10-13T03:22:49.185980", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 116673782, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering a wallet with a piece of a 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": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "22379", "label": "covering a wallet with a piece of a tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "22379", "label": "covering a wallet with a piece of a tissue", "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": "35fabe7b82dcd2998bf334f341ba8ef7b9454db92b9cea664a7811442412c416"} +{"episode": 50212, "episode_seed": 1143470515, "split": "train", "timestamp": "2025-10-13T03:22:52.536031", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1143470515, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 harpic toilet cleaner in front of mobile'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "145136", "label": "putting harpic toilet cleaner in front of mobile", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "145136", "label": "putting harpic toilet cleaner in front of mobile", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c6edd6e78fbdf8e1bd063a76536d9876eff294889a0a4ee1bc45ac466977f04d"} +{"episode": 50213, "episode_seed": 408366983, "split": "train", "timestamp": "2025-10-13T03:22:54.474483", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 408366983, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening cream'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63114", "label": "opening cream", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "63114", "label": "opening cream", "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": "2dff5d10035f77d648c58a06264695bbb04a5ec9117942c3d4fec99521d3f911"} +{"episode": 50214, "episode_seed": 2765181886, "split": "train", "timestamp": "2025-10-13T03:22:55.723519", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2765181886, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book with dupatta'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "60154", "label": "covering book with dupatta", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "60154", "label": "covering book with dupatta", "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": "00f55b7ba15f846f54807b95485fcfae4dda83f9168d4a7ead5c7c9cdb0d8cee"} +{"episode": 50215, "episode_seed": 93087377, "split": "train", "timestamp": "2025-10-13T03:22:56.720989", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 93087377, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a gourd from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "71902", "label": "pushing a gourd from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "71902", "label": "pushing a gourd from left to right", "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": "db082664919cd217c73b3b4a3257bf854b0945c1445f935eb668150fe291e019"} +{"episode": 50216, "episode_seed": 2352765038, "split": "train", "timestamp": "2025-10-13T03:22:59.397728", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2352765038, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the cards from the tray'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195795", "label": "taking the cards from the tray", "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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t2xj3OOata7bCaweJRloxuA9x1rglL37nc9I8vYtl/wC906VyVwT9uYg9SRn8a6kjg+/NcqylmcMPmViD+ddGH3ZhW2ROiAbEY4XjODk4p2x5AzoABnOT1/KoiSFG3AHY1YgkbiReGHUf1roe2hit9TofCOpGGc6Xct+7nz5JboH7ofY/zrq4YxJcQ3LyustnmFkJ4ZW7n36c+1cAlv8AacSISoGM7eqt1GP5j8u1dHbeJrcy2xu8RSyxtHcO3CFlOAR9ev4Vy1IO90XtodDIIpb4yROfOt0aMoOnzDIrh/Fqyyi0vJU2yOmx1x93uB/Ouj1DxDpWmM0okE1zOqnyoCGLYHBPYfWuK1bXrvWmCyhY4Q3yRJzg9Mk9zSoRlzXQ5SVrEVvbKPD97eOOchE+pP8AhW9pj+Vo0cPmBGKjOKx9RYRaNaWSnmSUMQD6ev6VfELCIANwAOtFV3kzejTvHUzvEICJbKHDD5sfpWMr7VrW8QlPLtMdfmyPyrBLVkElZlrz3PAOKnjZEXc3J9TVGMk1M6O6EKOgpWC5ueGtNXXtXPmtthth5hGM5OcAf59K9AtWj1iztLqCTasM5OAeDg4IrlfCNq+n6cbzblvNxIR2GBx9Oa7WIQwBvs0YVZEMgCLgE/49K0toc8pPmuNivmD3huV8uOCUKrnup6GvO/FNuIddmkVSFn/egEevB/UV38Df2to4NwmwyqQwHYg4/pXGeMprR7iKKGUSTxZEmMYXgcZ9citKDfMKfLt1MawgB03UrphwkRA+p4H9a3fDLmHRQy4Vj1OOtY85+yeFXizhppF/HHNWrSRkso4wcHZxzTrO8jSjT5omiYwhLGb5jnJI4zXBMepruLYI6EuTu7rnrXAu3JrJouStoBbimUUU0QKKv6XEZLjcP4eaz62dDhcmSUA7Rxn3ParjuKWxpyMqx9OQaoSEbjzVy64cDJyBg5HSs6Y8MRz2BxXXHRHPuW0t/wDinru6YH74Ue+T/gK7DSGFpoaMg3uyZGPpXOakBB4Ts7UD5pp9zH6DArUjvfIs0iUAKuAB17VyVneTOinByiSgSgguhPORz61FKirMZeNzjBx7f/rp6+ZMAzPhT3B6025CoEUDjnrWMtjSPxHLalKZ7/Zk7VJ/SolUFMn8KjuMi7J+oP51ONqhR1H0rrjHRIwv1Y5UKADOD1+v+RUisAwwu76Hj86cg892848nnjgD/wCt/KpPK8twuOO1JtXHFOwKhMm2QgjGcYwKnRQMkrkevpR5bCXOD938etJI2yNj609ydEVLkg529O1NtIHmad1BxHGST6U2dsDGa0bLFr4av5yP3kwCL7ZNOo7QbCCvJGr4YRINPa7k5d8nPXNPBWaQsx6tkgmq1hcC102OIAYCj86tq0kpBCL9TXmvc7eRrV9SuCyfK5yMcNXP3ieTqUg7SAOPr3roYmEqlTz2+tZetWhW3F0uSYXAP+6a6acuWVzKorxM9QobDD5Tx9KcN1vLndkcYI70yMFyxLZVgMD+tTx/OpR8Ej1rtfc5E+jNexxsKocK44wOh64+h6j0NJNFFIJPMXKMADxw3HUeh/8A1VZ8JCxfW47HUpvJtrgFUnPAjkI+Xceyk8E9s/Wp9Q0mW1Gqu5CpaOkTHOdzsSAv6Ek+2anS4Nvqcm0SRLiNQqj0FOs4TPexpjgcmnXA2sEPHfnirmjxcSTDg9Vz+VNy5YuRpGPNJRGamVk1a1jXoASfz/8ArVoggMAWOdp61k79+v8AzDBRAPxrX0Szi17xM2nz6hLaqUlMRSPcWZULBfQDgnJ9PeuG1z0XJRuzD1x8+R3xu/pWE7c1cvJ2lSIsxPGee3SqFNI5qkryuiWOYqRmrkd2Fxj1rOp8UbyttRST7UctyOY7Lw/rJtLkyTZa0mG2ZcZwOm7H6Gul0vxJYsrQzTpCUkPliVsErng8+oIP51xljCIIVUNnaN24c4z/ABY7j1FOkjhksUEiBmGMZHI9x6qf0rdUro55y1N3XPFEkyva6YWjhwS9wOC3+56D361ysab/AC4wQd7jv+dSO5AY/wB/sR3/AKGrVjGXvlVwwEMecMADlvfvxW0IqKF5DNc3CO0hz8pcnHpWnHKFjiABPGOcVj6tIZNTtlPbJ/Wrl+8kFnvQFSGGCBXHJ3dz0opR07FrzcOT3rhzyTXe61ptjb6BBqumapfThro2ubmBY1uCE3O8Q67VOFO71HfIHBUGNSSewUUAZOKvw2YkdeMr054yfT61SVzMjtLJ5zvIwg5PqR3xXS2EaxR+UuAp6MRkY9/Ueo7VTTatsy8hc/L7kfyYfrVp/wByA6twxyO2T3+h7EVvGJhKepXvSVmcYK44xuzj2/wNVI4/MngTB+Zsk49Oannk81SxOGJ6e3t7VPp0AbUCxHyxIM/LtwT/APWFa3W5NtkGsv5l3YWwyFXJIz1Oa1jEoVgS3QHHFYl8wm1+IZ4WMVqqQXU7hnBBrgk7s9OK5bpEsc4jwDkoDmprs5VCMEdaqeHbex1XxSumane3FrBM2xJY5Yo1j9Sxk4xjPA5JwO9NKy2mp6hp832hfss7RKlwAJFAJGGA4z0zg49KmXwmbs5aHPTL+9kU9Vcj9acDuXb2xU+oJ5d/ntIufxFQDg5IyOhFdUHzRRyS92ViaI8hc4YDINadmN7AsCNp+p4/z+IrJxs75BAwa0rKUkjAyV4Yeo/z0okrod7aF+WPLfJtyVJ29v8A6/8A+qsq5k+fbnGOetarSYnwvJC8ADrz1Hp/jWLcjezOSOvB6UR2uQt7FVxvbaOrHArT1MmLT7W1AwHkBPv3qrYw+beoD91eTVrU2Mup2sfYZb+lRXe0Tqw8L3kaSeXsUBc/J6VLBOFIUn5f5VQ1Bpbe2DocfNjcO1XNe8M6r4e0HSdQvJLhZ74yebCYyBAAEKBj/eZWzjt06g1yKN9TsnKK91kKsUf5fWryotwjxSDKSRkMKKKs5ZbHIWpLRSDJG1WAIp9qx+xxPnnlfqM0UV3Q6ehxvr6lxZCrLjHIIOR1BxV2e/naBbVmyikvuOcnaoCg+wBP50UVQPdGbNktOckFE4I+la9oipabVHGAP0oorOt8B0YX+IZaqDrUrd8qP0pY9UuNG106habPPiZtu9cr8ylTx9GNFFcqOmexiXg2iNR0AxVSiirRzy3JIEEkyq3QmtOJRAw8sY70UVrR3Mqmxoq21mwANo8xT6H0+hqCZisUffKhsHtk8j6UUVvAzkR3HynA6Kcc96u6UiuLk4xgkjHbAGP50UUpfCy4/wARFKYl9Ziz2UVp6mT9gPpleKKK4kdr6hr3ip9et7eKXSdMtjbxrHFJapIpSNc4QAuVC85OByea4+iiqOdktv8A64H0Ga2oOdhI++21h6//AF6KK0jsZy3J2P8AooPXzGIbPqOh+tLMzSKuWOcsCR3x0P1ooreBi9yFUEl3BG33ZME+30q/YDyhc4JJ85lyxycAYFFFKXwsuH8RFFRu8QPnsq/yrangRfLYFs5x1oorjZ6HczodaOjXd1EdN06+hmkDmO9g8wBkzggggjqcjOD3Bqe1vbjVb6/vr2Tzbm5k82V8Yyxye3T6UUUp/CZL4iHVo1/s3zf40lGDWUi5mYn+7jFFFaUPhOer8RND0ZTyPStHRXEHiCwARWV7hEZWGQQTg0UVq9yOh199YW+n+LNXjiTclraXEkSvyAwGAf1rhJRjYvY0UUQ6DXUuaOoMkxIzyRzVafI12Nc8BeKKKwq/GduH/hfMs6pM4tyvHDioLzxJq2pabb6ZeXs01tbSPKgkkZiWfGcknnG3j0yfWiiso7F1fiP/2Q==", 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", 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", "info": {"video_id": "195795", "label": "taking the cards from the tray", "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": "8249fccee57017e4e788130bbfa9d4016099eed4549719a36a4e290437f41853"} +{"episode": 50217, "episode_seed": 2944366704, "split": "train", "timestamp": "2025-10-13T03:23:01.597730", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2944366704, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle across a surface without it falling down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "55083", "label": "moving bottle across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "55083", "label": "moving bottle across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "acda4af241f01d3fb29aba9afc36d054483b4edc7232350764b7bfd57f684c2d"} +{"episode": 50218, "episode_seed": 1210371278, "split": "train", "timestamp": "2025-10-13T03:23:02.829702", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1210371278, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mainboard 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": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "58969", "label": "pushing mainboard so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "58969", "label": "pushing mainboard so that it falls off the table", "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": "fa49806e854b1e79ea728a04cdc3e49543170f4af68072bc4a1e327db0a1ab55"} +{"episode": 50219, "episode_seed": 1679520771, "split": "train", "timestamp": "2025-10-13T03:23:03.968845", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1679520771, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding a short'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "204083", "label": "folding a short", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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0/Cp1sPizZjMWrRXajjLSo/TI/iWqTX9XJdjyzxMdEM8UujWt3aZyJbW5Iby27bW6468H0rK0+wm1G7SCIEsx59q6XxtZeJLeW0m8RohkuS4iZdmTjGc7fqOtdL8PfDgDLcPGSzc5NOrV5YHXhqbqW7Ha+B/C0en2qZjHTnivRIgsSAYFVbC2WCEKB0qW5J2HHWvPV37zPRlr7qOb8VaoILdwjjOK8S1K4a4uJXkOfmr13xJZxNC0spHAz81eFa3ehdQuI45EZA3Y114a1zPFK0EdN4fu9YiiEtjpun6tZKf3tm6o0uM8j+9/Or82ueGWlddU+GskEY5dkVgU9+grkPDcmjXt3HHNqFzo2oo2Y75CWjJ/2gOV+tejronjhYftml+NbfVtpG2Iy7t/Pocj860nueS/M5ptY+GKyO3/AAjuog9iJcf+z0q6p8L5lKvo2rw7urLOD/7NWxPb/Et7yRpPD2nvKGDE/ZYWB7Dv0p0GrfEGwRln8JWdzH12ixToP9w0J+f4if8AWpy19pHgnUIG/sPWry1uQuUhv4/kY/3dw6V525ycDOBxzXqmuatqutIsE3gOKFwMborWRX+oIArysow6git4t2HTvrcEBZgB1qxu2EKMEDvUcQCKXIyegFXLKBZC0jjcqYwvqT0qrmoiK7qD5JI7kCluYtkD5GCfWriz/vAGCkfxZHQf0+lTahbS3Sxww/8ALRuQO1S5WWoct9EZmi6XNqd6kcaZXPzGvfvCWgiztkBTBArI8C+EY7O3jkdQTjPSvS4IkhQDAGBXnVanO7I9OjSVOOu48RiJBwBXL+Nrp4NHlZGwQhOa2dZ1WGztGdmAGPWuA8V6/Hqfhq8CEEhMBgeDV0IXepNefLE86ufDXiK80g6hCBeWbAuwik3Mn1XrXIPnjPUV2NqNLtdNS5g8QXVjqX8USoxX9KxNcaOb7MyRWfmvnfJbSEmQ8csD0P09a7lKzseRGTb1MyIFVMn4D3NTRSMzBRGpz/CF61E+MqgOQoxn39q1FQWce0YD4y7H19Pp/OrvYsbBbyuTuh2kYPAxmi4gkfK7CFCnt1P0rQ0+RJFKsiCQ4OVXGB2zVa4ieF7pdx+bnOeopqWthNGGkpW2aMDG48n1qLJ6VYt1DpKpHIIwfxpfISW5kKfLCn3m9P8A69ZlCoEWwdiR5jHoeuKgQBiB3pZpfNlLYwMYA9BXX+AdDTUbyW7mTMcOFXI6tUSlyq7LhBzlyo3fAHhe7sb37beRqvmp8ig5IHvWpqOuDTPihp8THERXy2PpuGP54rsbG38thx0FeO+PhLL47vlQkOksax47ZUGuelLnqczOyrH2dPlR7N491CcaXJbW4O9xjjrXjNrZy6bbPc3EbRyOSAzdT9K+gbu0tpcyTgH61438QdUtTeCyt9rNH94jont9aMPJ81jfE01ycxxszF2LHrVJcvOUJ4I4pZZ9zBR+NRsxilVx2Ndx5TWtyISPDcl/Q4/OtBpYrZ0Eqq4ZSN4HQ+lU7xdsxI6cMKsb1m3wMocsx2fX/P8AKpZSJBOJnWJmKBDuO3+IDrTTNCCB5eEU55pdPtmbzJ+DsDJ/n9aBbqJW3nAYEKB70CsQPPKZmYyEHqvORiprbUNTtw8ltqVzBt5zHMy5P4GqiZCSQyEHZyrfjUTSYRkVjz2p2JaOu8OxX3iXVE+23k939nwR50hfGfTPTpX0B4c0pbW3QBQDXkfwX08XN3qjnnZ5XP13V75awCNQAOBXmYlt1HE9LDpRo3ROq7FrF1nVItPhZ3OMCtyVtqV5L8RtUZLd41b5jwMVMI3aRadlzHM+LvGsuoW9xb2qyfKrZbGAK8pR42DNISXbOTW3Oyzq4aVgDn5TzmucIKkqeo4r0IwUFocdWtKbuyWBxHMrHoK1YJ5LZop/tLxyjlfLJGPxFYyKWbAHJrSuYcJEqkZwBn8OtWjA2D408RxQJFDrt+ATyfPPHtUkPj7xZbMvla1dZHZn3A/nXNyKIpRzujkHWkVjbyhgQdp4z3p8q7EtI7Jvil4yO6OTUY1YAqWECbv5VwwkbnnrSsXkYtnvT4Y9+RkAdyewppJbAklsOKllUgZ+laemJkOjDGGBPHtWc3zNleF7D2q3bXUkBGCCuMEEdaTWhSLE1lJFIwKkljnOeg7V3nhDQGu5kmlUkZzXP6Jps2sagpy5iBGAele4+H9ISytkULziuLE1rLlR34al9tmlp9ktvAABgCm6lcCCEkHGPWtEjYhry34leJZNLt2SBxvb5QM1y01d2OicktWcn498SXbTtb28hKkfNjsK42z1Oc2klo0p8t/U00Xst0J5pz5jyc59PaswnqU7dU/qK9OnHlR5tapzyv0Ov0vWPCdpCses6LPdzr/FG+A36isvX9V0rVJIm0vRU00Q7922TcZAcYz6Y/rXPtKz9TmpISVVmz04/Or5Ve5zKNncdDjzUz03DNbdzayTQ5QZO87sdhk81jxyLkho1wfTg/nWzb6hvgYKVjkCYIYEqw9frVNPdDQumxN9pLbGVSAFB6nFSXLLLdTKOigL9eKjjvFjYEMZJTxvIwFHoo/rT/K/0hSeFfgn0q4rW7AwE8xJrhUHTOfz4q1KksembWQKnYj+I5qK7m+z384jAUM3T2p9xcs1tHDIfmUZIH8qyZSKMMDzzpCgy7sFAr3Twno66bpcUKr0GWPqa858A6O2oasbt1/dQdOOrH/61e22NrshQY7ZrhxNTXlR6GEp2XMye2i5b6V5jruim++JFxOQdgCH6naBXrUMW0GsJ9ODaxNcFeSetY0p2N5xUtzl/HHjeWB5bGwbDqMPJ/dz6V5UzGR2ZyWYnJJ6k1pX1x9ouri4kyRLIR+H+cVWSGNwfLbkdd+AK9SnTUFZHBUqyqPUz5IisgYCopSGU89K2BDsDlgM4wpHv3FZd1aPEC6DKd6syaC95iibvsGatWUMflbg4EpbK57AZP8AWs2SYypt7AVZiP8AphRgfmBUH04/+vUsRZspZWjaGMhUDEs3qfanyTeTMqKOPM2EnucdaqBhHviB4EZAI4565/SrWY3EVzNkuw3mPHVumf60ILlSO3aQMrsIwp+dm9qiZIw37sEgevWrd27XNxgjDn+ADH51oeFNEg1vxAdLnvZLcyRSGMxx7y7qpYL6Dp19vU09iWenfAmFd+tjGWAg3f8Aj9e2qgUcV438AbC5gTXHuY2TzBbld3X+PtXtTgBa86v/ABGzrpy9xIzr+URQMfavBPiBe+ZebFPJOPpXtfiK58m1bnHFfO3iK6N5q8pOdqHAFaYeN5XNKkrQsYTIMHjnFc+/Dke9dOUrm7pDHcyKezV2SOKQQOEkyRntxWkUdoRI67EAwq9ziqNuoXMrdBwv1rQRjPFPCDkoSQT6GkhFWU+bLGFHAUFR6mmy2jRgNM2HbnYOo+tXWEcMCLASZE/5aHgCqEiyMDIzEj+8e9UJjo4v3bMMAAdT3oChIsH7z8/QV0ut6FpkXhq31PStQvZ0a6Nt/pFuI1uCE3PJEAd21ThTuH8Q56gc2fmkJPQmi9wQqjitDStOl1K7WJFJUnk1BZ2kl7cLBEDyeSO1ex+DvCyWcKMyDca569ZU1ZbnVQoObu9jX8IeG0soEJTBx6V31vCEjGBUNja+Wg4ArQAwteXdy1Z3yaWiKF/J5ULN6Cvmv4k6mbvXvKByI+Tz3r6B8TXf2awlbOOK+V9cuTd6zdTE5y5Arrw0feuc2JlaFiuly0aEDvUQdw+8HB7U1fvDNTSshC7Onoe1dxwCOQxJAAz1xQlb/g/S9K1XxBDpur3M1tHcYVZkljjEZ6ksZOMYzwOScDvWbqVidO1q+sTHPH9nneLZcACRcMRhsEjPrgkVaepLKyjJq5BlFZx/uiqyjFX2XBWMDAUdPc96tCQ+OVTw0S7e+0YJ/GtSFo7mIoE2PtIGDmsxUwau2m6OUOv8IJpjRi3cedXVZcDgEn6VastKfVtQWONfkUDcR3q5f2TaxqFsLSMB8bZGWvUPCvhZLG3QuuXxycVxV6yhp1OqhRc3d7F3wtoEemaYkaoATya7GC3AUcdBRbWmxFGKvKgFea25O56KslZEPl4HSqN4qQQvKcDAJqDxndXOn+HHuLWd4ZRKg3p1wTzXCeK/+Em0rw9YXNzf3rTXvmb4Nn+qwFKgnH3iGzjt+db0qTauYVKqi7M4O7ijSURhRtRQBn3GTUDQRlCduD7UUV6x54kQBtmz2cY/I05VBFFFAzD1S3jt7hfLBAcZI7UqjMgbuYVz/n8KKKhkvc0obKEwqdpyo6+tWLaCPdnbyUJz+FFFaR+IHsPiZ3HLnC9F7VSt9Vn0bxC17ZpEJoWYJuXI+ZSp/RjRRWlXYxiew/s/zSyJr0ckjOsf2cKGOcffr2aT7tFFeTX+NnZS2Rw3jOV0s5MHtXz/ADktcSEnJLGiitcMaVtkNrB1hQt7kDGVBNFFdUtjmlsLCgePDchUBHtmrcEKMMcgHk4PWiiiJKLkkMCjYYEde24dOPaoru2ia0Em3BGOAeKKK3mlYzRvTeNrnWRbWr6VpdssKLFG1tG6lI16IAXIA5z05PNclIoDEgetFFc5cT0TwHptq6rIyZY85Ney6bBGqKAvYUUV5Ff42exR/ho34UGOlLJwDiiipWxm/iPOviPcSQ6ROUOPlNfNLEsxJ6k0UV24fY5sT0HwqCSSM4FSxqDlyBkDNFFdiOQ6Xwrex2pnWfT7G+imIdo7yEOAyZ2kEYI6nIzg9war+JVebUm1CeV5bm8dpZnfHLHngAcDnpRRQviE9jOtlDTDIBABOD7DNToSxLE5J5Jooq1uCLKgVYJKWbFeCzhSfbrRRQykd74M0u1WBZdmXPc16XZQRgDAoorxKr99nswVoI1FRcdKY3HSiilETOU+IMjf8Iq/P/LeP+Zrx/XPFWs3OlxabLeytBC7SLl2LEtjqSecY49Mn1ooruw+xw4jc//Z", "info": {"video_id": "204083", "label": "folding a short", "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": "34580d72d11c918ede18d9297c3f9924ebd5dd69d7ec58c2db2cea2f8c8be14f"} +{"episode": 50220, "episode_seed": 3534590309, "split": "train", "timestamp": "2025-10-13T03:23:05.701752", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3534590309, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving an edge of a card'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "27431", "label": "moving an edge of a card", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "27431", "label": "moving an edge of a card", "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": "aaddf62cc53be387b82ac60109b65b09d4c16186451bf33d89357711b2b20d49"} +{"episode": 50221, "episode_seed": 2407157243, "split": "train", "timestamp": "2025-10-13T03:23:08.526674", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2407157243, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mallet and a pvc tube closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "114508", "label": "moving a mallet and a pvc tube closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "114508", "label": "moving a mallet and a pvc tube closer to each other", "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": "6c41d51c6459a17a4382e2ec1bdcfcf85b832723369de9a611bc5039e6c056bf"} +{"episode": 50222, "episode_seed": 3904211862, "split": "train", "timestamp": "2025-10-13T03:23:11.612569", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3904211862, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glass on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "158705", "label": "pretending to put glass on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "158705", "label": "pretending to put glass 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": "6f4c25300448f18387d106ce023a742ea3d0972023a0f299749bb71bda7b9a83"} +{"episode": 50223, "episode_seed": 3354763837, "split": "train", "timestamp": "2025-10-13T03:23:13.064318", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3354763837, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 laptop behind a remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "96936", "label": "showing a laptop behind a remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "96936", "label": "showing a laptop behind a remote", "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": "d117f379d2cef17854885edd7e9ff58479ee742abbb9546275030aba239ec35d"} +{"episode": 50224, "episode_seed": 4038985714, "split": "train", "timestamp": "2025-10-13T03:23:17.759690", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4038985714, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coconut oil can'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56536", "label": "squeezing coconut oil can", "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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8ssSM43ck+9Sql4pHPOHLNsvHS9Kj8Hx6lhftwDyIgf5VCMQcjPVupx6Dp3wdLlKBIzkAKOWGKupiO2a2nuW8o5YCIjG4HhSD2Pt6Cs2YSMzzIgSBcF2HGWOOBzk//XpSu0VB2Z6z4T8QNPbPbsd0qrtYE9fRv8ateJLy1nihZ2VJIslZM9OxX+dee+H74WV/aXDMY1z83oRXYa9ptxLs1TS54hLGVlaGT7jkHII9D/Os1XlFpp6o7FRhUi4zWjON157yHxJaTWzBGCgRMrHDKBz/AC5HvW74Uvns/FGm6lKwKXD/AGeTA6CTgfk22sjW/ET67rOnzTWrW8luwjcEghy2c8j0wPzrX1C2FnpazIytslEqfLggBtwGR9K0xNeVWpGpLexOGw8KNKVKG1z21XwawPHFyLfwfqMgODsA/MitcSiULKh+SQBx9DyP51x/xLuCngi8UHl2QfrWnQzkfPGtSb7iYnuUA/Su18bTRXdzbxBSNuW5HOOn+NcYbCW8dnkyEL5HqccV1nkvMGeWQu7HO8jJP4ms+bojKrHVNk3hI2Ud9Kt8gnjWHfHG6g5kUjGfoMnj071i37CPWrnyI9sKvsiA4AUHJAHsSauSxC2m8wttcD5FA+UDPr+dVLt0mYwWSrCpb5A78IMc5Jyf50bolOx1Wjuv9iXLLLL5k0ixxhCMKVGSWHfqBTLC6upvEtskZkgv4BsQxJuMhJ4AB4KkdQaq+GLBrm3ukS4aKeOUBAw4PB5Ze+fauh8L6eBqkv8AbERZAxYSwycIQBhhjkY5P41h9rU9Km7wRFp9ndw+KBHfoS9pFMfNKkebuxz7HLHI7V6H4JvVvfDYhxh7OZ4CCe2dy/o36VynmC513Ur/AO0POnliBWboNufTjpjmui+Hlo0enaldn7lxcgIP9xcE/mf0rq9tKpV17HIqEKVJqPdv72dcjbUUVIWyOTUHYVFPN5cMjE9FP8qrqHQ+a/GN39p1md85H2iQ59cE074dalFYWGttJMsbOYdu4ZJ+/nA9aytQSW91CXGQm52J9Mk1e0HS0jWcpH025Ynp15rLmsRON43HXMc1zfSTyQ5Z2zjqQOwrYk1pf+EKTTECo53p3Bd2YkMT34/QH1FMkgi5BXAAwdoPT3qgbiWJJUgiwJU2FEHUdeBRcy2N3wxo2qHSzLaXMIO9k+zyqVGBxkNzjP0rc8H3eg3FpeS3xddQs2Yhw210f5s4x1zxjqK4/TdSvtID7pZYY5CrNCyhSqnjcATnPArrNJ0C50uya+0qSK78997BxnK9vm7HufrU01D2tqjsn1Op1JqjeiuaS6bfiTI17Jq1rJdXJleabzrpTGAvmLHhcdcFd2Dzzmt7wPG58V6oyg+ULUB/97zPl/QNXP6VYalayXd/qqeWSCsK5HQnJP51t/Da7L63rETf8tYYpRz6Mw/9mrfEThLFfu/hWxlhKVSnhP3vxPV+rZ6EBtkP0qUOMUxv9YfpURJUc05blR+E8j+Lt3/xNvJDcLafkTmvEbw7rzHoAK9S+K0kt14umgjBJEcaAfXk1xY0lUJdl3OepP8ASsXJJ6hyuS0PSHjWWPcx5HQVizum82/mhlD4YjnH5Vpu4k2oCQp745qs1t5SM4ALAYGf4T6/Ws0yLE1pPa2lnhV+fkxxFsADsCO/Tr2rm5FnvNQe7kbhiBknqfQf4VoSPItwyAHCr93r265+hqnIzEtGMqSp6c84PQVUpX0CCS1Om8LePoYrsaReWkcymIxQyPjHA4BHbpwaqpo84u2uJmdp2XJz19ce56Vi3Xg6ez0dbrULsW16p/dW6DlRndmQ9Qx446gDnmug0LXjLbQQ6iym5OSJR/y0A6/jUTqcicYPR6M6aPv2c1qtjTsUOv6rYadkLucNIfRF+Zv5Y/GvWCx81ye9eLaJfNH43s5YTtMjtGhI9VOPzIr1S48QWNtprXlw+wj5fK6uz/3QO5/pzWtBWptirS/eJEfiPV10fS3nGGmY7IUP8T/4Dqa8omQB2mncvLI252bqxPU1v6hd3Os3ZvLvCgDbFEDxGv8AU+prj/Etx9nt3YPgiuepN1JWWxcVyq5ox2iSoSfqFA+8f8KiaMrKoLbQRnIXFWtDuhdeGoL4Yy1w6YPsiH+tVr6Z5iBEqqoPzEjJPtVQTirHNUacrmfBphu7kIQTGejDksfQD6fzp+uWVppNqotP3crAxsn3iATyWJzz2GMVaSR7IbjLkou05GQMn04JqleKs8qSy4f5RuAPX07546VrzWRmo6lIXSxWyPcDEKFS2TnvXf6yhtdGF1pMiyWcmCYM5GD3Q/0rzLViZ5Fto8lmQlERM73J4UKO5zj86veGr6SzvJdH1EXUcLH5FY4MTjsVI6HNZSp+7zHXSrJT5WdSVzotrZS2LQz5WQOyYLANnOfXmreqSIdNKL2U1duIJZlhSWRnSOPCHvjAP9Kd4dgTUvFEFtIA0UCmeQMPvbcYH5kflWSTnJJHVJqKbPRNKjeDRNPhlBEiW0SuD2IQZFcl8RpopdIi008yXEgbaOyqckn8cCuuv763062kubqTZEgyT3PoAO5NeW6lcz6rqEuoTLtLcRpnOxB0H+e5rqqz5Y2W5yxjzHPNYpHwQM1aurV4wSBxxgA4GKzNTvjb3cW44Uvg1rXUss8bIjMEb5SwHNYU77kYi2hmTWwuJMxjaFA3Egn8B9elaNxZWFjpz+bCgdxt3IRvJznBbHHr+VU1hSEqZGO8nJ3HoB696iuZ/tcTb3bkjG7qOfp61upWRhy3ZV0G+8m+M9yrPFI2XO4grz94fSvTdPhuLOOeWz8u7iuoyFLYIGRwc9xzXlGpTCKxby1wnCtt5AHJJP1xWroPibVvCqwRXlpcy6VMxa2ZxhghPBA9O4Bxx0rFwb99HVSrKHuM62azGgaMtiJN7gcserH1rrfh1cl/C8sfUxXcqn3zhv61w+t6gt7IsqcpgEHGM+lb/wAM9RCQahZScD7SGU+7KP57avDu9S5eISVOyPQlbK/jVDVrlLXS7ueQ4VImJP4VcPy/icVxXjrUdyR6TC2XciWfHZR90fiefwrepLlTZjBXseYx6esUALfUk+9aGl20aCbccK2Oc1BrDmCzbHYVrxoo8JaddLgfaribn1Cqg/mTXHC7dy6rSjYybySO2mKrIC7L93rx0qTTUtY5XkZ2GBkn+In23eg9KkNoN5Y5IHzbTxn61n3DuPLVgMNk885HTp2rdOxytXINdme+vUiihCqjckDluM7ie/rz61a0jxi/hiZIpt8tvL99V5MfuB/Oqksv7xuDmQ4I9aqR+GtS1dLm8CRRW0bkrcyk7XIBGxB3PqegxzSfLLWexpGUoL3dz0rV/EFnq2jpLYyLIjjAI7H3FV/hxcIvi67jzy1iQg9cOpNcT4REkFveWk6cAh0z2OMNj9K0vDt5JZeMtOZH2s7NDz0+YHGfxxUUtKtjqnLmpXPeC583n0psjVFb3KXcKypxwcr3U9xWN4j1tdMsNkRzeTgiFf7vq59h/OuybUdWc1PVHnHiWOK98V6jdK24BhGD/ujB/XNVND0tNW16yswu5XnVXH+znJ/QGpriHyLc8nOOSe9aHwmK3Pi+8LdbaF5B+OFH8zXDBOpM1qSVOm7GZFITMrdFH60+9l6hWwNuSfSqpm8sAD7yn0qzpmm3/iHVUtLGEyzEbieiqPVj2FaJHM3oZ0NrcXMyW1vAZriY7Y40B3E+mB1rtotJ0z4fWX9paw8dxrs3EEOQywH+pAxk9B29at6pqOh/CrTSlu4v/EdwvzPnkDuB/dQfmf5eTPq2o6pq8mqX7pPcN2lTcij0A9BWjXKvMhe8/I2fEF7NfOzAt5TAOpb+8euf1qGxg/c+emMxEE5HIXPT2p+nifVrxVkTOVHmNjgD1NdK1jAljLbQqFDqRnuT2rzneOjO1SXQ5G8vJrK7hvoMedbyLKm4cZByM1q6Zqs2u3R1K8YNNKxyoGFT2ArKvFWWE46kcg9jTfD6y8W8KM8jSEIijliT2rrTfJZFO3Pc7S6uUSHOQK8w8W6j9pkeJfuqAT7k17Fp2kR2VtcT3o8y+hRm2feVPlyCo7n3/KvH9K0q38S+Kp9Pu72S2V0keMpHvLuqFgvsODz7VpCi46y3MJ1U00jrPDURi+GmmPniW9umP0AiH9DWgsY8tHYg+vHT2rC8PSSt4dsrMzM8MKGREJ4Uuctj9K2JJ9trgFee2egpVPj0MYbGfeCM5VQMlgdxP5j/AOv7VA1rLczpaW0MktxK4jWNRksfbH4fgfar9pY3WqX8VpZW0lxcTHakSjsOpJ7AetdreXGjfC3SvMLR3viK4Urlf4T3C+i+p6n9KqMbicrGY2hQeD4EuLxo5tVCfOVwRag5GF/2jzlvy9Tw0k8l3qUkjAFsYGR0J6VefU5tShubi/vUuJ7n52hQ9Bnoewx2HpTrHSZbi582NgseeWPauKrL3mddPRXZrWV+8Olwod0rrGRvZupBI6dhjH1qlo+sDSvEH2uWcRYifOQTuPB2475xUurYguI0QYHlfnya5XVi6hJF6q4NaUG7pmk9aep6JPq914kulubrCQx/6qAdF9z6n3qC9dYo8ZrL0692RDnqOaoeMLm+s9Fjuk3RCdsRt0LAd/pTtKcrEtqCOQ8Uaj5upLBG3CEFj716BaKJYi3zZ7f59a4rWvD2lLotrqum6je3DS3f2QtdQCMXJCbneIZ3bVOFO4fxD3A6+OYRIyg4IGBj6VtOPKkkcrlzNtjLyZd3yqCemcZ7emOv+e1ZxUJEqAb2OSME7s9On1x09avW0FzqNzHbWts9xO7bY44+rH/63X2rvFtdF+GlgNU1t4rrXWUGGJfmERPQIO7erdu2O7jBshysY+meC10bTY9R11UN5Kc21g4yFPXdIO/rt6dM+lclr+qSapfBtzMrHq3JJHXP6VLJ4mufEOqtqWqXjxMTtit41JCjqOen19aihsTqEwEICtkkgcjr1rmrO09NkdFLa73LscrS6SIzjK5A9h1FaPgKVX8Q31jISBcW+5cHB3Icg/kxqpc24sjHCX3M0eSfU5rIF9Pourw6pbAl4W5UHG4EYIz9DVYaVmmbVlzU9D1668RNpejD7Rtkvi2yFB0c4HzH2GefyFcaySlpLi4cyTyku7t1JNYthrMuuXh1G6I3vwqjoi9gK17m5HlHmrrSvKxFKNoo5fxVciHT5Xz7Ae5rftlKfDnwlkkFluJWP1k4/lXG2R03xP4yXStVvp4bGWTbFNHNHGiHuzGTjAGcDqTgd66GR7mwjXSJHuRFpzNDDFcbd8QBOQQOM+uCR6VpGHLTZz1J800W7mbhQjYb64rJw2/eBuLcLgEMT2x+laGnWF/4g1GKysYHnmYZyOij1J7D613M8Hh74YWP9o6jMl/rz/6lAdwQ9xGO3+8f0ohB2IlLUxdL8EQWFqNc8Xv9mtY13R2bHDv3y/oM9up46VjeJtdF6oFsqx28iFVRBgRBTwo7Af1NYGteK9S8WauLq/ybZTmO1DEKB7nufenx3H21oYo4BHkbBGgyDzx1rLEdEtjWjveQmjlkcPng53D3NGoO1pe297F9+GRZBj1BB/pW2+jR2NhK4JaVQD14GCKy7uHzFIPPHBrKnL3rnWmnFo9OvfEEGj+XqMLCSK8jDxW4P+sJGc57DkZ/xrnQ015I97dyb55OSewHYAdgK880q5kj1MxTO7qi4jDMTtXPQegrtVvAtuOcYHeuivNyZhRjyoqaxcJFbuzEBVBJNW/gU32nVfEV8TwUijUexZj/AOy15/4t1d7kvaxEiMEbiP4vb6V2Gi6NrngXw1Y3Yurq1uNTdnnhVMeSFC+WrHH3irk47Zx1zWmHhyu7MMTLmXKjHW4km1F7djhFZRx1OQK9u8Q7PAHgCdtCjSOUQ72lkG5nbHVjxnr9KKKqkYzPnQ3E2oXz3V5M888rbnkc5JNXZ3MbRIv3WjyfruxRRUSNInfaTCkGj2wjGNyBmPck9zU7MQ+O2M0UV5092dCOT15RBfMY+PMXew963PBcS2s9tPHzJMCrFucAjPHp0oorpg3aPyCex1evO62rSq5V/JlGR6bCa+frXVrrRdZXULTZ58bOF8xdw+ZSp4+hNFFejPZHL9qR13hwbNLhx/zzU1ekdtpUHHuKKK5p/EUvhPY7C1g8KfDttW02JRez2vmySyfMScZA9h7V87ve3Or3st/fTNNczHc7n35wPQUUVpP4UTDdmiqAOcf3a9At7eO0to4IhhFHfqT6miivOrnTAzNaRfMtmxy25T9MA1zGqoptzx0NFFXQ2Rv9g6HwhZQ6jdvHcAlI4WlAB6kEYz7c1B8V5Wk0zSpWA3MrZ/MUUV3UkvZt+Zy1n79vI4nVPF0viCawil0nTLVrdo44pLRJFKRqeEALlQOSTgcnn1rqmJ3AZOGzmiis6nQzR7J4a0+18OeAYtVsYVN9cW/mPNKNzc84HoPavnm91a98RapLqOpztNO3T0UZ6AdhRRWkvhREN2W0jVVRccZrt9GtorbTo3jHzzKGdj1PXj6UUVwV9jpiQ6yoMtsSOfmH6CsO+jUwSDHSiiijsjpXwmd4eYoZFB4EhxW1qzsdJu33EFEUjHuwH9aKK3/5eIy/5dnA6dr76O86HTdNv4pmRzHe2/mBWXOCCCCOpyM4PcGu1t5ptb1VJr2Z2lu5g0rrgEliM9sDrwKKK3fwnI/iPa/EaxeAPB9yugwxxGOIsXkG5pGA6se9fN1xfXWr35vb+d57iXBZ3P6D0HtRRTnsiI7susfLCqoHKFs45znFdj4ftYo9KiuVQedJuyx6gBiMD8qKK463wnTHc03G9GRuVYEGuYRi0WGOcCiisafU6aZjbQurnA6oa6/RIY7m+KTKHRIHkCnoSF4zRRXYvjRk/gZ5Pqjs0jEnneOn0rsdF1/U9S0KCyvb2eeKCWSRfNkZiS2Bzk8428emT60UV0R3OWof/9k=", 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", 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", "info": {"video_id": "56536", "label": "squeezing coconut oil can", "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": "6ec8506fe71c08f387fef1e3708d76280d2d981b9a0c59883db749747e19d1fb"} +{"episode": 50225, "episode_seed": 2705776067, "split": "train", "timestamp": "2025-10-13T03:23:18.778849", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2705776067, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bedroom door without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "147848", "label": "pretending to close bedroom door 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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"info": {"video_id": "147848", "label": "pretending to close bedroom door 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": "cf42e0610ccb7184aaf0183365a6296c4c1559979a9518c59c895a21918fca78"} +{"episode": 50226, "episode_seed": 2393987156, "split": "train", "timestamp": "2025-10-13T03:23:20.644929", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2393987156, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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e0Yz65NTXWtyz20EtuDH+7A85zukIwO/RR14XH1rMn0eZ9VtrqUtDDJtZSVLPJhudq9Txjnp7mt8PQjTqSW7IqVHJKxFcXVzdTSW6ZRCTsiizjIOc+rH3Ofwr1i2lN3pVrcOCGkhVmB6hsc/rmuGaKDTLoKgKE4VlRwZG4wdzj7o6/KtdT4YuPtGivDtCm3mZdoJOFb5h1/3iPwqqM43lT6pinF2UmRXgxmsxQFE8aoP3gzxxk471t3cYyTVO1tppvN8lASOST2roMzhbPwfe6zrd9cROVghlwiZwGyASOO3JrorT4Z6hKUImSMKANsabc855bqa6zwfagQyydDKwY/gMV20IVFAApuCkrMSm1seUT/CK/ubiORtVEUa7f3McYVOPbPJ9zSH4MzhgyaoMgd4x6Y/zjFevA5papxT3Fc8Wufhjd6Nex3dkVfKBHAXL7scspOQCTya53UNI1SyaUS2bxW7k7mB3b+f4j1PGa+hZxkL9axtUhjmsWDorBZF6jtWdan7RLXYuNTlb0Pm/TrN2MqSERp0DN3IJXgdSee1SuLe3tp4nIjd0+Xeu6UnBHC9FGSOTVzxXdnT/ABxf2lkvk4YoZAcscqDwf4Rn0/OsGKynmundABHk5lkbCjuOT1P51k6cYSUi1NtNHokMg1bT7OaPaBcojZx0yBn8qnMEMVs5JZJc8Y7Dp/OuW8O3skFktgXJS0u2Ecv3VIYZVefXJxnrXQQXEs7EyR/MTywH863M3sjlPG0gWK2cKZApY4ZvvDgc4+tVbXV4jpiySb1kbkrAixjj/aP17Vs+MbeNLeCSYqiyLJF80Zc9AwwB0PB5rm9Os1milRZIreOMAfPIWckgnoOSeOg4FTJXi13BOzVj1D4f6RbeIPD0pv7G3lh+0FYkZNwAAGTz17cmvTtO0i0sI0jgtoIwowuyMKBXL/C61WDwciIX/wCPiTl02k8jt6V3aqAB3qqfwIUt2Qt8gIXg+3FVJEL5LZ/GrkiEAlRnNNHzfwjHrVEmcOHxjg8VxHxAlSz0CKaRmTyLxeVQM3RumeAfevQJ4Nw+Xg9hXA/Ey1a68LzKNoPnRMS52gEHBJJ9jUz+FlR3OI8Kaitxc6laIrKTsnQM5djxsY5PU/KOnrXQQ28UapPLtZHYs3PuQB+WK4fToZdL1jTby1Z5WnLQOW+RH3LkAZ5PIPJrpbSeYxxxREkR/LIjA5VvQjqD/nmi99SmtHcu3PliWQohGT1J4xXnHiYx6drIZB5cahJF2IC2SOxP+7XpsaeYuH2jjkFq4HxjZLPL5hGD5AIYuABtY9e5+92oJKbS2QgSXdGhbLAPmSTBwRwOKh1TV38+CaBNjBeJXO9zhs8dl69garw2E01orIMxqQPMl/dr39a0W022FhBPJtm5Kb5Dti6Dp/E/T6VnGymy224kUv2q9vlYebcSg5ySWIAJ/L9KjFvYQXNndTXAlSUFZV3bBE/Iw2OcYxyK2r27SWxQRGSTMfCovlIPlB4Ucnv1Nc5BaNcXCFWVZMgoXXIY54H4114OlTqc0pSsr/fp/wAFGdWTjZct9PuN1riKGcxwKjoMkALiMd+F7/U1jWqSS3k0JLSSHj1JwcfyNdBf2cdvdWubd4Vkba6ADcpOOMZ68msu6uoNP1YxKAWc7WjibuV/jfqeey1w/V5ptSehqqsWk1uRQWLOZYmLebt4SLBIPTk9F611QmNxpNvdC4mJliDnDg8457etcNc3k01xsyqRZO2KMYXnkcdz+ddDod75ejvazIVmt58IrjGY2O4cfQ/yqqUFGNhzfNJGzZWlwrNKSGdV+bfWzaA3Gi6pPPEC8TQSKrfMOXweKyzfR3E0gQ7ST8y+pre0O336BryDcS0APAyeAx4/KtHtoZLcy/D01rcxG0LAtASSqqIkXIwcueScjrWpHqFrbWlzHEVkZ4mGy2cgH5TwZDyenRa5uPTjZa/dBSQJnzHCy/vDznJAyB36/pW3puiz/a/Lus26udgDDfI3OMBQcnr34rGcUqkJW1NIybi0QaZrV3NYXUUbpbxbslLddg5GeT1P3e5FOXTzf25t3kFuJA7o0i4EjLggAnHfvzWvoNpZ2Blj8uON9g+acedN3H3fur96szW5DeXSDfM42ZBkbJPvxwPoK6aNJVcQlzJaP+vxMqk3Tp3avqtCzo0WnLpCOrK00L7XaXDurZP3U6Dr940zW7mSW2haLcm7KO5bLvx3b/gPQcVP4b0Zfss4khV9wDRyxg591Y+o4wKdJBC2iSzzbR5L/OZvljj5HU9WPzHgVjjcPUWIfsXeDW48PWi4WmrMz5LeS5gSZBhCuWdjhRwDyfxNb/h1TDqckUc8vl3UHmBxHtVmU54zyeH/AErnZ9aWTTIzbp5jwnaJJlAVcE/dj6DgjrzVLTdWntta07UZ5JJDHMI5mbLEI+UP0HKnt0rmpUI0qr6to3nU5oKx390srXHlpO7AAlsqKuxu9lAI/IZWcZ3AZz35/ColuYEmuo36AoFf17/1NPkeScDMmMDHHSu1GEty74XIXTEx1rpI3ziuE8H3MzaDbtM26Q8sQMc12lmd3zZ6VSd0S1Z2NNRgUtRq/FSVQEcwzHWNej9zMn4/lWzMcJWNeuDvI9xSYHhXiy1gi8WXWpSKrlpdxaUYjUqcYA6ucAe1ZOpXwjvEeIFymNskoHGOPlXoOlWvGDtcajPIzFts7IMnoOn/ALLWZLayS2UE0pESMMAt1bjsOp5BrgrVJTVonVTiovU0PDk/ma3fWlwfNW7tw5D8hih2n9DW6lwbOZbWVmMDgiOQ/M3+6T7evp9K5eIx6fquk3WDGTL5beY43uHXH3R0Gc11k5CTRuwB2OG6e/8A+uumF+VXMZWuY/iWzm/4Rt5JG8xYJo5QWP8ACcqev+9XDxB4/LclSjkZx19v616H4yv0tdFltBGrteZiUN0UYzu/DArzZXbykjJ+ZXx/jU1X0NaMerPo/wCEsgbwYVEhdlupM5bJGQprvVz1rxP4QajJbau9kW/dXURYj/bTkH8s13/jjxf/AMIvpStAoe9uWKQqei46sfXGR+Jqqc1yX7EVab9pZdTrQrMeTgUpQDOOvXFc94Gu7u+8PJdXUryGZyyM/Ur6/nmt67u7ayEb3MyxiWRYk3fxMxwAK1TurmUo2diObCkYPeuG+IbEeGL1gFLRmNuRkffGK7aRgzMVGQvOa47xtEs3hvU0kdYwwRdx6A7hj9amom4NIqHxI8LurqUW4ui5eW3kWVSx7qwP9TXf3o81UvrTAnMYKN/eUjO0+3p6GuN8m3ggmWYJGrrgPcDLNkEfKg9yOtdD4euxeeGbNgSSieUc9flOOfwxWGHTUNTSq1zaFuIf2kI7hPMjdVwS38XP6VzXjW3aRdOdEZ2zIgCrk9Fb+ldhZSgW0in+Byfz5rB8T4TSYZiGOydRwxX7wK9R9a3XcyZyGl3Lx2csbRK0qSMS0o3EcjgZ6d6nuJHms98jFmVxyfx/+tUemJFcXd0gKx5+YJGGdjkHtWiTDZ2M28+W+Ny7gGlbGD8q9F6Hk1yShKVRdjdNKJLa2szabbTORAikbZHODkZHA6noOKsGNo9VguGiiR22lfMXAJ6bmXsSeay4NaZtPYWyLC28/vWbfKeR/EenU9M1FFBdXFnJPCeI33PM7YUc/wATH/e9z9K7MLUeHqW3TMKqVWHmX9avbiQSw3LK06ttMi9AAfX0rJu9Lcz29xNmGN1yi7cu+Dn5V/EcnA9q39yPapdzGMFFEccpX5mA6lUP1GGPas3VbxpLCPyQUUHDMTl36j5m/AcU8TiIe2strCo0XyXY27WDTrhXjxGwwflO+U4Pdui8Y6VJozw3Gt3EJUp5sIkjYOS4dCRnJ77T9KyXDT20JRSzYAwOfb+lWLPdZ6rpty8i5EojdFOSFcbTn06VyU5Sc32OiUUonUWwjin+z3CjzieGUcOPXHb3Hb6Guz8DvJeRavayxCM7AnHcMGFcVqUSyL82QUO4Edff9K77wGixPeKDuA2EE9T9410GDRwWlXUtvfWMjNII5GUMUOCx2bev4n1rrkvTHeEwRJAHOSyZ3HjPLHmsjWJI0IiZp2e0u2VTJIqouJGHAxxxt+vFbS2KLdRBpDK4wDHANxHOOW+6OlcGLdRtcj0udFGy3KmmK661JCoLMS6gDknBz/Stj7DIsUtpLGryrl1jBy8OOSxx0GB0NZ82rWuna6IQ+S7AGG1bavzLj55epOT0FMutTuLm5aFQsFuxJ8mIbV+Yfxdz17/ka3pweGqRqX1uZzaqRcTeiuprDRVWCGH7NI5Ej5yzN7jtx3Fc1cpJqcl1b26SOXBMcYBJHBGcflzx9e1aFg14k1xa3cIZLnIt1P8ArGyN2QvoP7xx6dKu77bTZpIEVcc5ijfO4jn94/fp0HFehjsTTUYy2u9Tlw9CXM/Q5nRdFjWzuFnfzpFO4xxPhEyOjSdOqjhaS9khOi3lnCedpZY7YbEDYyCT1Y5UUC6lOpSwSECNQyrGowoAOeB9AahtraWS5dEQsq/eY8KMHuT7A141bEt1Iumj0IUkotM6yJFfTrbUIlL2lzGs0ka8tGSOSv8AeUHOV6jt6Vo+fDawrIoM0ZbaSh4FY3gyRl8ONZM6s1jcSQZU5GM5GD+P6Vp2FrsmnQSHyFIZYj0AOcj6Z/n7V6KOZo5iw8Uf2T4Uso1A+33I+RSfuL3Y/wAvrXovhK7e40VLiQnLnAJ746mvnjSY7zWdXgA3GSQrHGP7qj/Oa+i9Itxa2UNtEp8uJAg/CopNtm1ZRivNnQwvnrVqqdsp3dDVs9K3OYq3kgWMk9MViXEm2xeY9S+xfxq7POb3CQ9N5UH1xWd4giNrYQwocuFeU59loA8U1HyPIvbosozMziaQcZznCL/EcbuTxXOHVpJLJ0tQUIYgyt80jd+vbq3AqxH9o1W7MTF5ppuABzxnB9gME+3rmktbOx0tZVvXFzOw2rBE3ybgcYL9+p4HFYUlenY1k3zGBKk09s7RK7yxndleSCDnk/iepr0ZbkXunwXI482JX/MVwFxK2CbuQRWnQRRDCtxwAO5+tavhCV9bvV006lcWUG2UQIi7zlVLqnoBjufT3p0/eiKasze8TWaX+izSGRVltgssRZsbiM7l/Ef0rzwMJrwbe5/wq7/aE14I/tc7OQN8Zbnb61U05POu2dRwX4x6VnUe5vSWi8zuvC+sjw5qlnfvE8qREh0TGSpBBxmtK4vrnx54shN48dnbviNA7gLDEOWOT1PU/XFY1rZtIEDKcGrNw8dvqtpEqjYhG4/U4/lmuRVWly9DpnBJ8/U90h8Q+HdJRLJNRt1jiRUjjjJfAA6cCua8S+NNKv57K0sVnup4rtJSqxlAQATwT3PH51wyW7+ZHcSt5UI2kyN3PcKO54PSotfuLfRpkLAplVYwBv3sgU4zI38C8dBXRQq1K101ZI45wjDW53118Q4lQw2llh1OZJZZR5cffkgcn2FcV4h+JMuqGfSrCz8lXlH+ks+WOPmXCkcZOOTz7Vy+p30086FyFSPGyNBtVcHAwPXgdefQCnSaSunzx3V6zqdocW8f3+DxuPRcgD3PvXRCTbafQzktrGLLDO9+6BXklfPqWweRn9OuPpW/4Ndrcalp7sn7uQSqFYNgNwRx9BVDW7lr+NZIEjtLBP4UG0BQTguepPHTvWJba20F0qafmFShQyDhnPB/AfL096mmtXFDktLnpSNjzgD8xAxVTxDGZ/Dd3jAKBZRn/ZYH/GsjWAttokOp6frWoShrn7Nm4iWNZyE3M8WOdqkhTu9R7gdAZdP1nSr6ztLhZpHt5EwucE7T3/KtbEXPN45GtdUcWt0HV49rtET1DdM/T09amsrW4vEnSBDJlSWbPA4PUnj881Z03w5eafJZXN/FbrHchivmtkLhQ3OPr09q14mhWbySRORwFK7YlwR/D3/GsasowkjSMXK5U0TTYGt595+1HgsVby4R8p6seW6DgVekvYxZyQwqsrAfL8mI4+D91fXgcms6wMkt26yuW2rgDoBhgOnbgmtCw05ppXDEJEoy8jnCrgjqfzrmq1m5rkNIQSjqZVrK08UwZi7k555J4z/7LVj7C0llMswYOAWWFBlz0OT/AHRweTUlj5Om3EiszJkFQ5XMj4P8Cn7oxnk1TN9JcGS3iXyYHHzgNln7Es3fgn2rRUrTUpC5/daQw3kEOnSQZ3MrH9zA2FHQ/M/Un73ArGu72eSyZEKxojbhHGuBwcjPc9+tXtO0mYiVpWSCBV5llO0HBwcDqeCemBVL915rQW8P2h2GBJKMDOOoX/GuiXuyTMldo7k3C3llFcKciWNX/MV3Hw8lMiXYI5CRj/0KvKvCBt9Q1aHSL/VLiC3ZzEk0M0UaR85JYvxjGeByTgV6R8KZfsmr+JbS/mkQWs8cSLdlVdcFxggcZwBnGRVWIM7xnp0hm14BVVfO81CxxuJCPhR3Od3SoZ9Wvbq0tzLKUjKAmNBsQdDjA+vc1sePdBvNR8exvYWstwstpDITGcKAC6H5ug7VZ02xtIdHsLloIY3aIES3LeYw+Vfup/jWGIpqFJu++v4msLuSOfl0u5k1KC8O23t12Hz5jtBwx+6Op6dsD611yWVrpc0c4BBXBE9wvzcHH7uPt06mqmr3ce6GeFN0zIR9om+Z+gPA6L17VYuG+0JHO5Ls4yWY5PIDf1rkxmMiqXuavQulS97Uo6tfmLU1eEMiNtMkjHLybTj5m9MDoOKGjke+jWJCx4z+HB/lVnXNO329nLKGXzMhY1GZJMgHgdhnPJ4pmo6hbw2cQIVyRzbQn5ASAf3j9WOSeBUVaNSvD2k32ZpGcYOyM+e0htNXE8hSUZUySudsMeRtOT/EevAqhqerQpehY0Nw3HMq7I1yMHEY69+TR4iludQ+yTSkkkFERRwpPzAKo78npk8dRUWt6b9niiur+VbYSIHEIXdKcgHhRwOSeTmu2cIxp3gttTBSblYu+C9Vlm1zVba5YF5kS4XGAMjhgAOO9ddHL5V0fRlINeUXV1NaSxarp6vZhWEDStJukfcTx6dxwK2dcHiPQ9J0y+udRvFmuzJ5kRXAhwFKgnH3iGzj/wCvW8XzK6IemjJ/h1DGt7NOEBkjUKpPbPX+Vey2EpCDAFFFTR+EvEfGbUX3TSyErGxHUCiitzE5vRXNuyQpyqjq3J5OTz+Ncx4v1a78nUSHUMto4U4+7nI4oopR2G9zztbWOy1YWUG5UkQtI+fnfnGCfTnoKy9ViR7xnZR+7jkIA6Hb0zRRXHHa3mdL2PP9QvJ76486dstjgAYCj0A7CtPQb+fRbpb602+cmWXeMj5lZDx9CaKK7ZaGEti3p9tFPpl9FIuQqKVbupG7oaZ4bjU7CRyaKK5cR8JvhvjPSrSJDBu28haxrmKOGwm1MoJJ15UScqCGIHFFFcmFSc9TpxPwm9r08tlp1reo5e6nO3zZOTGC38A6L19K47XyZNjMSWZpQT34CnOfXJPP5Yoorth/FkcVT4UaVvCkWg2OoAZuZ3VNx52Ahc7R2PPXmrOoIJFltmyV6licsT65Peiisajam7Fw+A4HXr2aWaayLBba2lZY414Hbk+p96g020ifT5rpgTJHMqrzwBjJooruaslYy6G7rniV9cjt4pdL063MCCON7ZHUoig4QAuVA7nA5PNbfw5O4uT1Mr5/75FFFIg6LxtGg0eyIUDZcYUDgAGN/wDCuMHF25/3j+hoorzcZ8aOmjsW9HtopNUu5HXd5ZkwpPB4J5rSlupE05tRG3zg7IiY+SMHIyq9M+5zRRWqS5YvzJ7nETs767MZHZ2aYqzMck5BJrd0KCIz3l26CR4C2xX5XOOpHeiitqvT1M6e7M7xKz/aS7SOzuPMZi3Unt7D2rF8QsbOSGCA7Vki3Oe55PH0ooq5a1NSugeH9cbSorqJtP0++hldXMd7B5gDKDggggjryM4PcGup8I39xqni8Xl5J5s9zdrJK2MZLZz06dcY9KKK2XxGR9M6XBEbe1lKAyCIKGPYZzXlUiLDG8acKszKPoGYD9AKKK8nM/4J0UPiG3oH9nwHuG/of8BXQwolp4UtL5EVp2KqC4yF5ZcgdM4A60UVzYVJx17L9DaXxGT45uZrO0htIJGUOgeSXP7yT7/Bb046DFcxZ86VCT/DCHH4swx7D6fjRRXqz/g/I4/+Xh2dxbpY6VYJb/JJOhd5sAvxnABxwOe1cRbJ9u1CdLhmcbcAk8gYY4z6ZFFFTU/3eJqviPPtY1K5vJC0jgLDMBGicKnPYfgK6DUNb1G/sYNPurqWWCCRpFDyMxJbGc5POMcemT60UV0RVqcbdjKfxH//2Q==", 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", "info": {"video_id": "200083", "label": "uncovering card", "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": "200083", "label": "uncovering card", "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": "4674f37ea2d7943335fd7a5f8e4101d03ecfd1a1312fc7d20ae7e031b6c5119d"} +{"episode": 50227, "episode_seed": 1522107495, "split": "train", "timestamp": "2025-10-13T03:23:22.265947", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1522107495, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 candy on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "70999", "label": "putting candy on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "70999", "label": "putting candy on a surface", "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": "cedbc6973b15ead3e77f845cd039b8acf8543fac04d5e3a0b66ecb564b4b4ceb"} +{"episode": 50228, "episode_seed": 1855147829, "split": "train", "timestamp": "2025-10-13T03:23:23.638137", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1855147829, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 candle over bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "162035", "label": "holding candle over bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "162035", "label": "holding candle over bottle", "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": "faa5c8f416df094b007e24016990df0b6c8d1af7b2a4d0d0d45ab1cd781a659a"} +{"episode": 50229, "episode_seed": 2102450940, "split": "train", "timestamp": "2025-10-13T03:23:26.071589", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2102450940, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plate with scissor over, so scissor falls out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105149", "label": "tipping plate with scissor over, so scissor falls out", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "105149", "label": "tipping plate with scissor over, so scissor falls out", "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": "63683cceb3fb8ed926891851a0290629ff069f4d28b47832d6362fb913292402"} +{"episode": 50230, "episode_seed": 3080846623, "split": "train", "timestamp": "2025-10-13T03:23:27.282250", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3080846623, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 crayon up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11855", "label": "lifting crayon up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Y7rnpmqBAP0qzprgXm09HUivKw0uWqjsPONa3RukDjhZGI+vA/pWGWKsw/EV0njKIQ6swxjJLcDjt3rlpH5B9K9u2p0wdok4nyvX61om+ComD1FYO/G4UomJVQe1Woj5zdjZtRnS0B/1p21t2ng2zjYF8Mfes/wANWTrObqUYIX5PbNdPJdNFJHgAghi34DNduHppRvJHlYzEylPlgze8M6BYRecTEnG3Bx9av30ccN48ca7VGMAfSuY1C7P/AAht04ypklg79O9V/Cl1JcfaBJK77AuNxJxXl5orp26WFQrfDB7s6fI7Gr2kyAC4Q8grnArNb0q1pjbbsp/fQivIwztVidZm+FZPKutRtOcD5gD7Ej/CvE7Kwn1G8+y26F5HbgCvZrI/YvGbxjAWYMnT1Gev1Fc5o9jHoVrK9sDJdONu/GcEnA/AZr2atb2UfNlx1LvhHwnDpdzHNcos1ySx56Io4BHuTXR+MNbaztE023fbJKuZCOqp6fj/ACpujXEJaa4Yqscf7sHphUHJ/E5rjp7ttY1t53/5ayZx6KOg/IVvk9J1qsq1TZHnZnWcKahHdmta2og01chfNmZc7gDjJ6flW5pep3FraKtsyxwgttj2/KOTWRPOm6MH+HL9OBtH6VathttYlzkhRXsTftG+Y82F6cVy6HSwarFdzxpeWUEgLAb9uSD+NaesH/Qxn++P61ytnk3cC+si/wA66TVp45LTCSKxEmDtYHB5ryMxpxhTfKujPTwtadSLU3exzc8bG43hSQWTnH1B/nV3Q3KTWqseqbTxjtUZIPenW7+XdxNnowr5unO0l6o6kX31dl8QHTGjUKRlXycn5c9PzrG8UQNNqOlKoJVfMY/+O4pNekFt4u0+4wRyoJ9ecfyNaGuyrC8DlcsNwHt0r2sQ7Umy47jRdR2IhjwCWVnbn7qgdfzwK1VvorbT3vJQVRE3EHqPb69q4qC6a/u9mTteXywc8bU+Zj+eBUvjDUSlvb6cjY3fvZR7fwj+ZrnyzCutiEjPF1lRpOZQF1P4h1d7q6OY06J2UdlFaWiTjS72SS0j8tpAwZNx2lQ2AcetUNKC22m+YeC+XJ9qs2K4cnjCxqAc565Y/wA6+sqtfAtjwKXMl7Rv3mdI2oWF2MX2mRSH+8oGa29Mis4bBRYpsgclsEng9649WxXVaNkaVGfUsf1rzq9GEFzRR6eGxdao/ZzldHP3QLhcZJ81TwPeqVplWI4x5a4H0LCtAkEnmmOM18hzaWOxGtf6oum6XBdGIyK2FIDYI4/+tViOUSpHMp4ZQwH15rE1oiXwkQc5UgjHsf8ACrPh+fz9AtDnlV2En2OK9+k7wiyjyUahE7xOQMIPNY/Tp+tbFvcm10S4nydxQ4J6lm//AF1yelRi6IidgDJgDPoOTXR6wWNrZ2MY+aeUsQOwH/6/0rKjSTrxj03+40xEnGm2txq5W3060IYE5mbOMEf59ag1DUYIXlDFHkZ1+ROu0ep7c1FqOpErdTQtxDEEiYNuAHA4NchLeMxP6k16tSo4pJLV6/ecmHw8KsnKT0Wn3Gtd6xO4kQybI3cuUU9c+/en6Hcs73igYUw4/UVgQpNdzeXEMnuxrpdJsGtI7pSQWYJlj9fes6cZOXMzor1acYOnBHU61KI9Bs2bJC3wJ4zwF9Kn02YHVNQPltET5ZKFApzjngcVneICT4ct2z0uz/6CasQSH+2rzKlT5UZwT1681w49XjI5qW6+X6m9v96W0uFW/RB98EEj2PFZcF+rO6SALtk8se5xmp1by7sTLjO3aTnng5rxox5ZJs6zE+JKeVe2cwUASRsDjuQf/r1wDyk5HrXoXxNbcmmHsRIf/Qa83bqK9+Kvqap6DlcsTitnT7EFGklAJ4ABPQmodM01muFaRTwMkEflWzHyUzsUGQtgDkheldEIdWclatb3Ubdi6lrhl+VQ4QfQAU65nCOWypCQudp7/wD1qzLObEI2t8rMWyfc0y5kJadtw4iC47jJrpT0sefy3lc3dUYt4VSMcb7uJTgdPlPapNEtRpuo3lusjSKEjYMybTznqKztXkZfDEY/6ex+imr1kqwavdpGCF8mJgCxbrnuSa8nH6qR0UormT/rqdCso79RVizlC3kTf7WPzrKimDE7WBIODg06KZk1NXZv3ewEL/tA14sFaSZ2jfEj/YfEdnd78Z2seo6Ng/Xg1zs1xtuRhvliBc+7HhR/Wum8cQq9pazEcK7KfxGfT2rjrdGluEJH+skMh7/Kowv6816uISdn6lxNW8uDaaMtojAPORFxnvyxqkjQQ6tcNFtWKJQOOBnHP0qO8zc6zDb7n2wRmRihwQTz17dqqxJ5lmxL8zvjLHJNengounTS8vzPNxTU5a9/yNiWfzWkCv8ANsEeD0+Y+ta/nbImIP3VJH5VyyTE3CAHIeb16BRxWjLdMLWX5gPlIye1dkZHJKOyOj0G7afU7eOQAlTESfc8muXS5LeJpGDECW8bOO/zmtnw/cbtXUcYR1AIHoueaw7K0Vo7fUfMk3m9CbSnykbuufWuDHe8kvIpQbS5e/8Akd6TTclSG7g5pvmZIPamls5FfKHqieMozst7hMbuvC57ZH8qTxRcGSxsrlOcxlsDuSFx+tS+I18/w0ku7/VhG/XHWsO5uhPouilmJWJZWkOT/wAs8Yzx64r3avvUb+hUdy/pEWyfcx5ijEZbAxuPLHiuf1PN+G1FmbfcXJjiXOQUHA+nSr01w1h4bllJ2yyLz/vv1/Ln8qy4kdJrKB3jYRx+ZhUwQcdz3+tdeUxcF7RPd/gjix7UlyNbI0r5zBpsoQgYTaMnFY3hvWXlupYZm/1p3Kfcdvyp9xKQpMmcNK8pBPRQMCuRsLkwXKSqeUbcK7KtRxkpBg6MalOdN720PURf7J2jZcqGRAR/tVF4s1C4tE0YW08kRELudjlc5bvj6VnRXAkkWQqCJJ12c9MLnNTeILdtQ1bTbVZo4iLEMDJ0+8eKnFu9P5nFGD1Ud/8Ago29GnkudKglkcuzA5Y/WrjHn2rL8PvjQ7de43f+hGtFn4r5GqrTa8z1aV+RXLrR/afD9zEQON38qq+DZ9+mTwNj91LkYz0Iz3+hq5pp3w3EXB3Y4PSsPwpK0GsX9o7E/LkAtnlWx6Z717OFd6SNDz3w/a7LgFiSY0Gf94//AFql128kTWUEMjK8CBQVPIJ5P86fp95FboZXOGdi2D1xniprnU7O4BLW8RfPysV+bP1rXCzUKjnNX6FV6U6sbRZkXO99Kunc5eQnJPrWHBpUkgkMxwEA4Hqa6YgPGkSZUM4/iwfeiGJXMhVcFpwcNxkCvRk4zd0cEeejHlZGlmluZlRNpjVEyOoq7KjKbjjAMkYB6ZA/nSmRD9qYc+ZcKo47jFMEpzIGAIa62gMT+lEdiWtTR1xd3hWPAyRdjGPcEUQ3BfXrhST8sCrjeGwQef8A9R5qXVgf+EQZlPzJOrg+nzVj6PfSXOqmS4bdI0RBbABOPXHevNxWqkbxfK4rvY2JirSONzMVlR8AHj/GpI7pjKFYqoWUxkEdeOMVVmc5mBeT7gIROCOex96r6VbnWPFkumz6nParh5IfLTcd6oWC+gHB5Ppjqa8+nSdTRHS3YX4hybrXSOQflk/9lrjrS3iFzEbltifeztz9MitOSa51f7GlzO8ixgkBj0zimajYz/aGmRF8noMHkD6V6+HjHSMmFSclC8Sa2uNqzzZAzwME4/XnFL57AFmYlkiPJPUms3efsoj5BZsY/GrCMZGZR/HIEH0rqb1sjit1Zow7YJMnOxI1XA9TVp9u64OAfmjTp71UiQO1w2RgzKnXsP51bASQybfvG4GQxA6en+TVRehElqaOujHhaA/9Pf8A7KasQBI9culRWXdBGxBA9T0xUWtBT4Yty+dgugWx1xzmq+nTRT65cywMpjkjBXCFOAe49a8vGaqRvCya+RoZeGVzEWJNwu4cdCOatGdGdPmXLEqDjPPpVKSTc02PNkKsjBRj5fp/WqGq3MlraTvbTGN1uBuOQDg9h+leaoczSOk7u/s4dZ0hIJXZR8rhlOCCBXDaTHm5lYnEaERqM8YHU1qX87W3h6DUNO1zUZUNwbYGeJY1nITLPEOu1T8p3eo9wMszGz0OWRyBJ5WCcY+Y8f1r0J023CHcfMkmygJVnj1G8YNulfZGQOn+eKYJTH5KDaFRdzEjPQVnmaJ47WCFs4OXypBB7+xFWGZmMoDcYCgA9M9a9fb+ux5j1t/W5dttrSRfNucIWJ7HPerdzGTbbNwG4gZP1qgIy3nFeu9Ixz261eaQSiJV6eeF5HpTTuQ97mpoBK6jIw7O/wCi1k6bGp0qGfa28XyLu3HGPp0rY8PNvndgMDEp/nWLYKg0SGQghxfKAwH0rjxWr+RrTWn3/odlHOAwUsAT0GetLdNJ5S+W21g69+2eazZwftMDbiGG8ADucVLBdF7NTOQH8vcyuPTuRXzqhszuOjukW68M3MQ5HlOB+HNcEl7s0yCzjxuNywwccKQpPT6e1a+jXpvvEkuk3Wq3VraTSFEeKWNFQEAksXGMYzx1JxWDFpstjrV7ayyXLeRK0aLcY3pgkfNjjOMdOK9Zxth9fIqL1Lesz/aZtPsQQA772Ge3Qf1qNZGFze3TN5oT5UYEcge4FVJZ86td3AkANsgjRQwDe5APXHNPt3cWEYwrNKwB3LkYJ9K9TDw5KaXZfi9TzcTLml6v8FoSTR5gdcCMLDtGT3bt/n1rldRiFrqJCjCsMiuoZPObAH+vuFHHcL/+quf1kF4knY8722gjHFOqrxsXhZ8lRM2dDnV4bdM5ZJHJ/Kt3UHaTxbYxLNJEfsSjdGcHoTXH+GZw18YxyPLJrrdQH/FaQKXKYs1+YHkfKawqSvTijWvBRru3kWtBmI0mDn+9/wChGtgPlcmub04FtB2hgeHG4dDyeav2124kMDYO2NGz65HNfO1YXnJ+ZrD4Eb2gSuwcSn94cj8jxWJDiy8fyYOBK7Aj/eXI7+tQ6jezWNm81pMYpBIFLI2SAao+JdD13S7fSNaub64F3csxkjdMeRtClAWx94q2cdvzr08HG9Mu5wW9upJP1qe2O+QlucDiiitTvjsWQ7Gdeemau6fI0ggDH7xJNFFdVHY83G/GSSyGQW2QoBuDkKMdKigPmIueNtwxGOOhooroRyHQ3gDeD7rPZSfx3CuU0Vj/AGnD75B/KiivMxH2vmbS3h8jduJCs9woAGLfdnvnNYDalcaL4jlvrTYZ4QdpkGQcqVOR9GNFFc2F3OljNM4/4DgD8qt6g7C14PeiiuuHxFP4DHABkQH1zU+mgPs3c8k/jmiiu1bnHLY0bd2eKIkn55yT+FLGdrQAc7rps5ooq0ZM39ZAPg4H0lU/+PGsLw8x/tBhn/lk39KKK83E7SNftw9EbpzJczxFmCbF6Hpms3Xyfs1yh5VXhYD0PP8AhRRXDS+Jf12Otj9U8SvrlrBHLpenWxgVY4ntkdSiL0QAuQBzk4HJ5qrr0jDS1APDSDP5GiivUh/GgZz/AIbMKy5nB9jVy1YvgnHzTnNFFd89zhWxfiO5IWP8Vy2fwq5AobyiSfllY0UUo7ky2Nfw2eCQMZjc/rWAhEel6coH+suS5OT1DAfT86KK5MTv8jWHw/f+h0s8jpNbhWwGkIPuMGq4+R4QDx5D9R+NFFeHH4TsMy31t9PvbxXsbG8jmdXZLuHeAyjIIwQR1PGcHuDVzT7ufUtVury7fzJ5n8x2xjLHNFFen/y5XyHHc5ORjJdSM3JLEn65rfBKyWigkKqk4z1470UV7lT4UeP9olh6Qt3G9gffmsfUkDwKjc4gZs985oormZvDcg8IIPtDSZOWjx+ortL6PzfHAXeyH7HkMuMjCn14oormqfBE6J/xH8iDRmI0Re+A/XvyabNMz2u7gbrVXwOgOewoorxX8b9TaHwobqrn7FOMAfvoySOpNUbzXdSvtPgsLq7mlggd5F8yRmJLY65PONvHpk+tFFduC/hv1KP/2Q==", 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", 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", "info": {"video_id": "11855", "label": "lifting crayon up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5c9d0793189078c9e5b46d38e8f51194cac5f52646d017eb4554a82ace8145c7"} +{"episode": 50231, "episode_seed": 6351292, "split": "train", "timestamp": "2025-10-13T03:23:28.220301", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 6351292, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing plastic holder so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "151760", "label": "pushing plastic holder so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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cy2Z5VblmjDT52xuY3zwTj/61MlQW7NuHyqcAetRanqUKXjpECscirKQT/EBgj86oXWoG7kBBwgAGPWvo4VYqF+p2UqjkrMteeZCTnA7n1qeztXvpwiDCDq1VdPtpL6UKoKxg8mu80rTEhjjIXAFebisXf3UE52H6Zpi24CquBW7bxCM4x3o8sJjFSnqD6ivN6nHJ3K86hXYVm2iElPpWtcLlVb2xVS2j2hfpUSWooPQ0IkARRT2GJB9KamSqAVYWDLhnO1PWqjFy0Q+ZR3OG8Y6dKkgv4x+7DqzH0OMN+gzWC5TbPCMlUIYN6/5Fdj4wu2ZFtLJQ6PG+8Z7YOSf0ryiPVJCgQOc9Gb1r2sHWUI2kbUajT8maklyJHwgwBx9KdCj3DiKEZz1NULVHuJFjiHXqa7nRNJWFBxyRkk96zxWL6Lc6JzsibSNIWCJSBknkt6100UIRVIHtSW8KpDjHSp1HyEV5TbbuzjnK4sygxKfSsm8G6aL8a2ANyMPUVnSx5mjz2zUz2Ii9SSxj4XNaIAwaqWw27auQxPLkICT7VKV9Cm+pGnCVwniTShptxBenH2fcwPP3QxOBjtXouIrJN0+Gx+VeeeOJptRiu5rYs1vFGGZVHXnP6da7cMnSld9RKpzP3Tn5btVtcuPnBJGewNUPO3ctwB90VlJdvKQ0hzx0re0fTmvJBJKPl7LXoV8YlE7lO6uXdJ017yVXmB2dh612+n2QhABGMdqi0+zWMIcDOBWuFwQa8epUdR3Zz1JXJIFCHb+FQTKFZhU+fnyO4ptyucN61Bz9TLhXhR71sWFkbhGkZtqKeP8AaqjY2pnBZiVjU/ex3rQv7+K0tTHGQAq8V0UaV/elsYVatnyx3MnW9TNqpitjljwMdSa4nxNYBtIuZJSDevhyf7oHO3+dbtuhYPqdwSS5PkKew/vfj2rB1Kc3EzKTweKU6nvaHTRhZHBW5aRlVckmur0bTOdzctjrVaOxgtnVIkwAeT3ro9NCg4A7ClUquWhvF2R0FhCsaIQPQ1qxDDY9qzrQ5iH5Vog42tWRlJjvutQDhjSScc1y0E91qPjC501tXuLSL955QjQNllQsF9hweT/WmkZSZ1DKPPDCrMAJIxkkngVyPg/UL3UvtBuZ5JyoQqG5xnOa9BtYY7Io04xNgnae1VGm5SIlUUIkz28VjbGWR8tjJ9BXH311NqNy8CSbYFH7xvQen1rR1/UJLpVtbb5pZTtUf1+lYt7s06z+zQknH3mPVj3JrWq1BcsQw8XJ80jg/GsEMV7bSwYWML5e0e3f9aytPtZLlhnIT+ddNeQRXinz1DhW3AH1pllGqt0+lQq8uWyO6OjZvaPYLFtAUDjNdVAgVMAdDWJYfeT8q3YOh+lZGc2WDygNGRs+lC8oR6Vh+KLu4stEkltpWilEiAMvXBpmLNw4aJlqtCPuj2rk9SvJ7fRYdQsNd1GVWuPs+Z41RZyFyzxjrtU/Kd3qPcD0Cy0yWJfPuBsCDO09SatU3J2Rm6iim2T6ZbKyiaUAqMhQe59azPEOrRwHyI+XbAUDqT6VLceILaKNow6o0fBU8VgMrvM2ozqd78QqRyB6/U/y+tbytTjZGdNOpO8jOuH+xxne26dx8+eQPavMvsMxv541jKIsh5xxj2rvdUMkd1smG1uuM1jTkNNx0xXMqso3R6KS0aLeiWCxx8Doa7iyjChffiuX0zlTiuptD+7U+1Re7CbuaMQ6ilBw31pAcOPekc4OaZgxytg49KrTKBOCK5q3vnu/Gs+mXeq3dpbPLsjeKWNFj6Eli4xjGeOpOKu+HPt95r1/p1zNcs0NwIUW5xvTlh82OM4Azjim43RmpWZ0FrG0hAUZIyT9BW5bKlpanP3m5Y/0qK5trfR7WV3Pzdmb0rlxr9zfSva28JlkUbgyn5ducZJ7V006ap6y3MJTdXSOw3W9Tkvb1rSHgDlm7KK5rVJttlJbW7FAVZc9zkEHNbhtTGTAHBmlbdLJ/h7CuX1BlhuJIy27B61hUlK/N0O6kopcpydhpTRFDPgt2UdK7zSLdUPT0NczGR5wJrq9O+8vuKylNyeps9FY6KBf3Qx2q4R8oNVbf7p/A1ZU5jx6cUHO2KSNoPpQ+GhIzyKxPE93cWehvLbTNFIJEG5euM1jazF4i0TRtNvLrULxZrzf5kRXAhwFKgnH3iGzjt+dWkZSZ3evf6NpqxxDauDwK4TTLiXVdWNldyM8KgnA4LY7E+lFFdtXQ5cPsdBdIr3AjKjYqEgY446VwGpMVvHxwM9KKK5Zr3Ed1L4mUwxL575rc0w/MfpRRWRsdLafd/GtAH90PoaKKaMpD5PufhXnWoahPpXiy5vbbb50Urbd4yPmXaePoxooqo7mUtjsfhJCjJq5KglPJ2k9vvVd8XXcwuHAbG3lSOooorrj/DORfxhdBhU6PBfuS9zcRAu7HOPYegqjqeP7JmfA3OzZP06UUVktea/Y6tmjifMYhgaktiQ+O1FFcp2nV2R4T6it6A/MKKKpGUyxH94/Sud8ZH/iQSf9dY/50UU0Ys5PVfEL6zHbxyabYW5hCRxvbo6lUHRQCxAHOeB15r2zxQ7RaY5jJUleooorqpdTjrbo8y0FvtniaP7QBJsikZdwzzwP61cn1W4nxMwQMlwUAAOMA4ooqF8Z1P4Tm9fuJGvwSecVlliSDRRXPU+NnXT+FHQaOcr+NdTZn5AKKKlCkaAJIU+wpZuKKKoxZ51qertpniDUozY2N5FLOGKXcO8BlHBBBBHXkZwe4Ndd8LbiXU/EmpX125kuJB5zNjGWOe340UVrHdHPPZm98QLuWCOFEI2yZVgRXlI1a8sbqSK1l8rz8IzqPmAz2PbrRRWtXceG+E6vxCn9nXywwO4WIBQWbJPHc9zXFXszyajLuOeR/Kiisax0YcjQnzU+orrtNP3DRRXP1OiR0lseB9Ktx9HooqznZzni8n+wJP8Arsn864y61zUb7T4dPuruaaCCRpF8yRmJLYznJ5xjj0yfWiirjsZS3P/Z", 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", 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", "info": {"video_id": "151760", "label": "pushing plastic holder so that it slightly moves", "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": "83fb2f1ae9c543edd79366cfc5f752ba64cd1d17f70273585d3f55e1cff8f160"} +{"episode": 50232, "episode_seed": 1988610463, "split": "train", "timestamp": "2025-10-13T03:23:30.370055", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1988610463, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissors next to a butterfly'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "71373", "label": "holding scissors next to a butterfly", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "71373", "label": "holding scissors next to a butterfly", "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": "6299c8fea68f35822432421ea2406c88c77a2342a235cb44ec9c0f948f2c9027"} +{"episode": 50233, "episode_seed": 1173626605, "split": "train", "timestamp": "2025-10-13T03:23:32.796556", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1173626605, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin, ring and stone on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "31821", "label": "putting coin, ring and stone on the table", "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": "31821", "label": "putting coin, ring and stone on the table", "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": "cfcfa11f27de3f3d83e5c1e82c0f85ecf3327ff9101d2db746d9e2af7e6889f5"} +{"episode": 50234, "episode_seed": 3597918836, "split": "train", "timestamp": "2025-10-13T03:23:36.073573", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3597918836, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of model to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "158025", "label": "showing a photo of model to the camera", "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": "158025", "label": "showing a photo of model to the camera", "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": "0b828617174931c679d1615f17885a87da2f9d544ec21992a0ecd53ce581af30"} +{"episode": 50235, "episode_seed": 2811173591, "split": "train", "timestamp": "2025-10-13T03:23:37.231831", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2811173591, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering a powerbank with a dvd casette'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "67669", "label": "covering a powerbank with a dvd casette", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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YLMSMLuPTpye1S6RpekxXiJqssnljBChcBznpntWvrmlaMkLT6bd7IwOIZRhv+AkVcZX1Rjyct0zG1zWbnUhKJJZfKdi4hMrOE9huJp5ntJ9MQWi/L5qEMR8yKFbI+pxWVJAWT5Dx6GqWl380KS25I8oN5xUjOCARn8jRL3maUJ+zbaPX/CuomTTxCyFdg6mt9phtzXlZ8Ypp+lCC0R/te0Dew+Vc9x7/AFrN0HxLd6ZrLRXF1LLBM2JBIxbDH+IZrujWikkzglQlJuS0PU7q5wetZ00qyKQTxVK5vg/IPBqoLkk9aidTUcIaEeoxqBkCuE1FfluV9JM/rXa3kxKE1x1zFJPc3IjRmye3SuOq9Uzuo7NeRlQOYZA2DjFI2+Ztu0gE/jWxBo8gHmTPxj7qjJrrtN0zwvJpxUTzC7PPnbeh9CKSknsS6bTu0F14rf8AsLTtPtZLhJLaFBJN5jIFIHKqqnkepPJ9qwdMurb+053u2YzygFHYZBwcn8elN1Gzit7xoorhJwOjp0/I1i3hltpo5UIDKcq3oQQRVyd42CHuzuj0DRrz7H4glnSHCtM5VFGNq5wBXp6XIkUH1Ga8Z0rxBHbXTXl6GwymZti8ksc5/nVbxD4svNWmaS3mmtre2IMaI207vU47/oK6aM1CGpliouvWckrHtNxOAnWsea6BzzXOeHvE7avo6meQNcxfJIem73/GpZbslutVOot0c8abvZly7VJAWxziuK19QsQI7OK6Vrkletcxr7lrcgc/MK5azvFnZQVpI5O8U/bpSAckg/pQ07GFECMSP0rSOm3NzLkLsBA5fj9K2tH0rSIrxF1aaTyxghQuA5z0z2rGE1axdSk222iLwBqy6Bq13fzmYK1uYwIhgsxIwoY9OnJ7U/XdZutTWUSSy+U7F1gaVnCZ7DcSa2tc0nRUgafTLzZGBxBKMN/wEiuTkgZozsPHoa2jLSxm0rlZbPTtO3Nc3X2mTukPI/E1nqRPdktGqo53BT2Hb9BSrm4wBGkUfQszYH61C52I7l1LycADsP6dBUxd9zVrlH6qnlanMBjBIYY7AgEfoRXU2Ny9xYxHksVHSud0S0i1HWYIbkFo3ByAcZwv/wBavSIbGGxskit4UjB5OB2+tKdWzfmKNFyir9Dn5WeBQXQjPQVPaRGQ77nYqMOFPb606dpILgS3EqugPKY4NVIjFfM8rSkea/3R2Gaxc5PqdEKUF0uabaTC0OIvlB7ryKzZ7RrUlZeOM57EeoreaKTTpoooHEkbgkg9qZduJrRFdRuRvlOOxHSotfU1cl0MZLrS9YYR32LK6wFjvI+EfsN/90+/I+lZ2p6JqGlykyIZEAB8yPng9CR6e4yKmuNPIZpI8Z7r2NLp+uXGmj7Nt860720p+767G/h+nStY1LaM5qlG+sTNtrKHUgXubuK3iiIJJPL59B+FJqc1ikItrGORyuGklk4+Udh+NXtYm0xjBcadGGeYsJI2BV0IxjIH1696x7iB2RVLxIzn5xu5AHPP+HtWietkQo2jclMIbQLmQBBICjue5Gdv8zUnhW7MF+8eeJF6fSsqebzZmjjOUICKemQO/wClegeDdAsZNLs777OHuZd2XY5x8xHA6DinOoo2YlBzb8ywsNxIN6xOVPIOOMURLMWZmgcRoRkkHknoBXQ6rFC4MbscAAYVsdO1c7a3YjlaO23m1iJMvO7B6d/8isnUb2NYUorfUt/ZrC5l2S7EuscRgjcP8KhvtJe3kaUHcmef9k1rwxwiGVYrGNjICRKZN3J7kUXUaw2UxmcCNUUEnP3uMVDVzZyUVtY5v+0Y9OZo5baK6imGJIX4yueoPY/Wln0K31K0e80G6LxoMy2kxw8X1HYe/I+lS3totxEFZR9cVjtHcabcJLHJIksf+rniOGX/ABHtRGbiZ1KfPqtyjKJ7SUwTxNG4/gcYP4etMWy0vTNz3V2bmT+JIOR9Ca7GHWNN1y2FtrsUUUx4W6UYic/7Q/gPuOPpXn4/0k48uOKPOCzNgfma259NDGMLNqRGhW5vmLxKkbneFPZe36A/nUeroYtWnGRyQwx0AIBH6EU2RjFHJIzqZJeFA7L6+3QVb0Cyh1TXbeC6UtFIGyA2M7V45/Crk0oiSbaOp0+7a60+FurFR0qaZ5LcAurc9BXQafp9va+VDbwqkanooqtq9uXdnMiBRksrJn/9VYSrt7GkaCT94wkhu9RB2yJEucAHqfxqc6XcW8JT5ZFwMlDnkZoj8qb9xbsVZV5Zcnj/AGfSrzzlSIrXfFGqfxjIBHTrzn8azd5bnSlGK0RlmMIhJPAFSx3Wla0wj1DFjd4Cx3sfCPjgb/7p9+R9KvzQeXNsfHmFQzjHcj+tY1zppDNLHgHup6Gkm4MhpVEQatoGpaRKxljMsagHzY+Rg9CR6e4yKz4bKHUwXubuK3hiIJyc78+g/Ct3SdfudL/0Up9osu9pKfu+vlt/D9OlVvEkmkb7a50qMO8+4SxsCrxkYwGA+p5HWuiNRNaHP7JxlqZGqT2CQC1sY5HK4aSWTjKjsPxqIwBvD9zKAgk+R3PcjO3+ZqG5t3aNVMkSM5+dd3IA55/w9qpzzmad44jmMgIp6ZA7/pWsJaXYpL7KNXwldmC/eLPEi9Pp/wDrrtcSyZZVYj17VV8HaHp/9j2mom3D3MgbLuc4+YjgdB0robmJjGecKOvtXPLEJe6jSNC/vM5ue9kVSsajd0y1LFpV/I/muVJKngtjaf6VNbWIl1VIyeQxYcZztBYDHvirT6fcGCDUBdIsb/eMDEjf7jHBrBTlO92dUadOHQqzWcscpaVSu7uOlMXUo9OZo5baK6hmG2WGTjK56g9j9eKs28dzLcoTNLOcPvDoANgHB7ev8qZd2a3EQVgPrijl5dQnZ6DZvD1vqdm954fuzJHGMy2kxw8P1HUD35H0rmpluLOUwXETRuP4HGD+B71pslxpdzHPFLJHLH/qp4Thl9vcexroINZ0zXoFttfhhhmPC3SjETn/AGh/yzPuOPpW8KqejOSpRa1Wx5Ocv94k0qZjDMBlSNppUGa0NL0yXUrkwKdkRGZJD0QDv/T8auLswkroveELNrjWFvCAlva/M57HKkAD3PWuovtYQyHacKOBWfPcQW0CWFkuy3j/ADY9yT3NUkhE78tkngVm3zSuUtFYcpfUtQ5z5KDJ9Knit/JYqvTccYq5CkUMHlrgLnk+tZ014sUuAeM81PMnoaL3dTbtYJ3kV9x+p7UahcJbusWc8ZrOsdZ2y7OSMVS1O78/UJSDwDir6Gbk3IszzZBK/lVGWFJ05+960wT7kHP41a8OWMWueIjps+oyWqtHI0ZjTeWdULBfQDg8+3vUcty3KyMO7DxlVJx1GR1NU2jyOBzUrzPPsZ3LEjP0p+3cMVcU0S2pIidsgIYxvUBRxyMGvTNFeTQPDtvbTqFu/mIX+4GJIz74PSue07TH0eOLVL6FBdHBSNxkp/tEdj3q1PdNM3ms24tzzVVtdDOk7Inu7q7uXIjVmLHGfeizV9GV1ZlcuQWB6D2H+NLbStFEJnICH7vqfesnVbx5BnPVqwctbI6Ix0uzUtvEtlEPKu7Zo3DcBGyvvVy51u01Cx8pEiSFSSsQydxz1Pqa4SRHkYuOverNmjrICTgVSkS4X1OsN2sqZqo53vtYZH86po5R8dKi1C5MVqzJJscEYweaTWtilorj7i28kl48bT1B6GuTOX5JJruNatLKDw7BqenavfTq90bXNzCsa3BCbneIddqnCnd6j3A4mMd6qMHEhzUthseYd7hQVIKn8a1PDLqPE1kQAv7zGB05UiqG0lzH2kGB9eo/qPxrodG0W40qE6rdKiTKFeCJhlsZ5JHbj+dbvWBgnyzO9nvI7BSzEbyPlX0rj9Z1iQrIMnBomvmu1FwWzu5rH1Ii6MKHhQxyfWuRLl3Om/M9CC38QSWyLGYFliDZHO1l+hrpLfxjp/lgpbTvcYwEcAKT2zjn8K5aCzjaQnHydK0IrVIH4UZ9arnSDlfc6CLUxc3Ms8p3SSNlmIxmlnlyCV/KsodCQORUom3IPm4qZPqOOmgS263CZ/i7GsTUt6GNSfUZHU1veHlsNT8Uppmo6jPawTPtSaKaKNYz1JYycYxngck4HesPW4ZLXWbuyl89TbzvFsuABIuDj5tvGemccelOMGveE6iehltFuHA57U+R+NrxqGRQo9Rg1LtyvtUEwaQRycEt8jf7w4P9D+NdVLaxhU3uj07wUynwtCAchJJFH/fRrZkPzex4rn/BsiJoLxoQQk7jP5VqyzcqAe9edU0m0dkHeKKyTrY6ks5QMR0zxg1nSeILay1C5Q286wyMciDBU59j0NX7xFaPJ+8evtWRLbCRC4A3j73+NTGpyl8t9TRuPEEN3aPFZ288MTjDSScyNg52jHAHTNKbqKVMxg7eoz1xWSh2cdqA/lSYJxnpW/PzIz5bS1J5W3y7WGVI/Os+4tjCxePBU9VPQ0mpXJitS6ybHDDBB5q14h0HVtA0DSb69nuFnvjJ5sLRkCDAQoGOPvMrZx2+oNJU3JXQpVFF2ZwScV2UsS2FjDFb/KHUMx7kkUUV1dDmlujOkJwDWppKL5Rl6tuK/QUUVk9i1uP1ABH2rwK5q6djK2T0NFFZx3NXsRRTOj5BqeF2aUsTyTzRRWqMmQuxklcHgA9B0q1a6hNoGrrfWQTzoS23zF3D5lKnI+jGiitImLMteoHoMV2/gnT7aWC91CWPfNbFREG5VSc849aKKuHxBP8Ahkuru09sWkJJJ5rJsCZjHG5JUuFP0zRRUVN2KlsjdvY1YBSOFHA/CsXUUURR4GORRRXGviPQXwlWJFB6VLtC8CiitOpC2C7mdbNMYzuxnuKpPEj20ruNzKy9T1ooraBz1C5r/il9et7eGXSdMtTAixxSWqSKUjUHCAFyoXnJwOTzXOx0UVbJgdl4P021uEu9QniEs1sV8oPyoJ749adcXMtxNN5rbs9aKKq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", "info": {"video_id": "67669", "label": "covering a powerbank with a dvd casette", "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": "5dcd9de1c1774f60ca9a9b4c592f2bd408ddc87f42ad7453aa20280d6c8e1e1b"} +{"episode": 50236, "episode_seed": 1658784189, "split": "train", "timestamp": "2025-10-13T03:23:40.463050", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1658784189, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'phone colliding with phone 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": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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mnWLSXcsVukMjTIhPIGDkAdSK5Bk1DxKRqOi2ctu1ltiWaU4SWI5zuY/KcHtzwfau/DydSin1OWo+Wq+xyN7chp5I5BtZWwRnj6V0fhHwzpmrWktxcxeaUl2g7iARjNaR8J6PdXqNdyK1zIm+WO2kJjBHoa6C0bT9JtktbWLZEvYVFSbS5epcWtxyeHtNS3aCGzhjUjB2oMn8a4+58A3tzqcq2iCO2Az5j9M+g713dlfRXl0sK5yecY7VxPxE8SSTXNrBp1w8UVvJIpaNsb2AUE8dhkj86xjzXsbR12MvSvCrXmpvZvIyyxybGwvoSDz+FL4u0GS2YFQSIgF3eorf+GCtcNdXLsWMagZLE8sT/wDXrs9ThgkVGljV1D5IYda6JUbxU1ujOnjOSrKlLVNfidWkTXvi1nkX91ZxfIP9pu9akcSoHjfBUsWHtmuO0X4meGby6eSeeSymmxuE6ccD+8Ktf8JLbahr0qxanb22lwLhrjcN0rnoFJ4wByTjuK8iNCcpctjpnNJXLviq8sPD2n/2rcxymByIm8tN34e3XqeK8t8OaU7yXCW2r2VtBLJ5ouJIy04XH3VTpn3zivUr/WrbUNQ1bw4F8+2OlqqSfeV5HOWyfYFT+BrhYvA728p8jUZIYzkFEHP4E9K9KlFYbbd7nLL96tR0niHwxo8dxZfYpdRSHy4L25uW3MMr8j7en+ySMHOBk1sac+l/ZVisrizWMAbUjkXgfTNY1p4Qt9IvjdQQi4VkKTJL8wlU9c560/S/DGkGe/mv9OhnW5n8yIPbbjGuPu5Xp+Fayn7QzSUNDq0gAxxmku7m30uylu7g7Y4lLMe/0HvWIltD4cP2zSppP7ORgLuydmIjU8eZHu5GOpHQjPpWf4nu01O6W2+1lLWI/OEGd7ev4dqxlGzsaw11PNvE/iPUL7XruRbmaKGUIphWQhQu0fL+tem+B1K+HEuWJLTOxyW3cA4HP51y3iH4dIfDr+KLXVkCGULJDcgR85xlWzz9CM10UWqaf4Qs9M0bUZnWQ2sc5lCFlG/JAYjvjnjNdlGHKrmGMbnC0Sr45juZ3sTaswdd+QBkH7vWqnh7WPGWhvEkESXFsZARbzYC7j2Hdc+1XLbV3vbOOczW7sZJMbhg7Nx2nHuKtm+3xFJIIJVPUJuBrnxFpSszXDJwpJNE+seMY9cv7Oz1S3m0u0RxLdRTZJlC87RjqCR+VdV/b9h4gs9Ml0O4Iht7h5HZI9uHClRgH03E/hXDXN/Y6my2t9ZO8xICmVypb6n1q7ottDpd08cGozQ2pJJjlh3hW/3sg/zohBU4Wj1FKXNK76HYzMzyEli+7needx7/AI1WMKnllBHoaxda16+0N4Da2MWow3I+SaKcbARjIcYyp5/wNZ517xHcNvS00aKM/wAD3TZHtnFZum7lKd1c37qwUnzoQFdQcDAIGeuM5xmuI8S3C3lvLb8BoP3quq4G5eoI+mRketb8viDUUgeK80W6glIws1uPtEJ+jJnH41gy6bdz27ItvIpuDseWRSixp/Eee+Ow5q7STWhMVFu46zsrPyBFe2cS6ewCzu3UKeCc+vP51mv4D0W98UXmnaNqNxLbW9kbsSSbGJOOEwMH064NaHjC72aU9jboGkbZNIP7qZIUfjgn8KzPhrLb3PiqeaSK4aBQm4qCQHAOAwHG0kHrWlC3U1m2tUYoludC1EWQa3u0im83ZGmSXQHAbjcOT0r2XQfF/h3Xtbhu471IZxAE8mc7SD3Azwa87l0SOH4mPG081zvia8meUgnc2e498VdtPCWl+d+8TzopFKl0YExnIIPHPYj8axxFL2lr9C4Sij1XVtat9MuraBUee5un8uKGLBLHrn0AA5zVqWeTZpyTsbS5urjYuHB2IoLOScY6DH415O8GqeHdVW80pZLhVQxxrPmTYD12n8K6PSdfPiaC1l1R4Pt1tG8bwhcY3HnKn1GKzpYeEI80tTOc25WiXvGuiWWsX8v2dF8ocA9dx6k/ia4+HwpcWySW8moO9pKrRyxeWFLKR/e9R1HuK77i4chMbsfc/wAPWojHsPI/DFVdp3C6tY8ug8LT6HfWdrZXzGa58zdI8e+LYoznHYngYzU13DPbuI9RgjjznZPCTsY+mDypr0a4s0fMkZ2SY5KnGfyrg/Ed6t3HNasWKqNyvxkMOecdRVuz3M7tmDHr9xp9nqjwzOsxiAhfrt+YAn61w0kzzSvI7FndizE9ya9OsPCUOvbdLTUXgnnPysYdwBHOCM9KyJPh3PY3WpQ6jfQQLp7ASTghoyGICng5Gc9CM8exq4Qb1Rq5qK1OKhheeQIgJYngCvdPhTpV5pNpqq3aqkkkcTooPzYG7qPxFYeh6NpGk6lFHabbyRrczfat4O3DAYAHA6/WofEup6lZ31rNpklxHLGG3SQqSVBxwfY0V6HNSfczhjG6qhHZnrelWX2fQ41fl3Jd/ck5p1hqdtqE721pMJWjJSQoNyqR2J6Z9q8/0/xzdX/h82suo2hvvLwxMflyKeRjb0J6HPvTPDvi6XSzHoFjpbCJo3D3jt1kYZLfma4aGGvL3+hvWm0vd3LnxJs5LJ9MnsLqaWcyPceTkFUjIAAHHfnrXDX2q69fNHNJFKbeIgMkp2hkxhlCDgAiu8urdlZp3lkm85iwaQ52j+77Y6YqkYUbggYPaun2nLK0VZHPbTXU4bTo7jRtUKpBNdpIm+JlkH+rzwMHvW7DfQTyMk0UttMBu8uZcEj29auNbeTNuiVQOwZc4rN1ec3SNB5cbvH8yOowVYen8q0vGWpk027GgrGG0eWKQQzzJtRyM7FPU/WorH4eWHiyGZBqssFxaxllbYChz2PfqOvpVyGFLsRTnlHRSgx0GOlYvijWZNI1GGKxuWgCRlZChx8+ecn24qabtOzOpq0LxLvh/TLvw78PjqenBb29ub0RbVOY2VVOSOAeOlZDeMRLezz39s9u3kpD5SMThsltxB/Kuh8CTXmp+Brqy+0wOkMTCKKXJ/evkBjzkgZJ49q5zwzoe691m0vZFlktisRb7wZsn1+ldc3skYqEbub3OkSC2EBSSysXRhggZBrA1jSNIupQkaSWLkfdA3xs3rjjH4Vbj1DxPt+TRY/++h/jVa7fxFfoY7ixt7bj7zgk/hXJGclvY3lFPY7bQZNThsit1pfywKEM9owkBULw2z7w4HoasJ4q8PvHvl1e0X/b8wfqOteeWMXiK6Mnl6vcx3NsBsiibYzIP7pHUin2vhhZxLeLqIF0ZCWNxCGEmecn39auShv3MVd6M9Hg1vSbyTyrbU7OZ/7qTA5q00CxI0qZVhzgd68qu444pFh1XRrSZBx9qsoWUr7nbiuv0N7eLSY7u01O7NoSN1tJIJwpB+6M4YfTNSoK10xvfY09fuwml3MDMDJNGysT2Xbgms+Cxgjit5nULG1ukrE9FGOT+hpDJpuoTSJdQ6rcbuXLKkEZH93IZmx9MfWszx5rTQaVHbjalxqDCMIgwEhXAwB2HQfnUNWVr6m0d7o53W/Fl/JaX2lpOTYvdLiNTgAB84/Sun+Ib3mpeGLPUjpzb5WG/wAtQ6JCikBye2SeMccHNef+KLMRaqzQnIGZpV9t4H8zXpmvTJB8N7x4hMkTWuIo5X3GMMQNoPoM8V1wnzQsjOS5ZI4nR7XUbDTrW6sbIXLXac7zwoUkDH1zW0sni11+TT7RP96T/wCvW7o9kbfw9p6BThYEz7EjNaca1y1dHsaRdzhbzTPE1/H/AKZ5UO3lRAgJJ+tT6J4esdRt5zqjXNxfo2ZN0rZx6gd67tBg571j6vp0lvMmo2J2TockDv7H2qI1OjImuqMeTwbYKytZtqEDZz+7PX86sN/wkejr5luTe2y/eS9ChgPZhzW5pWvW1+mJR5M44Kt0zUmuzpBp0m44UAEn8ap8y31RMWpbHMvqour2QhGtpxgPDnBH5dR71ethHuaad8IimSV2OcKBk1yU0kuoTedGuy4Ri0TensfY9Kf4j1pIvCsUER2z35IlXvGin5lP/AuPzoacmkjZJRRnWviFL271rUp3VXlIaKNj/AobAH4Yrc+GVi0GuXnzOubKKSRQcAlyTyK88jJBwBXovgC7Ft4gaBmVVuIdjM55ygyoBP4jHvXTGlyu6MpzvGxr6Yn2v4geJLkn5bdI7ZT7gDP8jWc17ppHOoQo3quAa0/A8iXtjq+pxiR2u7tnkDDlTjpnvjNMTwro0nLWEf61lWaVmOG7Rgp4mh0+8VZL17qBTkGLOVNaln4p1dFF5aaG0kTg/PIi/MP51fk8KWEls0USbBjhaZpd49i40u9bywD+5lI/Q1ManNtuTKKW5i6/4ou9TubaUW1/pK4KTpbynbI3YgY+Xj061e03TNO1RvMjvb6S4/iH9oMJM+uD3rq208zbWM2QOQwUH8qzdb8N2c9obl5JROnKOhCkHPqBS9prroCjpZELHUNPZ7VdY82Dbyl/GfMX6SJkH8RWXJpMdwDGb+A72HmmNXY7c8gZAGT65qKW5kt7wW91KZVY7Y5m6n0De9a9nGruNxAUfMxPYDqaJT1vYuFPTcr6xrD6Alrd2WxLppgQD1C4NL4Z1NvEkfiiTULQEzziaZwgIXyk4BUcnJrkb+8j8QW2q6gzbYo5sQeyonH8/wBa6D4VJLDFqgkknE5dVl+bKupAIz3yP61tQlZNE1Y2944vRYtRkkun02R7aSIBiOeOTxXR+HtU1Ke6uxeOBMgRTtiDbutbPh2L7TqniW9GCJLwxjPcLmqV7p2pw6gzaTHCjOP3xl746f1pyuoMjR1FoS6kj3ETtNp1tcbhgsYgr/UEHINTeHrYxos6aykEKkp5N3FvVG7DcCCAfXmqX9neLpFw17BFGevkKN36isyfwyLa9STUGuJrdj+8Zjhvr+FZQn0kVOPVHTah4yTSb6XTp7H7YOG32lwjxuD0ZW7H2Iz2NUR4ws9/+k2l3aIejyIGXHuVqCDwfEhZTbxzwMPkmXjeOx9j61BL4SuLQma0u3tCvPysWz+FJ+zvZi1aujcm1C1ntvMs50m3j7yHOKy8GK3nmVGd9pVEUZLMeAAPrWZHqV/ZDzbyxsbqMcNcpaL5ie7BcbhXQafPf3O2d9Rie1YZjjtLdYkPuSOT9M03GMepVNS7F9ZI9C0H7RckEWNvucZ6vgAL+eK4C6/0/wAKwTTHddXMzANnqzSnP9a1viHqHlW1posbct/pFxj8kH8z+VcjY3Eoa2hEjGOKUOiMcqCDnOPzpxpuS5kacyjoz1L4Zqz6CEaKEeQ7RJKq4YjccgnvTPCEf2j/AISC8IBE2oSYPrgn/Gl8DalBpnhbUp3DYs5GuJWAzkNyMVa8FWxtPCpMhUvNcSyFl5Bya6NdLnO+rRpRx7SQeoq0EBHIBz60TBRP8vcA09TxXmyVnY6U9DC1nTHjdb2z+SeM54q1pGuWl4uy4iWG4HDfLgZrWwrIVIzu4NY1jpcDatdCRA8aqFYHux5/MD+dXCdlaWxnKDbvHc2NTRV0s7cEu6cjp94Vx17EvnLPYxqkiLh1XgTn1Pv6GtnUJG0Z1gikN1BIMtBJ1UfWoLVLC/cJaz+RN2gnOOfQN/jW0YaXg7iU+XSasJpLpexxuhwpzuzwVI6g15h4p1b+2/EU12jHyIiI7fHZFPB/E5Ndr4se68MWlyqjy5dSQxlDwyOOrj6rx9QK8yAHQdOlVRp6tsuctDVE81+t35r75JoRGXbthsivSvF91Fd/DyGO0LN9qMKoMclQQW49sc15jZZWFmA5LfyH/wBet/w/I3iTXrDQrrUbi0W1Er2zRDcS20ttHYZxkk9h71u4qK0MtZS9D2Gwsw1lJB/BFEufbaMVVnh8p19GXNYPhDXLqSC/W7uJJfM8ojcc4HzEgfpW3Lcm4cEjAHAFYYiUWrdR0otNskXGBTiqshBGQeDUanA5pwOFZ2PCjmuI1MSLTIF1G6DqGjCjI/2j0/HFZN9qkdvcvpsiG9tBjcjnlT6Aj0rQ1HVBp+myXJI864clAe5PT8hXJW6l3LuSWY5JPet6c3HYToxludBp+n6XeXKC1uzC5P8AqLjj8m/xrzzxb5//AAlN/wDaLZrY+ZtWNhg4AwD75xnNdV4mvU0fw2sihftlw4WBscoByWH+e9czH4lTXbZLDW/mYcQ3OPmjP19Paumk4y961iJKcdL3Rk2ozPHnoDk/hzWlKsb2NzK86xGOPeob+NtwAUe/JP4VAlpJZ3E0cmCyLgEdCD3H4UmqWN02ji9SPNtHKEkbcOGIO0Y69jWz2IWsketfDCSJvBixRnd5cz5OMZJwa0IhzXGxyJoXgm0udC1zUPs8t2YMywrEtwQuXeID5goOFO7nkfQdnE27kVyYjaJtFe8ywowao6vpaX9uWK4cdCKvA471IpB69B1rlTKaujmtHm1OEPCh83yuqt3FX7vURfWzwriK5A4jkOAT9aktWSOO4uuFEjEgnoFHT/GuF1XVH1bUzLGSsSfLHj09fxreM76SVzP2TWsXYnuYL3Lw6hbOgc/6wcjPYg1FrOtNZ+FXti+L+5YwOBwQg6t+Ix+da2kXmoxkKuLiH+KOTkEVz/jG3ttck/tnS3BVEEctuOqAdx6ito04yd4sXtJR0kjk7aaSO2ktVkYRS/eTPBNeqfD28gifV/NbbI7LOQBwFVdvX6ivKrRQ1zH9cn8K6Kx10aNb3/mQeaLu1e3GDgqWHB/OtuVLUmTb9073wTbvH4YeaVCslxcyysCMHlqtgD7S4znpXOeCZpLt7HTL7V722hkUKHSWNBGep3FxjAGeOpOBWrpK3aanq8F29wTbTiNRcY3gZYc44zwM44rKr/DaGo+/c24xxRc26XMBikAOentSp0qTNcJuzlYZ7rRLv7PgyWzHhT/Ca0JpBqMZFu3zjrGxw1M1xk8+FB945ZvoOlY00xaTIOHH8QODW0Zp6SRj7OX2WTRwNCxR0Kt6EYNR2axaHfedIdmlSkl/SGTqD7K2MfX61Yi1K6RAs0a3SdPmHzCqniW4a88NXFlpcZM0jKZY34fYOTjPXkCtOTm+FlKpy6SVjz3VNRk1bVLm/kzmZywH91eij8sUtgMSlv7qn9eKpKxY4PBBwQRjBq/aLiF27lgB+FdUVbRESZrNNqtpoN5c2dw0Vq7i2uAGHzbwcZHcda9d8GRRL4N06JSrBY8MR/eyc14Lqs0+Ehy/knDEDOC3+OK9IubTxB4T8G6EZb27tftayebAFI8gfKyqTjhmDZI/DsaN5Ct7h1sJJHNWhRRXlM6GSJ1J9FJqrpZP2VpTy7szMfU0UUdBxOZkme5naWU5dmJNSrZxXMg3ghhyGU4IoorSLs0VJXQuoxr4m8J6qNUAlm0iJpLS4HEi47E9wfSvIhyw+lFFem9kcUOppQfLDHj+6T+tQ22tXek+KIb+18sTQfIm5cjBUqcj6MaKKmWxUPiZ6N4WG1rhR0AUflmutj5ANFFcFb42br4SXPNVr12WxmwfvYB+nSiishxOA8R3EkuvNAx/dwKFRR2yMmp9OQPIgPQkCiitVsUct8Q7mSXxJ9nY/uoIUWNR2yMmuToorop/CiHubjXMreH4LlmJlin8kH1XGcH1rbnIPw81aUqN39qWkf8AwERSH+ZNFFbdDHqW9a8SNrmmabHJpenWpiiVY3tUdSiAfcALkAc5PGSec16Pb/dH4UUVz4n4Y/MuHxMsDrTb5zHpkjLwSOv6UUVxmi3OX8WXMlvpEFvE21Jm2PjqVA6VzVmoooraOxZtX872PhHUbmA7ZRHtDegJAP8AOvPdHvJ7a9jET4VuCp6EUUVvhupjWLtzBHDqtwsYwoXIHpnFV9TupItOMC7dkrruyMn5eRg9utFFdEtjGO6On8Pa1Jp+l/PZWV6s2HZLuHeAy5wQQQR16Zwe4NdFoF/candXt7dPvnuHEkjYxknPaiisKv8ADZstzpkPFPXk0UVxFnLajIzahOSeVGB+VZKnL80UVcSlualgoe4jVuhIriPGuq3kXjW4McxXyAkaAdNu0H+ZNFFaUfjFPYo6+iyW1vfFQs8uQ5XgNgdfrVbTZmkg2NghSSDRRXd9o5l8B0WvZ/4V/Dk52a1Ki+yiFMD9ajv/ABBql/othp11eTTW9upmXzJGYsz4zuJPONvHpk+tFFOHxg/gP//Z", 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", 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", "info": {"video_id": "90329", "label": "phone colliding with phone and both come to a halt", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "90329", "label": "phone colliding with phone and both come to a halt", "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": "8a92fcb0f18db336ed42ec80362f17e4403df5a827316785bc20a16efcce8a31"} +{"episode": 50237, "episode_seed": 1553718598, "split": "train", "timestamp": "2025-10-13T03:23:41.725183", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1553718598, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to throw bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "111718", "label": "pretending to throw bottle", "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": "111718", "label": "pretending to throw bottle", "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": "3ad98eed2031905691590cdbe8f4e82c057b75a71237fe2496da93024418aa66"} +{"episode": 50238, "episode_seed": 1798353116, "split": "train", "timestamp": "2025-10-13T03:23:44.142774", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1798353116, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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-pin into electrical socket board but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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Izg9wa0/Bl7cajqOsX13IZLm5dJZXIxlju7Dp9KKKHuC2OzWpFNFFMQ/JrNlO/XIw3RIQR+LHP/oIooqWWjT3GmuTiiipAqwk7ph6Sf0FEhyhoopoTOR8Vxq2jsSORIuD+NcZf+IdU1DT7fS7u9nntraR5UEkrMSz4zkk8428emT60UVUgif/2Q==", 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"info": {"video_id": "174405", "label": "plugging plug-pin into electrical socket board but pulling it right out as you remove your hand", "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": "174405", "label": "plugging plug-pin into electrical socket board but pulling it right out as you remove your hand", "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": "b983b9bba16aea11bfc0d6455a4a1e54054d76ef2f2859e0062940d3361bbc63"} +{"episode": 50239, "episode_seed": 3729264158, "split": "train", "timestamp": "2025-10-13T03:23:45.461639", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3729264158, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning keys that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "131684", "label": "spinning keys that quickly stops spinning", "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": "131684", "label": "spinning keys that quickly stops spinning", "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": "a5c748dd0dd42dacea0bca7696cb8cd6a924df0d4c69e127e509023a75501f60"} +{"episode": 50240, "episode_seed": 3488513604, "split": "train", "timestamp": "2025-10-13T03:23:46.818319", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3488513604, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plant so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "27786", "label": "poking a plant so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "27786", "label": "poking a plant so lightly that it doesn't or almost doesn't move", "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": "d0e4a551b870d82c7a2193bd6fbe4148dd3eacf144aaca7b3311a3aef154cb62"} +{"episode": 50241, "episode_seed": 3750109527, "split": "train", "timestamp": "2025-10-13T03:23:48.251077", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3750109527, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of a small car to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "10813", "label": "showing a photo of a small car to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "10813", "label": "showing a photo of a small car to the camera", "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": "874ed8c34fe6bff6802c2db2bc22a0bc279d98edd9cb4d1b38d8fd0176c3c1bb"} +{"episode": 50242, "episode_seed": 1931330671, "split": "train", "timestamp": "2025-10-13T03:23:49.474089", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1931330671, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flash drive across a surface until it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "173980", "label": "moving flash drive across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "173980", "label": "moving flash drive across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f6a2d33f0d1a327f1a6622fc406aea579858fa8ff9bb0f4ab6647fabd87164b3"} +{"episode": 50243, "episode_seed": 199781520, "split": "train", "timestamp": "2025-10-13T03:23:51.535791", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 199781520, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 powder and primer closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "219314", "label": "moving a powder and primer closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "219314", "label": "moving a powder and primer closer to each other", "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": "216e7d754c6bd60ba39a15a317078c5e8cce2bcac665a9977eb54aa4a91ceef9"} +{"episode": 50244, "episode_seed": 534655483, "split": "train", "timestamp": "2025-10-13T03:23:52.664032", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 534655483, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spoon into bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "145432", "label": "dropping spoon into bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "145432", "label": "dropping spoon into bowl", "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": "f459912ed2cb93ff10a82647fa9f7c65bb26768357a61c6f306ed4c2bc2c9fc5"} +{"episode": 50245, "episode_seed": 541978512, "split": "train", "timestamp": "2025-10-13T03:23:54.225806", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 541978512, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissors in front of 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": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69862", "label": "dropping scissors in front of book", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "69862", "label": "dropping scissors in front of book", "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": "138561697df8593e930c33bdef5fecbb431f2e4b08b772bd8db3474ba2ac4963"} +{"episode": 50246, "episode_seed": 2124863171, "split": "train", "timestamp": "2025-10-13T03:23:55.509120", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2124863171, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tweezer with paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "183719", "label": "covering tweezer with paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "183719", "label": "covering tweezer with paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "695eaf0dd6f9d7ba686f0f858a2dd8a1d1ed235d0e42980b80c81113044a48d6"} +{"episode": 50247, "episode_seed": 1738791408, "split": "train", "timestamp": "2025-10-13T03:23:57.623653", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1738791408, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "151976", "label": "moving bottle up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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2NLR/m1SH2yf0rsVesiz0RLWZbiKQnK4KN6+ua0clDzxRCcZLRmVVNMs76XdUAelDVRiU/hihsfHviLSyR91iM+qSf4NXoniNPK0kSRg8zp09ScZrhLZE0n9om6hUbI7tWIU/7cQb+YNegeJ5EfT1jWT5/NT5fx6/hXs4yzq83ezOOg/3ZlyxxkRWigNlAdxGG3EdDXm/ifxHe2d3caTYTSRqpzPIOG3ED5VPZcY6da9ISYMQ8guGdFOFVPlxjux//VXknjGF7fVxdFSsV4nmJ9R8pH6frXG9TeFrnPyO8j75WLt6udx/Wuj8LXapqdnp5Xi68xlIyMMPp2wtcsZdx4rt7PSpbXTNDvYtySvE8ofngse34Dp3q6fKn7xVVvl903by2i2PNiVJ8HZ5qgg44Fcel1dPeSSylGtjHkMD8wYcEGtyHUp7qPbOJT5WS+UA6fTpVL4f20es3Wp6bcqWjeL7RGy/ejcNjI+oPI74rLEQTVkOi2ndlVLhLiAPGwKuOGBzUvmbVxmk13QL/wAPERRW8ZTeXjIG1ZB3A9G9qqPJhNx4AGTXmzh0R1Rd2dX4P8Maf4puL1tRSaRLXYqKkm0c5zn16CutuPDPh7TCsMOnxRCSM/dB3MOnLE/lWD8FZ3uxre47tphIHTBJc13Wuxj+3NOLKrDY25W6HkcV6dODilF9DidRTTkjINja2NvHGbTKFQPmOSADRP4207RtLjubhsl9yxxAHfIQccD09zxWhKFmFz5pJRQcAkHHPSvC9euLi91y9mvH/eCQxoo4CKvAH5CiSuOCuzu7v4wztLtsdHhVAeDcSkk/guBUsWr3mqQXWIkuYi53BW4z3GO3415jayxQ3kDyR+YiyKWT+9z0r0aw1W0kZ7G9tUjkRzhl+Q5z7dKiU1Bao3VLm2Zmst3bygIrr5kgAgbqo/rWrrkSwxWshVvO2YdvoO9b32SCQLMnJXkc5xWB4njZ7JOpZyVIHXB4rirzjN+6ddOEoxfMYO7YhEfJPSpDNkVzrSNoFhbwlZrhUl8t2I+ZQScZ9McCtKafy42c9FBJrGcH/wAEzi0XIZjKG6Y3EL7jpV6z+EuqSjzby/tYI8ZPlgytj9BXIWOsMDGjwK6jAIyQPxr6WaEGB8YVljJXb24r1KdOVNWZ50a8KrfL0PMYPBr288auyywiLG52wQf93txW9p2hafHc7bqG2uY2C+WroGAIHJ5+v6VZ0zC6cLiTEpb5AueRx15rB8X3o8O2i3oLfaWbFqmOC5/ib2Azx3rWd2rDi9TtJdT0TSYAZru0so8Z2nCZHsOp/KuI8Wa7pOs2McmlXZmMLkO0SlcZHuBnpXlN1Pc3ly093M00znLSO2Sa1dN2jRZlI3ZuASueQAv3h+P86zSNmrLU1NzxQhyXSVyqoeq44JyD61bv74SQkz7Y4l4YnIUevXpWdp5juLkMsS70xuWUAj/69N1Y/a71dJuY1hS5j2rGGwUJPAJ9T/hWdWLcBwfvFK9tIoFR4PuMea3NEutqKoPIrBvIbyzlstPjgP2VFMU28YZCBxn0PFSafcNBcAZ9jXI03HU64S1O0uYluo8/xDoa5fU7G8u5oYra2mndc5WKMtjp6V0NrPvQZNdz4AiUy6k4yP8AV9O/3qMLJxqJCxEU4c3Y8z0Xwbr0Mv2m602SGHaQDMQuT16de1dLpvh1JLY3IkDho2f9zHyRjt3r0fWZHtZrYCMO77sHb9OnvVe4jkhtw0UgEnVwAML9RXqX0POcrs53TPhh4flSOe4W7dmUZj83CjgccDPX3ro7bwV4etE/0fSLYMONxTefzOa4bxJ43u9CjNjEqPfykyKzDPkRkcZHdj1A7d68+vvEGsamwe81K7m9A0pAH4DisOXV3NYxlJbnrXi74dWutxGaxC2+oxr8hAwkg/utj+deMNazWHiCPTr1GhuUlAeJxgjv+XHWpor26iIkhu542HRlkYH+dXJ9budQkgk1QC8lgGIrh/8AWoPTd/EPY59sVnOCa0NoqUToWkfbEEbGOvvTjcBnZMH5e571hs13dalY3VrcAWYDLNGe/p+uKmstWg1B7lIdwe3kMb5Hf1H5V53Jyo35ruxrZ4yDQHqmjeVGFByB3qNJiblhk4VQAB3J5/wrSlUk5cr1MakElzbGl8Q2GkfGjw7qIbIlSEsw4zhmQ/oRXa3kM2qXJMSqiAHep6tx2Ncf8fYltL7w3foqoyGRcAjIwysP613ej/vGlmD/ACtGCMngZ5zXvYl3jF+R5mGVo2ZiI2s+elnBa4Xd86FONpPduw9a1rrwfp+r6c1rqKKyHlFjODG3qp/z71opexpfmJXjMWz5ssCWbjGPbrUiS4LEr8p+Udjj8PeuJ1OY3ikjw3X/AIb6xpk0rWEf9oWwyQ0I+cD3T/DNbup/brTS7KwW4EcZgiX7NKuA5AHCtj16jORXrDbVhby2XzFXJPtXMX1ml5vt3kKRy8na4G7pzg8Z9xTTvuU2efRafrUBMcVu0ZCnCyRBvOJHO3tntXTeAvCsnh+Gae9wL+ZMNFg/u0HbPQnPXFaWn6Rp0epwXyOzzRZCoU8sDA+8RgAn3o8VavLpVvG8EnyjPDUpsqmnJ2Rp31lbXdq0VyoeKQDcr/09DXlHjTw7daBazXEAM1mxwrgcoCejf410Wn+MXvpxbs43bdxFV4NQvNY8UXmlvrFxBbsJBHGqBwxCE7eeADg9f61lFKcjSrGVOPqXvgTGkba9IoxvEGR6H567jW7qObUbaRVAEe5WY+vb+teZfCa7On63qccX/LzbrJsc52lW5x/31Xpi6W1+JbnzsTkYAblF9x711ydtTkpRahZ7leZbprOaSGOGIyptjEYJZz3xx19a8s8deH7y2vm1W3hL2lwqtKUHEcmBnPoD1Br1Oy8NXTX4u7i6KxRZUeW5LOMY/D3rp1htI7aSMRKVK4ZWXIYY6H2qZSSehpC+7PlvS4mm1iyjbnfcRrj6sK7jxAdGl1OZrKaWRpWJddhVo2B6A4+YH0rtL34baP8A2hHq1mJLN4JBMIo23RuQc4APK59qy9X0KFr1JpoVmGeUSN0lOf4mIBBx6j8am6ZTepkaVrBjQWxlCup28mrGpie4sizqVeIh8joQOaZc+FI20jUbm2s5IUsU82GQSl/O5G4DIGFAz2zmk07UFurRYmO4FcZrz60OR6Ho0aimjpfEXhWLW1N5aIsF26gg/wAMoxn5vQ+9eS6+ZdNgmguYnjlDBGRhg17NoGotPYCzeQi4thhef9ZGOh/DpXPfE/S7XUvDP2qWPy7uKVFjlB5Gc8e4raEYzkpHHUcoxlE8RmWa2ljuIcyLkHHUDp1FfYkuBan5gpKcE/SvlrXtHtNJ0O31Gx1S9nBuvs+biJUS5ITc7w4OdqnCkN6jvkD6I1DUVurCE2x82VkBVEOAcjpzXoTehwYdNXTMm0MY0tVNxEmCSoYckegrnfiDCNQ0mZ4VZpLNUnIx/D91sfgc/hW29zJpjkSwFyvzeW+VQE/w5/rWnpVlc6tCt3cQCIyKQzPyJBn09Mce9KWiubRep86PPnpk1s6fbyT6QjrGzATMCU6qTj8+K73xf8JjG7XXh9lIPLWkjYx/uMf5GuX0mW70FJdI1exms/MkMizTREKpwODxyOBjFQmm7Gsm7XHR2WpC6hisoDKNvzMRjJ+vauf8QSXD6rI877pwBlh64r0DRNfs7jRrq2wz3cc+QscJkeVQONgx3OQfSotD8BahqmtHWNZ097WzMnmJZcCRgPujb2UDHuelE7ImDe7Or1zwxHrmnW92HSHUDAhLno52jhvx715PfWc+m6hJb3ETRSqeVP8AnpX0E8e7h1JUKMFuDmvP/iNYR3GlxX0a4ltpNr567G/wNcko63OinPozlNPu/lAJr1L4aOsyaiwOf9XyP+BV4j4cMF/4pGm3+oXNpBM+1JYpYo1j7ksZOMYzwOScCvVfg9JPb6p4msLh7jNtNHGiXAAdcGQfNt4z0zjinSoONRTHWrKUHA7rXlIvdPADEgsAR6nFQpt+0XUgBLYJIK4z/SotYvnOoQfNhoXOFUjODxmmS3CSR+TNfRvLOCsaEjj647Y712rVaHDa254l4oha38Uai0ufMkk35Y87SoIx7YrDeXHAwR6V6t4v8C3muWsF/pql7y2hEckfQyoOmD/eHp3ryWSB4JXjlVlkQ4ZWGCD6Edqjc6oS0sOSVhleAKcZXzzUQ61J97oKho1TOr+H0cOpa5No90GMN1Czoy9Y5FGQw/DI96l8S+G7zSRd2yBIpLoHy7lAQshHf2OK1/hPoFxJqj67JGy2sStFE2PvseDj2A/U16dqOnxanavb3KLLC4+6Rgg+o9CKwqQT1W5HPrY8JsvtKafbrdtuuAgEh965u71NV1CVmkZNz8YznHQV2XxB0K+8LWclxDI7WrOBHOvUZ/hb0P8AOuM8ReFdU0bw5pF9fyTrc33mGSJoyBbgBCgY/wB4q2cdvqDVYSlaTmzlxzU4KHTcz/FWo3d9fkXU7zMu4h5CWb5jkjJ5PPr0r6D8JfP4bSeT94zWkRIbkH5R2oor0sbuZ0Ni5aoHvLi1kxJHE427lBJBHIzim29rC8xkK4O3OASBmiivJexpEuJxZ3AwMLG2PyNZFpK0t61s2PLTG31Hy0UVtH4S3uTvEPLZMsQAcZOcYrgfHN1KY2j3fKQD+lFFKW50Yfc4OCV4NSWSNirAYzV99TuNL8Rvf25Xzo5GxvGR8y7Tx9CaKKUfiNMR8Jq+BmaPxxaKpwr20qkfQA/0r3PSIkW3YAcNLk/zoorpn8K/rqcMdmLZyu8t25PXYAo6DjtUto7PvG4gZPQ0UVzoaJbpVa3cEDC9KwYwEgeSMeW/zcr6/Q0UVoge4lhPLLaIZX3swwSQB+g4ry3U41sfF+oW1sPLhWXKoOgyAePzoornrbHThtzaa4ktUiuom2yoQQRW14/IPhd8qDmWLPvyaKKzw3UvF9DzDxBrY8QWsNrc6Vp8KxII43gR1KIM4VQWIA5zwOtet+Hp3bRtGdsFpLeLccf7Ioor0VszghudbMkbyKHjRwpBAZQeatSqPNwCRkZ6+9FFc8TR7kcih7hQw3BlJ57Ukbb5JkYAqpwBiiiqASOJEnLoNpIwdvFNYZl39CpI47j3oopMDJ1C5ljZ9relYuuRpdaXdJKAVaBifyzRRUSKieEQa42k3l1GdP0++imdXMd5B5gDKOCCCCOpyM4PcGvS/hLq17e61r13POWnulSaZsAbmy35DnoKKK2j0FLdnq8FlBc2ck0inznXBkU4bHpkVlaPpdrc63MJkLLAMopPH40UVab1REkdqqhYgqgAY7VzGq+E9E8SMx1GxRpQpxNHlJP++h1/Giis5boUOp5hq/gTS7G7WKGe82n+86n/ANlrrfDfwx8OPZx3d1FcXT5+5NL8n5KBRRTNW3Y7e1tLaJVMMCRbBsVYxtAX0wOMU6WNPKKAYHtRRUPYlHC/EEi48GzRyorL58QwR7mvAPEOt6lOU0Se9nns7WVpYxLKzsS4XOSTyBt49Mn1oorWjsY1z//Z", 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", 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", "info": {"video_id": "151976", "label": "moving bottle up", "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": "e70577e914fec02de5aee354475f75065a80eba65d8eb7ffa02acd540f6da2f4"} +{"episode": 50248, "episode_seed": 1461829554, "split": "train", "timestamp": "2025-10-13T03:24:00.045025", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1461829554, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving magazine down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "176205", "label": "moving magazine down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "176205", "label": "moving magazine down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7f0bca0a779d016ee3a2c17772e81093ef6767f45885f187ccf3d3881dba2b5d"} +{"episode": 50249, "episode_seed": 829398030, "split": "train", "timestamp": "2025-10-13T03:24:02.849042", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 829398030, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming pendrive'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "216639", "label": "turning the camera right while filming pendrive", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "216639", "label": "turning the camera right while filming pendrive", "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": "a03a466ceb47c727045e0724e92a449094cff0afa7339ead365b9e3fb1f20b5f"} +{"episode": 50250, "episode_seed": 1631028146, "split": "train", "timestamp": "2025-10-13T03:24:07.041341", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1631028146, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 window door from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "116643", "label": "pushing window door from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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cM7KozsXpjPf6V7R4dUN8XfED/wDTug/Uf4V4/wCKi720KbiVE/8A3zng0SQovQxY7mR2kRY3yzjaw/i+v411mialrs2rGzt4UQYDYZh+6BIOCf5AVw3nOlzkAjGMc9B1z+ld54WjMOvXKbjt8iPGTk496hpFo7K3XxJKrt5lvjOBgnkDvXOalZaxD4P8TI8kTWwiYsoGMdzj9B+Fej2c3nRsSDv3DoODxXO6vBJdeEPE8MSZkljkRBnqSP0qNEaK70PAPCMd5L4x0ldPMIvPtcZhM+dm4Nkbsc447V7H8SLzxDD9mg12XSDebPMiFoJBGV2nht3O4kcY9q8q+HasvxG0NSpDC8UEHsea9U+JNo2u+NLmIS7Us7d33dcCNBx+LNj8amrKyRrhYXk2+if+X6m/4Qh8dDQNE+y3HhxYhpkRh8+OcsIz0DbTjd644qn8I3uJPFfjN7xIRcrcKkjQZ2M2+UkjPOM1v/DPVp9RhuLSb5l05haxPjqnBA/DOPyrE+Ep3+IfG0nrej/0KWuinLmipLqc9WDhNwfQg0VfP/aK8QOP+WNgAM+6xD+tYvxauwk9kq7jIRIwx0+9/wDqrovCih/jj40nPWO2hQf+Qv8A4muK+K0pfULEclvKYZHbkGuZ/wAVGn/Ltmb4VGsKpuLIgSvlAJXIUD+9j256epr0ZLbxDLK5S6hVEVdnBJY45/DOefpXB+EZS9pGuD8vKgt97H9Oa9d0q62QhGXO5AM1qzKOhz3hux8Qm4vw9ygUS5DtjLHHPyjoOKs+KrHV/wDhHrlJLiN0I+YdCR6A+tbugNuuL/GcCQYzTvFy7/D8y4yDjP51LLRxNxY6nHp0KtcJkIMjGe3TPevLPE0M8ekymR9yG6A9s4Ne36iuLJPoP5V5ZrOiz6tol6kDqGglM+G/iAyMD35p8ySuwUXJ8q3D4Gbm+I1uOMLbTsD77AP611/xAaSL4r21+j7BY6cX3+7M6gD35P5Vy3wFXd8QRnjFncdf+AV2PiV49d8d26IYxbLKJLiT/p3ibLE/XJA/3hU4ipyw5VuzXC0+efM9lqW9KT+yLvw1Z3DH7V5jySJnkM3J/Lp+Feo2N2twj4OdrYrw99cW78cjUWP+pnYqD2DEgD8Aa9R8JXfn2k4JJIfOfrXBHWNzprx5ZWfU8ItGI164Hbit/fw3HesKI7NbkHqK2i+Qa9g8e5wXiQ/ubjH/AD8L/I1J8PH3eKVLnjynJ+uKj8SHEVxjr5w/kaPh7j/hKUDdPKfP5VDNYHWTOpkPyrkliePc8fSuojujFZW5CKxMboRj/YxgVyrOplLMuMls/N0Gen1rqBLFDbWU0mAq5zznbwAP51nU1g7HRRaVWLfdHl/g+3VfiPYQH5VW6JHsACRXdancG01C7jWMASq2W9cheP0/Wl0vwU6/EBNX3ILKLc+0H5t+MAY9Oc/hUHi25X+15AgAC4rhnUU5K3Y9SjRdNST76Honwt13UL23urG4uWngiszIPMbJQ5wAPbH9K7bwINvgXSs/88M/+PGvFPBuqHRbyye3YzzXTNDNCoyRGcqB/wCzfgK9v8Gps8EaSB/z6ofz5rtpO8DzMVG07nmHxzP+mWA9LcH/AMfNfPGof8hC4/66GvoX43kNqVsv922X/wBCavnvUf8AkIz/AO/Wr2RyL4meyeGpi/wpsFZjsjuMhQcc76sa6EETMFByAW+brg9P51neF2L/AAsgxwFuO3++K0ddZVtHznlQ3A6D/GkakfhaXOo3K4BDBM89SO30612fiZ1fwjdRyJ5glBjK+xBzXFeE5M39wCCBtXP+H1ru9XliTREaYDa06R/QscD+eKyrX5HY3wzXtY37niPwugA8XXcb9Y7OUAep3KK6jVNZu18uEO0Ulr5ccUinBATIB9jzWh4V8IrpHiXUdZaRWikjKwoOq5PzZ/IY+tczrk7S6jPjuzYrjlVU53XZHp0qTpU3GXdnvvhHVrnV/Bd5PcymUxtNFG7HLFQvf8c/hil+Hn/Il6Z/17n/ANGtXG/DXUGMur6ZZ75dPSy8xpCPuyYx+uW/Kuy+H/8AyJml/wDXt/7VavQpO8Dx8RG1VmL4X+f4peI39EjH6n/CvHfE7BVXgcTgAHuea9h8HDPxH8TN6GNf/Qq8h8Sqvlbm7TAnH14q6nxGEPhOVyDeYwCMjtyf84rvPC7u2sz78bvITnpXFKsZvmznJ4POBj/HrXZeGpM63PwdwgQY9BUM0R6jpx+Un2rNuHZfD+usoKlSxU9a0NOP7vk1ga5M0XgnxLImQyIzA/Q5rOSurGlOXLJPseR+Hh/ZnxW06aVdqrd+aR6jmug8R67dReI5pnK/6QuJxjqCwfA/FV/AVtafZWsuoC/eFDMgOyQjkKRyK4TxZM0mrSMDxuwK4lV9pKMeyPZdBUIzn3Z6V8Hr97XXI4XLMdVWR8f3dnIJ/wDHh+IrT+EHN14xl9b8D/0M/wBa5L4SX0jeO9LQAspt5ISAPuKFzk/iB+Yrrfg3zD4uf11D/wBlavQw91GzPJxbTqXXYZ4Scr8TvHtz2DRJn6An/wBlriPiV+91S154VCPrwK7Pwx+78SeO7js16Ez9Eb/GuG8dyLNfqwPKs659CMCsv+XpL+Ak8KELYJhgCrHcAeg616lp7jbHnsMmvM/CQC2cLqf4iv15616Tp2Dsz6VqzI1PD7q1xfYI4cA4qTxYu7QZhzzjOPSoPDn+uuxjGH5qfxVk6HKo4JwKTGjE1Jf9AjPbaP5V5s7lZreFZCFnuXQ47/KT/MV6Nqbj+zo1HJ2j+VeY3C5v9IQHG6/Iz/wE1FRXps1oO1aL80L4O0m+0bVNSvQ/kxNG8KuP40faTg9umPxqCPVidSvL1i29I/IjRe5J6Y/AV0NzKINImjXvwa4K31BbXVJJ2AYJI8irjq3QV5qlKq230R7jhCgkl1d/69Df0uMQarHFM266ZjLL6L6D9a9p8EKy6bIx/iavHfDWnPPqayTjN3K/z552ggHH6175pdotlYRRIMYFdNuWCT3Z5dWftKja2PngMP7dYdyK2d3FYLPt13JPVela/mcCvTPIOK8RZ8u5/wCuy/1pfh9GZfFKLyAIZCSO3FM8QklLnPTzVqX4do0ni2NVJH7mTOP92oZvA7iOzD4YEjzN5GV6LuPP61f8TYi8KXEiBgyW7MueMEY/WrGn6S7QxSsdwy+O/O4//Wp/jWGOLwbqOFwfIPb6frzSNDdtGEcHmg53oHB+oz/WvNdfk36tKf8Aart7G6E/hTS7tTw9pGT9QoB/lXnupS+bqErZz82a8akrTaPoakrwT7npHwr8OiSz1XxFODiCCS3tx/tbMs34Agfia9U8IDZ4I0fHX7FGf/HRWfoemrovwxS22hXGnvJJ/vshY5/OuB0bVtWkvoNKXW7uzgS1UQpGoPIiDBenA68168I2hY+fqz5ptlD4xvM+pr56gSC2TIU+5rwbUxjUZh7/ANK9J8SatfarLcy391JcSLFHtLnoOa831U51GUjvj+Qq3sjFfEz1fwgjzfC8Iqn5bgnr1wwNauq2hkhKttG5Nyk9gOp/WsfwTLJ/wrh0jRmInYYA5IyOldRdWlzPAg+bJi4PQN7fhSNDN8Mxxre3CYOdqMML0H19Tmt/x5cfZvBLTg48u7tm/KVTVLQ7SOC/kjYky4RiMEkdefrzU3xUYL8N9Q2DB86HH/fYpNXGnZ3Lz4t7eWPOOwrye9fffSntuP8AOvSdQu1k0iC9Q5WaBXB+qg15/o9mdY8T2dkvP2i6SM/Qtz+ma8fDp8x9DXkuW57p4E8Nrovw8ZmBW71CE3EzdxlflH4Lj8Sat/D7cvgvTdxz/owI+hkciupvQqaZcKoCqIWAA7Daa80N9d6X8ItOubKd4JxBbgOhwcF2yPxr2oq0T5ucnKVyx4Hbf478Uv8A9NkH6PXkXiNGZMY585Se3frXS2l5Np8V1q+k65qjNc3nkSyTxLGtyyoSzx99qk7Tu9R7gc/rkpcSDAIOM+o9vzoqO8rkxVkc2LPzL0NxyCV7/j+tdb4caMa3IVHH2dO2PXr78CsaCymkuAzAgbeD0H0+ldNpcMMGvMVILfZkPT73vz9Kks7+x4Q/TNc54gcnwL4m/wCuUgPFdDaN+6yBjgVzPiJ8+BvEg3ceU+frkUmUjHsrgLplpIePMtkP/jorznW5PM1Bzn+I12tnOJfBmnT9WFuF/Lj+lef3bGa6kxzgH+VeZh4/vWe5iqn7hPvY+gfhF4XXQtIW/nXN7qFuk7ZH+rjJO1R9Rhj9R6VU+Co3aJ4kl/v6if8A0Af413ehcafYt6aXb5/74rhfgj/yKOtMf4tSb/0WlexFWR4End3Kfh1gJfGMmfv6zKn5BR/WuA8TI1ywZTkGefn/AIF0re0O5Fx4v1bTbjU7qytbrVpyHhljjVG38sxfjGF6DknArl9lzbahdWU4uj9nupkEdxtDp85zuxxnHXBI9K5+X3uY0crxsbHhEP8AZlWTIAYggn9B6V6Zp+QiZHWvP/DNpIQVIG3llYDJB9TXoVoVCQ9M4qiC74eIEt2QTkvk1J4rkI0KTHJOOB9ar+Hj890ck5kP4VJ4nZv7GO3rkUDMjVP+Qen+6P5V5vK6rqmhhun24/8AoJx/OvQ79x/Zq5/ujn8K8s1qUwXejOei36n+VKSvBoqm7VIvzRr+IZfsqugPDHJrlfD9j/aGqtLIuYoEMrccZHQH6k1t+MpcBuxzirng21eLwprEzxYZpYME9SpXI/mK4MJH3XI9fMKnvKJt+EjG/iSd85CTkH2O1RXtEJBhU5HSvnOwubq0ttTu4JHika+bDr1xnH9K7i/uvFOjaHpl1c6repLc798RXAhwFKgnH3iGzj/69dEqTeqPMU0tDzmTnWMnritXPFFFd55/Q47xBxHP/tMCfzNTfDuR4/FkYU4DxSK30xRRUSN4bHsujs0lnbljk5dfwHaoPiDEi+CdRIHPlZ/HIooqUaMxvDDs/wANNNLHJCOo+gdq5ewhS58S2sEgzHLcxow9QWANFFeXT/iy9T23/Aj6fofUfiABfDGphRgC0lAx2+U14XNey6dqyXUG3zI4o9u4ZHMKqf0Joor1uh4Jx+qjEt2OwSMfzrhNT/4/n+g/lRRTexK+Jnq/w+dl8BSH0lfHtXcJMzQ25wOYyOlFFQzVD9KRXu5HI+bapz71S+LKqvw31DAA/fQ/+hiiigTMWxcyfD3SWc5P2NR+XH9Kzfhhg/EnTMgH94/Uf7D0UV5uH/iP1PaxH8Beh9Ial/yDLn/ri/8A6Ca8g1u5kh+EuhxJjbLFb7s+zGiivU6HhPc4qPxJJrskkc2m2FubZlije2V1KoAcKAXIA5zwBk81cv0UOWCjKqO3Xv8A0oopMBY41+RccEZq9awRp4nyF+/b8/mKKKlFHZW3CEf7Ncl4oJHgbX8HrGf/AEIUUUFdDi9Cdm8CWoP8JkA+m41z+l28dwuuSPndBYSyJj13Kv8AJjRRXFhv48vU9PE/7tD0/Q+n9GONLtyO2lQf+i64n4Jj/ihNRbudRfP/AHwlFFen0PI6nmR1ptLu9TU2FhexzahO7JeQ7wGWR8EEEEdeRnB7g0ui3c+sXFxqF8/m3Nw/myuQBuZhzwOn0oorFlnWaKuGk5J2DI/WuwsYl2QN36fzoopCJfDxzPfL2SbaPyzTvFLsmlOynkdPzoopDMHUjnSY/dB/KvJ/FTMsWnkE5W5OPbgUUVa2Bbmj41A8ljXYaaAPC2pEKBl7MYH/AF7xUUVwYX+Cz08f/GRy9g5m8L6k7feS6ABH/XRqtJrmo31hFYXV1LNBA7SL5kjMSWx1JPOMcemT60UV19Gec+h//9k=", 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", "info": {"video_id": "116643", "label": "pushing window door from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "eccf14ae9d61b651df039561bf74e61e7f1b060034522a8f19ab728c2b5b93fc"} +{"episode": 50251, "episode_seed": 1076017762, "split": "train", "timestamp": "2025-10-13T03:24:08.786577", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1076017762, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bulb and integrated circuit on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "21094", "label": "putting bulb and integrated circuit on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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nPA5PNeZnrRRQximgE0UUFI6jwFCk3iIPIMmKNnT2PA/rXrMZ4oooRMtyZDzUwY0UUAOBNLk4NFFMRwd9rDaZrmoobGxvIpZgxS7h3gMo4IIII6nIzg9wawtR1C5vdW+23Em+4nZpJGxjLHHbtRRUz2NKfxI3dPkZlBJ6nFbdlIxQZNFFREcjoLd2MSZ9atKxoorQyHhjTwxxRRQMUMfWjcaKKYjB8ZE/8I8//XaP+dcVda3qN9p8NhdXUssEDtIvmSMxJbHXJ5xjj0yfWiigZ//Z", 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"info": {"video_id": "21094", "label": "putting bulb and integrated circuit on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "20b6a68aa4c77ebb22857d88c1cc60c0a8507c3038b0f26d9c42c4c959b7af9f"} +{"episode": 50252, "episode_seed": 115683498, "split": "train", "timestamp": "2025-10-13T03:24:09.443114", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 115683498, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 liquid cleaner onto wall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "202774", "label": "sprinkling liquid cleaner onto wall", "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": "202774", "label": "sprinkling liquid cleaner onto wall", "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": "c2a501a3d4ceac0094241d75d45e29b544763755d29c866524ba63b1d9dde830"} +{"episode": 50253, "episode_seed": 3539927894, "split": "train", "timestamp": "2025-10-13T03:24:14.689279", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3539927894, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 brick next to bucket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "116955", "label": "putting a brick next to bucket", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "116955", "label": "putting a brick next to bucket", "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": "a895f5a26abbdaea169ad0f58976bbc393b450beefda52850f49e637376ea630"} +{"episode": 50254, "episode_seed": 2030481611, "split": "train", "timestamp": "2025-10-13T03:24:15.732130", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2030481611, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera upwards while filming 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": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "45294", "label": "turning the camera upwards while filming tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "45294", "label": "turning the camera upwards while filming tissue", "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": "c7e915772418ccb9e50ebd3a5beab4a1493e9b77437024a70dfa30264c67e9c7"} +{"episode": 50255, "episode_seed": 3272944958, "split": "train", "timestamp": "2025-10-13T03:24:18.276602", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3272944958, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile in front of pc'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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FrqAoxO9cLkgkZz6D3p8U9ubgJ527DAZBGOe+ao3dhe2eBeWlxbhydpljKgkehxzToJZFCEyOfL+YApnBB+lTN6AjpdVvi/hSG3R2dYb3z0J7bkKkfmgr1vWAuqfDdbq2XLwyRXD7OpDKFJA/L8q8YnxeWlxHG/mHl1IXbk/exj8DXovw58SJJ4VexlgF2ERrWe3Zsbo2ztbPoAf51xTdrP8ArUq100eba3cNLMyKC2MRgDqSetei+CNH+w2kK7fn+8/+8f8ADpXFaLphur2K7m+5GxZQf4m9fwr1jQ4tm05wK8/GVdFTR2YCj7KFx/jHWpdA8KXd3HEHkAVYwTxuYgZNeEJqU880lxczyyyyNufc5wT9Oley/E/Y3ga6JYZDxEYPU7wMfrXhKsBxnn0roy+EeRsuvJ81jfj1uaPG2Rxj3p39q+ZgPHC+Dkb4EP8ASsV9qpER1ZMnnvk0ebtGa9FI5nFGs9xavgNY2Z7cQhT+YxVO8sVstbuLW3MUsMb5jM5HKkAjPbPNJCwcr9abqEaz6lIzQyAbsF9hbPHUdPSiV0RJJbC27sryYgiyy7hjjbg54rW1Kxe+0QXkKlmtWKuB12NyD+eawViXbCNpQglSfKYHHYn1rtvBLJPN9jnG6OeMpg5GSvI/TNc9R2XMKKuzLm8TT6toVtZ3OTNbEgy/30OMZ9+K6XwTpflwieVcSTtvbI6D+Efl/Osy58Jpp+ssy/8AHpIdyofUdvpXcaJGMKSOlefiqq5eWHU68NS5ZObOvhj8u2UqxBHAr5qvb65utZurqeRnlklYksckDJwPoK+llmVYPTgd+BXzJqcyy6rfTw/NG1xIUx3Bc4qsuWrNMRsiYXkgPDVIt5Ie9U4G+Sb/AK5/1FNV69ayOVmiLpmqeSYN4cvY5MAmeJlOOhBI/kayonO85NaKrNLp7pBEJGZxlSM8YPNDSSuTLYzzOGgSMX28YPyHoh9v/rVsaXdiS6R5ZVlDBWfHYdCD+FZ6WN1EyN9nmUgEOwcdD26VJY2s0U8bNDIvUMSVxj8KybTM7F0S33grxLvhYEKeBn5ZYyen+elbmhW/2zU5L5gdgO2MH+f+fWtu40a38S+GbZ3VROq7fMA5DLxRpUCxFIwAqrwK4K9b3Wup00aKc1N9DuNDQqg+lYXxXshc+D2n3EG2njlx6gnYf/Qs1vaa37sFfyrk/irqyweFfsg+/dzRxgegB3E/oPzrhw9/axt3Oyp8LPI0OEqTAEKyZ6sRj6Y/xqv5JYK+emcDcBu9cDqce1PZsWcf++38hX0SZwjw9OjfeDVYNmpIjg1SEa11KseiWIa4NuPtMjb1GSPkFZsFyTM2LwfvVZWZu/fmr80M1zp1oIomkCyMWCtjqBVQ2V0EWNrebarkhS4OFP1HWspPWxi1qaUtk+qaK8sI3TW4Eu3+8p4b9QKmsPEF1c6D9lnff9j4hcnnDcAH6Yq54SJt9RhinTEcjGIh8Hhun64q5rHhZbTVN8GEt7ht7oOxHp+dc05xi7SFOi6sOVd1+ZiaFpL6nqQnkH+jwkDBGd7dcfT1r17SLJI4hgDd1rldKhWExoigKvAArtbORBDjAz2rycTVdSXketRh7ONlucN8VtSuLLRreyilULdynzCo2sVUZx9MkZrytLp1UAMa6v4n6mNQ8TNbxnMdigj/AOBt8zf0FcXCc3Mag5yw/nXr4OHJRVzkrz5ps04r6QcEmrK3gbG4A1jNNmV29WJ/WlWZt454rssjG5vS6lEdJvrV48+aE2N/cYMDkfhkfjWZHMghEYvHyT80ZHA9/wDIqaxtru9ZxaR73TBPy5AHvxVtNE1OPa4tJMo2dyswwPyrObSdiGtR2nXhMsRaYSMFAx3G09PyqeG6vfBniQTwAmJsMqk4EsR5A+oqrb6deRXCu1tIpD5yTnj8s12x0S38R+F4tyqLqEmMSDqCOn6EVhUklvsOKu9C1bWvkSKoACgYwK6/TJVMQ2kDHQ1yF3JKk6yIDt74rQsLp15YgL3PTFeK03qz1b9EYfxV1eSUabo8QZvMk82RUGScA7Rge+T+FeauiIxQlhMqBypXGBnGOuc/hXYwa0zeNp765XBkJSLd2Tpgfhj860PFGhyeIbR9QsDGLuFD5oIAM6qMjn+9x+NelRqqilCW3cznQck5r7jz2WUN5QB+6gB+vNIHyOtTwaBrVzYNexWRMIAJZnUcHp1NVJbTUbdgskC5PIxIp/ka9CM4vZnDO8dJIvW8gDL9a9msfB9o2hwXckhMv2dZDGY0IJK5PUg14UkV6ZB+629s7hxXrNr8TpobJbVtLhdBEI+J3GQFxWGK5pJchKkup0Np4Psr60juT5KF87lEIIBBIPRuelZniDRY/DUmnahbtGwWfDGOMr0wecn0zVfSfiKlhZC2bTmkUOzA+fjGTnH3aZ4g8aWmu6Q1mLCWKTerrIZAQMe2PQ1yxjUUtdgurHQeKLeFPscqEbX3MD7cYqPTLgROqk8dvesCG+uNU0uGCRp3aFRsdx8m3AG1TjqCpz35FTWfmKw3Egj0rjqwtJo76TvBG34u1kab4ZupI3KySIYo/XcQen4ZNePv4b1fTtEW+msA6bVwA28rnGNwByOK6bxnPcX1zbxwHelp95B3c4P8v5mtHRdWTUrOK3lUPHIpikRh94HsR+db0Zyow5l8zX2Kq6N6nmjyCN5lC43fLjPTmmK1dRqPgYL4nOn2N6RAYkcGQbmUsSNvv061k6p4UfT7+4txqcb+WxUYUjdivSp4inPZnDVpzpq8kUEkC5Neh/DKytdVv7tLhSyRwggBiOSwHavOBprY/wCPpv8Avmuj8M6zf+GBObGaMvPt3tJEGyBnAGenU06z5qbjHcwUtdT2STR7OLWYbELKsEkZKqJGzkAnuvsfzq6PDenbsbrgduGUj9Vry5vHurT30F3KtoZoPuEQBfXggHnqa1I/iXqpxvtbJv8AgDD/ANmrgdGoVzo3PBQCzarpUy5aCQuq46clT/IVjpcCKdoyB7VlQarcX/iF7yO1je4uH3C3VtqO/B28+uO/HNbBhimw6kbvQ1niVytN9Towzvc3tNvzgKSc9s1xPiW5tPEfjCHT7h2+xWZxJsbBZu4z+IH4Gt+a5GmafPcucCGMvg+wrgodPlu7oXFjIpuGO8qxxvJ5Iz61jRSu5bHYlfR6l7xP4XtbC3j1HTVmZYMpLBnfsLcbgcZK/wAs1w32hO5/WvXPDupBpC0pIwOc9iOufpWVoEGkrdX9/LYwbXeaaNXjBBXnaOnSuujipQTjJXsTVw0ZS912PN/tsQ6GnC9DDCBiT6Amtu6jijZNoiPBB2pjB49ver+neItT0vb9iujFhdgGxT8uc45HrzXf7R2ukeXzHZ/DXQ2vNCvL68tZVJbFqWLIThTk/QnA/Cut0zSLO+sFnlMrOHZGIcjJB9x6EV5zD8RfEUec3UDk/wB+2Q/0qTTPHmqafE0UMdpsZ95DRdDgDjn2rinTqSk5DUkdX4y0WCy0aO8tDNuinXO8qcA5xjAHcCrer+Readp96oAE0W/65Az+tclf+Or7VNNmsbi1tNkoALKrBhg5BHNJpE0ktiAV+RTt37ucj+H6YwfxNZVqclRdzahL95oakEqJIVGcjoRWhcazHp+lTXj4AiQkKO7dgPqax0gDsChO8HoetZ2s6qlreQ6fKgKzR+ZJ7jOB/I1xRhzNI71qYWgaHB4iub+91C5kWR5d6qmOT3Jz1+lc5rlpdaPqS2105kmiyRKQdrgnIK56iuws7J7PfqNjKfIXmaLHKA8bh7eo7Vd1+50+7s9LW6EBeOVn/eEfdxjjPXnH5V3wxEoz01X5CqYeDh2Z5X5gB5YU5Z1HO4V3+txaRcXUUtpHbtGIUUiJEPzDqTzXNeRb7iPJiPJ5Cjmu+FbmV7HmVI8knFO9j0L4SaVBd6dqV9dQLJG8iQxls87QS2PzFd3fadp9rqenxpEkcMzbGjQkAk8ZyG46ivG7HXtT0+BILTULmCFPuxxyFVH0HSr7eMNdmaIzapPL5TBk8zDbSMHIyPYVyVKU5zcriU1ax7J/YmnKf9VKPdZ2GP51y3hxEs/EusaTNgIGMibvY/4MPyrl4viB4gBGb1HI/vwIf6VX/ta71TW0u5vIa5kKqMoFQsPu5A4xkDNKFGSupD5l0NlLofNG4DDOPequv3Elv4fuXtVbcxWPd0xk8/oDT7KyLzxmRjzzU/i94rXQII1wu+5UH3+Vq4IpKaR6djndJt4dYbyrlV5XcsgHKNjgg0691ubRNDvYLgGK4kUxAEdSeMr6jGTS2llNawpd2wZ43+8q9V98elc54l1QaysFuhLpGxYsR14wP61004e0nboZ4nEqlB62ZYfxeToMenQKY23qZGIBBCggDH4/pWO16JTlmX/gKgfyrOGn5z8vQ0/+zOOhHNejGnCGiPHqY1VHebL63Cf3hUq3C/3x+dZ66VngFifrViPQgo3SO4HoDyaqyMXi6a6l9LlP76/nVhLpP76/nWBc2SW823MoA6jcan8J6TD4g10addahNbBoZHjKJvLuqFgvsODz7UcpvCalsd3omqn7Kbff8kchdSDx8wAP/oNdHaM9y6BV+Yn7wrznwAhuPt5diwUR8E+u6vWLER21sGAC4XvXj4tKNR2PVw/8NM8winn/ALUuGlky0szSA9Acn+ldPdWjLPDf2QQ5UecgOCWHRh7+tYGjRQakCkkm0gEqx6g0uralc6UPswCtMyEhkbK45GfWtJRcp8sdzSdeNKHM3oYj+MZ012e/hJBZgAJB2XgVRfW5J3dpbqRi5JbLnknrVX7ECF4ySeacNPB7CvSjCEdkeHPHc2kmTC9hP8Yp630X/PQVCmmITyuasR6Gr8uoC1Whk8ZTW49L2L++KnS/hH/LSoZ9Hhitt62+VJwGI6nvisG8jWMIBHtJGfrz/wDWoSTNadZT2R2Ftq0VvPHKki743DD6g5rtLWR5JQAvB5Fed61oGj2fhu21bS9QvJg119lzcwCNbkhNzvEM52qcKdw/iHuB6fp2zz4wnYc1wY5W5fmelhPtEfiWyx4XuDOeHeNMZ9WFcvocpsrtA4OU6H1HrXUeNr2OPw80QIL+dHhfXByf0rB0+5sZ9PEU5KsGyrqcFT7Vy07+y1XU61NJ2vqS6/LBa2N5qdrIYpihLp1VieOnqa88TVcf8tHH/AyK1tZupby5kgExe2V8LwBuA7nHWskWIJPA616OHp8kNTx8TjoSnp0JP7TR+XlZj/tNn+dOF/D/AHx+dR/2epHQVKmlK3Cp+JFdGhyvFwQ9b+En/WCp0vYR/GKWPQoQVBj3u3AQDOTVG9sooZsC3XC9QB6UWWw4YqM/hRqpqEP/AD0Fb+hagGiuBE27BXgepyK47whpmk6z4ih07Vria2hnO1Zo5o41jOcksZOMYzx1JwO9dB4ZthpWu63ZPHPH9nn8sR3AAkXDMMMASM464JFYYmP7pnoYd/vEdtpsEt0/znapOM1heLI45/ELQJ8piijCMO3BrZ/tqz0u08yWUBnOFUdTXC6jqk1xrkt7KpjdiNq5yNo6fWvNoU5ym2jrqYmnSa5mdLpl1JpqTQXKKGI+ZWPBH+GK4LW9TSfWbhrVT9lUhYgOgAHOPbOa3NX16TVNPW0MYC7gSxHPHasIWoK4xzXdhqXK3OW55+LzCMnyx1RUGof3oyfwqUamndG/Kri2KHt+lSrpykk7B+NdV0cDx0UURqsY6q35VIurQdyRWgulR/ekxgVJcacYrLzljCRsdqZ/iPf8KV49Qhjed2irlFNZthjL/rViPXLYYxJg9j6Vz9+rKsabQOpGO/OP6VteIfBd74Z8PaPqN4JVnvzJ5sJiIFvgIUDH+8ytnHbp1BxfKjsjK6uelaZKzzAsc46Vz3iq6lvZHhlb5IVaRAvGG5/oKKK8iiv3qPQxbapOxhW+r3iWhjWXC4xx71SVBmiivQppK9jxMfJtxu+hOka+lTxxJ6UUVbPLk2WY1CgkAcVr6NDG8VxduN0sSZTPQHnnH4UUVnV+A1wSTr6nLzDzJJixJIiLfiTiuf0vVbnRNVjv7TZ58W4LvXcPmUqePoTRRW1M9el8J03w+YiW9AP/ADz/APZq7q8uZrq9tdPMrRwzAKxThsHriiivPrpOueim1Q0OCvc6ffstszIpzx+JFQtI9w2+VizepoorsilueFiJS5eW+hIiL6VOsSZ6UUVR50mydUUdBVzT4Vu7+OCTPllgMLxRRSl8LCik6sUw8Vt5c4hQBY4ogEUds1x/iGNIbqMKOFXGD7UUVFDZHux+KRPr/i2TxFb28M2kaZam3VI4pLVJFKRrnCAFyoHJJwMk8+td9b301vbySoRuRcjI9qKKjG7I7sNtIiurFdR8LtqN1NM84m24LDaM45xjg81xUUjglcnGaKKdHZo8vFt7llVBxxUyxr6UUVseTJkqRr6VNnYpIAyKKKEYs3dNgji0q4vgMzhSAx7cdvzrkXQSm4Lc7Yxj8TzRRWEX70j3qSSjC3YydJ15tG8+M6bp1/FKysY7638wKy5wQQQR1ORnB7g16D8M7KHxdeeI9V1sPc3fmQylt5QFnZt3C4446dqKK3r/AMNnTF2ehN4x0u007xpJb20QWExrKEPIUlQSB7Z7Vd8T6Dp0vhm31JYBDcMVDeV8qnIPOO3TtRRXE21KNjN681zzSN2DkZ4rQi57Ciiu3oeTWWpaHHYUu8iiikjiNHRLeO/vFE+WUZ+UHA4pfFzlZkjXARIvlAHSiisJfxT2cMkqGhx3iKJIJoljGAo2j8Kg1DxPrGqaRbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRXXT+FHaf/2Q==", 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", "info": {"video_id": "64940", "label": "holding mobile in front of pc", "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": "64940", "label": "holding mobile in front of pc", "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": "7ea724aa606ffc5de9c8009111fe7e677fc88ee53f1004d4ae44474e7279e4ec"} +{"episode": 50256, "episode_seed": 2690886462, "split": "train", "timestamp": "2025-10-13T03:24:22.291203", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2690886462, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 charger on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "37432", "label": "tilting plate with charger on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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clvTPtXT3x3FTjr0rlYzHniMm9l6KM1lXCO5yF6c1vPCNjLnk1l3EojaPYQ20EMPemkFzuPhzGJYbpWH+rUmsvxrPJDr9hFbEb5oSAD0GMDNdB8MocQ3bkffQ1w3xamls9W0i4icoyxuNw7cimviRG6Zu2sP2SLzbicSMB6YGao6mYbiydHOZZRgY7CuOXxDI1qmJzI56kmr2kXUlzqUbTtuGcmulQuZN20Oe1PRbvS5+ATG2SNoJ2j3qk0hkRRu3YORXumi6dHdQ3d3KgO8BFBHRRzivKvFOmRWmrztaKBETyoHANZwq+84m06NoqRz5GMDOTXVeDIfN1OM9owz/AKY/rXKlwo962vDPiCz0e4nnvHZUERChVyWORwBTrv3HYmkvePUqaTXAJ8VbTnzNLuB6bZAf51KnxP0h/v2l4n4Kf6153LPsdTsdq3JqvIOTXOxfELw9OQDcyxE/89ISB+ma17XU7LUYy9ndwzgdfLbJH1HUU9VuiS8YQ0gXZg/7Dkf1rh/iBGqy2jL5v8Qy7E/lXefa/JjeWSFdoBPuf0ryXxJ4luNbuAskMcKRE7UU5I+p712o52Zatg9asQygOpHY5FZ0TkXMb5B2NuwenFRLMxLMT8ueBT59bDUdLn114Zvo7jw3bTMdo8lc5PtXBanqAtvFIRhhLjhG52g+mfWvMtP+JGt6RpltbPCJrQDYpJKllHbPTj6VvyeOrTxBpv2KESpMxDNHIOmO4NYwtFM7JO9rmX4m8OCw1mV5Uk8q4JkQkYGe+KwzYWVsTJLa+cpPIJ5H0rptX8QX2o20FpdSJJHbj5T5eHJ9z3rn55TjAFQjOdr6Fi1vdPgURS6ZA0Y6fL2qybfw1eKWi8+yk9Ubj9axlV5I2YBTs646gVBJJ8pGMUyNTv8AwtZKIdQh+3SXlvIqrgk/KPmBH4155qVg+malPaSAgxOQM9x2P5V2/wAN23DUsjgeWeRn+9S+O9IFzbrqsEeHi+WX3Xsfw/rW1PRWM5bnBxvivXfhf4wg0rRbi0lcNKsxKRlsHaw6j15B/OvHC5U4HWoZnYKuGIO7tVzSasx05OLufReoTjUjHqkJxdWzmQx/89F7qPfHT3rk/HujWjS2Ov2YieK7Vo2ZeG3DkZHrjI/DFcRpHjbUbYR2tw4mjbCB2+8vbOe9WZ5i8odi+5c8bjjJ6nHTNYTSvodPOnC1h+SifK5RuxB5HvRFqF3GQ3nsG/iIPU+v41SkdivH50kARpQkzMFYfe7CpRkzai8ValbKQtwzD0Jpt34ol1SzktrwK6sMHPUe4rAKF9+D8q9S1M8vY2cggjINFwses2us6frGmaBELhhfxs0jheqkIQc/UZryfXdJfR9YntHB2ht0bEfeU9DUkdxJbq5idkkKnDKcEV6B480kX+mJdwxnz7RfmIHVD1/Lr+daUlZsK0+aKv0PMI+CBUwk255xUOCrU2Qgq25hnBwT0FdF7I5rXLCXYcgdQfSpbW8jhv4pGOI921v908H+dY8DeXEBn5iMUydpiAEjclumFJzUSqJIuFNt6Houn7optp6g4zXRtKZUTJB2jivN9H1l7cRWOqlreVVBjmcfw9g3cfWuuiu3SIMpEidnjO4H8RWCd1dGsotOzLs0pVSVJ31lNHJJNgDlj2q1/aSH7yjPvUkN5DuBwM1VyLHq/wAP7MW+ksx6nArzT4uwLeahfJEc/wBnLASPTdu3fzWt+x8axeHrGSZ5VWMDJU87jXJ+Gr8+Kr7xFc3oJF2U3DPRTuFJP3kFvdZ5nDIyOAOmeld74ahXaJpOX7CuHvrKTT7+a2kPzwuVJ9cd66XQtTjhjUM3NdCk0Qops9a068EOmOgPLGvL/E1yYLuZmHyluBW83ii0srKSRpAzY+VK851LUJ9avBHEpYs3ygVi7RbkdKvJKJVczXlx5cEZZzyFXrWxaaVFJaLHdw/vCMsfStPS9MTT7faMNMw+eT19h7VWl1S3t9Qksbl/JPDJI/3WBHr25zXFHF+1qOEdkdtbL5UKKqS3e/kY1z4eTLGGcYzwHH9apNoMo6vHj6muslsLnyxIsLPGeQ8fzKR9RVJm2MMqQw9a3TZwnI3Vi9rIVbp2YdDUEM89rOs1vK8Uq9HRsGuqnSKVGVl3ZPU9KyLnSicvAcj+6apMk9l1KVks3MhC5B+6MnpXj+pSrLIJIofLjHygs2S/vXpGq6g1zZzbUVZNmFUqWOfYdDXm19YTxu+S0jImXOAAg+vT8K2uZJFS03TXIhUEu/yKACeT3rU0/Rzd3TmZWS3icqexYjsP61J4OUpez3hXiNNqsR/ET0H4V1Iw7liAuTnAGMV5uKxLg3GO57OAwXtLTn8P5itYRvaiN4kaIjGwjjFUbjTYbG2eSxt447gL8rAc5rqLeBZLUE9QOKzLlfmI7A150ZSjqme2406mjRy1prVpqDeVdOlrc9D5nCMfr2/GrV5p11AiyvExhPSRfmQ/8CHFRatoFvfs0qHyp+7AcH6isBU1vQW3W80yIe8LEqfqP8a9WlXhUXmfPYjBVKTel13NMTRKX3B9x/uEDj8SKgE8bwnapLE8FueKrL4nkfIurSCUnq6Dy2/Tg/lV/wANW1n4l8QGwlvJ7NHikeIKgcsyoWC+g6Hn2966XqjgSaZ1fgCQD+0vl5Ij4B6/e/xrrb/E1lJHKoEbqVIJzkYrgvhzdlxfglnUtDu4+796uy1S9V7aR4wCFQkFmwM++OauOiJe55Hdx/Z7mSLdnYxAPqKYlvNcKWiiZ9rKvyjPJzgfpU2qJL9u2sFLtjCxrj9Ov5812PhjSGtLaRZT++mwXH9zHQfXmscRXVNeZ14XDOtLy6lbSNGSxhzIFedhl26gf7IrKk1VLTUZbPUlKKGJjmVc/L2yK7WSEQkpjGaw9R0+21CLyriLdg/Kw4I+hry6eIcajlPW57tbBxq0VCnpYZDZfbYS1hdW90nXbFIN3/fJ5/SqNxDeW8m0xFHwRiQYGMe9Zdz4SkjJe0uQcdA/B/MVXL+I9OGwS3JQdg+9fy5r0adanJ3TPErYOtT+KJphbkyP5zDnAG3pjAqXYAOnNYY8UanF8sqwv/vwgH9MVBceJL6ZcL5cXvGK2aTdzmSa0ZuXT/Z4GduM8AepNe2sRJbMrR/u2TDZPBFeJa5pFgNAtdX07VL653XX2XddQiNbghNzvEM5CqcKdw/iHuB7Q0w+yRxqDuKgtk47VUSZrRHjuu2X9marPbr9wHKH/ZPSssK07rFGpZ3OFUDJNdJ4xDSXZmOzarFQFXHH1PX+VUPDFtM+rRXgGIbcksx7nBAA9+aVWqoRcmVQoyqSUY7h4a0pb68E15CHs0JBUuU8xscDI5HOM12/mMRHGNKtFjUY/dzlD7AcVXiijijVI0CIowqjoBUwGeenpXiVcbObasrH01DLqdJJ3d/J2KGq6DpmpkPcW19bTKMebFtmGPQ4wSKwj4Y+ysWstfjRs8CWOSIn9CK7FWwflJFMlYNuDKDj1opYucFZIVbAU6ju2c/Bp101mwk1pZLlWPEe2RSOw5ANUJ4ddibEc8b9siPaR+Yram0uF5C6vs3ckY4H+FVoILmC5d5J98Ozag3E859DXoyxcHSvF+92PIjl81W5Zr3e5z8mm6ndSbrmbcf9ps12ngW2SwW/TcXZwhPpxurF0ZLbUfFh03UdQubWCV9iSxyxRrH6ljJxjGeByTgVreGo7y31PXrQtODbTCLZcbQ4ALDDY4zxzjinSdSUk29BYmFGFOUYrX/glD4g6ayTwaoqALMPLfH94Dg/l/KuFE8iH5WxXrfiZf7U0iez2qpUbk92HTFePYZpNgUlicBcc59K7W9DzYLU1NPtrzUkvGjjaXyoweD0yRXYaPZRaVZRbdPtri7ZT58kkrevCgYwAP1qnoOnyaVZyLI37+fBkA/hA6D9a1VIB2ivIr4yXM1DY+iwmWrkUqu/5E6NuTdLpxU9T9nuQcfgw/rWVq+k6VqiBZ5bm3lH3XktjlfxUkEVdZsdKPNcDliR05rjjWtLmtr9x6E8PePJzO3nr+Zx0XhyW0vFMOtWxt92C0UrRuR9CKs3dhqds5Ntq80sXYypuH5810F1bwXQ2Ou09Qw6isufTpUiP2WcB2HTlc/lXrUMVCUff0Z4OKy+pCV6eqOSbXr9eG8rI9YgKjOvX56SKv0UV0Wpq0WnICwaRAqliMk+tTeIfCd94e0DSdQvBIs98ZPNhMOBBgIUDHH3iGzjt06g1UK3Or2Iq4VU3y3Ox1PT4JYpnO5XGArKcFee1cXq26QSWjuxijnVB6n3PqeaKK6ZbHnw3NiC3itkFvEoWOPhQP5/Wpl6g0UV8/LVn2UVaNkbtq5FsQPSsu5JLN+dFFD2Ih8bKUnQVTuRlkHqKKKcS5mfe6baTn54Vz/eHBrn7e+m8Oa4Lyw2+bCWCeYNwwylTx9GNFFejhW3ueNmMYpppHWfDDmLVuSP9V0P+/XRatM8NtcuhwUUEe/Peiiu5bHkPcyrWKMxfaTGpnJB3kc81taWSsuBRRXk4p/vWfRYFJYZfMn1E/Oax2+9RRXLPc7qXwj5FAUVSf7rHvRRSiXIpCKNwS6Kxz3GayNTt4Ftiywxg7h0Wiiuqk3znDXivZvQn1vxQ+vQ20Muk6bam3VI4ntUkUpGucIAXKgc5OByea9eus5jXcfmxz3oor06e7Pnq/Q891Kd7mGRpdpZ5vJBx91Se3vW1BbxWqLbwoFjjGFH9T70UVw5g9ketk6XvP0JxyBxTievtRRXlPoe4gH8qhYkrRRQtyWVrgnfGvYjmop+gHaiitomTOcbW20m/vIzp+n30Usgcx3kHmAMvQgggjqcjOD3Brp/At5Pqt/rV7eyebcXLpJK2MZY7j07fSiivYodD57FbS/rqdBeW8ZExwchDj2rh7HTba31fUJlUs8LhYyxztyMk/Wiini3ak7GWXJPERuanahCcE0UV4r2PrEISS2PSntwFxRRWYMrknk+xNV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", "info": {"video_id": "37432", "label": "tilting plate with charger on it until it falls off", "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": "e00ec04b60518e3c2cbebdbfa23b1fd3da6283d843f8cc4d218e34c8e184afbb"} +{"episode": 50257, "episode_seed": 2536588412, "split": "train", "timestamp": "2025-10-13T03:24:23.452319", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2536588412, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting box onto box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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dWA3nFbSLR5r46kjt2sb3eFmEhiA7kYz+hH611/grU7bU/DjQO6iaEHaSeQG/+vXA+JUt9dv7xGlI+xMsMWGxhzyT784H4ViaDrVzpU3mxNteI4dT0PqCKuhUVRSpIqUXFKXc9zggb7Qsz8SICkyf3wRxVfXtWi07TZAojXqFXoDXJRfEq0eEtLCUmx1J4OB0rir7xLdeIL396dkIyQuelCpy5vf0SJdkvdOusPFtzFqKM8m5UOShb+E9q6/xNpK+JvDRNmwaYAT2zDucdPxGR9a8ck1CNJViVULHau/PK46V6h8Lb6e78O3cUvMVtdukTZ7H5iPwJ/WpqLm1sU3a0lujx155kuSj7lZDgq3BB9K1otQAjGWINeva94F0rXZWuWjMN0eTJHxu+teWeKPCl34buFWY+ZbSf6uYd/Y+hrhnBo7KdeM2e6zxjbWTdxHYcda2Zuazphkmu1o4bnknjy7eLVdPjd2hgX51mUfckz1/KtTSdY3yfY73mZvmXZ92YdS6e/cp+VX/AB1pm+0juo4fOAyksJH3l65HuK89hlWwhWK5Ms2lbwySIcSWrZ6g9cZ/Lt6Hjr0VPfR9DSnVcHeJV13RzZeLXVfnthGJ7cM2VIY4UDtjef51DYTQ2d5dxxv5iq2xTj7x7/rW14n13VF/skXC211axk7L6FcGYEY5xwrAEn0J5rofhz4ctbyI6rfW6Tyli6Mw4znAOPoM/jXTgpVYNSnukYYiUJXt1G+EPAD6tcLq2vxkW+Q0No3G/wBC3ovt3q58TvDunafoLX1taok0twqFlX7uQfy6V6XEOaZf6fbapZSWl3EskL9VNb1Lzu2Z058rTPlbyfmxUsMYDHA5Fe6t8K9BkkY7ZVz0w54pG+EWieWSk1yrHvvrlkpHdGvTuN+BByuuk/8ATD/2evYJQWhIHeuH+HXhIeFpNTCXJmS48vGRgrt3f413TdBW1FWgkc9aSlNtHnni3SmFncttJgeNg/y7sZHp3rzvSNRbTLmCw1O4Fu2SbDV0UEc8bJPVTwCDx64PNe+XUCyxMpUEEcgivFfE3hptKMziMzabIxLo3Pl//WqatO67kxn0Zs6wG8XeHNQ0K+eK01OKMzRpKx2FlP342P3o+ue6/SvJdSums9LS3s5IjFcqEPcmIAqv8mY+7VtPqcMFgdI1gNeaQ/FtdZ/e2p7Dd6f04PHTmIdNmivYrRyHiUs8bjuDjP8AL9a4aOHUHZPTdL+v6RvKq2rPc09Lt/Iij4weprfDcVSji2kYFWjwBW73EtiQN8w+tdZocnb2rj93Irq9FBBVvahbmc9jqo+grWuFG0j1rFgfJxW9cD5RXVS6nPc8y8Z2LiwuVV9isMhycY5715QweKV7eWMQ3XdT9yYV9BazbLPaSKyhgQcgjrXhepWv2eRoLoF7cE7WPWP6VFVWZtB3KmlXLBWj5BXkA10UDWsNkbtmb7RngcYznpj0xXKxK9pfIzuJI2+7IP4h7++K2o4vOk6kRA8mvVw0/a0kr7GMnyO5eM5uommmBwThVB6+30rR8K6Vc6h4htL/AGAWto7OxPdtpAA/OqNlYy6zerZ2w2xIPmfsor07T7KHT7WO3gXaiDH196rEzUY8iIUru7LbDNIqZFPHLCp1jwK8qSNEyOJa6Lw2APtX/Af61gqmM1u+HzgXX/Af61EV7xaZo3B4Nczq6thmXqQcfWujuTxWTdYKEEA1rI0R88ySSQ38kVyWhu2yIpicpKPRuxz/APq5rKmuGj1CQFDE5A3oTkZ74PcV1fiyx+zaldRPHvsWkLKmOYyepB+tcdqCSQGPzD5seRsmHUj0asaT5al+pUr8tuhbVftD+XkL3zSySLbBoEI3Z6jv71VDlVR1PIqS2gDkzznEY55/irvknJmSnyolt4CubmUkIOVHdjXvXw90xtK8F2MUqFJ5gbiUEYIZznB/DArhPAXhVtUuI9Y1GLbaRnNtAw++f7xHpXsSj5RWVS1rGfNdjwOawfGehjW/D8sAbbNGfNiJ6FgOn4itu6u4tPsJbyc4iiXcxryHxV8RZL+R4bMvDGvRgcE1xVGlodNGMpO6PXXOaozjrVwHiq8i5JrpZJnXtqs8Kq3PevP/ABJ4altGe6so9yNzLB2b3x616XcLjZ9KrTRRzJh+9Ryp7mbbTPAhaOkiQxAS2E74aJzgwsT29v8APWva/ClpHaaFbRxD5SuR9Og/QVzureBhc6nHd2kqx7nHnJ03Lnn8a7bT1CWsWAANvSrpR5bmVR8zVi/EuKkxTYeWqxtqmJCRJl6sugVMUyFea4e41HUrvxtfaX/bV1aQBpPJWNQ3KpuC+w4PJrJo0R6DpfDS49v61pMa88+GurX+pf2i17dST7REV3n7ud2a74vmtYK0QbGsflasHUoY5Y3V1BBHII61tSH5GrCv360Mk8f8WeHW0szXNpF51m4PmW5/h+n+ePpXPeHrVJWdogTDGCqFuvY16vqhDLgjOa5qKxt7eV0gjWNSC2F9Sf8A61YOKvc1UnaxjPDt7UhX5a0LiL5qryJgVk1qbJ6FIfeFdXosgAUGuXKnfU15ez2eltJbyNHIHUBlPNStyJbHosRw4rppeU/CvKb+5lg0WDUdP13UZVa4+z5njVFnIXLPGOu1T8p3eo9wPU925R9K7KStc52ZVyuUfjjBrznxDokcyuyrzXp86Zjf6Vzl/aCVCB1qpK4J2PFp9FvIbWaSONmjByUxnGO4q/pkbXaW0UUZdpCFVV/nXpsdpHAm0KMnrVHSNGtNLuruSAZaVtwz/ADk7R7Vrhqnsb26kz98taJpEOk2oijGXY5kf+8f8K2wvFVYj81XEINKUnJ3ZKHIPmq8iZFVo1+arqL8tYyLIzHitPRPlFx77f61wKX01z42uNLutWu7S2abZG0UsaLH0JJLjGMZ46k4rc8EXN82pa5a3k9y/wBmlWNVucb15Yc44zwM44qEtTSJ19x92sm5OSRWlcNxWVcHk1UjVHA6/ZpcSysQCSTXndzpUsRlIiMlt1eMdvceleo6iu52x6ms+O1UggqOawSuwlKyPJLZBK+0Mdqkgk+ldd4a8OvrVyk8q/8AEviP3f8AnoR2+laVz4HjutbglhYRWswP2hF6kj0+teiaXYQ2dukESKiIAqqOwr0IytDzOWbuzW06JY7dFVQoAAAHatRB2qraqMCr6LyKykKJQ8Sad/aHhTULYMVJhLA+45/pXztJb2Pnbi7MCOQa+hPGd3c6f4YkntJnhl82Ndy9cEnIryHxF4Bn03TbC/lmnjmu2cyQlOIfulQT6kNnHb865ZwcndHbRqqCsz2ME0hoorchEVz1H0qk54ooqURLYjBODzU1pxaRf7g/lRRWqMS/ATirgooqRlmID9K8m1+9l03xxqF3b7fNjnbbuGRyu0/oTRRUM0Rv/C4bf7UA6ARf+zV6KpNFFax2Ie5DKx2NXP3pOTRRSkNHLaix3HmsQOftEg9FX+ZoorBmkSGbknNVZaKKzZoisR81VdYONMb/AH1/nRRULcT2LF94ifW4LaOXTNPtzCqxxvbI6lUHRQCxAHOeByea9lUnYPpRRXbAwZFKT5TVhzMcmiiqYmZszHk5qCAkvIfcfyoopdQZcQ8VagY76KKog0YfvVfjHFFFZyGea6zqp03xJqqGysruOSfcUuod4DKOCCCCOvTOD3Bro/h7eT315rV5cvvnneOSRsYyTuoopLc0idlMTzVCfofpRRRI1Ryd3zJ+NNjUZ6UUVlHcJ7GhbIpni47N/IVqxDkUUV0R2OWRp2x5rShGSKKKbGjE+IHHhGT/AK7xfzNeY3WsX97YQ2Nzcyywwu0i73ZiS2OuTzjHHpk+tFFYmqP/2Q==", 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", 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", "info": {"video_id": "194433", "label": "putting box onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "194433", "label": "putting box onto box", "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": "62286dfe674a08bcb4089fd8cd72aaf33d2def903ec42c073af50f2556053ba8"} +{"episode": 50258, "episode_seed": 4107516534, "split": "train", "timestamp": "2025-10-13T03:24:29.172062", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4107516534, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hammer that can't roll onto a slanted surface, so it slides down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "179366", "label": "putting hammer that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "179366", "label": "putting hammer that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fdecc2b48c0b23cd0262199bb9bae883f3a26cfc1f80e2d81e246a2a2c4c8449"} +{"episode": 50259, "episode_seed": 3413059462, "split": "train", "timestamp": "2025-10-13T03:24:31.154785", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3413059462, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 onion on the edge of stool so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "148617", "label": "putting onion on the edge of stool so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "148617", "label": "putting onion on the edge of stool so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "acbd009d1e359dac2f025012982e213a803e0466ad285b9f4cd7c53325c99c7a"} +{"episode": 50260, "episode_seed": 305867492, "split": "train", "timestamp": "2025-10-13T03:24:31.919266", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 305867492, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box in the air and letting it fall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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"info": {"video_id": "79752", "label": "throwing box in the air and letting it fall", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "79752", "label": "throwing box in the air and letting it fall", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8edfa3ffcdd6deaf6648226e985917d244007c86b03f2b4b4ae60a5e9acab483"} +{"episode": 50261, "episode_seed": 637109414, "split": "train", "timestamp": "2025-10-13T03:24:33.010610", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 637109414, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 headlight so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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p/jXjskFzp98JYd4+bcrpnI/EUJX0B2TPr3QfLtfD1mryIu2P5skDHJrx/wCLnie3uN2k2cgeKKb7VdMp4D4xGn15LEfSs+11Qf8ACL2mp6xrWsW9rcM0SeTApeRk+8A2Mge/61wHiHVYdWnW00yxey06PJUSHdJI395z3Jqku4myvYqWggHrlq2oocKD0rGslLarp1qmfmJH6Yrt4dHm4ytMyZy9/ZNI8UqSGNlypIAOQa90UgIPpXmd1pCiFvmyyYJPavSFJwKmRpAg1BBLZzxf342X8xXjutLkx3I77ZD9fut/SvYLpyo9fWvK9ShDC6tz/wAsZmH/AAFuP54pFSK0FsJIGmbfgDjamefc9qPDl5BpvjyzkuOIZwInbPAB4z+eK9D8J6Yr/DI3QXdcSEgAKMZ3EHcSPbpXlPiCzlj1SSKKNi0UzRhUBJHcDj8aPILW1Pf9Is7d/EsHmjcLeNnc4/i7f0rtb547qwinDgKXUhs9s9f614z8P/Fl/qem6gl7CW+wWuHuOjHJwqn34J/CpfEGva7c+HvKv5Y9H0qOERs7yqZplxjairnGe561MW23EtpKKkee+OdYTXfGd5qERzDcXRMR9Y0XYp/HBP41Qtl3ux96y/P+2an5yIUgUERj0HStrRN1zFKQM7JStaswZaWLArovh3btaz6sh2+WXRkA6jO7iqMenyuOEOTXQ+F7N7SW83Y+cJjHtmpewR3OnLVwXja3WW5DdmjCsfY5H8wK7lj8p9K5DxQBJJBu4WQNEfqeR+tJGj2OHtpppbNYC74+6UB6kdqi1S1eKzdXXawAbmtfw3pp1TxKtl8w8358L19CB+NereF/AemR313cXcBmeGTy4opiGVSACSR0J5/CpbUFcqKlUerOc8NafLdaDaSKjKXtkUMwPbjA+prv/Cml+fqIkl3/AGa0LQW6kcHC/Mf++jUWsz20LJbSzxrK3yohbBPsKtaP4q0jRtIit7uWQXERkZht9ST1/KsqcuaWp0ThyU9NblPxrdtp3hHxNDMd0X2Y7QT0kJ2jH1yDXzahxcXJznBAz9BivR/iN47TxEWgs+LISiWaQfdkZR8qj1A6k+uK8ytnzFJIxwGfJrpS0OORqQRZReKW/t/OsZUHXbkfUc1bgiwKmaLA6UyLntedqk96zrlxg881dlYhcVmXLZBGOahGxyfim0+0WouUH7yHrjuv/wBauTkljF4HdiNyjLAevX9RXoM+ORgFW4IPeuF1uztbInyXd2CszDsoyMCmyWrltotF2ZOvckZwLJz/AFqlIul5+XU3b/t1I/8AZqwpptihthOegFUDqsWceW/6UibHSNHZE/LfZ+sJH9ar6kLS302QwzvPMyHcfL2KnsMnJP5Vh/2lETwH/KtSysptV0yeWNT5cYyS3sRmmKxvaVqBsdEgtQQMMX/ML/hUjarkHkVzbsyBVyflGKiMsmOtMVj1XwDOJ5NROc48vP8A49XXXDjp6VxXw2Cx298gkVnHllsc9d1ddO/tU9TSOxj6rEt3bS27H5XXr6HtXnFyjLBJBN8rRPt9xn/64FekXGGY/wAq5XW9LF073CSLGdp3g/xMB8uPrxTB6lK0spb+HzEuLQAcYluUjI/BjSXOkXEa5+06ex7BLxGJ/AGust/hHO0iG61JUjMYLBI8sGPYZ4wPWty48BaPaT6VcRRKgspVeQgf64D+9+POaxdWKNI4ebOR8Z28ltY6RoiSR7bK3DOrOF+c9eD15zXGppdxK5AMKADJZ5lAA/OtT4k6nbzeNLoLKvyKoxnv1/rXJx3SvIqrIpyemaun8KJrfG7GlpUqQeLbWZTujt2Rs46/NXUzaqGYjJH41xiRTWt7M7KVLKMbh2xxQbuQdc/nWhi0dadWkQgxSspByDnoa9XQgID2ArwC1mlubpIwCRnLewr3xmxGB7UmXAp3LZDHvXn2uR+RrUrOMRXK4z9cD+dd3csCDjrXNa5Z/a7QheZIzuT/AA/Ggph8PNU1EaifD8e029zKZPn58rjLEfiDx713mj+BrTRb2S/aaWe9ZnYSNgY3H09fevNvh75y/ELTWZWVZC7YIxn5G5/MGvYtW8SaRaIkj3iFHbaHT5lB9yP51z1ea9kb0bWuzmdfFroWka5PbwqjX0ZeVh1LBdoP614Pcp9pIM8kkxUYBkkLY/M17j41mEnhy6mjdW/dkqRyD3H1rxN9XuCAGERA9Yl/wow70Y8WrNIrxQhFYooCoNxx2rpPA8sUOi3UjgeYZlYZ9CG/wFYN1qVxc6e0RKiOMEhEQKCcdTgcn60un3YtLBIx1IGc+orpTONndtqrAFU8sD6Vr+HLz7U1yAoAQIOPxrzT+0sjrXZfD65886jjnb5f/s1JvQIrU7SdsJjNct4oj36aWXrG4YH07f1rorhwc1k3iLKrRnlGBBzQjU5jw/q0Oi+LLPUZgTbygxyleoDd/wAGX9a77VPFNla6dq0Wn3qtLdOjBojkqHbDY6c7Qa8o1CE2ryW787Hyue4OP/rV0/gvQrXxBcmScTtbwczRnhHJGFGQc9ycewqZ2S1HTb5rIq+Lb6xe2t7W0undy2Tl8+XgDAz9eTzWLqGtrfi3nuLdbmXygkrPgHeD/hivXL7Q9Gs7Zlt9NtY/k2kiMZx6ZPNeKX1vDaapeQPMVVZPkwmcrjiop1IyenQ0q05U43b3KOpXd1qLxq6JHCnAjU1UmAjtPLXuQK0ljtncKbsKvdjGeKq3ywm6gigZnj3/AHmGC3vjtW97nKdva6dH9nikkZQXjVsE+oBqw8NquFVldzxj0rHOpE21uvGEhROvoMVC16Me9FyT2OdgBWdcFsEc4PFXJmyOtUpmyrYHv1qUbXMm6JDAL69KztY0mKezeOKSOOXO5pCpy2M4H05rSmywIx0zzViSFL61Wa2UyAj5gvJVu4PoatK5LbPNZtAu9sqwvbO8nG4tjbnr19a5yTw1qEa78QlfaQV6dPprpKf3Lgk91NS+INLsLSS0t7ZPmS3AnP8AekycmhpJpAk2m+x5T/Y14jRq0Qy5AXDDrXZaDeHStPuNPuLfiQbcZB2kjBIpl5p++WHBIVTk4pJItr7u46c0+VCuZF9bso/cb5XLcgYHHrVI2962QLUklSMM44461umF8Z9zTNB08az4lbTrjUJbQNHK0Zjj3lnVCwX0A4PJ9PehpIR0nwlgmt/7YEwYE+TjJz/frvpmyDj1rgPhTcSTJqpdyciE8/8AAq7yRvXnms3uWnoZ1yScsevr9Kq2mnx6jdWyXCsYjMowrYOdw/SrV02HzioI5ZYIka1I+0idBGDjgtzu59ME/hTtoFz1m8eKIqHdVZugJwT9KxdSYPbOBzXmvi67vrfQ/wB9K87Nj7LOT0fqxHPP1/wq94R8VTa14emS7LNdW2FeQ/xhslT9cDmuOpTajc76VROXKeQ+Lo5JPF+qSFWIMxwcdsCqujJEmpwSSgMiODgjg812uoRNLd3MynO9jxWZbRzLZFHxtLFguOldkI+6jhqP336lzxGsN3cRSWJDR+WqsSQORXIyXCrIyF0BUkEZroZEIQIeeeaoagWhtSyAK2RyAM1fLYzuZJvXjkQ20hDNw2B056Cvo6Q/ux9BXi+taZp1v4dttT07UrydWu/subm3WNbghNzvF/FtU4U7vUd8gexytlBxngVEi0U7hhyMAntWTcnGF65Na0xG1ueR7VmMA1zFkZO/oaEFzBuFubK+ivvtG1nDRIsfLKrAhjjpnB4+pq74slsItDVLS4aI3YERg+8VVQTlsE/Men+NaS+GV17UoI5EaK1iLPO8R2luMKv5nP4Vav8A4f6Bbx79tzKVXAEkxIz649aynOEHrub06cpx02OCs9ekbwFqWnTSkzWikRqRyqEdM+zE/SvPVlnI5lbPvXT3di1rrt7px3mN4jk55Ybs5qnPpNvAY8PKNxAI4J/CrhBayXUirLaL6Gn4Q0galFcNO28hSQp9MHB/MVlzhYyV6BeK1LWI6ZI32Saba2Op5FRXkYuBJH8qBjyyKM/nWiizFtGMXUnjJ9gK7/4ZSA/2tCUKtGybj6n5v8K5Tw3pGman4mTS9UvrmCCZtiTpNHGIz1LMX4xjPA5JwO9dd4CsP7K1bxHZlZ0MM6xbLgASLguPmxkZ9cHFTIaOxnPWsy5IJ44/xq/IwJPQfWqFzjJAPX0pDMS7006ncrHFb+bO+Yl9s9z9K9J0jS7fQdJjtIOSvzSPjG9j1NZvhvThbwm8kH7yTOwEdF/+vitC8udqkZrlrTu7I7sPTsuZ7mfrV18hYNxg5rwzXrxDrlzkMeRyPoK9S1m92wyDPOK8jvbWea+mk8pzuYkEDPFGGjq2GLfupEBuFOOH9OlaM1hMkdvdkYU5C/pWdHBIG3iF2CHnCniutvLyK+0aCFRtnjOWJ6HjBrrscFkYLTOG60w3D4qC/LQABXBJ7qM1r+IvCmoeHPDukahetOs9/wCZ5sBjIFvgIUDH+8Q2cdunXOHYVj21+/51SuWKLIB0HrRRUoozWG4tn3rgPFA+z6uzws0bOoJKMRz+FFFUhMTwld3dz4s022lvbpoWmyyGZsNgE4PPTijxhreqW/iq9S3vpoUDDCxtgdB2ooqP+XvyNl/BfqYLeJdaVgf7Rlb/AHgp/mKY3inVz965RvrCn+FFFamA3/hI9Tc8zJ+ESj+lRWXiHUNN1ddTgeM3CFiN6Ar8ylTx9GNFFDBHefCSRmXVwTkKIQP/AB6vRZRhc+hooqOpSM26YmT8a53XSEmgJUMMNkN0PFFFNAZGr6pdahLZxTSYi2mMRp8qhSQP5VS8Lzy22u3kMTkRsswK54O0gLRRU1fhZpR+NHQWCR3NsC8Yzjkgnn9avvolr5O4GQZHQEf4UUVpHZGMt2Y9xYRQn5Sx57kVja1BGunlgDw4oopsRV1zxIdfhtoZdJ021NuqRxSWqSKUjXOEALlQvOTgcnmvam5UfhRRWbKRVkA2OfQVlSsUdmGMryKKKaGd7YRpHagqoBb5j7ms3VpG8l6KK86p8TPTo7I8ovFD+Jrl2HIgUD8WP+FV7mCMvGSucNxRRXoUf4aPOr/xGMkRQeB2qDylOT70UVqYmUuuNo93dxnTtOv4ZpA5jvYPMAZM7SCCCOpyM4PcGut8AX9zql9rl/eSGW5uXjllcjGWO7sOn0oorORSOykGSfrUcMEdxfwQyAlG6jPXFFFS9i47o6cnamAABisjUGOOtFFecerE4vWifn57VyhjUHdzmiiuzC7M4sZuivaO2+YZOD1FS4wjnviiius4ijfDFqSODuFNvPEeralplvpd5ezT21tI8qCSRmJZ8ZySecbePTJ9aKKmQ0f/2Q==", "info": {"video_id": "113390", "label": "poking a headlight so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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p/jXjskFzp98JYd4+bcrpnI/EUJX0B2TPr3QfLtfD1mryIu2P5skDHJrx/wCLnie3uN2k2cgeKKb7VdMp4D4xGn15LEfSs+11Qf8ACL2mp6xrWsW9rcM0SeTApeRk+8A2Mge/61wHiHVYdWnW00yxey06PJUSHdJI395z3Jqku4myvYqWggHrlq2oocKD0rGslLarp1qmfmJH6Yrt4dHm4ytMyZy9/ZNI8UqSGNlypIAOQa90UgIPpXmd1pCiFvmyyYJPavSFJwKmRpAg1BBLZzxf342X8xXjutLkx3I77ZD9fut/SvYLpyo9fWvK9ShDC6tz/wAsZmH/AAFuP54pFSK0FsJIGmbfgDjamefc9qPDl5BpvjyzkuOIZwInbPAB4z+eK9D8J6Yr/DI3QXdcSEgAKMZ3EHcSPbpXlPiCzlj1SSKKNi0UzRhUBJHcDj8aPILW1Pf9Is7d/EsHmjcLeNnc4/i7f0rtb547qwinDgKXUhs9s9f614z8P/Fl/qem6gl7CW+wWuHuOjHJwqn34J/CpfEGva7c+HvKv5Y9H0qOERs7yqZplxjairnGe561MW23EtpKKkee+OdYTXfGd5qERzDcXRMR9Y0XYp/HBP41Qtl3ux96y/P+2an5yIUgUERj0HStrRN1zFKQM7JStaswZaWLArovh3btaz6sh2+WXRkA6jO7iqMenyuOEOTXQ+F7N7SW83Y+cJjHtmpewR3OnLVwXja3WW5DdmjCsfY5H8wK7lj8p9K5DxQBJJBu4WQNEfqeR+tJGj2OHtpppbNYC74+6UB6kdqi1S1eKzdXXawAbmtfw3pp1TxKtl8w8358L19CB+NereF/AemR313cXcBmeGTy4opiGVSACSR0J5/CpbUFcqKlUerOc8NafLdaDaSKjKXtkUMwPbjA+prv/Cml+fqIkl3/AGa0LQW6kcHC/Mf++jUWsz20LJbSzxrK3yohbBPsKtaP4q0jRtIit7uWQXERkZht9ST1/KsqcuaWp0ThyU9NblPxrdtp3hHxNDMd0X2Y7QT0kJ2jH1yDXzahxcXJznBAz9BivR/iN47TxEWgs+LISiWaQfdkZR8qj1A6k+uK8ytnzFJIxwGfJrpS0OORqQRZReKW/t/OsZUHXbkfUc1bgiwKmaLA6UyLntedqk96zrlxg881dlYhcVmXLZBGOahGxyfim0+0WouUH7yHrjuv/wBauTkljF4HdiNyjLAevX9RXoM+ORgFW4IPeuF1uztbInyXd2CszDsoyMCmyWrltotF2ZOvckZwLJz/AFqlIul5+XU3b/t1I/8AZqwpptihthOegFUDqsWceW/6UibHSNHZE/LfZ+sJH9ar6kLS302QwzvPMyHcfL2KnsMnJP5Vh/2lETwH/KtSysptV0yeWNT5cYyS3sRmmKxvaVqBsdEgtQQMMX/ML/hUjarkHkVzbsyBVyflGKiMsmOtMVj1XwDOJ5NROc48vP8A49XXXDjp6VxXw2Cx298gkVnHllsc9d1ddO/tU9TSOxj6rEt3bS27H5XXr6HtXnFyjLBJBN8rRPt9xn/64FekXGGY/wAq5XW9LF073CSLGdp3g/xMB8uPrxTB6lK0spb+HzEuLQAcYluUjI/BjSXOkXEa5+06ex7BLxGJ/AGust/hHO0iG61JUjMYLBI8sGPYZ4wPWty48BaPaT6VcRRKgspVeQgf64D+9+POaxdWKNI4ebOR8Z28ltY6RoiSR7bK3DOrOF+c9eD15zXGppdxK5AMKADJZ5lAA/OtT4k6nbzeNLoLKvyKoxnv1/rXJx3SvIqrIpyemaun8KJrfG7GlpUqQeLbWZTujt2Rs46/NXUzaqGYjJH41xiRTWt7M7KVLKMbh2xxQbuQdc/nWhi0dadWkQgxSspByDnoa9XQgID2ArwC1mlubpIwCRnLewr3xmxGB7UmXAp3LZDHvXn2uR+RrUrOMRXK4z9cD+dd3csCDjrXNa5Z/a7QheZIzuT/AA/Ggph8PNU1EaifD8e029zKZPn58rjLEfiDx713mj+BrTRb2S/aaWe9ZnYSNgY3H09fevNvh75y/ELTWZWVZC7YIxn5G5/MGvYtW8SaRaIkj3iFHbaHT5lB9yP51z1ea9kb0bWuzmdfFroWka5PbwqjX0ZeVh1LBdoP614Pcp9pIM8kkxUYBkkLY/M17j41mEnhy6mjdW/dkqRyD3H1rxN9XuCAGERA9Yl/wow70Y8WrNIrxQhFYooCoNxx2rpPA8sUOi3UjgeYZlYZ9CG/wFYN1qVxc6e0RKiOMEhEQKCcdTgcn60un3YtLBIx1IGc+orpTONndtqrAFU8sD6Vr+HLz7U1yAoAQIOPxrzT+0sjrXZfD65886jjnb5f/s1JvQIrU7SdsJjNct4oj36aWXrG4YH07f1rorhwc1k3iLKrRnlGBBzQjU5jw/q0Oi+LLPUZgTbygxyleoDd/wAGX9a77VPFNla6dq0Wn3qtLdOjBojkqHbDY6c7Qa8o1CE2ryW787Hyue4OP/rV0/gvQrXxBcmScTtbwczRnhHJGFGQc9ycewqZ2S1HTb5rIq+Lb6xe2t7W0undy2Tl8+XgDAz9eTzWLqGtrfi3nuLdbmXygkrPgHeD/hivXL7Q9Gs7Zlt9NtY/k2kiMZx6ZPNeKX1vDaapeQPMVVZPkwmcrjiop1IyenQ0q05U43b3KOpXd1qLxq6JHCnAjU1UmAjtPLXuQK0ljtncKbsKvdjGeKq3ywm6gigZnj3/AHmGC3vjtW97nKdva6dH9nikkZQXjVsE+oBqw8NquFVldzxj0rHOpE21uvGEhROvoMVC16Me9FyT2OdgBWdcFsEc4PFXJmyOtUpmyrYHv1qUbXMm6JDAL69KztY0mKezeOKSOOXO5pCpy2M4H05rSmywIx0zzViSFL61Wa2UyAj5gvJVu4PoatK5LbPNZtAu9sqwvbO8nG4tjbnr19a5yTw1qEa78QlfaQV6dPprpKf3Lgk91NS+INLsLSS0t7ZPmS3AnP8AekycmhpJpAk2m+x5T/Y14jRq0Qy5AXDDrXZaDeHStPuNPuLfiQbcZB2kjBIpl5p++WHBIVTk4pJItr7u46c0+VCuZF9bso/cb5XLcgYHHrVI2962QLUklSMM44461umF8Z9zTNB08az4lbTrjUJbQNHK0Zjj3lnVCwX0A4PJ9PehpIR0nwlgmt/7YEwYE+TjJz/frvpmyDj1rgPhTcSTJqpdyciE8/8AAq7yRvXnms3uWnoZ1yScsevr9Kq2mnx6jdWyXCsYjMowrYOdw/SrV02HzioI5ZYIka1I+0idBGDjgtzu59ME/hTtoFz1m8eKIqHdVZugJwT9KxdSYPbOBzXmvi67vrfQ/wB9K87Nj7LOT0fqxHPP1/wq94R8VTa14emS7LNdW2FeQ/xhslT9cDmuOpTajc76VROXKeQ+Lo5JPF+qSFWIMxwcdsCqujJEmpwSSgMiODgjg812uoRNLd3MynO9jxWZbRzLZFHxtLFguOldkI+6jhqP336lzxGsN3cRSWJDR+WqsSQORXIyXCrIyF0BUkEZroZEIQIeeeaoagWhtSyAK2RyAM1fLYzuZJvXjkQ20hDNw2B056Cvo6Q/ux9BXi+taZp1v4dttT07UrydWu/subm3WNbghNzvF/FtU4U7vUd8gexytlBxngVEi0U7hhyMAntWTcnGF65Na0xG1ueR7VmMA1zFkZO/oaEFzBuFubK+ivvtG1nDRIsfLKrAhjjpnB4+pq74slsItDVLS4aI3YERg+8VVQTlsE/Men+NaS+GV17UoI5EaK1iLPO8R2luMKv5nP4Vav8A4f6Bbx79tzKVXAEkxIz649aynOEHrub06cpx02OCs9ekbwFqWnTSkzWikRqRyqEdM+zE/SvPVlnI5lbPvXT3di1rrt7px3mN4jk55Ybs5qnPpNvAY8PKNxAI4J/CrhBayXUirLaL6Gn4Q0galFcNO28hSQp9MHB/MVlzhYyV6BeK1LWI6ZI32Saba2Op5FRXkYuBJH8qBjyyKM/nWiizFtGMXUnjJ9gK7/4ZSA/2tCUKtGybj6n5v8K5Tw3pGman4mTS9UvrmCCZtiTpNHGIz1LMX4xjPA5JwO9dd4CsP7K1bxHZlZ0MM6xbLgASLguPmxkZ9cHFTIaOxnPWsy5IJ44/xq/IwJPQfWqFzjJAPX0pDMS7006ncrHFb+bO+Yl9s9z9K9J0jS7fQdJjtIOSvzSPjG9j1NZvhvThbwm8kH7yTOwEdF/+vitC8udqkZrlrTu7I7sPTsuZ7mfrV18hYNxg5rwzXrxDrlzkMeRyPoK9S1m92wyDPOK8jvbWea+mk8pzuYkEDPFGGjq2GLfupEBuFOOH9OlaM1hMkdvdkYU5C/pWdHBIG3iF2CHnCniutvLyK+0aCFRtnjOWJ6HjBrrscFkYLTOG60w3D4qC/LQABXBJ7qM1r+IvCmoeHPDukahetOs9/wCZ5sBjIFvgIUDH+8Q2cdunXOHYVj21+/51SuWKLIB0HrRRUoozWG4tn3rgPFA+z6uzws0bOoJKMRz+FFFUhMTwld3dz4s022lvbpoWmyyGZsNgE4PPTijxhreqW/iq9S3vpoUDDCxtgdB2ooqP+XvyNl/BfqYLeJdaVgf7Rlb/AHgp/mKY3inVz965RvrCn+FFFamA3/hI9Tc8zJ+ESj+lRWXiHUNN1ddTgeM3CFiN6Ar8ylTx9GNFFDBHefCSRmXVwTkKIQP/AB6vRZRhc+hooqOpSM26YmT8a53XSEmgJUMMNkN0PFFFNAZGr6pdahLZxTSYi2mMRp8qhSQP5VS8Lzy22u3kMTkRsswK54O0gLRRU1fhZpR+NHQWCR3NsC8Yzjkgnn9avvolr5O4GQZHQEf4UUVpHZGMt2Y9xYRQn5Sx57kVja1BGunlgDw4oopsRV1zxIdfhtoZdJ021NuqRxSWqSKUjXOEALlQvOTgcnmvam5UfhRRWbKRVkA2OfQVlSsUdmGMryKKKaGd7YRpHagqoBb5j7ms3VpG8l6KK86p8TPTo7I8ovFD+Jrl2HIgUD8WP+FV7mCMvGSucNxRRXoUf4aPOr/xGMkRQeB2qDylOT70UVqYmUuuNo93dxnTtOv4ZpA5jvYPMAZM7SCCCOpyM4PcGut8AX9zql9rl/eSGW5uXjllcjGWO7sOn0oorORSOykGSfrUcMEdxfwQyAlG6jPXFFFS9i47o6cnamAABisjUGOOtFFecerE4vWifn57VyhjUHdzmiiuzC7M4sZuivaO2+YZOD1FS4wjnviiius4ijfDFqSODuFNvPEeralplvpd5ezT21tI8qCSRmJZ8ZySecbePTJ9aKKmQ0f/2Q==", "info": {"video_id": "113390", "label": "poking a headlight so lightly that it doesn't or almost doesn't move", "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": "0a426e57816536a09330dae8f6bb1204953e8fe49c36c2c5e926e77aec3f3db7"} +{"episode": 50262, "episode_seed": 929147621, "split": "train", "timestamp": "2025-10-13T03:24:34.656590", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 929147621, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera upwards while filming moving the camera upwards while filming the whiteboard'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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"info": {"video_id": "217633", "label": "turning the camera upwards while filming moving the camera upwards while filming the whiteboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "217633", "label": "turning the camera upwards while filming moving the camera upwards while filming the whiteboard", "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": "d2a8d2b054b183d9b62a277e01e9048bb552d312c64cda7125ef268254b0d978"} +{"episode": 50263, "episode_seed": 3218149770, "split": "train", "timestamp": "2025-10-13T03:24:35.922201", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3218149770, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling pen on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "115594", "label": "rolling pen on a flat surface", "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": "115594", "label": "rolling pen on a flat surface", "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": "8394346da4eef9ee28a8d113b124790bd01200915f0f8f06db51e1f5e635d6dc"} +{"episode": 50264, "episode_seed": 4190389420, "split": "train", "timestamp": "2025-10-13T03:24:39.015128", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4190389420, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plastic bag falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "60683", "label": "plastic bag falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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PNIlwY5CqQr83JOOg7f8A6607CyEl8kU5xk/KTwtdHqHhkCJI1RSrD/WDoCeevbAppXNI0+ZXKfgm8axvpZXMbINp2AcY5713WqeKnMKK6oEVgTjGWI+6DXDxwPpsojmT97IARx6d/wBc1LdXJMilkJPfaT19T7VEpNOyHzuK5TpNbvrG/kimK7LgqdpcgCMnvgd65/8AsmOGN8pznk55YHv+GTVea63wqkhDuoGAgyMiq9vJIhLSyBoWyI1GeSTnj9RS5mS6lyKdowXjicnGNrOeTz0GB/nNSBC21Y8OGGOuMHrj6darEfvWyuGHQP2H0roNKsIp9NuJphI1yFP3RuUg8g+31ppXJjqxNH0R76XKZ6c/Lkhe/Heulh8HtmNjcYYN8yhMqQOlbOk6fDbW9soX5vLC45xg8/zq/IzCVyuSAMdCPx+lbKGh0wgktTjtT8PxedA3kY8xz9xe39OKmm8Pzm8ghVSsahUfIyAT0/lXTvIwkSRmO+PJKryVyAKvwSj7x5LAZA/SnympkLeWmkI8UsboFX5Sema8QRYDvmfeCQAjDnv3H417N4y06W50pprQENEdzL049RXjbxqIv3ZCKRgAscg/5zz71MznrvVDkvZYMAsVUgnnPAzn+uKfbwwXU7zLM/mKd6DPHU9B2GD0qqyJNeASyuYgBuCDOfbr+tX7Ih5132/mb12jaPm9hn0/nis7GMdDsfCw+1apC0m4mFW2sB19sfQ8Gu5cQE+YTIzEbSWY4Ue341j+F45INKCOmJDIw8wjGR2x7da25PlXePmAOCoHP41tBWR1QVkQr5Sq4zsU87z/AAnp+tWEKJcBcmRGHyBRnANRqgeI+Yu7OflI4P1prvPDd74giRmPa46844/SqLI9kYKIS77fmJz94Z//AFCpMqPki4QAYB/nUBZtm4uuzfjaPyz9KBcFVZGABVsKQetMCdnWRfLOSHHODXAeJ44tM1KMQxNCsqMF25G7HXH512okLOoRtp4yMdfauP8AiNIVOmgcswkAGMn+Gon8JnV+G5xss88Ds1u7hzhgA3Qd/wAOvX2pvmO1rtk+eXBfKnt2J/D8sVnPeLBt82LeWORtJUqfrVhrrMIYgPJKfvYwWXpnArA5SJVBIiAIOOUA5+v9a7rR7Ce70hYPNVRGV25TJcA4HPtiuRS5ijjVoo44wW38k4AIA69h/wDXr1DSClxpFlKoUBk2NjOAc/nzWkddDWjFGim2FVcMCV/hz7VDclUTMbfKwzwefwqfy1ZiCvByWGMbfTP4VFHbouxFZcDsecfT2FanSN2I/lBQ8YKjo2CT9evQVc84xfLtB4JJJAx9KhwogJA28ZAz/nPNQq7u5jDEvj5ieccd6AH3ipLYzCSTyyybS4HTNed6HeLoviz94heHcUHzDOT0PPvXpUfDZJztPHFcx4k0ETyNeQGNAg3HJxubrx6UNdSZq+ps2unxanb/AGgLsigTaq+Xnc3J/Hniucu7WOz1GWVIkZgASV53E813mhRpL4fEMY2hkDHjdz05Hrx/KsXVdJ8zT7ohFN1GWDbn+RFPIGfYD+lZ20FJaHnN5O11dzPhlDEkkjH1/DI//VVbbDC4mBIZuF3Zwe4/pWhdx3AYL+8LzHIjOFO0d8+h5qOaBvveTtQcjAB2/wCetZs55I9LsPHOm6peR212HgLxpkuMKJMc89hnIyawPiBq7TPHo1qx8qJhLKQc7nI4GPYc/j7Vx0ZILxrgqgwT149c/pQkX2ltqD7+PlbIPT8zVuo2rMOdtWGQxow8xYiNj5OBkn/PIqZ9PjS1NwCAxb5kxwhxwc+nFdPp3hma4VfuIh6seSD2JH4fpWtH4XaO1EUuyVyzEMqYIpJM1jTucLDE0qCQWpMkYzkMDj/61dloitqWmyQuXEpwMMefz/SnafoBfSp2jiZd/wAueh68H3HWt2x02fSrAbVHnhiW398HsffFVGNmaRhymD46gitIdLWGNVKq5984X864nKyTOGzhRndkjOeP8iui8Wa0uqSweYdrQs6/Lggg4/wrlriQhUXJDjleRg+9ZT+JnNW+Jkc7kIXVszqh+U9QR/8AWpbS+ke3eeUAuRjGMAseAcD8vX1qvHC0aNcugdGdsN/9ftmrjPB5RMJJdOiDByAece9KxnYnheF0EjQZkB6k55zkkD1/SvSdAtoo9IhnjUgyq28NxzkDGK800+CO/m/0kTIxJ2b2PzAjgEemeMdK9O8NuBokLyII0TosaHOQcZx2J4471dNam9JWZsb2A2gDjj5evFQTTCaBXAYHB3DHOfQ/lUyzAFN6upOMLzxn1p4QGQDaykdQDzx6+/8A9atzoK6gNFEAvlHvg9+envV2ORYlw7cnHJHp3NRBVEZ+Xb32j1//AF1B5zcFzlsdqBk0zGTODlecj/PavAHnk+clWjhPBdjkZ+le97j5ZAJB2cZ7HnmvBpxCoiQFipOcFf0/lWdQwrrYjjmLTjEYZWxznJHoTW74dmjTXYnkJSJGydvT6EVjWyKBJu+TknI4z/hXTeCLOOS7dixbrjHb0z7dqlIygveR6nbIgG5SoRiMc9qe+drKVJGdvJ4PfIqKB0EYwoGBgcdMVK21k+Zz83AANao7CJk3cx/KUXr6D6fXioo/Pdp59hki27GY5xnPSr9vaSXe5cnauN+T0x29OlaE9tHFPbeU5SFWyUB+8MYwfXOfzq1G5LdjmZciTaDvVlPQYyfSoyyAKqYwSDhu3tVicJbmQYHBODnpzUGAj4Yl+eMr1HWkUTIAoBOcDJziuD+JVwqCyIJ8xA7Bc9/lx+FdyVI3kEjJ3ew+lecfELEt5bchll3qo9htzUTeliKq9xnHqjXjHzGXG75T0I9eatzKtsiyOEZPUc7c/wA81A5XcvlI0arjdu+h6enpUUM8jMUVd8gG4nf6enrwKyONLU0dLSC6kEk+/wA3kKzsTz2b+XtXqHhsXLaTHJIVM23CGXsB09jwf0rzuwiku57aOZTAZNq5K5z7D17Z+teo2VitlZx2gZpDEME9j7D261cNzop7jzGFUDzmJXjI4yw5/KpVCPuKyiNsZCdMdzge9Rsqgj5BvJxz2HvU/kx79/lhyykFvQelaGyEZ1kijkMXzKx2M38Rx/L+tRK7Kmzao3EnaRyvt+IqEvci1ENxKMhsADnIOD1+lMmZU3qJWBb7jY79xQBaJKMACN3cE+3+NRL5VzE8LgyDHzA8A/41BJK5bccADvnIOamiDJu3YyD2pgY9hrtxaWPlxzMoQ/fP3uf/ANWarWWu3Ec1wNymMg9cfMect6fnWGt20kJkQBEboGH681VW62sSx+6CcIeDnua47s5XUehpzahFI7NeKyyhuJBzuI5H0GM4xVHUp/MQNGCI3+YAc54GPpVRit1mR9vlLySBnb746mnTRPJCoCttH3Ej5G0Drz1xRchybQlsJJZ4oQ+Z5WCpn5QfY11Wj6E/9pxQTggCHeQcEBj9PrWHo2mz3N7HGyKJXI+VeeuDn8q9HsLK3tpROBtkMW1x1yfWtYxua043VzQiiMFiAGzsQJ14z7U4TPvXsABlyemP89aBJHu8vI2seM9c4qqXU3KrKWZCSoGeMdOfzrax0Fm1cRqIGJ2KucnpjrWiZBIm10BGQDuNZcStvZizBTnKkfqa46XVNQv/ABre6X/bd1awhpPJWNQfmVNwUeg4PJoBsyvGOkLpWpiRZC0VxuMRPIB7g/mOa5KWFbhv9eGZgMEnODnp9K1f7TvNVRUv7qWcH7u/B25HPb2FUruCG3uSgbbjJVn7/lWE17xy1d7kEhy4Vwx4IIUnnHP+fxqK3aaVndd0cZYglgCC3YfTjtUput67w5xtOXzkDtx/hRGCIUxJmMYwN2Pbp2+nuaRmmbumW095LaQu0avIAiMDlWx2GPyr1OwgksLSCDzVZo1CscVxPhLR98EN8HkASX5VxgrjsPQHPNd9HHsAVlBBPOf8a0grHVTjpcYd+CMZU9Dnr7UpkiYSJIp3qoYuBwQOnNPt4jNdiJ3RAvQnOAPfHerF3byW6uMqI9uAe1aGiIfJe5SPFszOm5lGPvDGDx+P51UQxDMhQ7mJKseeOladu82n2FsplD3DELkd+f8ACuT8eXtzp2n3dxZyNFKJ4yGQ84btTsFzb39ST265rwryI2ZsNjHVsnnnoPSux1XUrqLRYdQsde1GZTcfZwZ41RZiEyzxgc7VJ2nd6j3A5NWIKpGFODknHOfWs6nQyqvYsCAMJYeCQODjgj0rufC1ulrYqY1gzjawUHcD2JPfvXJaZa+ZqJeTATbkBhgeoB/LpXoogjgCAp5ZRFGRwCD2P04pRHDuTahqKaRYvPMpkIwqovLOxOAoHqTTY72W4t2861eCWP5ZIQwJU+gI49OaoasXFxp54YRzlx3AYKdv1POfwpoluYbiS3lt5klba250PzA8Zz3rS3U1ujt9G1CzFrHD5yecC2+MsN2c8EDuMU671C1mjk8qQB422kMMEH/CvPbuZ7DVIdUgVGMbqwQDsM5H49K62S1hNxJK1zH5N3giNjz7H8v1rWL0IkupDPZXqwLICjKw+8hDAccfWqaru2HzGxuycc5z7/0ro7iJLWBIYztjXkknoo6k1zslysjPIoIBc7RjoKmUbDi7h5qhuMgHIGT1+leeeOrZY722Q7mUq7R5J6HGRV+31B77xpNpt5ql5aW7TGONo5I41i7ksXGMYzx1JwK5TxHd3n9p3FrezXTm2laNEnC71wf4gOM8DocVnNaE1X7jRluoUSFnBITHy85I70kIWO3WNUVcMGZs5OccfQZzxTGmcnDMUlxja3G0c/nTo5JPIYyHA4KkcEj/ABFZHL0Ow8KaW17GZROTFC64C9U6nIPrXpMSlY/l43HI2noa4bwNJKtubdo1aJ87mU45xxkdvSu6zujdWQKrDpWkTqpqyGyKr3AfoR1XHPFRl5lLfvAUOcuR61I2N4by22dx9Pep7Kx+3TJA/EKg7wAcnv8ArVrUvYzozI1pEJf3Q+bDkZOM1ApdWbIBXed2T27V0d3byul5DM5MflARrxwwycj09K5+QqSsRUgMcHaeT/nFOSsxRdyJCxkYhGyBgEY4/wDr9akEqsvyv8jfMKw/El5cWOjGS3kaGVXUb1OTgk561ka3D4i0PQ9NvbnULsTXW/fCUwIQApRScfeKtnH/ANekO5l3MnlgqFUgAMMjvmk2K5twVG11bKjgdCaKK4keezJmdv7TUbj8qjFXhK4vlCsQAxjGD0A5ooqmC2Oo8Lbv+EgtpA7A+YoIHQ8Y5/CvSIo1Z2ToM4GO2DRRWtPY66PwjJokZUJHzA5DZ5GKaFUuwxgqQQQeemaKK1RsSOfKc7f4uD78H/CvJ9W1CfTvGV5ewFfNjnbG4ZHzLtPH0JoopiZmWGOY8DBxz34qrcgCbzD8xyRz6YoorCe7OSruU55W+1uAAFBACgcc5GfrVhEVbMMoxvkAOPoKKKlEHqngOZ7jTmgkwyRsNv5nr69K6122xoQBy2D9KKK2R2w+EWzYtI2at+Us6SrJkrjpmiitY7Ce4RRq6Rkj7gwoHbtXEfElQdGc/wB14uPXk9fyoooewHn2ra+2swQpJp1jAYUWON7dXUqgz8oBYgDnPA681RtzkM3Aw2AB0AoorGoZVOh3Gn28Ul1YrsC741cleOcH/CupPzzqrDcCmDnvhc/zoooiax2Ft8LFNc7Q0sEZkjLc7WxjP1rOldnhE7nc5kwQen3TzRRW6/hsX20Vo41uLu3WQZV5lBFdJLaI/nyFpMRsSibvlXnsPxNFFFPcufwMxtYuJpWSBpG8oqGKDgc9vcUxOPpg8f5+tFFOZMTz/UdXbTNd1NGsbG8jlnDlLuHeAyjggggjqcjOD3BrD1C8uNQ1CS9uZC9xMWldsAZY89KKKxlsTPZmdPgeYxUMS+3n0qzJGpjBI5LEZ+lFFZo5n0PTvC6LFpKlBgo23PcjAPPrXSBiNvTpmiirWx2x2BpN80iMoKqowPSun02NRpkB7tGHJ9SRmiitYbkzM/WBtiZgTl15/OuWmmckDOAXCkDjIziiinU3CnsYni2JV0HeAciRAOegz/8AWrjbnXdS1DToLC6u5ZYLeRpF3yMxJbGc5POMcemT60UVBTP/2Q==", "info": {"video_id": "60683", "label": "plastic bag falling like a feather or paper", "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": "6188a1e6cd6d9bd0824c2be1aa1d9979c101a67c844f763b3876e39c8f89d122"} +{"episode": 50265, "episode_seed": 3986393668, "split": "train", "timestamp": "2025-10-13T03:24:40.169870", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3986393668, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shaver so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "133129", "label": "pushing shaver so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "133129", "label": "pushing shaver so that it slightly moves", "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": "3497f5e0bcbfbf11185c0a23603f8847fe85d2ea6cc896830a48554823eb0fbe"} +{"episode": 50266, "episode_seed": 1402884024, "split": "train", "timestamp": "2025-10-13T03:24:41.621179", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1402884024, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 baby powder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "20787", "label": "squeezing baby powder", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "20787", "label": "squeezing baby powder", "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": "2824203881336043f7ef025d5aa9339fe3a542d5deba0e09415fcdf94b841ba1"} +{"episode": 50267, "episode_seed": 1135028152, "split": "train", "timestamp": "2025-10-13T03:24:43.234170", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1135028152, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a pink tassel out of a jewlerry box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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y2qESSe552/h/WsWDUZNL0e0CIrGUs53f3c1nXcsk7ySSOXlkbJY9SSa0dVs5ZPIjjUbYIlj29DnGT/OnGHLFRFUm6tRyS3NA3VrPAjwSM8hJLgrjb7fWmH5iaqWURjhCkYJPNWtuG4ppWOqkrRN0KzcD8c01kU9yfoKnaZegKj0wM1GZSf8Alq5/Cg7mV3Cju2Pfmmq1u8cguHQQxKWkJHXPGMVIznn5sj0YVhatHPkkFvJJBKg8ZqZR5jkxCbjoRNpUN6jy6ZJv2DJibhgKy3jZGKupVh1DDBq0ltcQqk8MmyQcrg4YUsmsys/+lQo7jgnGCauKfU86cWiGCza6cLjEfVm9u9MnX7TO0icIPlUewpZr+W5HlRKUQ8EA8t9anhiAUJzx1NW9EFOF3qQRWvOSasC1B/iq2IE2ZDYPvVrw7pketeIm025v5bVWjkaIxx7y7qhYL6AcE5Pp71J0NKC1H6FCYjPnnO3+tbBUZBrD8OTSTLMXYtwh57da3ChA5IB9O9Q9z0KFnTVhpwOKrX2UsbuT+7C4GO5INWCvq2R9KZthlVo5XQRqpaQscDbjoamTsiMQ7QZw2P3SAfWlPArXfR47lGk0yUTIg5jJ+YD8f61mMjIxV1KsOxGDWidzyGrDWBEZb24rbiPlyRw4AEEKof8AePJ/pVK1tx/r5uIYvmOe/pUls5YPK/WRixqmtDSh8ZcH3ie9WEHQmq6Gi9keK0Zo2IbIwRUHoXsrl0daveUerZ+gGTVXV7CztfD8Gqabqt9MrXRtc3MKxrcEJud4h12qcKd3qPcC68nHPmD6DFOxdGoql7EbRDrsfH1qBwoUglhj8amJzziTFRSMWQqT1HRhSLkQXslg1kJLxuJWARVXJ471i3Ojutv9rtGE9uSeV5K/Wo7y3uPtG2Tc/ZT1wKE+2aY/mW0ucj5gOQfYipjFx6nlzg2UsCrdvbnP2mYYii+bnue1J/a6MSZLZd/quKge6lvpAn3Ygc7R0FbpLc50m9C3AxZC7feclj+NTAZNRxKG9QtWvKxjawP14NQehBWQqLx0rS08YMgHtVfw1a2WqeJ003VLy4tIZm2LLHLFGsZ6ksZOMYzwOScDvVywikstX1W0mEym2mMQS5AEi4JGGC5GemccelDNKNROpylvYx+YkAepphUZ4c/lU7TA9HCn/dqMy5z+9B+oqTuaICD2YZ/KodU0x9St1kibHlN8m4fe4wR/KpLht0T4UbscFa5q/vLi5aOI7kWHhEUnr6/WoabaaODFa2RVlgkt5CkqFWH6+4poXJrVXVY7iEWerxEsn3JwPnU+/qKhSzickx3KuvqAP55rVXZ50lYr20AnvolwfLjPmP8AQVpRymWNnbrIxY/jVOWe3SM2ttlnkbEknXj0BqZWwAAKp6Kxvh1q5FhRjoKmVeMmqN1I8dsWQlWyORWvrvhvVfDugaTf3ktws98ZPNhMZAtwAhQMf7zK2cdunUGpsdLqqLsy+0jkfePSoAzZHzEZ9DRRUnawdmA6n8arXHTPqM47UUUGMypgSdQB9Kz7uNDjKg845FFFNHNUFghjjBKooP0p0B/e7cDBOOlFFUTDYsMAAw96p2uqXGi6yL+02edEzbd65HzKVPH0Y0UUkFb4TV8KIAboegXH61tNJtzhVH4UUVL3O7DfwkRtIwz0P1FYGszOr+Up2pIBvA74oopGeJ+AyElkt382GRkdTwynFaFtqE162ZghbuQvJoorSO55czOu7mSeUoxwinAUdPr9a0LfAKqAMAYoopyNMOaYjUw78YIHaql+cWJP+0KKKzO6fwsl1zxQ+vQ28Muk6bbGBFjiktUkUpGucIAXKgc5OByea0txZRkk80UU2ZYTZkgjG0nLdPWoHYgkdR6GiikdcirP8jkDke9V3RWBOMH2oooOeRmXEUbTAFFORUyRpFEQiKPwooqjnSXMPgOVxgcDNTt9xaKKTNYkVrrraRPcRtp2nX8UzBzHeweYFZAcEEEEdTkZwe4NaOlajd6lf6hf3UxkublxLK/TLHPYdPpRRVEUP45pNI7Dlifxphdum4496KKg9IYx3Bs4yBnIqhLDG7mYqN46GiigwqGddosisGGcDg9xWIyhXIFFFXE8+vuXLNRsL/xdK1rfgAgnNFFDNKAaioNmzAYIZelR3fiLVdS0y30y8vZp7e2keVBJIzEs+M5JPONvHpk+tFFAVviP/9k=", 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", "info": {"video_id": "192480", "label": "taking a pink tassel out of a jewlerry box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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9c+0DtodukalmkkeUgeg4FP0qMxhiRjOOorNx1udFBPmRslgzUoaowMEc0/BNM9E0wrN0HJ9KGQDhnGfQc1OZFUbcrj2BNRtL6Sj/AL5oOlogK4/i49xinQ5yVU5dsKoBznmhpPUo3seKytQvJrKQywKQSuAxP3Ce9TJNqyOavpB2M7U9FnsZHZRvh3EggcgZ7is0DIq5ZX95p8rTxEumfnV8lW+vvU85029YS2zG2dvvRNyAfb2q432Z5UlbUzwFVCT2q/aI1vawxsCHlcysD6DgUeRa22HuZNy54UdT+FMjnNzK9wwxu4VfQCrtZBSXNNFxjufNSICTioEOe1XPD1gmt+I206fUJbVWjkaIxx7izqhYL6AcHJPp71J3ymoq7LVnGW3gdsZPpVryh0w7H6YFZPh25llSdnZ24UjjOOtazPuOB5pNSdNNqUUyJkC87WH401CjS+Rux5nUkdAOpqQsQcjeKy9TjnljLRNj5SGC8ZFKSurGVZNxdiK5tdN1O8eOznCTluMjCufb1rHuLSazlMU8ZRh69D9Kelk8qs2dmOm7IyakfVbuJFhu1EyqMKX6gfXvVRVtDzZxaVytHGzttjXJPpVp4xb+VaA5YHzJSP73pUMmrfKRBEI2Pf0+gotg3Mjli7nPPWtNkTTi3JFzOakVR6URRKw5Yg+9R3Zkhti6HByOQag7tlctha3lVmGB075rO1bTbG18PW+qaZql9MrXX2XNzCsa3BCbneIddqnCnd6j3A1jMuAMqPoM0mbYeamnYgZFPcn6ConCju2PfmrBlJ/5aufwqFnPPzZHowpG7I1a3eOQXDoIYlLSEjrnjGKwW0qG9R5dMk37BkxNwwFS6tHPkkFvJJBKg8ZqgltcQqk8MmyQcrg4YVKi07pnl1YNyZVeNkYq6lWHUMMGpYLNrpwuMR9Wb271NJrMrP8A6VCjuOCcYJqvNfy3I8qJSiHggHlvrWySOWz2EnX7TO0icIPlUewpYrXnJNTwxAKE546mrggTZkNg+9JvU64U9CoLUH+KtjQoTEZ8852/1pPDVnYap4nTTdUvJ7WGZtiTRyxRrGepLGTjGM8DknAqzZwS2er6pZSLOpt5zEEuABIuCQNwHGemccelS9jahKPtUjQKjINNOBxTihA5IB9O9MK+rZH0qD0GV77KWN3J/dhcDHckGuLx+6QD613O2GVWjldBGqlpCxwNuOhrnn0eO5RpNMlEyIOYyfmA/H+tEZatM8nEvmmZB4FOYERlvbinMjIxV1KsOxGDVy1tx/r5uIYvmOe/pWqVzkLsR8uSOHAAghVD/vHk/wBKePvE96p2zlg8r9ZGLGriGpluejQVoJFhB0JqUdapXsjxWpZGKtuHIrR17w7qvh7QdJ1C8luFnvjJ5sJjIEAAQoGOPvMGzjt06g0kjSVWMHZlwyycDefzqIu3J3HP1oops7HuMZzgk4P1FQXIBGwgFWHINFFIynsZ8sawpsQYX0rEvokV9yjGew6UUVSOCsvdK0Y3OoPc1rwqA4QZ2joKKKpmVHc0ozlMEAj3qhFqU+ia6b602edCzbd43D5lKnj6MaKKR0V/hRZ0ElBMqkgfKP51sKu4kkmiipZ0UPgQso2dCenrVeT5lJPUd6KKRUimx3ZBAqpcxptYEAjHeiihHPMpwQREhvLXNWGOJQQB09KKKsxgizH1HuM1WvDi3P8AvCiip6msvhZd1vxS+vwW0Uuk6bamBFjiktUkUpGucIAXKhecnA5PNbjSOVHzHpRRTkPBbMhDNkfMRn0NDswHU/jRRUnWytcdM+ozjtVTAk6gD6UUUHPIz7uNDjKg845FLBDHGCVRQfpRRVLY5rLmHQH97twME46VYYABh70UUmaxILXXW0ee5iOnadfQzOHMd7B5gDJnaQQQR1ORnB7g1saHe3Gq6jqV/eSGS5uHEsj4xljknp0H0oopvYjD/wAc0mk25wqj8KjaRhnofqKKKg9SWxgazM6v5SnakgG8DvishJZLd/NhkZHU8MpxRRTR5Nb42aFtqE162ZghbuQvJrOu7mSeUoxwinAUdPr9aKK1WxydTQt8AqoAwBitMRqYd+MEDtRRWbPTpbFS/wD+PLPfcKjvfEWq6lplvpl5ezT29tI8qCSRmJZ8ZySecbePTJ9aKKaMa/xH/9k=", 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"info": {"video_id": "192480", "label": "taking a pink tassel out of a jewlerry box", "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": "0a9ac2f7967147c4e9dc90042cc407bc0549a9a876a441958839f0c58249c3e6"} +{"episode": 50268, "episode_seed": 1976113210, "split": "train", "timestamp": "2025-10-13T03:24:45.085316", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1976113210, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'picking a mobile phone up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "20814", "label": "picking a mobile phone up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "20814", "label": "picking a mobile phone up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "421b6770264ce1ef10bbf5868402c8e4bbb55cd239da07fab61545cbc74c3d73"} +{"episode": 50269, "episode_seed": 2949177526, "split": "train", "timestamp": "2025-10-13T03:24:47.320386", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2949177526, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lid, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "104120", "label": "lifting up one end of lid, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "104120", "label": "lifting up one end of lid, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2e2648915d0980216cbe9128d0c6f56dd37ac22191242181715a5eae5c273de9"} +{"episode": 50270, "episode_seed": 3842142774, "split": "train", "timestamp": "2025-10-13T03:24:49.330136", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3842142774, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing bottle from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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pzWfpsyLbKxwFccH0xU3zXanYBtBwSeK9mFTmipXPK+r04Nx5TH8SalNeXYSWRZSo++vQ/SsIhhjIIyMjNdL4fgsb3xK0d6okgCMAD0z0FR+JfDD6IyTQs8lpIcBmHKn0NeBi+ac3Poe5QUKcVTWhgLK6jAYgU9LueNtySEGoaK5o1qkWnGTR0OKe6NGLXdSgIMdyRg56A1fsvEtyhnNzmUyY5XC4/KufpyA56VrHFVua7k38zGWGpSXwo9K/4SCH+yUdxNLcbVKBpAUUcZyMZNQDUtSu2knWLyVChmkfES4xkenXHAHWsCznJ0sLgcHGMdfetkT3ElgRcKwCL1b+6K+hpycoqV+h4U8PCm3aPUZqXiGd7MRJmQq+csMHJ61htr1yrEEKD6UzVrtJbZHiYkOfyrG5kY8gcZ5NedisS1O0WelhcJTUNY2NebXp2UBQAcc98msqWR7iYuSNzZJ5xTSjbd2OPrTCOR71wVq057nbTpQh8KOgs5o1tVihXoOfc+tW4JGEgJ6VWsY44bURryTyT71ow2w27hSRo3oatnKSVx0Nb4I8ocdawLJgSq+lbQbCgVrE5qmrOLg8M6pbt9puLF4raIF5HYjgAfXNJDPNcs0Gn2zyl8DcEzzngVorDd30cc+oXE8sbnynBO1Y5DjaMHAHXPQ4FaNtbCDcUUB4VEc3lI0hAGCZ16D5ece9dUadtjglVv8AFq/wOPutFvIZCJkUNySPMBIIPOcdOaoT6bcRsf3THBAwOeT2r0e4jEXmG4aQnYJpA06R+fb87cADO8nmqMtukjMVkFzIW4ZPMfzS3oem5AKUqEWaQxUjgGjZR86tge9RlkHSP8zXX3mlKCu0Fo23eW5UL5ir1IBPBz2rn7+xECLIOVYfeGcH6VlUo2V0dVOupOx0minzPD8DRlSylgQP4TmsXXLn7U/2aInZG3r1boarWcpihTymeKTB3MGOH544pkobqTh/WutRbppPsYQpKNVy8ypfKEu3QdFAH6Cq1STZ8xixJbvViFo3hYyKPl6nFeNNXm0d692KIIhkNzitrylngjluNqKwBZl44p+iXlraLckabFeSEAjzBwgGcmrk9g99eTTTpGjBUdLaPIDLjgKoyc8V1UYPlOWrV96z0MO88pWKQFynfeeapPuwM4xXoP2CJoIre0s44xKzIk5VUEuD8wy+SpUAgetZsljbyBGRYyshLqPMLEADARgo4YnpWkqDfUiGJXY49GK56Va08E6jb5YYMi8fjWrNoxVQUifk7d2wjL9SvPcCs+O0dLmKSJwhDBgx6DnrUxoyi0b+1jNOx00hS33scKq/M3+FctPO9zd3F1J17e3YfpV6/wBRluo/KlQKwOWK9GNZwycxYxu6muiuuZWMcNTcNXudZ4XvHuA1l18xcBW7V3upOy2oRTjAxXnnhVlXU7bcuHXINdteT+YNoPSuSLbhZmlX47nl/iKzFvfmZFASUkkDs3eqVoMyNGVDbh69MV03iW2862LD+Bw34VVnl05oJY9M0x0l2Z89mOQO5A5rKnC8mypVPdSsZRtokRpHmKHPCAZ4qgxJbOBmuks9Kto7jOoB5sBZPLWTDSKc8KBznjpU0ujpO4ENqQHOyIxxFQ5H3uWPUAGt3RbRmq8YvUpWCu1tbkdACMfjVu9uxZ2EhQ4YjYuD1J70sCRiE+ScIOFz1ArG1KczzeX/AAJwK7OZxp8qMIRVSprsXdE1KVNlmWXYxAHyjIOfXrXoGtvFNp/2SaMOhXaw/CvOdBiSTW4A44Dhvyrur2QShh7VxXai0zqqJOSZ5pqFk1jdtEeV6o3qKq10HiKH5IpP7pxXP1xSVmdMXdBTl784o2k9K19Du4rMzrJYR3crgbA4GFxnP9KqEeaViakuWLaVy5pAMkCtIMqP1A6VLr+otHaLaBsvIMv7L6VMbhpIvtU0MUUZXISNcLjHp+dc7cu15diVurEZHoK9VzkqXLE8+nTU6vPLZDZ1ZLKEHuS1VAcVv+Uk8oiYqoYY3McKvIPPHpUMumZBZY2HJyNp+Unop461y1KLcro6oVklZmPz1yKQn3qxLashOAcgkfl1quRg81yzi4uzN009je0NCyFpThP4R610QjJUdga5TT7skqh6jgV1FtKz7VzkmtIvQJGnZW21iwGatzSbaW1QhTmoLvg4Fax2OeW45fJkiS5SPbFcnyJCImlK5JXzMnjcxCgcd6010u+lRGmidSjiEm5nCK1sDwpVe5rNjW4ubaC1OqXMkUJTZHbWuPu/d6mnXSWyg/bBqEhHVbq7WH/x1ea9JO254ju9n/X4D7lNO07d52pWcQFwJo1hi3MmOignt+HeqqapZ3GVsrDUtQPmmUEsUjVz1PGAKy7jVLO0B+y2FhE3Z9hkb/vpqxL7xFeT/K925X+6pwKznVUTopUZS7/16f5nSXU8tm4uJbiw0kBSuyEefK2Tnp0zn3riNVuorq5zb+eYxn552BZye+BwPoKI4rzUJMQQySse+Ca018JX0aCS9/dKf4e9ck5SqK0Ud9NQo6yepliR44YTnegXp/d5oE5kYLlPqTjFWZbcRSbEUAqNv+8KZbWtvLdRq6kAsMgV0pTVkmPmjZsgaxM0pkDgIelSx2ixKQOc9c1fmhEMzRAYCk4B9KteGtKh13xCdOub6S1VopWjMce8s6oWC+gHB5Pp71xVoqM233KhNzSsyHw7aMst06hJCm3ELbiZlOcjA6gcE/SumityFFvbNKd7s9jcMRCm7B3k98AcCsHwncRRz3Es0d7LIUVUW2B6Hk5I+gro9PFxb2+RoALLI5ja6dVEaE8AbjkcYrqw9nBHBinL2jv5fl/X3kISK4X/AEdIlt7uQoyQxNM8GwtlgT/eIH51KtreTuJbhJtryFp1klWBG28IwA5B4Wi81PVHGybV9PsU/uQZkbH4AD9a526uNODk3NzfX7f7TeWp/Ac/rW0mkZ04yl/V/wAdPzNC8FnaxFZr6zeco4KKGlLuf4vZu2azdSG2BJks7iKIoAftThGkIx91RyfriqreImtVK6da29oD/Ei/N/30ef1rHNxLd3vmzTO0hzmRiSa53WXMkjtp0HvL+vu/4I9Z0YZYnrQ/I3pzuIxUTRZOCdr9/Q1ajt3jRWdwxJ4Udh61SnJppnQ+WOp0ujLG1xFMvyui/N710BmTJ3msDQo2MjuG+Vh+RqlrGoTR7ljYqQe1cspcqE48z0NLUgs6SQ/31IzVZbT7MrRsIjPbgEIXL+chziMKvU8ZNXdU06zh8O2+q6Zqt9ODcm2zcwrGtwQm5niHXapwp3eo9wIVvbGCLTkgvriaSFwG8mMDCkHeeBknt+NPDNO7ZhiU42SJ/JZRstTPtdybSUBYVE+H3A98ADH51Xl8qZ5FUW6LJKYSoLTNEwLbpB9Tj860FliWNRZ+HrifaSyvcg4BPU/Ocd6pXl9qwT95dafYJ/djYOw/Bf8AGu12SOKLk3/wf01/IZHZQXLSTTyqkquVMSJs+hI7cVBNpELlUSE7jxuH889q52S6nTUJZI7t5WJ4ccbvwq6mpX08exgdjcMOgP1rop16bVmjWWHrRfNGWgumhItYGxuEY7T/AHh0rqBKZAxriYJfK1NsEEB+o6Gujj1BIgUJ615dWacn6ne46Ir6xEJrGVf4lG4fhXI+1drjzZGYjKkYrnLy0+y3LJtwOqn1FcjV2axlZFFQ2w44rY8Pw+cbiQMoki2lVYnMnUlAB1JxVnwhpulax4ih07V7ma2hnO1ZkmjjWM9yxk4xjPHUnA71NYWyaP4o1G2mi1BFtZXjWLYBKGBKjftyAcZ6HHPFaUP4iIr39k2hupJFFMEhLbJRudfL2KpHBUD0BFQQw6ei4IZpj2LYAFWZ7k2+rSF7GVbd/mSKXO/B6kZ9Tk1FJHa3U7XRkaNDwFUAZr2qfK1pa5wXaVndIt21o5uY0g3vHMCHAcJuTuMnpVq5hitnL3V1armQswkmMu4fwhgPSufkmhF0gmaZoFU8I2D9M0v9sW9qf9CsIUb/AJ6SDe35nNYYirFSLVGbt/X9fcTzKhsEmggnZVX97JIAkf4Hvz0rnWO5icYqxeX9zfy77mZ5D2BPA+gqJIJH6KceprzKs3N2R304ci1EjkaNwynmuu0K5WVkLda5hbTH3jWvpEggmAxgCpgmtxyknseiRjdHkdDVO6Tiqd3eSppJkhkKNvUArU3iLRNY0LQtKvry4uRNemTzIWTAgA2lAxx94hs47fUGtudLQycW9UcmdSuoCGjkKspyCCeDWXeateTSszy5ZjlmPJJ9zRRWtVtRMaMYt7EdohvJQJpHIz2Nd7oPhXSpIxJJEztjPzNRRRh0m9ScbJxj7rsdtaWVraRhYII0Ax0WsrxEq+V0oor0JL3Tx6bbnqeX3nF5Nz/H+VNspG+1RHjO4dqKK0qacrX9bHsP4H6Ft3M0jSP95iSar2ep3Gi6wuoWmzz4iwXeuR8ylTx9GNFFeRififqaUCzoEjwmZUdgpCggMRnGeuK6XWVisdG0u8hgjM10spkMmXHyvtGATjpRRW1Fv2aOWuv3rOTvNQuWB+cAeiqF/lWNLPI7ctRRXPWbOzDxXY0dI06G+nUTFyCexrsNY0PT9N8OSyW0AEny/OeT1oorowsVa9jnxUpKpFXOKRA77G5AzitOONE0TzAPnZgMn0oorsglySfkx1m9PVGr4cORMD2xWb4gULdTYHAk6fjRRXk1djphui3qniuTXoraKXSdMtTAixxPapIpSNc4QAuVC85OByea1tM868jG67njHpEQv9KKK0wjtcxxiTtcy9aka2kKZaX/AGpXZj/PFczPO7Hoo+goorSs2Rh0itKNu1hwSMmhLiRBwc/Wiisk2paHda8TZFvGumW84X945yzevNVJWPn9e9FFLEmVHW/zOs05FkskZhzVTxHbRCyjmC4dWwD7UUVzFdTE0vXm0YzxnTdNv4pmVzHfW/mBWXOCCCCOpyM4PcGrlhql9qeqX99dXMjXF1J5szKdu5iT2HQe3aiitaH8VCr/AMJjtdjFubG5jZxJNG4fLEjh8d6S1tIfKeQruYNj5qKK9ahq9Tim7UlYw72VnnkBwApwABUEEYllCsTg+lFFebidaup6FPSB3Gm+HtOWxNw0ReTH8RzWNeIqyMAMAHiiiulxShojzYSk6juzPbrUttxKCKKK5nudq2OkkYnSSM9HWm6hr2p6hpkGnXd5NNb28jyoJJGYlmxnJJ5xt49Mn1ooqJ7lR2P/2Q==", "info": {"video_id": "145378", "label": "pushing bottle from right to left", "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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pzWfpsyLbKxwFccH0xU3zXanYBtBwSeK9mFTmipXPK+r04Nx5TH8SalNeXYSWRZSo++vQ/SsIhhjIIyMjNdL4fgsb3xK0d6okgCMAD0z0FR+JfDD6IyTQs8lpIcBmHKn0NeBi+ac3Poe5QUKcVTWhgLK6jAYgU9LueNtySEGoaK5o1qkWnGTR0OKe6NGLXdSgIMdyRg56A1fsvEtyhnNzmUyY5XC4/KufpyA56VrHFVua7k38zGWGpSXwo9K/4SCH+yUdxNLcbVKBpAUUcZyMZNQDUtSu2knWLyVChmkfES4xkenXHAHWsCznJ0sLgcHGMdfetkT3ElgRcKwCL1b+6K+hpycoqV+h4U8PCm3aPUZqXiGd7MRJmQq+csMHJ61htr1yrEEKD6UzVrtJbZHiYkOfyrG5kY8gcZ5NedisS1O0WelhcJTUNY2NebXp2UBQAcc98msqWR7iYuSNzZJ5xTSjbd2OPrTCOR71wVq057nbTpQh8KOgs5o1tVihXoOfc+tW4JGEgJ6VWsY44bURryTyT71ow2w27hSRo3oatnKSVx0Nb4I8ocdawLJgSq+lbQbCgVrE5qmrOLg8M6pbt9puLF4raIF5HYjgAfXNJDPNcs0Gn2zyl8DcEzzngVorDd30cc+oXE8sbnynBO1Y5DjaMHAHXPQ4FaNtbCDcUUB4VEc3lI0hAGCZ16D5ece9dUadtjglVv8AFq/wOPutFvIZCJkUNySPMBIIPOcdOaoT6bcRsf3THBAwOeT2r0e4jEXmG4aQnYJpA06R+fb87cADO8nmqMtukjMVkFzIW4ZPMfzS3oem5AKUqEWaQxUjgGjZR86tge9RlkHSP8zXX3mlKCu0Fo23eW5UL5ir1IBPBz2rn7+xECLIOVYfeGcH6VlUo2V0dVOupOx0minzPD8DRlSylgQP4TmsXXLn7U/2aInZG3r1boarWcpihTymeKTB3MGOH544pkobqTh/WutRbppPsYQpKNVy8ypfKEu3QdFAH6Cq1STZ8xixJbvViFo3hYyKPl6nFeNNXm0d692KIIhkNzitrylngjluNqKwBZl44p+iXlraLckabFeSEAjzBwgGcmrk9g99eTTTpGjBUdLaPIDLjgKoyc8V1UYPlOWrV96z0MO88pWKQFynfeeapPuwM4xXoP2CJoIre0s44xKzIk5VUEuD8wy+SpUAgetZsljbyBGRYyshLqPMLEADARgo4YnpWkqDfUiGJXY49GK56Va08E6jb5YYMi8fjWrNoxVQUifk7d2wjL9SvPcCs+O0dLmKSJwhDBgx6DnrUxoyi0b+1jNOx00hS33scKq/M3+FctPO9zd3F1J17e3YfpV6/wBRluo/KlQKwOWK9GNZwycxYxu6muiuuZWMcNTcNXudZ4XvHuA1l18xcBW7V3upOy2oRTjAxXnnhVlXU7bcuHXINdteT+YNoPSuSLbhZmlX47nl/iKzFvfmZFASUkkDs3eqVoMyNGVDbh69MV03iW2862LD+Bw34VVnl05oJY9M0x0l2Z89mOQO5A5rKnC8mypVPdSsZRtokRpHmKHPCAZ4qgxJbOBmuks9Kto7jOoB5sBZPLWTDSKc8KBznjpU0ujpO4ENqQHOyIxxFQ5H3uWPUAGt3RbRmq8YvUpWCu1tbkdACMfjVu9uxZ2EhQ4YjYuD1J70sCRiE+ScIOFz1ArG1KczzeX/AAJwK7OZxp8qMIRVSprsXdE1KVNlmWXYxAHyjIOfXrXoGtvFNp/2SaMOhXaw/CvOdBiSTW4A44Dhvyrur2QShh7VxXai0zqqJOSZ5pqFk1jdtEeV6o3qKq10HiKH5IpP7pxXP1xSVmdMXdBTl784o2k9K19Du4rMzrJYR3crgbA4GFxnP9KqEeaViakuWLaVy5pAMkCtIMqP1A6VLr+otHaLaBsvIMv7L6VMbhpIvtU0MUUZXISNcLjHp+dc7cu15diVurEZHoK9VzkqXLE8+nTU6vPLZDZ1ZLKEHuS1VAcVv+Uk8oiYqoYY3McKvIPPHpUMumZBZY2HJyNp+Unop461y1KLcro6oVklZmPz1yKQn3qxLashOAcgkfl1quRg81yzi4uzN009je0NCyFpThP4R610QjJUdga5TT7skqh6jgV1FtKz7VzkmtIvQJGnZW21iwGatzSbaW1QhTmoLvg4Fax2OeW45fJkiS5SPbFcnyJCImlK5JXzMnjcxCgcd6010u+lRGmidSjiEm5nCK1sDwpVe5rNjW4ubaC1OqXMkUJTZHbWuPu/d6mnXSWyg/bBqEhHVbq7WH/x1ea9JO254ju9n/X4D7lNO07d52pWcQFwJo1hi3MmOignt+HeqqapZ3GVsrDUtQPmmUEsUjVz1PGAKy7jVLO0B+y2FhE3Z9hkb/vpqxL7xFeT/K925X+6pwKznVUTopUZS7/16f5nSXU8tm4uJbiw0kBSuyEefK2Tnp0zn3riNVuorq5zb+eYxn552BZye+BwPoKI4rzUJMQQySse+Ca018JX0aCS9/dKf4e9ck5SqK0Ud9NQo6yepliR44YTnegXp/d5oE5kYLlPqTjFWZbcRSbEUAqNv+8KZbWtvLdRq6kAsMgV0pTVkmPmjZsgaxM0pkDgIelSx2ixKQOc9c1fmhEMzRAYCk4B9KteGtKh13xCdOub6S1VopWjMce8s6oWC+gHB5Pp71xVoqM233KhNzSsyHw7aMst06hJCm3ELbiZlOcjA6gcE/SumityFFvbNKd7s9jcMRCm7B3k98AcCsHwncRRz3Es0d7LIUVUW2B6Hk5I+gro9PFxb2+RoALLI5ja6dVEaE8AbjkcYrqw9nBHBinL2jv5fl/X3kISK4X/AEdIlt7uQoyQxNM8GwtlgT/eIH51KtreTuJbhJtryFp1klWBG28IwA5B4Wi81PVHGybV9PsU/uQZkbH4AD9a526uNODk3NzfX7f7TeWp/Ac/rW0mkZ04yl/V/wAdPzNC8FnaxFZr6zeco4KKGlLuf4vZu2azdSG2BJks7iKIoAftThGkIx91RyfriqreImtVK6da29oD/Ei/N/30ef1rHNxLd3vmzTO0hzmRiSa53WXMkjtp0HvL+vu/4I9Z0YZYnrQ/I3pzuIxUTRZOCdr9/Q1ajt3jRWdwxJ4Udh61SnJppnQ+WOp0ujLG1xFMvyui/N710BmTJ3msDQo2MjuG+Vh+RqlrGoTR7ljYqQe1cspcqE48z0NLUgs6SQ/31IzVZbT7MrRsIjPbgEIXL+chziMKvU8ZNXdU06zh8O2+q6Zqt9ODcm2zcwrGtwQm5niHXapwp3eo9wIVvbGCLTkgvriaSFwG8mMDCkHeeBknt+NPDNO7ZhiU42SJ/JZRstTPtdybSUBYVE+H3A98ADH51Xl8qZ5FUW6LJKYSoLTNEwLbpB9Tj860FliWNRZ+HrifaSyvcg4BPU/Ocd6pXl9qwT95dafYJ/djYOw/Bf8AGu12SOKLk3/wf01/IZHZQXLSTTyqkquVMSJs+hI7cVBNpELlUSE7jxuH889q52S6nTUJZI7t5WJ4ccbvwq6mpX08exgdjcMOgP1rop16bVmjWWHrRfNGWgumhItYGxuEY7T/AHh0rqBKZAxriYJfK1NsEEB+o6Gujj1BIgUJ615dWacn6ne46Ir6xEJrGVf4lG4fhXI+1drjzZGYjKkYrnLy0+y3LJtwOqn1FcjV2axlZFFQ2w44rY8Pw+cbiQMoki2lVYnMnUlAB1JxVnwhpulax4ih07V7ma2hnO1ZkmjjWM9yxk4xjPHUnA71NYWyaP4o1G2mi1BFtZXjWLYBKGBKjftyAcZ6HHPFaUP4iIr39k2hupJFFMEhLbJRudfL2KpHBUD0BFQQw6ei4IZpj2LYAFWZ7k2+rSF7GVbd/mSKXO/B6kZ9Tk1FJHa3U7XRkaNDwFUAZr2qfK1pa5wXaVndIt21o5uY0g3vHMCHAcJuTuMnpVq5hitnL3V1armQswkmMu4fwhgPSufkmhF0gmaZoFU8I2D9M0v9sW9qf9CsIUb/AJ6SDe35nNYYirFSLVGbt/X9fcTzKhsEmggnZVX97JIAkf4Hvz0rnWO5icYqxeX9zfy77mZ5D2BPA+gqJIJH6KceprzKs3N2R304ci1EjkaNwynmuu0K5WVkLda5hbTH3jWvpEggmAxgCpgmtxyknseiRjdHkdDVO6Tiqd3eSppJkhkKNvUArU3iLRNY0LQtKvry4uRNemTzIWTAgA2lAxx94hs47fUGtudLQycW9UcmdSuoCGjkKspyCCeDWXeateTSszy5ZjlmPJJ9zRRWtVtRMaMYt7EdohvJQJpHIz2Nd7oPhXSpIxJJEztjPzNRRRh0m9ScbJxj7rsdtaWVraRhYII0Ax0WsrxEq+V0oor0JL3Tx6bbnqeX3nF5Nz/H+VNspG+1RHjO4dqKK0qacrX9bHsP4H6Ft3M0jSP95iSar2ep3Gi6wuoWmzz4iwXeuR8ylTx9GNFFeRififqaUCzoEjwmZUdgpCggMRnGeuK6XWVisdG0u8hgjM10spkMmXHyvtGATjpRRW1Fv2aOWuv3rOTvNQuWB+cAeiqF/lWNLPI7ctRRXPWbOzDxXY0dI06G+nUTFyCexrsNY0PT9N8OSyW0AEny/OeT1oorowsVa9jnxUpKpFXOKRA77G5AzitOONE0TzAPnZgMn0oorsglySfkx1m9PVGr4cORMD2xWb4gULdTYHAk6fjRRXk1djphui3qniuTXoraKXSdMtTAixxPapIpSNc4QAuVC85OByea1tM868jG67njHpEQv9KKK0wjtcxxiTtcy9aka2kKZaX/AGpXZj/PFczPO7Hoo+goorSs2Rh0itKNu1hwSMmhLiRBwc/Wiisk2paHda8TZFvGumW84X945yzevNVJWPn9e9FFLEmVHW/zOs05FkskZhzVTxHbRCyjmC4dWwD7UUVzFdTE0vXm0YzxnTdNv4pmVzHfW/mBWXOCCCCOpyM4PcGrlhq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"info": {"video_id": "145378", "label": "pushing bottle from right to left", "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": "5699f408ed7ed1d70659490867990fead4bcb88896032792da69ce016d31502e"} +{"episode": 50271, "episode_seed": 964223695, "split": "train", "timestamp": "2025-10-13T03:24:50.801875", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 964223695, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "205418", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "205418", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5fed0215923a70e80a4c7b79cc64745c5b794e1e29e988bb37eb65a4455733c9"} +{"episode": 50272, "episode_seed": 1725151046, "split": "train", "timestamp": "2025-10-13T03:24:54.128361", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1725151046, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting book with pen on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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kRriXOd87Fzn8eKrzhUGFAAHQAYpQU0vedysTOjOd6MbIoXD8nFeufZhqHgaM4/1tiuefVMV4/N1Nem+GNRd/ClnEWziIx4+hIrys40pxl5m+AvztI+eGhfGNjcccCu6+GX9phtWismEcZiV53cHAADYH1OT+VaZ0uO1vZ0UjcxOcgEgBu1dR4UK29vqavtaSSEKMKAWwG/PrWE8YpK0Ud3s2tWc1ZTNM6qDXaaHpzzSKNuSTWPofh5oyst3IsAAB/ecfpXZp4h0jQbdRCks87nYpSIuzH0VRk171zw7F2e2S1hCMMHuKwb9gRTNX8Szx232mewktYiQBJfSLCMk8fLy36Vw2qeNLZZZUOpfaJYypSDT4crNyMqZGyR36AUrlKLZqahIse9nYKo6knAFc5Je2107rBKkmzqVOR+dS3uqzXdrJHp2lyqZUYNNeHGM9MA88euOaw7DTrqxMkl3d+c7AAKowq1EJylurHTiaFKi0qc+YvxSCO7hf+7KrfkRXr+u2hutFvYWAYPC4/MGvFJZMZI619AQSQXWlxPvB82FW/NQa8fOVrCXr+htgJWuj5LZSBioyOa6C80K7bV7m2iQEiZwoz2BNVrjw7qUCq7wgox2gqwPPpXYqkbbmziz0+Dxhpmg2EvkMs965/dRKMkHGMk9hXHR31xcSmSR9zu25j05NRato9no+oeXZltksayEE5wTnipLQIoBatsPTUVdHFiKjlKz6En9lJeXrTyXE67wNyo+AeMfyrpNKstP09w1vaxLJ3cjLH8TzWLHOitwRir0F0OxrpOY6prwkdazrq53DGe1VhOSh5qrNNnPFMRXuZupzWPM/Wr1wx2k1myHNMDb8GajFYeJYpbiRkieJ0YhCx5GRwOeoro/FeswXk0MFuS8G0t88ZAJ+nB6iuL8O3X2PxNpk5PC3CA/QnH9a9Y8S6Kl/EJ0BNxDyQP4lHUV4mOjGNdTa6HqYKfuWPMru4ZNMNnGAFaRZGAUj1wf1qTSbKWRxx1rX8N6PBrd3crdmWL7OQPnkB4JPbHXj9aU67Z2F3PBZbJIopCiy4+9j/wCvXZgmlHl67mONj7/MdfoWmMhQsMD1Nd21/Y2WnlPOQHHJJxXiF94waC7gWXUJ4I2TISGNcsc85ZuAPbGauzeKLy5iji0DSluZBJiS6vlLgpz90thRzjoprtdzjSXU67VPENqz7YRLcNkDES5AyepPQD3Ncvf3cgd2uWhtolbYx37yD6ccVm3Gl65qYuF1bWTFb3Aw9rbD5QPQZ4H4CopNHsYY1Uq8+wYUzOXwPp0rOpGcvhdjrwlahSu6sOZ9Dj01a6vNYRUe7uI1kIL4CxgZ68da0riTOa0Lgog2oAB6AYrInf5jWq0OSTTeh1vgBHubu+hRwpCI5z9SK19Xvbix1mGKN1dU+VzsJxntn8K574eXFxH4imito45Hltm4kfaBgg56cn2q7dm5W9n+1NscSHPzHr24r5/GUU8RKUux7GDn+6SOraK8aDzEkjYYyK888R+ItW1BBpt5B9khTBaBeS56gse474rqPD91rE1rcww/Z2jRvlMu7AzzgY+tcBqFxJNqErzSeZICFZsYzgYoyqjy1JJ62Jxs3yILaJiQx7c1pW6RRzGbyk3nq23ms+K8VBgAdKf9tr3zyTpra8wQSeKtNeDqDXMQXJYjmr3msVFNCLs9yTnms2eXJ60NIScE1VmbGKdxWI5mrs/BuoaedJktbs7ZImYqxzyCfb3NcPK4xXa/Dua2ht7+WRWMwdQuBngj/wCtXnZpBSw7v0OzAtqqY+qWLHXJJ4ppdpJwM8duntWpoN5aaZcyT6gzYVQwyN5IGc4H4ina5dxQ6opYEGQnAcHmsm/u7SSyuBcW6ecEPkMAcg8ZrxsNeU4pnrVWlBsbrvi251zVDPGpgtUXZDFxkD1OO59O1Z81xe3NsI4ryW3k3ht6E9PT6VTt2QHJqyZoweDX00UoqyPBk23dlmLS4rsD+0ru5vQAP3cj7U46cCtSGGzsU22ltFCP9hQKxUu9p4NWDdFk61ZJbnnBJwOtZVxJnNPknyP5VSkck0CIpDnivVfDuoPceH7MokjFYgjFR3HFeUOa7rwPc37Qxw2qo0eHDb84BBznj615Wa0+ein2Z3YCVptFLWms7TU5HfCu8nfAIyO9UbqS1iiDB15ccrzg+tbPiWxM2oN9ojiL8MSq9x7nms6TSy8WPmwDnpXjRkrK561jjdQaQXISQFWiRYyD14FRxu5GBkn2r0WHwNrK30mtGXSkhkZwjXsgcfMCuSuDzzx6Gox4dvtMSIf8JJYQPphaKAwrk/vCd5DYGep5OfavpaTXIteh4VRXmzhlMyojsrhHyFYqcNjrg960LJyea66x8I6JdXH2C48TXdxFbki3SGLK4PLEAkhcn866a18A+HokG37fNju8qqD+QrT2sFuyfZSeyOKjVBEC8sakgEDdySeg+tUrq5gRlRZA25mUEdMgc9aZ4wig0vxHeWdlYxhIZYXVpJHbkqPeucXUL+KWJ1W3iK3jINkCnBPB659ah4mCLWFmzUmnGD3HXjmstbmS6m8u3gmkO8LhYSeo/wA810L6lq7wtC2oXGxhhljwgx/wECuTnsLuS4fd58g3Y3Fycj8+1YLHQk7I2+oyitWXbq21CxtIb1raSFllOfNdB0IxgZznI57civVY/ElxfxicOFfaD8h4bNeTR6ZKB5jLGJVY7TgHIrQ8MLcXviL+yptUms02ytEIl35YKWCDPQcHk+lceJvimlB6o3pwVBXl1NfX7y7068nt7Sd4UvQJJivDOORjPYZzWRZwM2MDA7YqqdRub9o5bqZ5SEAXeRwOtX7e8SJQAK9DBw5KST3OPEz5qjtsaMKrld6K208ZGcVt295gDnpXMi+BPFTw3uTwa6jnOlmuty5B4rLuLnI61WmvkhgLyNhcVjS65b8/OcfSncRauZeTzWXI+Saim1e2Yn5z+VZM2rESsEAK9jSbQ1FnceAbgReNbHccCQSR/mh/wrvvF8cFzYSXFtMy3MZG5U4LY6V4lpetLBqdrLkoVkU5HbtXZ6pq862srW9ywMmFLK2c5614+OT9tFxPTwmlNt9DvtOuRp+kQo0ckk7Luc8ZY+prypLaK6+2TTXUcDIhkjRgSZWz9wY6Hvk+ldLeX8tr4dtb/T9f1CVDN9mBnjWNZ8ICzxjrtU/Kd3qPcDvbjWE0+2tjDpdkgQHd5dsvzgAYBJHGTSwi+rzl7V6sVe9ZLkWx5J/Z9iCwS+ml/wBFDp5VsTmc4/dcnoP735Cpv7Gubgxf2dY6lOPLXzS9seJP4gMZ+X0zzXfS+JdRintILOzh3Le4G75cMQOSBjpmtTStT8SS27os9tCvnOBlN2fmwepPevR+sQXU5PYzOBtPCWuuVxo97ye8ZX+daCeH9blRXj0Pyw4kmVZZM4CcbeT0r0a40/WZrd5LjxLLDEoyxtolQgd+RzXmVxZ2szxi41e/uAFlD+ZM2CSTtx7dCaTxUVuOOGkx8fhDWp5ykgsLdRDG4Mlyi5LZJzTbnwdNBC8k3iDQIsKeGuw3P4Vkpp2hw2vmF5JZ9oDrk8uD8xyex9KaqaQ8Lo1oysRgMp6df/rVm8auxosG2tWTReGbJpEM3imyYZQ4treSUns3bB5rofDMdjoV/eLZ3ct3DcS+WWe2MIjcZOAp7HJHtXNaZbLBNGfMmCKykAHGMf413MFpbzalcSjeSdkuzd8pYqRux68da87GY11IOFtDqoYX2b5rmdrumPqOpQ3KvsEbYIPIPPb2rn/EFu1vakswZpGA47YqyZftfjabS73Vry0tWm2RyRzRxrH0OWMnGMZ4HJOBU/hfTbe+1/VLLxA1/LBay7EjdgsinLAbscZwOcGpw9FxcaknoOrV5k4Lc5pNC1Q7P9GKh7VrxS7quYR1fk9PTue1NbSrhF3Sz2sebX7UA065Kk4C4H8Z/u9a9HuLTwfbq7f2QWEMyxsz3EjkjsKorrXhq2dGt/DULn7Uw5gU9B0yxPFez7WHc832U+x52mc/e/WtS2jjaEFhdO+GZlih3YUcDnPc/kK9Fi8UzOcab4WtYyeAdo/kij+dZ2qXvxCunYW9jHbI8W0bIAM5bplyT2oVeHQr6vM5I6RfzyCG202+eQuI+Yz97bk9vyq5H4D8TzDcNHnVRyTIQn8zWiND8c31xK1zr0ybZAzhZyv3lHzYXH0qtP4Sv/MMdzqc0zEdfMduufU+1ZzxkY9C44Ry6mdH4P1Vni+0mwt0YqWWa9UEAnBHHNdV4LsJtIW/tFvLaeQyDbNCd6FcdAe5FUdH8JNp0rt9sb51G4qgHfJHOfat2K2Ntfu0UzcxgqnZck5x+leZjcYqkHBHZh8N7OXM2ZHiuSS13SPKJGAzg8GsC6upls/PaRgpTIAY81reNmJ0dpCzo4dQCOnPB/Oue1zRtU0HQ9KvLu5uRJd7w8LJxAAFKKTj7xDZx2/Ouehh3OHMuhvUrKD5Wdtqhxf25H/PMfrItctJaxzWl2GyNio4x6ttJ/nRRV0X7qFI7Tw5YWw1S4kEeGUDHPrXZIoBwBxRRW0TJnm3i+1gl165dolLME3HHXHSuZv7aJLNiqAHzEP47hRRXK2/afM6I/CTzxqBwMVlSgD86KKyibDCcAGsIapcaR4ge/tdnnRO23euR8ylTx9GNFFduF+NnJifhEtCTAg/ujAqzk+tFFevR+E8yp8THoT61bgY560UVujI1b+wik0iwkYuTOJy4zx8g4xXE3YCoMAZKKfxNFFZy3HDYzJCc1C7kdAOgoopdDQkgkLFBhRtk3Agc9uPpxXbamqjTSwAz5i/zoorz8X/ABIHZhvgkTan4jbW7S1STS9PtmhAjje2R1KIpOEALEAdzgcnmvZ2sbe7MQnTeqEMF3HaSMYyO/PPNFFZYr4kOjsNbStPF/bp9jh27JW+4OpK5Natlp1paxbYIVRc5wCetFFKGw5EurDbo91j/nm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", "info": {"video_id": "116428", "label": "lifting book with pen on it", "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": "116428", "label": "lifting book with pen on it", "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": "c0580bc7962bfedcb282149b22b5120a8425cb1cc8c15ca10acb7a155660dec7"} +{"episode": 50273, "episode_seed": 2812443278, "split": "train", "timestamp": "2025-10-13T03:24:56.722948", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2812443278, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 memory card with sharpner on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "54500", "label": "lifting a memory card with sharpner on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "54500", "label": "lifting a memory card with sharpner on it", "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": "64572ec09144260fac7ad59d3c58919acf46f329cd053f6c79c6581ac7d7957e"} +{"episode": 50274, "episode_seed": 513801256, "split": "train", "timestamp": "2025-10-13T03:25:00.687255", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 513801256, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 headphone onto floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "215138", "label": "pulling headphone onto floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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g81sbSxBJPYGo0guVdsQORGoaTIxtB4GfxIp+paFqWl6gbLU7WSCUfMEdcAjGc+9Pl9272E5vm5YPUt/2ppzNceTI4aZgdsnPA56/WhFwVkwNuCRj29ay7i2geIOGUMQMYHQ+hqFb6W3Q25++hwDnOBUyjfbcqnUcNJbHQWk6x6jHKvQtjI9PSultpC3ilQh5SxYD6u4A/ka89gvH/hbEi9/UV23hZ5bi+mvZsElI0Uj0C/4k1MU1uY4q0kpox9RmC/EC6jXo13CP++StXPEunNJ4eN5g/wDH0x/A5A/lXP3VwZvG9xOvzf6WSPfDf/Wr2HVNEW48KXFoF+byd6/7w5rqUdEzkvbQ8m0OGObTFYnDJIauJZxk27458xc/5/CsK0vJNP8AOjUcbqmTVZNind9181k1aR2Rk3Cxt2lmItetJCcjzsn8Oap3265137LGwDyTZ3ehNWfD0r6z4itbfcFRS0jtnGFHXmuhvLnwppPhP7E032nXhctcNc2cQdEOeE8xsZUD07k1pCF9Tmq1eV8hm6bolvY+JJY2/eRqWXc/O75etYD6Uv2DzoF23EbMT7gGrZ8SeZMJj948n69KrS6qEgYrjBJH50mxWluMUx3UKzgYw4yPTinsqi+RR0J/mKzLW8EKSJkbWbIpZL7dcK+eABWUou51U5qzuLes+oa5Ju52kL+CjFej/CudjaalAw/1bJj8d1cZpGmPPby3pBLSMSPpXafDKIi41okYG6LH1+at1ZRscUtWzv5AQuD1rNvHO4KRxWs6gLlhkgVh3xJDljgnmpZm2UJ3w2R0rn9QkxcK+eo2/ma2ZmDQk1zmpOPl2nLFlVR6nNJMyW42CTYzpnHRsfpVxTjoK5m7nu5dTZYD5Cx5UyFfvEY4qzb6hc2br9sZZIWODIBjb9aCnE6NCTuDDiqrR4ZmHSrkRUjI5yOKgl4DA02QhYCF5qV13Diq8RwVFXQuUNQao5fwq/n6V4xXOWWwjuF+qTo1Ymp6hJd61eagwIa5neR+c7WLE1L4TuzbXuqIWAWewmjbJ47Hn8qouoYEIzNHkMSw6t3P0pz1Z6OHbi7oV52mcIB958j6/X0ra8P6euoaRe2BZEkadW3uMgYxgn261kwwvJb3LrEHCp8y9+vUCtvQYxDB50bn94NpB9jUxdiq2siI2FnbaO8sqoJndgjgkdM4x7Gsy7ubaVY5Irf7OSFDfNuO4AAn8TzitzxPbyS2VqIlyRJyB7iuavXVYYYxkshZZPlIAbPTnvVNc2oqclHRlRpnI8sH5QTz61PBPuG0nlfu/SqrKRyOg5NSQQPM4CAcHqTjFJpNFRnKLPR9BdbPQ7m5Dlt4klLHr0JrjPCdsb3WBbiVIy6kBnOADWjbXzWnhnVIHyMriPnru+U1ztirxqJ1OBv25qqDafMjlrxSbiem2tpcafJeLdNkwFCDnIIIPIrhLi6Nt4whvEOPLvFmU/8AAg1dZYXV3e6bqslzIZJDHEin6kgfzrmPGtkbDXyijA8tCD/wED+laNuUnJmcVypINc2treoNEwIeaX5cfdUsSOfXmqdrEDKpMZdEG5x6r3qxb8wySSANI6qQW7knk0ts8kJuGWMFhCzD26Vz7ux38rjBs3NO8YnR9Kkgjjie7Lgi5njDmNV5XaD1bPQnp1rEGsXut6y11e3E9w4R3d5pCzY2nuahtdOhvNDv76Vn86JwIwvTtnP51a8PWoj+3ySxNIv2YqGA7kdBXQ37ljhirT5upQnRRYozLtYzFW9uBj+tZ0y7ZAwzzXTJb20/gqS6kBMi3S5APPPA/rWddwW0N7zA7W+/IJyDjb0/P+VY2sdHtOZWe5kruDgqTkdMV2vhG/8AIFxDKcBE84e2OtY0NtBFLIFgcMVBiYPntkGkEkken3kin98qkEdPkb5TUSabsU4v2bbM2yu2TV0vCoYiXeQeQST3r6WwCmD0Iwfpivm6ytM6fJK3G5gEJ7kc19Hg5jB9hXTsjjb1PBtX0n7P4plsiMB5do/Pin3nhxrTapBy5xXRfEK2NnrNpqSD+JWP1B5rX1MJfavYxKBtZQ5x6Hmh2Bzktjg00C5ivVhjdkWT5JHHZSM8/lWPNa3DXcsQkEkcTbd6/dr03WbR7e6huGRl3YjYqRtfGSD7Hk1x2m2BttXvFlT5UYkZ6MCcihu2gR95X6mNFYHgHPWrb6OShPzetasj29wyvb4xyCB6itGJQ0GSKlRW4OrJaHMW2iebNIuDhNv5mqUtiW1f7HGP4gK6q3nSCzurk8AuWH0HA/lWd4btzcXsmoSjO5jjNFgU3a52Nlapb2EcKgfKuK1vBMAiutVVBgExn/0KqEDAqa6LwdCBcak/cCP/ANmp7maN+RdsTEk9K57UnUR+44rfvZAts56dK5HUJiZdv41MmKRVck2zfWuH1ua9W5S+tGJ8mUhABnGOM4+ua7m5cRacW9if0rzzUpr4GCO3RyiQ+ZJtXPfkmpQorUgtrrV9V1CBrqeRkVsndwMdxit66t1kgKbQQwO4e1Y2l6pG8xQx/vNpIx3xzW3Y3K3dktwRtaTPHXGOMU3uVK5N4fui9kIXOWhYoT646fpWhKCXYDuawtCJE956Cf8ApW8DubGfxoZDWoix/wAXPtVouVUYGc1GhB4IzVjysjoemKljR5Mu+HUCikgltpx3B6itYrttERVG8s2eOeMf4mpfEVkdI8ZSDlUFzvUgZ4JyP51qTQ6ZbTRyPdtL5vKxxJyAR7+9FRanqYaSS1MWN7iGwuRDhTuVS2cHBB6Vf0RyljGCMdf51caXSGhlVYpMblLBzgg4xVOEL5uIeIl+7SSFUd5M1NUuWhsFnQAvCQ4+o5qg88l9oFpdzRpK8l+d6kYJdjn9eKfdXKfZTHIRywHNWk8Q2BUwAR4WTcnHAIGM1SMZXb0KF8LmwnldLWIW9w7NsIBK854P9KrmJ1WeLdGUf5w2wAnuKfq+rwyzC3Z/MVO689azG1VApVYjwu0ZbtUSi2rG1OpazaC9x/Y+wHaySgcfxg5PP04rRbSJYfD1uyplpPmIPUE9Ky7ETajdQWO4mN5AzD2HJrttOtBrXiCXSJ9RmtYSknkiOPdllQsq+w4PJ9PerhdKxjXac9CfwLb/ANoK8TdBJG0g9Nuf61B8V9M8uezvEXhojGfqpz/I1c+FDPJLqruSQRC30zuro/iDp4vfDDt1aGQOPoeD/MVurtXZz7M82hGnS6Xb3U124kWNVaIKNxIx/Tv7VZMmkOHQQzZaMg7zjIznIx9K40LIgABbIypxU7LcmMMSwGMYPpWFmnojtvzRs2dZpcFmBcW0P+olHIJz1GKjL/2Lpc2DvIlwue4zxVLRG22qtn5iSD+dXdZtzcaWIVZVLOp3N0FVfoYNdgttQ02bTZbd0SNZGRyoPcf/AF6pajdw3FwSWVdpO0j36msl9HlhuXiCvJtOAwGAfzqV9Du2wxUL9TTkuhMUt7kwvLeMIGmyYxjIFUWuw8MsQTc0nyqfxq7/AMI1KI2lluUVQpJwD0rO06J5JjMnAhw2fftWahrc19r7rV7nbLpMcehx2pUFkQE/73WvWGJEQx6V5jq9vBb+H4NR0/V7+ZGuvsubmFY1uCE3M8Q67VOFO71HuB6a5/dgf7IrU5kmtzkfHNkLzQmbGWjOfwNZHhKRr+7hlfkxQBTn1HFdnqNuLqxnhI++pArl/BWnvZLdmQYJfA+lC1EyTxjd+SLOAAfOxcn6D/69cpczs1tczjAIjOD9BWt40u/M1iKAf8so8n6n/wCtisd8NalRj5hjmom9TWkvdOf0OVzdsWOI9uGz0z2roXufNiENud+44Zl6KO5+tQwaZbNE0LwRDY+SY8gscdz/AEq7FEkKCONQqDoBWl+pjPcxNYkb93YxDHmEDA9K6KwtltLSOIDoBmqrWSTalDOwHycVruKliv0JoH2tiu08FpvbUMYyVjP/AKFXnuhi31HxaNN1DULm1glfYksUsUax9yWMnGMZ4HJOBXY+AzcW+r67aTtcZtpViVLjAdQC4+YDjOMdOKEVy9TpNRgKwnPcVyV5bMz5zkmuv1iTES/WuelTIz37Coe4NGXfWjrZqjHIaPNcVcxyW0JYqflQoSO69MGvSr1P3SA4JIwPbiuO1OIxzyJNhdw3KezeuP8APeknZkWOU0gR3c6StGqSW8flEqMbsdD9cVsmNbeDOFVFUkAcAVRtbEwyNdWs5hld+Ay7kYe4/rVu7+130otT5Qt8gt5ecv7c9BTb1K0DQrdvsJnYHdO5k/A9K1lLLweauW8SwwJGFX5QBxS+WA+cUmIhj4+XvV2I5Uc9qytbke1si0MpWTcvK9cGna1pOt+HtD0q+u7q5We9MnmQlMCAAKUDHH3iGzjt9QaEgUblL4oW8aXtvMow7QqSfcMR/KuCEjqxAY8tk+9FFXUO6gPEskk4VnYhmGcnrXRwACDiiiszWe5j6yxPlqTwTVaGNVXdjkCiin0JpfESw2cc8oDFh9DW5LoFhDYTTBHZ1jLAs3fFFFNbGdRu5X8GRK9xdTsMuiBVPoCef5VfOpXGkeIpL+22edEzbd65HzKVPH0Y0UVRg/iOk+FY2Pq4XoBEP/Qq7bVVFxpV1HJyrROCPwoorVbGb3PKfCthb3usXlvMmY1USDHqSK3dN0uyudSu4poEdIzhQfrRRTTImZOp28NtrdxDBGscSEBUUYA4FMviRbJRRWD3OmHwogjYsSzElieSauT/AOqT6UUVotjm6mdrU7roUpB5OFP0JrO0+NY/DxkUfM8o3e+KKKk0Wxtaz4mfXYbaKXStOtjAixxPbJIpRF6IAXKgc5OByea9bkPyr9BRRT6DZGBnOfeqkUSRswRQM8miiiJEjzfxSxbxNdZ/hKgfkKoTMRbDBoorOW500/hRdsmLW+49TyakHWiitOhyS+JkqfeH1q633aKKlgjEXW20m/u4zp+n30U0gYx3sHmAMoOCCCCOpyM4PcGu3+Gl/c6nqevX13J5lxcPHJI+MZY7s8dvpRRTia9DrdY+/GKyrjiNcUUVL3EJcHKrwPu9axJY0u7dxcIsgErABgOAGwKKKnqSzOksoDIoCYGOxpY7aKFS6L8xzzRRQSybomRSE/L+FFFNjRk67/yD2bvvWsq71/U9Q063027vJpre3keVBJIzEs+M5JPONvHpk+tFFES47H//2Q==", 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g81sbSxBJPYGo0guVdsQORGoaTIxtB4GfxIp+paFqWl6gbLU7WSCUfMEdcAjGc+9Pl9272E5vm5YPUt/2ppzNceTI4aZgdsnPA56/WhFwVkwNuCRj29ay7i2geIOGUMQMYHQ+hqFb6W3Q25++hwDnOBUyjfbcqnUcNJbHQWk6x6jHKvQtjI9PSultpC3ilQh5SxYD6u4A/ka89gvH/hbEi9/UV23hZ5bi+mvZsElI0Uj0C/4k1MU1uY4q0kpox9RmC/EC6jXo13CP++StXPEunNJ4eN5g/wDH0x/A5A/lXP3VwZvG9xOvzf6WSPfDf/Wr2HVNEW48KXFoF+byd6/7w5rqUdEzkvbQ8m0OGObTFYnDJIauJZxk27458xc/5/CsK0vJNP8AOjUcbqmTVZNind9181k1aR2Rk3Cxt2lmItetJCcjzsn8Oap3265137LGwDyTZ3ehNWfD0r6z4itbfcFRS0jtnGFHXmuhvLnwppPhP7E032nXhctcNc2cQdEOeE8xsZUD07k1pCF9Tmq1eV8hm6bolvY+JJY2/eRqWXc/O75etYD6Uv2DzoF23EbMT7gGrZ8SeZMJj948n69KrS6qEgYrjBJH50mxWluMUx3UKzgYw4yPTinsqi+RR0J/mKzLW8EKSJkbWbIpZL7dcK+eABWUou51U5qzuLes+oa5Ju52kL+CjFej/CudjaalAw/1bJj8d1cZpGmPPby3pBLSMSPpXafDKIi41okYG6LH1+at1ZRscUtWzv5AQuD1rNvHO4KRxWs6gLlhkgVh3xJDljgnmpZm2UJ3w2R0rn9QkxcK+eo2/ma2ZmDQk1zmpOPl2nLFlVR6nNJMyW42CTYzpnHRsfpVxTjoK5m7nu5dTZYD5Cx5UyFfvEY4qzb6hc2br9sZZIWODIBjb9aCnE6NCTuDDiqrR4ZmHSrkRUjI5yOKgl4DA02QhYCF5qV13Diq8RwVFXQuUNQao5fwq/n6V4xXOWWwjuF+qTo1Ymp6hJd61eagwIa5neR+c7WLE1L4TuzbXuqIWAWewmjbJ47Hn8qouoYEIzNHkMSw6t3P0pz1Z6OHbi7oV52mcIB958j6/X0ra8P6euoaRe2BZEkadW3uMgYxgn261kwwvJb3LrEHCp8y9+vUCtvQYxDB50bn94NpB9jUxdiq2siI2FnbaO8sqoJndgjgkdM4x7Gsy7ubaVY5Irf7OSFDfNuO4AAn8TzitzxPbyS2VqIlyRJyB7iuavXVYYYxkshZZPlIAbPTnvVNc2oqclHRlRpnI8sH5QTz61PBPuG0nlfu/SqrKRyOg5NSQQPM4CAcHqTjFJpNFRnKLPR9BdbPQ7m5Dlt4klLHr0JrjPCdsb3WBbiVIy6kBnOADWjbXzWnhnVIHyMriPnru+U1ztirxqJ1OBv25qqDafMjlrxSbiem2tpcafJeLdNkwFCDnIIIPIrhLi6Nt4whvEOPLvFmU/8AAg1dZYXV3e6bqslzIZJDHEin6kgfzrmPGtkbDXyijA8tCD/wED+laNuUnJmcVypINc2treoNEwIeaX5cfdUsSOfXmqdrEDKpMZdEG5x6r3qxb8wySSANI6qQW7knk0ts8kJuGWMFhCzD26Vz7ux38rjBs3NO8YnR9Kkgjjie7Lgi5njDmNV5XaD1bPQnp1rEGsXut6y11e3E9w4R3d5pCzY2nuahtdOhvNDv76Vn86JwIwvTtnP51a8PWoj+3ySxNIv2YqGA7kdBXQ37ljhirT5upQnRRYozLtYzFW9uBj+tZ0y7ZAwzzXTJb20/gqS6kBMi3S5APPPA/rWddwW0N7zA7W+/IJyDjb0/P+VY2sdHtOZWe5kruDgqTkdMV2vhG/8AIFxDKcBE84e2OtY0NtBFLIFgcMVBiYPntkGkEkken3kin98qkEdPkb5TUSabsU4v2bbM2yu2TV0vCoYiXeQeQST3r6WwCmD0Iwfpivm6ytM6fJK3G5gEJ7kc19Hg5jB9hXTsjjb1PBtX0n7P4plsiMB5do/Pin3nhxrTapBy5xXRfEK2NnrNpqSD+JWP1B5rX1MJfavYxKBtZQ5x6Hmh2Bzktjg00C5ivVhjdkWT5JHHZSM8/lWPNa3DXcsQkEkcTbd6/dr03WbR7e6huGRl3YjYqRtfGSD7Hk1x2m2BttXvFlT5UYkZ6MCcihu2gR95X6mNFYHgHPWrb6OShPzetasj29wyvb4xyCB6itGJQ0GSKlRW4OrJaHMW2iebNIuDhNv5mqUtiW1f7HGP4gK6q3nSCzurk8AuWH0HA/lWd4btzcXsmoSjO5jjNFgU3a52Nlapb2EcKgfKuK1vBMAiutVVBgExn/0KqEDAqa6LwdCBcak/cCP/ANmp7maN+RdsTEk9K57UnUR+44rfvZAts56dK5HUJiZdv41MmKRVck2zfWuH1ua9W5S+tGJ8mUhABnGOM4+ua7m5cRacW9if0rzzUpr4GCO3RyiQ+ZJtXPfkmpQorUgtrrV9V1CBrqeRkVsndwMdxit66t1kgKbQQwO4e1Y2l6pG8xQx/vNpIx3xzW3Y3K3dktwRtaTPHXGOMU3uVK5N4fui9kIXOWhYoT646fpWhKCXYDuawtCJE956Cf8ApW8DubGfxoZDWoix/wAXPtVouVUYGc1GhB4IzVjysjoemKljR5Mu+HUCikgltpx3B6itYrttERVG8s2eOeMf4mpfEVkdI8ZSDlUFzvUgZ4JyP51qTQ6ZbTRyPdtL5vKxxJyAR7+9FRanqYaSS1MWN7iGwuRDhTuVS2cHBB6Vf0RyljGCMdf51caXSGhlVYpMblLBzgg4xVOEL5uIeIl+7SSFUd5M1NUuWhsFnQAvCQ4+o5qg88l9oFpdzRpK8l+d6kYJdjn9eKfdXKfZTHIRywHNWk8Q2BUwAR4WTcnHAIGM1SMZXb0KF8LmwnldLWIW9w7NsIBK854P9KrmJ1WeLdGUf5w2wAnuKfq+rwyzC3Z/MVO689azG1VApVYjwu0ZbtUSi2rG1OpazaC9x/Y+wHaySgcfxg5PP04rRbSJYfD1uyplpPmIPUE9Ky7ETajdQWO4mN5AzD2HJrttOtBrXiCXSJ9RmtYSknkiOPdllQsq+w4PJ9PerhdKxjXac9CfwLb/ANoK8TdBJG0g9Nuf61B8V9M8uezvEXhojGfqpz/I1c+FDPJLqruSQRC30zuro/iDp4vfDDt1aGQOPoeD/MVurtXZz7M82hGnS6Xb3U124kWNVaIKNxIx/Tv7VZMmkOHQQzZaMg7zjIznIx9K40LIgABbIypxU7LcmMMSwGMYPpWFmnojtvzRs2dZpcFmBcW0P+olHIJz1GKjL/2Lpc2DvIlwue4zxVLRG22qtn5iSD+dXdZtzcaWIVZVLOp3N0FVfoYNdgttQ02bTZbd0SNZGRyoPcf/AF6pajdw3FwSWVdpO0j36msl9HlhuXiCvJtOAwGAfzqV9Du2wxUL9TTkuhMUt7kwvLeMIGmyYxjIFUWuw8MsQTc0nyqfxq7/AMI1KI2lluUVQpJwD0rO06J5JjMnAhw2fftWahrc19r7rV7nbLpMcehx2pUFkQE/73WvWGJEQx6V5jq9vBb+H4NR0/V7+ZGuvsubmFY1uCE3M8Q67VOFO71HuB6a5/dgf7IrU5kmtzkfHNkLzQmbGWjOfwNZHhKRr+7hlfkxQBTn1HFdnqNuLqxnhI++pArl/BWnvZLdmQYJfA+lC1EyTxjd+SLOAAfOxcn6D/69cpczs1tczjAIjOD9BWt40u/M1iKAf8so8n6n/wCtisd8NalRj5hjmom9TWkvdOf0OVzdsWOI9uGz0z2roXufNiENud+44Zl6KO5+tQwaZbNE0LwRDY+SY8gscdz/AEq7FEkKCONQqDoBWl+pjPcxNYkb93YxDHmEDA9K6KwtltLSOIDoBmqrWSTalDOwHycVruKliv0JoH2tiu08FpvbUMYyVjP/AKFXnuhi31HxaNN1DULm1glfYksUsUax9yWMnGMZ4HJOBXY+AzcW+r67aTtcZtpViVLjAdQC4+YDjOMdOKEVy9TpNRgKwnPcVyV5bMz5zkmuv1iTES/WuelTIz37Coe4NGXfWjrZqjHIaPNcVcxyW0JYqflQoSO69MGvSr1P3SA4JIwPbiuO1OIxzyJNhdw3KezeuP8APeknZkWOU0gR3c6StGqSW8flEqMbsdD9cVsmNbeDOFVFUkAcAVRtbEwyNdWs5hld+Ay7kYe4/rVu7+130otT5Qt8gt5ecv7c9BTb1K0DQrdvsJnYHdO5k/A9K1lLLweauW8SwwJGFX5QBxS+WA+cUmIhj4+XvV2I5Uc9qytbke1si0MpWTcvK9cGna1pOt+HtD0q+u7q5We9MnmQlMCAAKUDHH3iGzjt9QaEgUblL4oW8aXtvMow7QqSfcMR/KuCEjqxAY8tk+9FFXUO6gPEskk4VnYhmGcnrXRwACDiiiszWe5j6yxPlqTwTVaGNVXdjkCiin0JpfESw2cc8oDFh9DW5LoFhDYTTBHZ1jLAs3fFFFNbGdRu5X8GRK9xdTsMuiBVPoCef5VfOpXGkeIpL+22edEzbd65HzKVPH0Y0UVRg/iOk+FY2Pq4XoBEP/Qq7bVVFxpV1HJyrROCPwoorVbGb3PKfCthb3usXlvMmY1USDHqSK3dN0uyudSu4poEdIzhQfrRRTTImZOp28NtrdxDBGscSEBUUYA4FMviRbJRRWD3OmHwogjYsSzElieSauT/AOqT6UUVotjm6mdrU7roUpB5OFP0JrO0+NY/DxkUfM8o3e+KKKk0Wxtaz4mfXYbaKXStOtjAixxPbJIpRF6IAXKgc5OByea9bkPyr9BRRT6DZGBnOfeqkUSRswRQM8miiiJEjzfxSxbxNdZ/hKgfkKoTMRbDBoorOW500/hRdsmLW+49TyakHWiitOhyS+JkqfeH1q633aKKlgjEXW20m/u4zp+n30U0gYx3sHmAMoOCCCCOpyM4PcGu3+Gl/c6nqevX13J5lxcPHJI+MZY7s8dvpRRTia9DrdY+/GKyrjiNcUUVL3EJcHKrwPu9axJY0u7dxcIsgErABgOAGwKKKnqSzOksoDIoCYGOxpY7aKFS6L8xzzRRQSybomRSE/L+FFFNjRk67/yD2bvvWsq71/U9Q063027vJpre3keVBJIzEs+M5JPONvHpk+tFFES47H//2Q==", "info": {"video_id": "215138", "label": "pulling headphone onto floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9cfe7030face9e222c7b84b96e410f9b23b58df93a5c2bbd6c598a02a28e4aa4"} +{"episode": 50275, "episode_seed": 412180075, "split": "train", "timestamp": "2025-10-13T03:25:01.911682", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 412180075, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing color pencils'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "57614", "label": "throwing color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "57614", "label": "throwing color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dcde5e8f3e177e2735f64d8aa9d976f35d9178a2bc1024b205dc41c65818a806"} +{"episode": 50276, "episode_seed": 2390580460, "split": "train", "timestamp": "2025-10-13T03:25:03.801923", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2390580460, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a box from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "204724", "label": "pulling a box from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "204724", "label": "pulling a box from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "543e492ab4d1ee5acd839e774247dbd9418e915f01dc378d75a89a8f2ae1cb0c"} +{"episode": 50277, "episode_seed": 1397762382, "split": "train", "timestamp": "2025-10-13T03:25:05.477081", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1397762382, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting box that can't roll onto a slanted surface, so it slides down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "182107", "label": "putting box that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "182107", "label": "putting box that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "56281cd88d50e52bf2e8d9c85d6f472d682bf9b615a78e018a5ae05e44c81581"} +{"episode": 50278, "episode_seed": 315890558, "split": "train", "timestamp": "2025-10-13T03:25:08.134800", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 315890558, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book out of backpack'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "187759", "label": "taking book out of backpack", "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": "187759", "label": "taking book out of backpack", "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": "19f5140a1d7944f132d420cc92d2a8398fff682c162ec87c0242f42fc3d0df65"} +{"episode": 50279, "episode_seed": 2737381797, "split": "train", "timestamp": "2025-10-13T03:25:09.203167", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2737381797, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 rubber band from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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"info": {"video_id": "216867", "label": "pushing rubber band from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "216867", "label": "pushing rubber band from right to left", "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": "53681f259f8827ac46bac3b49ed3a643b7e3b56e8c57b49de3fc7cddb422c192"} +{"episode": 50280, "episode_seed": 2528921362, "split": "train", "timestamp": "2025-10-13T03:25:11.055853", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2528921362, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 3 pencil onto towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "192300", "label": "putting 3 pencil onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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JdvnO4H29az30yCOAtIfLjTrIz4AwO5HevFw/PCaqU3qj2vZ4adFwqbPc56e2mEi28kTCRvu4Gd3pjHWun0Tw1JbMt1dsySjlY1OCP94/0rPXxHHYXUf2OEPDETzNyzcYOP7tdfYana6rB5lvJz/Eh+8v1Fe3mGJxaoLmhyp7v+tj5/D0MN7Z8kr22OX13w+Xmku4FMpc7nQ4J/XtXKyW0bBv3agKCTnAwPcmvTL25htjiQkMRkLjrXH6xbJqaSdIiTu+XoTjAz614VGmpSSk7LufQxxNWNN2V2tjjpr6OynQ2kaSBG3F3Xhj7Dt9etblpq9tqkZCfJOPvRMefqPUVzl/aS2rlJVAPYg8GnadodzcMt05aGJTuVhwx+le7isFhVh1JStbZ73PDp4mvOs+davdEkOnR30rSeatrIWHzSKVibJAxkjhu/vXrXhjwzZ6REsmFmuSOZSP/QfQV4O+o3GpTK07bUThEXgKP8fc13/g/wAaS6UIbK8L3NqxCju8efT1HtWmIwWNlhVGM7915dr9fQft8P7fm5bHsiorxFGUFSMEHvWZfaPFbgTRJ+7YnKDGeBnjjJ6U681mCwgjKqzzSLuQFGwB6nArBuLqa5Xfczl5ZJAAyhxsHouF4r5ulGV7nrQvujBvdckuonihRoIM4YHh3GerY6fT+dM0zVrzTZi8LAq330PKt/8AXrpbnR4dXQsW8u5xxMEbEnpu4H51P4e8KQxRpeXbpO/8EancgI7k9z+lfTxxuCjhnFx+Xf8ArueBWw2KeIu3d9/6/ItPq2/SFu2tp42bAC7C3Pr9K567vXmbfIkzHH/PJv04ruZwCCG7jFYGoWSoGkTGO+TjFfNxnBSbtZfke5Slyq0tWcNqkMF4pLQTrJ0VxE2aztK0K1md7ieaOcxsR5angY7mrWt6o8jPbQKY4wcMx4Zvb2FcuLqexuVmgco46+49DXvUsNipYdpTtfZf1seXXxOHlWTUb23Zt+JLeGVIQW2OA3lnt24IrCtLG9mvEtfJfzWwQoHUHvn0rRudSg1KCK4uCbcRFg7ds8dPWpdA8ZR6dqSKLYyWI+QE8uATnIP9KjL6mLpRlTjC9r/JmuKp0JxjO9mz0Pwr4QGneVdXT7pwcgA8LW5qnh1bqZ7mIs8jjBQt0+lWdMvYL+0jubaRZImGQRWnJcQ20RlncIi9ya8PE4irVq89Xf8ArQ7MPGNFfujg49GVI9jK5bHzHv8AjTZr200iIwIfPmPDKTlV5rY1m5j1RZIbd3tHnUbZx3x2PoDn9K4W9srixn8q5Qq44OeQR6g969jK8LRrvmqPVdDnzTHV4Q5EtH1PR9K1y11aEbMRygYaL0+ntU9yVQZZgB6muD0LSLu+ud8BeJEbLS+n0rrdVtbuW1REmyq/fyOW9648xwtLD1uWnLfp2JwNWdaHvr5mLrBt7hxsUeYucSYrzvVbGe2nYyEuDyH9a7q4t5x0kH5Vi6ijpAzXDxeX33Dr9K0wVd4aXuq9zpxWGhVhq7WOEaCWecRwqWY9MdqyLNlEgAUFhk/SvQtFudPIeGOPy7g569WHtVbwl4Nsbi9nuJ72O6SJ9nkxnkHg/P8Ay46817Mc0p0pz9qmrWt3Z5SwzlBcrvc6z4d6nq17bvFdwNJaR8RTOcHj+HPetHVdWmmvPsF2Ht/4hbh1O4Z4z6+tb1jHHbxiKNVRAMKqjAFXrjTbXUkRLiPdsOVYEgj8q+Zr4iFWs6ijZPoerQg6cVFu5yUVxG92XVipQBY3ATg/XI9Kk1TQ7K/iF4s0dq5kAZmwI3JOOME4Pt/Km6hDF4fh23KrMzMUj8mWRcMOfmYnjg/WuZuNSn1K5MlzKGZh8oQYVfYDtXtZZhq1R+2py5Y9+/yOHMsVRt7OSu/yPT9K0Gz0e2/0ceZI4+aZurfT0FTTIrAgjINcdoXiObT1WCYtNbDjB+8nuP8ACurvL+GGASjJLj5QQR+debj8LXpVv3r5r7Pua4OtTqQtTVrdDD1G0S3Bk48sZJznI+lef6xqkl0GiiBig5GM8v8AX/Cu3u7n7TLuZiR1A3nj6DbXL6xp0Nw7PAdk2CTuPD/pxXRgHTpzvX17eQ8ZGtOFqb9TkYb6fTrnzYDjPDKejD0NS6xq1jeQW9zLI8QQsHQE7s8cDHWrtr4dnun825zFCDgj+JvpWf4v0dXt7WOzEaGLeViJAL5xnHqa6sVPCVsRGN9erX9f8Mc+F9vTg5W+Qzw74wn06/XFvusT8nlFssi5zkMec859K9n0q/ttTtY7m0lEkbdx1B9COxr5102Ge4vY7WGN2lJ4RRzn0r2nwR4Zl0WOW4ubh/PmHzRq3yr6fU0Ztg8LSpKcXaXRd/67lYatVlNp6r8jqbzWLXTQBIfMuG4WJSAfqT2Fctq0Ca7NsZ0hmictGVceUzHswzwfQ1Zv9J1GwujNA8lxaHkncS6kDPzcgVDZm62GaQusZO+R2cbY/cnPArycLJ0pKpTep6NSlTnTcZbM5S4tJre7MEsLK/8AdxXYeHfDE0AS9vGkhfHyRA4b6t6fSoD4sgjvrV47VblIDjzX5bkfw8cD6/pXY2t9banbefbSBl7g9VPuK9nMsZivYpOHKnu/08vmeLhcPQ9q7SvbY5/U9JeSeS4E87bv4cj5fpx0rBn09txAmn46/MP14ruLhhEpZzwO3rXH63G+oRSx26PEGPZfv+x9q8OheTUXt37HtOrKMdFc5DVL6OCXZA5uSpBzKAyAj045+tXrTWYNTj28RzgfNGT/AC9RXP6hBJbStHMhRx2NVLPTru9l32+Y1Q8y9Nv0969yvl+H+r35rW6/1+h5NPF1pVdVv0Ik8OXF5In9kRtcJIwHl5+eLPQMehHv+des+E/BttpIjubvZPdjpxlUPt6n3rxmPX7qO4iNk8ltFG4dFRuSR0LH+I1694N8c22shLK9IhvuzdEl+nofapx39oLDLXTrbf5/rY1prD+1f4XPQJ7O21G1a2uohLCx+6fX1rnLrw3/AGbIkqbntI48mQmNNgB5425PFaGseJtK8N24a9uU84rmO334Z/8AAe9eaXnjy/1jU/tC3628UTfuoEIKj68HcceteBQU29Nj1EpNaGxf62pBtrAmO3A5lICyOCenGMLx0796m0bWbrS5f3MheNjlom6GsmMWGtP/AKGyw3+4D7OM7JT6ocAKf9k/ge1dT4b8KySxpdairxxfwxdGf6+g/Wvq1WwMMK+3VPe589Uo4v6x72/fodHHq1rdWBvBvROhUjkH0/8Ar1z9/fG5YAnA/u7iB/KutlijWLYqKIwMBQOBXJ6zpskYM0LMUHLDj5f0ya+YhKnzt7Loe3FO3vbnN6xaW1zgnKSf89CSfw6dKwLXw61xOzXLARxtgqp5b/AVp6hf/ZQVB3XI68gqn6ct+lct/aNzZ3JnikO8nLbjkN9a9uhTxcqL9nKy6X/Tt/XqedXnh/arS76k3jPTpHtLZ7WIeTb7i6p/CDjnHpXN2TnzERRyea6K71k6lJaNbKySx7vMXPA6fpW74Qi8N3Otu42G/wBqlUP+r3Hrt96MFjZ4WjKFWDbjfb16/wCZpXoxqtSi1qdD8OtI1a0ka7mmaG2kH+oP8XvjtW/4gS/hulklHn2rnCsBwmegNbNswTAA7YrRXY64YAr3BHFeHicZLEVnWkkjtoU1Rjyo4aO58yZ32rsA2dPetScWtzFFZ3kaySuw8pP4h05z6YqtqdxbWjXf9jyLdXMZzJDuBCKeSQO+KreD7Oe51eDUblnZ2JPze4ruw9NeyeJcrW273M69XmmqPLe+/oduYI7a0jjijEaHgKB0plxATasQOgzV7UYw0cBHG2VTSOB5eD0ry6nxM6INKKscVqSxsgaM5frtFeaa3LcyXbi54IPCjoPpXrGl2bukokHzK5X8un6YrkfFdgn27yZEJV13KR1Bruy/FRoVfeV1+XoY4rDSq09HseZzuUcMrEMvII7Vl6FrN3o92t3aSbJFOSD0YehHpXb2Oj2xkkeSRZXjJAUdq53wj4NvNbnMlwHtrRWILlfmY+iivoY4/DTU1P4Ule/W99Dy40KkUrbnsnhTxLa67p7XJTyJolzNGcnb7g9x+tYHiT4jzGOS10eC4gTADTvC4f8A4DgHH16/Sur0PTbPSLRbayhCRjrnkt9T3rkfGHw9e48zUNAQK+B5toOB7sn+FfKylQdZuCtHpc9mhF2SqPUw9M1aa0jkkYT3EMoBmimjkZZc9zxnPPXqK110pbyJr7Slne2XAlWRGVoSfqPmHv8AniuU0vTryeLfMTbWsTATXD5xnn5QOrMfQfjXfeHNUlvLSfTLDVI9LsIFDZucF5WJ5Oex46DivWwdevSjKrT+Fb32/wCH9DmzKhSnamtaj2/4Pkb1xDp39jxQW0emJc7RveRZThuPukDOetZuowPd2ao2qW0U6MqiSPzuI8ruHI5b5Tg+/NXJDaR7Yzq0N0+AN4kfLH6Dio2toY5Va682KDPzuQ449j6183isVOpUXPq76bmdLDZnGN4xgtO7K+qWdxbSh48vG+NrDaN2e2MVzWo6ktsrLGwkn7tgFYz7ep962NZ8QTznyoI9lqnADDJcdOfw7VyV4izqzwqVYctH1/FfUfrXvYBwnO2I+Xn6muLjiIUrwXqVbXXriwlYSFpYmOWUnn6iofEt7BdJZXUVwqwLuLNnkHjgDru/zxVZLKfUJ/KgTLdyeij1NZ/i7RxpltZGMNIAW82Ttk4x9O9ehicNhpYiMU7Sfb+tDiw1WqoN7pHQ+EfFumxanItzaxwebtQXecucf3z7+o/WvXrY7sFSCpGcg5BFfMNkHllEcaszMcBQMk17r4D0zV9N0Vob2YxB1/cxMMmL39vpXLm2Ao0oKrCVntZ639DfDVpuXI0dXqmvadoVoZr+QEkfLCuGeTPYL6e54rgbrUo/EcG2xiWykUkizO1VlHYg8AsAcYP4Vx/iyHVdP1aRNXku5JWwyTNKHVx/snb+nam2lxJcvBDB9qeZ2BRUfJPpj5a4cJL2E1Vi9fwPQqYVVqbg+pvWcc0l4trs2SM+zax2gHpznpXZQ6ZN4fvrd7i/tFMnDRx3ADYI7gjkdfy96qRTaQltZmWW7vNaibE8qxiUZxwpbG1sevJrTmv7qXLeduP+15RP8q7s0ziXKoKNk1rf9D5+lSVKo17OU2tnFXKmp6q1xqyWoO8SxtLC0bCQbABzgDOCWxWZJOF3AIQ3tH/9atyymvJbxSzkxIMyk7QAvvwOKwNYu7A3LjT2iEowEYgBQ3fafXpya8jB1ueKi9fPY9mFWU4uTpyjbo1ZmLq01vFBi5QSMTuSMDBA45J7fTrVi0vbS7th9lATYMGPoVrmb5nEjiTO/POeuazoTdfbU+x7vOzwV7fX2r6CtlkXQ+PVa+X9eZ50MY3V5uXf7zDNtcW92trLCwlyAFHU56EeoNet+CvAhgMd/q/DcMtsO3ux/pXE+HvEllot5axzRfbYosjz3X54s9fL/wBn6+p6V7Xpmo21/aRXNtKskLjIZawzDMMXCkoqPLfr/l2/M6KWHpOb1vYj8VeGF8Q2e+3uGtr9BiN8kI3PRgP515G1nremau9ldQXC3LNhYwSS5zxjB5Br3OS8ht4HnmlSKGMbmkc4CiuA1r4h2F7epbW1q72uxo3u9u2bDcHy/wC7+PX2rwaVSSfL0/I9egptPljcy7O8bRE3GVp9W9dxZLc/nhm5+gPqa6fw54yubZUg1DdNAej5yyf4iuJuNNNtbrc20iz2bHak33cH0Yfwn2rX8NaTeazP5cAxGvMkjfdXnv7+1fZQweB+qXunH+b+tvQ+ar4nFPEaq0l0PWmuoZrUXEcqtCRneDxiuG17xBNcFobIMkHRpCOX+noK6c6DZw6SbAeYUbln3clvX/61cPrGlNpbfvUkkibpIuMfQ+hr5CThGbtquh9BhYqaXPuc9dk3O7zk2P2kA6/Uf1rJTSrq8ujAq7QOWc9APr3rXlt7d4Gnl86OHPByMufRf8e1Y2h3dxqPiuXTBqk1hbskhhjiTfllQsF56dCST6fSvXweKxPsmoLRbX6ehxY7DYdVVZ+91SKniyFdJgs7W1Yqku/zW7vjHU1gWVxJDKHRmVwQQQcYParD6rHrHlRalcOQwykzcmFvcdwe/wBK6Pwp4Dury9Mmo/Jao3G058z6e1d+CxlKhRarv3le/n/mc1ahKUlyrR7HpPw98TXet2hivomaWIcXCjh/Y+9ZHi3x3qDzT6daRm1RMq53jc3P6V22l2ltp1slvaxLHGo4ArM8V+DrXxPCZIytvqCKQk2OG9m/xr5utWozrucI2i+h6VCLikqjucB4aaa41K0WH93K7gb1fnOa9yt7RbJbXpuLjJ9eDXjvgvw3qWl+KIHvovKit5SpLnG5scY9a9k1WYJ9iK951H86itO+2x01FZpItanJstN3oQaJeIQai1AGWzZfXH86lmH+j4rFtswirJIo2KBPO/2n3fmBXD/EPzo7ZLiAY25V2HYGu4tyfnz6j+Vee/E27lj0KeKFyjyFQCO/PStMHJRqw5lpcqtFunJLseXm9mtJ/Ohfa4/X61t+DfHxEqWOryABjiO5OBjPZvb3rF1nR7eHQYdS0/VL6UG5NsTcwrGs5CbmeIDnapwp3eo9wOUsLS4v7xLa1iaSVzhVAr6ydLDYtS5l8+x40FUo2Pp62mXAIOc9DWZr3jjTfD37ok3N72gjP3f989v51j6Fo2p2XhR9MfVCLtlPlzAZEIOPlB6+vPbPFeaalo11pt48N8GSYNnLDIf3B7j3r5KUIqbgpXS69z38HRVbWX3HVv4hTxVhNTItblHZreRFxENxyVcZ/wDHuvrxWfNbT2N4YLmPY4wceueh9x71h20WX2ocsx2qoXOT9K7fT7210AWlrr8YvXidXS3ABa2XByGPvkfJ2xzjpXu5TmNWm/q6i5R6Jbr/AIHqcmc5ZRjH26kov8zofDHhmfUIo7q83Q2p5Xs0n09B7102vaN/aEMfkzOkkQwqsxII/wAfetWC8hvLSO5tZFeB1yrL0x6Y7fSmSMSAc815+OxlXE1Lz0tsuxz4SjHDq8N+55ZeoIJHimlljkU4KsprMmgxEtw92yQg8YGGc+i/49BXdeJ5LAmNZ4PNuFYHKjovoSOv0rz/AFj7R5/mXB3Kw+RgMLj0A7fSll9BYmrySla33v0O3G4ydGipxhq+vQmsdfto2eGaIQq7FhIP/Zv8ax/F73JvNPltQjJtkEhkI8sqdv3s8YrN0WO01TxZ/ZupX9xawTPsSWOWKNY+5LGTjGM8DknA71g66L2y1CfT7mS7WK3nkRIrggOuDj5gOM49OPSvUq4Gm669m7f10PMoV5xheSuej+ALfw79plms8teqfuynJQf7Geo689a9MgcfgO1fMVleXFlcx3FvI0cyHcrr1Br27w74lvr7wvLqVxp8zTwqcIgwJ8Dqv9f0rlzXBTp/vubmW2u6NcNVUn7O1mdXq1npd/pksWrrF9kX5jJIQPKPqD2NeZXFva2FgJdBLS2jgpPeEYlzn7mP4F6f736Vz2u6/qmv3Qku2IiU/JCowifhnk+5pul31xp8hlt+GxtIK5VweoIzyDXHhKv1eqqklzJdP66nr1MvqVKLpqTTZ1Og+LtU0S0azsZIkjaQyMWjDNnAHU/Sur0S+1nXLzdK7y245lPCAfiB19qwNC0Cy12+t7lpTYxS7ma2bG5iMZ8s91Oep6YPWvT4YoLSBLe3iWOJBhUXoP8AE+9epmWJwNWHNCHNKXfp/wAH0PDw8MXRnySlyqOmljjPEH2y2uJLdI5ktZOmJCwkA9T/AErk7uJyP+Pd8GvVLyKK5heGdA8bDBBrz/WNHTTrl2aeSSBU8wRof3hGensPevDpXjaEEe1DEQcXKo9jnJIzco4nRo4oxgTOfun0/wBr6Vq2lpZ2lmGtCJFYfNL3Ncr4jv55bTzA+wIQqInRR6D/AB6mk1nSdd8J6DpWozXVzHNfmQzW5QhYcBCgY4+8ytnHbp1Br26uErKgqUp69un9fh+Z4/t6dSq6kI2X4+pyKHHSuy8Aave2XiK1tIpj9nuZAssbcg+/saKK9rFRUsNNNdGckG1NWNXx7rF7da5NYyTH7LAwCRLwucA5Pqa5aBj1xznrRRXxdP4EfZ0UlFW7HT+H7uaHVYIkI8qd0jljIyrqWwQR+Ne5aZaW9hpcUNrCkUYHRR1PqfU0UUueVnG+n/DnDmMI+0jK2tn+hJISc81mXyq9rOrqHXYxIYZB4ooqXscJ5PrTsXhbPBhUhR0X2A7CuFk1O40bxE+oWuzz4mbbvXI+ZSp4+jGiivq6P+6U/RfkeP8A8xM/V/mQaRHHHBdXJjV3gC7A4yO/UV2/w813UJNWexkm3wOpfDc7SPT0FFFcdaEXQrNrVW/Q7eZ3pq569bucZqy8rJAzjBKjIzRRXzL2O5bnB6Lrt9rmu3S3rqwt382HauNhB28exFekXrF7W1JOT5qGiiru+VL+uh1yilPRdjUl5h59v50+T7h+lFFBzGdGcNJ/vV5z8RubAE84kX+ZooqqPxo1n8LPO/EPiN9YtIIpNN0+3MKrHG9ujqUQZwgBYgDnPA6812nh/R7LR7UR2kW1nVS8jcs/1P8ASiiu/GyahZPRv/M4Yr3kdVbsc/jTtW0mz1fS5UvIt/lRs8bA4ZTjsaKK8tnVSbU00ecyE6J4ehu7L5bm6lkhaZuWRVH8HoT69fTFYUPzSKzEsd3fnNFFfb5BFLCuVtW2eRnUpPEtN7HVeG9cvtN1uOC3lxDPKFkjblTzjp2Nel69ezWOniSAhXdtu4jOB7UUV5HEMVGqmluv1NMp1Vn3OAlwSwIyAw7moGjQyLEy7o5W2MpJP4j0PvRRXgxk4yuj6eslKDT7HDJqS6TrOqQHT7C+gMwby72DzAGTO0gggjqcjOD3BrP1eWTVkv8AVL1zJdmVZC/TJYnPHTHT6Yoor6Zyf1iOp8xFfui94C0az1fVJTeI0iwIJFTOATnv6iva7fCBFQBQAAABjA9qKK8/OZSdflb0sa4VLlucX4+0mztkt76CPypp3YSbOFY4649aw9DsoDbaheyJ5rWcBmSNz8jNkD5h3HPSiivOo62T7/qfQqclhHK+tmUlv7q71kXc0zGcEMHHG0jGMY6AdgK9h8L6tc6xoEV1dlDNuKllGM4OMn3oor6rPIRjQjZbHx+Ck3Wd2Ta3dy2Oj3V3DjzY9u3cMjkgV5xdX0rXBnbaZCdxPPJ/OiivkJ/EfU4FLlbOb8VxoNPjnRQjSPkheBkHtWNJrup6tp0Om315PPbWkjSoJJWYlnxndk8428emT60UV9NGTeFjJvWx4EoqNecVtdn/2Q==", "info": {"video_id": "192300", "label": "putting 3 pencil onto towel", "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": "e7f9ec9d72c03ce7716e38dbc911d8aaf934e3dcfc9b910edf358801876062e9"} +{"episode": 50281, "episode_seed": 1094505469, "split": "train", "timestamp": "2025-10-13T03:25:14.580027", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1094505469, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "1766", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "1766", "label": "tearing paper just a little bit", "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": "ba9b1b1991a39515cb9e1af7c736bb43b6cf885f9c45a477e5ce581fbda2d1f7"} +{"episode": 50282, "episode_seed": 2780458575, "split": "train", "timestamp": "2025-10-13T03:25:16.765976", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2780458575, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 speaker, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198851", "label": "lifting up one end of speaker, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "198851", "label": "lifting up one end of speaker, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "203c34012a4ce6398ce60bcbf1ee3ff21bfe580fde60f9902e99c2b0a4c59807"} +{"episode": 50283, "episode_seed": 1599700041, "split": "train", "timestamp": "2025-10-13T03:25:20.504576", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1599700041, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 away from steel rule with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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"info": {"video_id": "216291", "label": "moving away from steel rule with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "216291", "label": "moving away from steel rule with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "723b40e68096d240417aaad4f3fe392ed6cba93bb3db088f6dcc23b17f713c81"} +{"episode": 50284, "episode_seed": 2891485933, "split": "train", "timestamp": "2025-10-13T03:25:22.289804", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2891485933, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mixergrinder from floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "80685", "label": "taking mixergrinder from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "80685", "label": "taking mixergrinder from floor", "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": "e27665d96b2a8ee87764e196456195a3273648ac5f854c253b3aae30ca7126d2"} +{"episode": 50285, "episode_seed": 1178026145, "split": "train", "timestamp": "2025-10-13T03:25:24.025021", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1178026145, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shaver next to cpu'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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49c1vBWjY4asuad0Xk1SB921xG7Z+YNkGsbVdQEMjvLtwf9WQc1S1C1iiuCyFiCf4TgiuQ1q5uoZHj80sikE7xzVXIWrscnjjH4VVuUJYEck1cI+YioplxtbPQ1u9jJbkdtAZYpHDoChUbCfmbPHA70kiFWIYcjg1vadpkN4JUmi2N8pVwcEZPb1p91oN/bRziGNLyJkC5K5dADnIHUfhms2VdC+A7cS+KYJCOIUd/wAcYH8691tBlQ2Oq8ivJPh1YN9rup3UqRiPBGPc/wBK9djHl25wP4a5KrvM76CtAzDMTczyuRgDYKpXLiU/IANvOTUElwEv5lB3KWwV9KdLIAxUA7W4JraC91HLVlebZWinDRPEfrgVRwknmxuM7hg+1SrG0V7HliEfKjnj8azbKKTUvFtxpk2pz2isJPL8tNxZlQsF9hweT6e9VYzvc4/xDYPZ3iZdWRwduOvFYcqkof8APtWlqF3Pd+U80rOccbu3SqTLlWrWGxDepQhQvKqZC7iACxwPrn0qzLA8LMjYO1iuQcgkdcHofwqe0hWTCtHvUPg59K3Ljw3KFY2UuV3H9zIcjg9AfwpMptHLYyenNfQHhyAW+j2tsox5UKL+OBXjMenXE3iCGGaz+zGWUExqpCgdTj24r3XSodkI454rlru9kdeFW7Has7bUhBA3kBqqXNyvIwGIGKb4glCmMltrZ4P0FUlnEkJJX5vaqpLS5OIleSXYrzSNbzKcjjke1QXjjerYOGOc0+7Q3Cllyr4OQTg/Ss3WJpYvD4uIHZXDKpIPI5rSxz3KWv6aL2BpEcRybcEHoa8+I/xr0HW44otAi1Gw1e/nV7k22biJUWchNzPEOu1SQp3eo9wPPwM1pBEyelijOhEh4z9KsQ2xe3SRHRmZmXy1OWGBnJHpjv7U8ri5TjOTjFbmn6LDfWuHUxShyu9Tz0HUfjRIL6HOMCDyBXoHwxhCPfXOOSUjB/Mn+lc9e6JqcVq6LElzDv8AM8xEzIDjHPfHtXe/DywMGkRs6kNI5cgj/PYVhWdo2OjD6zO9H7u1kbOBWRBPsikdm3F3ORWxcHZatnHrXJWtx+8ITlWPIrOktTbEy91ItXTmRWkJ27R1xVNJS8LR4yV5HtVmViSVZPkNUIkWG92lgVlXAI9fSt7HHci2iSCSKRfkPDA15/4g09bK8UoxZZM8HqMV2tk6X3jKTSb/AFG5tIJJNiSRSxIsfqWL8Yxngck4Fcb4lW4h1e4tbhrjNvM8YW4ADrg4+bHGemccU4rUG7IwpF3RmqsMYMqCRgiMQC5BIA9eKvFcqalsIjIVGxWVZMHIzxmtWTFlaS3MYJVg6AkB16HBxke31quAWbAHJ4GK7Cfw2kmZLOTyZNxwp5Q4PH0/WqcOi6hJ4igN5b4EkwZnRRsOOe3A6Vm3ZXKi1J2R6/4fhEOm29uBhY4lQfgAKu6uxLRQ7sBiM+9O0uHbCKo+IZgpjBPJbj8BXHBXaPSnLlgxbi6zkKNx6Z9ayZ5Gt5gQ2cc9OlWUmMkG7bk9jVO7j+0JnhZMEkE9faus864y7b51cKcE5/GsXX9NS+gLb/LlxjpwfrVzV7iSLw+J4JCjqyoxB5HPSqPiLSta0TQ9Mvby6uRLemQywlMCDAUoGOPvENnHb65pWBOzucGwG+mSKNoPcEUUV0GKOqtYlhmgaMlRLIoZe3r+FdFAo85xRRWLM5fCa+iKBcTHvu/pXVyEi2P0oorifxM9ih/Cj6HILzeyEgffJqxIxLuDRRXVHY4Zbsxb2VvKJ4+WbArm5dWubDxC2pw7PtCMxG5cj5lKnj6MaKKslGBdqFSMDoKrAZxRRWkdiJbmjo8CS28pJKsj5BU+w/Ouo06QzadFK+NzEk4+pooqHuSzZRAbiAEfxf0rtrHiL8KKK46nxndgf4XzMPXyTcR596ro22AAYHOaKK2p/CTX+Nla8kZPJK45faRiuc1WZxp9xBnKCUNj3zRRWhh1KeteJG1uC3il0vTrYwIscb2yOpRFBwgBcqBzk4HJ5rklHJoorSIpEkSj7Zb5APzgYNdZp0QgvYokZvLZWbaTnB46UUUpmbN21A2t9a6PQABbpjvzRRXLX3R04L45fI1tSYi0f/d/pXMW/wAjsR1XpmiinS6m+J3RNuJyOxzWFPLIYRJuIeNyFIoorY5DGn1ptM1K8VrCwvY5nV2S8g3gMo4IIII6nIzg9wawtZvJ9SvJL67k8y4uHaSR8Yyx9u1FFVHcHsZ4FamiQRzxurj7r5VgcEdOhooq5bGUtjq7ZNtpFlixyck9Tya1IlBuYOP4v6UUVz1fgKp/xY+p2llxF+FYeukmZTnpmiisKe6PUrfAyuGKoqjpwfzqrfSsnkMp+82CKKK6keezndVkdbG4gDHYJAQPfNZd3r2p6hp0Gm3d3NNb28jyL5kjMSWxnJJ5xt49Mn1oooA//9k=", "info": {"video_id": "16471", "label": "holding shaver next to cpu", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "16471", "label": "holding shaver next to cpu", "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": "918289ca8e7d9bec365021606c2852c3744cffa62a88288fc62ac575febba1d0"} +{"episode": 50286, "episode_seed": 728973632, "split": "train", "timestamp": "2025-10-13T03:25:25.541568", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 728973632, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup away from the tumbler'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "2591", "label": "moving a cup away from the tumbler", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "2591", "label": "moving a cup away from the tumbler", "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": "d9c8267457fd5e73e424fa99670ee36c0a1dc8c2181ac546e2742076747d891b"} +{"episode": 50287, "episode_seed": 601173993, "split": "train", "timestamp": "2025-10-13T03:25:26.869627", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 601173993, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cigarette pack so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195154", "label": "poking cigarette pack so lightly that it doesn't or almost doesn't move", "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": "195154", "label": "poking cigarette pack so lightly that it doesn't or almost doesn't move", "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": "ddd53f43b69356655b24869b5e2d42aa973fe7b77925dbc14c3a47961aa45f88"} +{"episode": 50288, "episode_seed": 3534587935, "split": "train", "timestamp": "2025-10-13T03:25:27.698491", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3534587935, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hairbands so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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"info": {"video_id": "74648", "label": "pushing hairbands so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "74648", "label": "pushing hairbands so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "34ec81a613a8feab7b8c8962ed19ceb0454f68c76368f9d1ab78e5b7736f41bb"} +{"episode": 50289, "episode_seed": 368750375, "split": "train", "timestamp": "2025-10-13T03:25:29.115467", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 368750375, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of statue to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "213914", "label": "showing a photo of statue to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "213914", "label": "showing a photo of statue to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0158d957d0f876f92c01a274a56a5f9b93b2b55326fed2d3e1bafd89bb839e10"} +{"episode": 50290, "episode_seed": 4247628428, "split": "train", "timestamp": "2025-10-13T03:25:31.270567", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4247628428, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coffee mug from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "196175", "label": "pushing coffee mug from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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wjOO5HJr0Rj/ouD6VThGa1OOfuvQ3H4IpePWq1pM8tnFJgPkYOOoI4qXzEJ25wfTGDXntWdii5g4x/OopCQBkZByKkOenfHrUchGOefrQMikdcMdx/DvWfNMNxGcY4q1N8wxjHNZt8xVCOxHPrSKPPvFsfna4zR/fCJIEP8WMgj8sVyOpjUX0K5int4jbqu4b3IdMHII7Gul8Y3YtL+0nkDCNwY2ZT8y85BH51larcRzaFc4uY5S8LbSuOePQVzzcozTS6o6YuMqbiebsxAOOtexW/i678MfZ9PgZNi2yfKwBwwUD+leRWUP2i+t4v78ir+ZFepu9peyf6TbQTKGIG9ATjtzXozrvl97U48NGMZ8zV0cj4h1jUNfup751Zy7AM6rhQQOB7cCpNNkvLO9tmvInjfZnDDhh/eB6EH1Fd/eWkOp+H3tLOKKNoXEkMaKFBbGCMD1Gf0rz+e7vY7NLIySCBJd/2d+iN3xnlffFZwfVbm9aftOmh7j4JuoruO7kUDzAIwzDqR82M/rXUuQD3rzz4UXBng1IkdPK6f8AAq9Cc5GP5UVZc0rnOlbQgZhzg5A7Vg+J1+16JcRNxxkN2GK2LgkFjkDPYVh6kWljkiJ3AqVFZMuOjueVXbzvHcae2nvcwMMFQwBU+q5468153IDE7IwIKkgg16xHP5rSKGU7GKsD95SO3/168w1uPytZvE4wJSRj0PP9aWEryhOUUaYunGSUjv8A4d3z2Xhy7ukOGiuy4/BBW7rHxLuLnQPJESI9xHteRSQR64Fct4HkVPDUyOoZZLsgqehG0V0dlpGixXImOmxGRCCA5LID9CcV1V6t7J72Fg1ThGTkr6nDQX15cvNM0chjDqS+0457E16A9vY+ItBFld91+RwPmRvUVz+sm40vWLkwHatyrEgjKSox5Vh0OD+RxipvDN6XaMEYI4q6LtpumRXXM+Y1tO8HyaRYrHFMJF3by7Lgn8O1ezfw4J7VwsVwHt9rLiu4YgKKWJSVrGMLkLvgcGvN/HVvBLd+XdwJNbTpvYEcqehIr0C65Q4GTkVx/iuBbqzCyg4U4yvUZrinsdFK3NqeHa9on9kzr5cnnWkuTE/9D2zWdbyiG4ifptdT+tdj4l0izh0h57dQXjYFnVicjpz271wch6n0ruwuOfs+7OfEYflnbofTVn4httKunN0WCzFUUgZwTn/CuQ8a6n4dhnM+lRxx3srlri4jDK2T2547knAqpry/b4LeMTiIlUkDFcg8d/zrHfw7HPaXN1d3XnygblSNdqrzyffjtU4icXVdtzrwdOnGgnJ69jc8OpbavY3FpMP3WzylGeg/zzXNaV4Y1LRPFMnmxu1vErbZ8fK/HH481d0G7NtetGm2MMBjb0btn2r0yyMUtthsMcd63ilNJvdHPNcr0KPhjKL3H1rrchs5rnrFViu2AwBntW+CrLwR0pV/4bMY/Hc81+Jnh63v9ly2xJSMJIex9D7GvFpYnt5nikTY6Eqwx3r6V1+wj1Kwnt5ADkZA9xXg3izTI7C5SaBcRSZU4JIDD/638q5aGIdKfK9mbVKfNHmXQteAdQFp4miiJwtyjRH69R+o/WvVobkR6xasT/FXz/ZXb2eo290pO6GRZB+BzXs19dYVbiI5GNyEe44r1IV1Vi7nnVKTVVSRs+O3ms2XUbSQCG7UQzsD90jow+q5H4Vxni3SrjVtMtNQDRiUHIZ2ChV9CfSsp/El6+hppLSySK3DQkZOQcjr/Su80aBdT0pIbhQYigBX14ripe9FwZ7GIouk1rc57wCh+y2/vJI3XtnH9K9UZx5Az6Vyenabb2F95dsgSNRhVA6CupK5jHPNbRVlY5Zaj9CuHS7uLcnKsokAPr0Nbx2uMMK5iyYxa1B/thkP4j/61dIpx1z1rirK0y1sWpMAdeahJAGT1pS1Qg/ODnA71jcsSfCEjGRjtWRe5MeCcn3rWm65HbFULhN+Q33uvFAHA+K9GbVdNkijH75fmj+o7fjXmVjq7aRNLDPZEyHhx0YY7fj3r3yW32/w/TisPUvDGm6g6z3dlDI+RlyMHv6fSlo1yvYrVO63PHPDOlzX2rpNHGUhhbeT6egr0E2O0LtUcfpXQRaPbWSCOCFY0xkKgwKjmtcrtVTmlJthFcpmWgaGRsHg8mpdU8N2mvYlSTyLwDJcLlX/AN4f1pWieNgfUev6VQ0x7q98Vzaa2rXNogEnleUu7LKhYL7Dg8n096cbik7anVfDLR7/AEebVobyHCt5ZjdeVcfNkg13UhKjFcL8MtWvdRj1Fru5km2iLbvP3c7s4ruJG79aq5N7u5VnQsOv4VkXsZUZ6gnFbW4tuYc9Rz2rNuEB3Z4x0BpMaPFPF0D6Rr3nlWMEx3ZU4z6rXM67eWeozQS2kLRvsxINoA9vqfevbNX0a31ONobqEOjfofUGudtfh9pttP5pEkig8LI2RmjS6bHumjA8JWE0WjL5o27pDIgPuAM/pW8iFScZz7962hp3lYAX5QMgegqvLa4J2ggZ6VLbbuylZKyD7JBq1n9lux0+7IvVD6j/AArnzol94dnWWUCW1Y4EydB6Z9DXSW+IpFyCG7D0pfFU7nwncLE5R2dFGPrVwk0wbsizp99HPEoJwa9Hb7inA4HNeE3YSz0K31HTdZ1CUG6+y5uIljWchQXeIddqn5Tu9R7ge6u+6NRnsK6K8+axhBWehSnYtwPyrmdbtnntZowSHK/Lg9D2rpZWAyBgEms29iDRqMY4/OuY0R4+15JqsNxp9wI4jtZXfqeuOF9a89vbZ7S6mtpMeZGxRsetereLPA893eNeadKEmJ3OrEgE+oPY1j6P8PpkuluNSZX2nPlKc5PuaUEoXa2HNudk9zbijN1a20zdfIQD/vkU6LdCxXPyHg5HX2rdexKRKAuOOlUJLbC/Q0m23dmislZGBd6RJYXkN1AjvaA8kDmPPY/413Ol3Cy26lSN2OapafkEowBBBUqehFUrFGs7ma3DH905X8O36V2Yad20ZVVdHTRDbLnvWzBIvlkk8kYFeeaffve+L5NOu9Vu7S3eTYjxSxosfQksXGMYzx1JwK3/AArc3hvtatbya5ka1mCRJc7d6csOccZwBnHFaVppxaMIrU179lBJGN3TANeV+MLE3U0lgI1BkHmxyE4Ax/n9a9SuzuQkLg981wfijRrq/gBtnYXEWSmDjPqM157VzoTseLTRPBM8UilXQkMD2Nej6Zfm68KWbA5lC+Tj3U4z+WDXHXulateagfMtZ2mbAOYyOnH0rtfD+hy6XpuyZi0jEttHRM4zj8hXRGq4J+ZkqfNLyIo5zE+SCX6DPYfWuw0CTZYR7W+6MHHeuant8nJGAK1NGuHgLRH7tGFdpNG1T4To4CTclzW2sm5RnpisaAZIb15rUT/Viu85yMyeTfW83OEkUn6Zrrdp38c815v4uuZ7XRnlt5WjkEijcvXrSanceKNG0XTL251S+Sa7DeZEVx5OApUE4+8Q2cf/AF646694pM9Ib/V5poGcfUiiiuZ7F9RhPzsDyBnrVWU5UZ9aKKQyGTlFPTIBI9arSRrzkZ+XPNFFDKRE8a8jHr/jVWSFfsol53EnvRRQDMeYZlOfrXE3Gp3Gl+Jp7632edFKwXcMj5lKnj6E0UU47kz2O2+FBxHqY7ARD/0KvRJPX3oopslbEQYgfUE/riq0oBCZHVSaKKTKRSCB2APrioCoLhccZ6UUVJQy4hRZBgfe6/mazbkDcwxxnFFFDBFLaGkOe3Sq3idQmiSKOgmTGfrRRTQpbHGeIPEbaxcw276Xp9v5CokclujqyoP4AC5UDJycDk819CZyq++KKK1lsjOJVfkrn1qG5UFRnvRRWfQsz2jXg46k5quIk3DjH0ooqCkRzIFidh1rPuIkLNkdAMUUU+gIghP70rgYPWqN+TFqqbON8QLe+CRRRW2H/iIU9mcxLrLabq+oI1jY3kUsoYpdw7wGUcEEEEdTkZwe4Ndb4DvbjUb3Vry6k3zzukkj4xknd+VFFa1tmYx3OrflmU9BzWYyK0q5HU4NFFcpoZd1GrPk1DLCiRAgdf8AGiil1LRl3EaGN8j7oJFQWnE5I7qCaKK2w/8AEFP4TprQkxpn0rXj+7RRXonOc140P/EhY/8ATZP51zK63qN/pFvY3V1LNDBI7r5kjMSWx1JPOMcemT60UVy1xo//2Q==", 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wjOO5HJr0Rj/ouD6VThGa1OOfuvQ3H4IpePWq1pM8tnFJgPkYOOoI4qXzEJ25wfTGDXntWdii5g4x/OopCQBkZByKkOenfHrUchGOefrQMikdcMdx/DvWfNMNxGcY4q1N8wxjHNZt8xVCOxHPrSKPPvFsfna4zR/fCJIEP8WMgj8sVyOpjUX0K5int4jbqu4b3IdMHII7Gul8Y3YtL+0nkDCNwY2ZT8y85BH51larcRzaFc4uY5S8LbSuOePQVzzcozTS6o6YuMqbiebsxAOOtexW/i678MfZ9PgZNi2yfKwBwwUD+leRWUP2i+t4v78ir+ZFepu9peyf6TbQTKGIG9ATjtzXozrvl97U48NGMZ8zV0cj4h1jUNfup751Zy7AM6rhQQOB7cCpNNkvLO9tmvInjfZnDDhh/eB6EH1Fd/eWkOp+H3tLOKKNoXEkMaKFBbGCMD1Gf0rz+e7vY7NLIySCBJd/2d+iN3xnlffFZwfVbm9aftOmh7j4JuoruO7kUDzAIwzDqR82M/rXUuQD3rzz4UXBng1IkdPK6f8AAq9Cc5GP5UVZc0rnOlbQgZhzg5A7Vg+J1+16JcRNxxkN2GK2LgkFjkDPYVh6kWljkiJ3AqVFZMuOjueVXbzvHcae2nvcwMMFQwBU+q5468153IDE7IwIKkgg16xHP5rSKGU7GKsD95SO3/168w1uPytZvE4wJSRj0PP9aWEryhOUUaYunGSUjv8A4d3z2Xhy7ukOGiuy4/BBW7rHxLuLnQPJESI9xHteRSQR64Fct4HkVPDUyOoZZLsgqehG0V0dlpGixXImOmxGRCCA5LID9CcV1V6t7J72Fg1ThGTkr6nDQX15cvNM0chjDqS+0457E16A9vY+ItBFld91+RwPmRvUVz+sm40vWLkwHatyrEgjKSox5Vh0OD+RxipvDN6XaMEYI4q6LtpumRXXM+Y1tO8HyaRYrHFMJF3by7Lgn8O1ezfw4J7VwsVwHt9rLiu4YgKKWJSVrGMLkLvgcGvN/HVvBLd+XdwJNbTpvYEcqehIr0C65Q4GTkVx/iuBbqzCyg4U4yvUZrinsdFK3NqeHa9on9kzr5cnnWkuTE/9D2zWdbyiG4ifptdT+tdj4l0izh0h57dQXjYFnVicjpz271wch6n0ruwuOfs+7OfEYflnbofTVn4httKunN0WCzFUUgZwTn/CuQ8a6n4dhnM+lRxx3srlri4jDK2T2547knAqpry/b4LeMTiIlUkDFcg8d/zrHfw7HPaXN1d3XnygblSNdqrzyffjtU4icXVdtzrwdOnGgnJ69jc8OpbavY3FpMP3WzylGeg/zzXNaV4Y1LRPFMnmxu1vErbZ8fK/HH481d0G7NtetGm2MMBjb0btn2r0yyMUtthsMcd63ilNJvdHPNcr0KPhjKL3H1rrchs5rnrFViu2AwBntW+CrLwR0pV/4bMY/Hc81+Jnh63v9ly2xJSMJIex9D7GvFpYnt5nikTY6Eqwx3r6V1+wj1Kwnt5ADkZA9xXg3izTI7C5SaBcRSZU4JIDD/638q5aGIdKfK9mbVKfNHmXQteAdQFp4miiJwtyjRH69R+o/WvVobkR6xasT/FXz/ZXb2eo290pO6GRZB+BzXs19dYVbiI5GNyEe44r1IV1Vi7nnVKTVVSRs+O3ms2XUbSQCG7UQzsD90jow+q5H4Vxni3SrjVtMtNQDRiUHIZ2ChV9CfSsp/El6+hppLSySK3DQkZOQcjr/Su80aBdT0pIbhQYigBX14ripe9FwZ7GIouk1rc57wCh+y2/vJI3XtnH9K9UZx5Az6Vyenabb2F95dsgSNRhVA6CupK5jHPNbRVlY5Zaj9CuHS7uLcnKsokAPr0Nbx2uMMK5iyYxa1B/thkP4j/61dIpx1z1rirK0y1sWpMAdeahJAGT1pS1Qg/ODnA71jcsSfCEjGRjtWRe5MeCcn3rWm65HbFULhN+Q33uvFAHA+K9GbVdNkijH75fmj+o7fjXmVjq7aRNLDPZEyHhx0YY7fj3r3yW32/w/TisPUvDGm6g6z3dlDI+RlyMHv6fSlo1yvYrVO63PHPDOlzX2rpNHGUhhbeT6egr0E2O0LtUcfpXQRaPbWSCOCFY0xkKgwKjmtcrtVTmlJthFcpmWgaGRsHg8mpdU8N2mvYlSTyLwDJcLlX/AN4f1pWieNgfUev6VQ0x7q98Vzaa2rXNogEnleUu7LKhYL7Dg8n096cbik7anVfDLR7/AEebVobyHCt5ZjdeVcfNkg13UhKjFcL8MtWvdRj1Fru5km2iLbvP3c7s4ruJG79aq5N7u5VnQsOv4VkXsZUZ6gnFbW4tuYc9Rz2rNuEB3Z4x0BpMaPFPF0D6Rr3nlWMEx3ZU4z6rXM67eWeozQS2kLRvsxINoA9vqfevbNX0a31ONobqEOjfofUGudtfh9pttP5pEkig8LI2RmjS6bHumjA8JWE0WjL5o27pDIgPuAM/pW8iFScZz7962hp3lYAX5QMgegqvLa4J2ggZ6VLbbuylZKyD7JBq1n9lux0+7IvVD6j/AArnzol94dnWWUCW1Y4EydB6Z9DXSW+IpFyCG7D0pfFU7nwncLE5R2dFGPrVwk0wbsizp99HPEoJwa9Hb7inA4HNeE3YSz0K31HTdZ1CUG6+y5uIljWchQXeIddqn5Tu9R7ge6u+6NRnsK6K8+axhBWehSnYtwPyrmdbtnntZowSHK/Lg9D2rpZWAyBgEms29iDRqMY4/OuY0R4+15JqsNxp9wI4jtZXfqeuOF9a89vbZ7S6mtpMeZGxRsetereLPA893eNeadKEmJ3OrEgE+oPY1j6P8PpkuluNSZX2nPlKc5PuaUEoXa2HNudk9zbijN1a20zdfIQD/vkU6LdCxXPyHg5HX2rdexKRKAuOOlUJLbC/Q0m23dmislZGBd6RJYXkN1AjvaA8kDmPPY/413Ol3Cy26lSN2OapafkEowBBBUqehFUrFGs7ma3DH905X8O36V2Yad20ZVVdHTRDbLnvWzBIvlkk8kYFeeaffve+L5NOu9Vu7S3eTYjxSxosfQksXGMYzx1JwK3/AArc3hvtatbya5ka1mCRJc7d6csOccZwBnHFaVppxaMIrU179lBJGN3TANeV+MLE3U0lgI1BkHmxyE4Ax/n9a9SuzuQkLg981wfijRrq/gBtnYXEWSmDjPqM157VzoTseLTRPBM8UilXQkMD2Nej6Zfm68KWbA5lC+Tj3U4z+WDXHXulateagfMtZ2mbAOYyOnH0rtfD+hy6XpuyZi0jEttHRM4zj8hXRGq4J+ZkqfNLyIo5zE+SCX6DPYfWuw0CTZYR7W+6MHHeuant8nJGAK1NGuHgLRH7tGFdpNG1T4To4CTclzW2sm5RnpisaAZIb15rUT/Viu85yMyeTfW83OEkUn6Zrrdp38c815v4uuZ7XRnlt5WjkEijcvXrSanceKNG0XTL251S+Sa7DeZEVx5OApUE4+8Q2cf/AF646694pM9Ib/V5poGcfUiiiuZ7F9RhPzsDyBnrVWU5UZ9aKKQyGTlFPTIBI9arSRrzkZ+XPNFFDKRE8a8jHr/jVWSFfsol53EnvRRQDMeYZlOfrXE3Gp3Gl+Jp7632edFKwXcMj5lKnj6E0UU47kz2O2+FBxHqY7ARD/0KvRJPX3oopslbEQYgfUE/riq0oBCZHVSaKKTKRSCB2APrioCoLhccZ6UUVJQy4hRZBgfe6/mazbkDcwxxnFFFDBFLaGkOe3Sq3idQmiSKOgmTGfrRRTQpbHGeIPEbaxcw276Xp9v5CokclujqyoP4AC5UDJycDk819CZyq++KKK1lsjOJVfkrn1qG5UFRnvRRWfQsz2jXg46k5quIk3DjH0ooqCkRzIFidh1rPuIkLNkdAMUUU+gIghP70rgYPWqN+TFqqbON8QLe+CRRRW2H/iIU9mcxLrLabq+oI1jY3kUsoYpdw7wGUcEEEEdTkZwe4Ndb4DvbjUb3Vry6k3zzukkj4xknd+VFFa1tmYx3OrflmU9BzWYyK0q5HU4NFFcpoZd1GrPk1DLCiRAgdf8AGiil1LRl3EaGN8j7oJFQWnE5I7qCaKK2w/8AEFP4TprQkxpn0rXj+7RRXonOc140P/EhY/8ATZP51zK63qN/pFvY3V1LNDBI7r5kjMSWx1JPOMcemT60UVy1xo//2Q==", "info": {"video_id": "196175", "label": "pushing coffee mug from right to left", "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": "e29136882cd7c5debb4c4bd3c89f5c2746a29f2b023880f4e982ce09abe85540"} +{"episode": 50291, "episode_seed": 1368897333, "split": "train", "timestamp": "2025-10-13T03:25:33.564604", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1368897333, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper across a surface until it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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ySJnIhX5Y1+ijirbTTQopp3K17qbXLbYxtT9TXc2uAo+lebDqK9IswXAPQV5WPioxil5no4N3cmzUtwWYYres4wuM96yLXgAIPxrcscBx3NeQ1c9C5vWVo8wAA4rV/sorFwvNW9BtTIBkcV1jWKCHGO1dlLDpxucc61meZ3Vu0D5Gdw5Hsa9Q0q/GraPDdDG5hhx6MOorh9egWEueFHqa5Sx8Z6lpkFxHbSeVYySfI4Ubs4wSM9Af6VrhJ+xqNPYmtD20Fbc1/i/NP9ksrKJ9ofe789hgD+ZrlIvijb+GPA1hZiymub6INDz8sYwTjLd+McCsu5kvNZmmupp5ZGZzguxY4/GuO8RJNJozxAKq2k5eT1bd0/rXfCvepoc8qFoWfQq694+1/X3bz7vyIW/5ZW42DHuep/Ojwf8A6y6/4B/WuYrqfBm3zLst22f1p4x/uZf11Jw2lVHe2cWMEjn+VblrgYA5NY9sS4GOBW1aMowFHNfOS1PXN/TrfewzjPpXUW+ltInC4FY2iRAyAv69O9eh2cKrbpx1Fd+Ew6nucVerynGXummFSQv41zV3FtJx19a9O1iKFbNpHZUUdSa8q8R6zZadC800ojQdM9W+gqcThbSsh0q6tdmBqAlu71bOLBCL5kue/oP61RmvkMJuJEAmX91FH6v04+lMsEudYjl1GESJ9oIMa5xhRwMn+lTW/h94J/PuJGml5256LnrgVrSgqcbFubkymNJD2gDZJxyT1JrzDW7V7TVZkcEZOR717xDYkwcCvOfGeg75zKDtaumhU5ZamFaHNHQxrZ+hrUhcDGTXMx36Rj5mH4Ura4V4iB+pqZ4eU3oJV0juLWcRjPA+pq6/jK30uHYblmbp5cPU/lXmj6nPOpDSED68VY0e3Nxdi5mKiCI5+buaccIoK7M5VnN2PV5PG/iVbC3hF09vDINkEEfylB6sw5JrLvJZTZsNzNcSnGXOSSe5NM0tn1TUFlkz5SDbGCMcdzT9fc2lxDKo+WNwcCpcm2omqilsZniEOnh028DgLAVMxPVj6VwbksCK67xLdPDpyWrH55W3uR371yDHPSuql8JhiGnIpuMMabVh1yOla3hLQ7TxBrv9nXd49sGhleMpHvLuqFgvsOOvtXSmYEfh7G6fP+zx+dddbtgDPA9BXHaG2x5cd9v9a6iCTpk5rycZG82elhn7iN+2fOAOBXU6JMqSDPPvXG20mQMnj0rd0+6WJgWYKo964YrU6Jao9u0C8WSBVLDOKl8Q65YaDZfbb2XaEIIRRlm5xgCvLv8AhNv7MtC0TiGNRzI3U/QVxs/jFvE2tAyvI9tC2fmPLt2/KvThVajZI8/2actT0HxH8T5bqyaHTIxbrMTGGfDSEEc8dBx9a84zFJqFr5mAqkscj0FMtit9rk0ig+Wh2gEfxHrS+IYBavbz/wACOC+Ou3vUyqSlJXOiMIx2R514iWQa9dtJF5W99yr7Hoayq3/Esq3+rzTRkEYCjHsKwMYODXo03eKOCp8bAdRXo1q+FGfyrE1zw9o1p4attW0u/vJg119lzcwCNbkhNzvEM52qcKdw/iHuBpWrjAzXFj1dI6sG9zobVy3TgVuafIA42jn1Nc1bSdMn6AVr21yEGSQorx7anovY9X8NTD5VJyTXR6lrNlplud7KXA+6D/P0rx3/AISYabbGQy+SoH3s4P4elcPrvji61EtFbO0cPdifmb/CvSoyk42ijzaqXNdnX+L/ABotzcm0gfzbiUlFVeiZ71iSi8ltYrGLaUQjJI+Vf8TXI6LKh1q3eQggE9fWvSo5omjAQDpSmuR2NaT5o3G6dZrHBsAyAMVw/jTTbgvM0AIDAbwB94A5r07To1OfSs7xFo5mhaROoFKnNxlcua5lY8Arp/B5Akuif9j+tWNG0TSNS8Z/2Zq081rDO+xZUljjWI5ySxk4xjPHUnA70abaf2VrurWLRTx/Z5zEEuABIu1mGGwSM+uCR6V3Yp81BtHHQVqqR2ts5YA5wtbVnIBgL+dc1bSbsFjgelbVtMMDsBXgNanq9DutFmxIvzDryTXey6zaWVqPMcGQL9wHn8fSvHotWWziLmRUUDO4nGK5HX/H00+6DT5CFPDTHqfp/jXpYaU4q0UefXUW9Tv/ABn8QoodyBxLN/BCp4X3P+c14xq2o3GrTPNdSbmPQdlHoKpy3LyEsz7mPJJqLOeprrjTs+Z6s5nJvRbHqXhLUIV0W3iUj5V21vGRHkGMc15Ho2qtYS7C2EbkfWu30/WEmkT5s1x1IuMmd0JKcbo7yzjjMXuaxvEWjRXVs+VBOKqa1qk9poJltZnil8xAHXrgnmsvxFH4i0fRNOvLzULvzbzzPMiZcCEAKVBOPvENnH/16unByV0RKai7M8Oooor1TgFBrqtIjUWaHA6UUVz4j4Talud54cUCHcBzVDxD80M2fSiivPXxnT0OF1m5luLlDI2SI1/UZrMyaKK9KHwo45/Exrc1Ppeq3OiapFqFps8+IMF3ruHzKVPH0Y0UVoiBdKch3weuK6KBiBRRXBiviO/D/CjThdl6HtVo3Dx2rTDBYDIz0FFFcVNam1R6HFX2o3V9MzTylsdB2Fb2gIBpce35TKxLkdTRRXozVoKxyU/iOq0qNYpVVFAAqXxGoaMAjtRRXH9o6uh5ZOojvJ0X7obiqNwoWQEDr1oor1YHnS3NvxB4tk8RW1vDNpGmWpt1WOKS1SRSka5wgBcqByScDJPPrWjbMQlFFc2M2R0YXdmpFIygkdhVgXEkdsZwQXwcZ7UUV5tNK511H7pxt5qN1ezM08pbB4HYVX3HHWiivWikkjznuSwyNHIjqcMCMGu60y7meNCzdaKK5cQdeH+E7bSpGIGTWrec2rg+lFFc0TVnjOra2dF1nUU/s3Tr6KWYMY72DzArL0IIII6nIzg9wazNO1O71XVr6/vJfMubiTzJHwBliSTwOn0oor0an8BnHD+MdNauxA5q/HcSbWOfunAooryYL3jvn8JyOtard3V3JBJJ+6jbAUcA/X1rJLsc80UV61NJQR5stxyk4609idoFFFWQwxkY9qvaVeTrcxAP3oorOqvdNaO53eqTyP4eO4/8tE/nWNf67qV/pkOn3V3LLBA7SLvkZiS2OuTzjHHpk+tFFZ0PhNa3xH//2Q==", 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", 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ySJnIhX5Y1+ijirbTTQopp3K17qbXLbYxtT9TXc2uAo+lebDqK9IswXAPQV5WPioxil5no4N3cmzUtwWYYres4wuM96yLXgAIPxrcscBx3NeQ1c9C5vWVo8wAA4rV/sorFwvNW9BtTIBkcV1jWKCHGO1dlLDpxucc61meZ3Vu0D5Gdw5Hsa9Q0q/GraPDdDG5hhx6MOorh9egWEueFHqa5Sx8Z6lpkFxHbSeVYySfI4Ubs4wSM9Af6VrhJ+xqNPYmtD20Fbc1/i/NP9ksrKJ9ofe789hgD+ZrlIvijb+GPA1hZiymub6INDz8sYwTjLd+McCsu5kvNZmmupp5ZGZzguxY4/GuO8RJNJozxAKq2k5eT1bd0/rXfCvepoc8qFoWfQq694+1/X3bz7vyIW/5ZW42DHuep/Ojwf8A6y6/4B/WuYrqfBm3zLst22f1p4x/uZf11Jw2lVHe2cWMEjn+VblrgYA5NY9sS4GOBW1aMowFHNfOS1PXN/TrfewzjPpXUW+ltInC4FY2iRAyAv69O9eh2cKrbpx1Fd+Ew6nucVerynGXummFSQv41zV3FtJx19a9O1iKFbNpHZUUdSa8q8R6zZadC800ojQdM9W+gqcThbSsh0q6tdmBqAlu71bOLBCL5kue/oP61RmvkMJuJEAmX91FH6v04+lMsEudYjl1GESJ9oIMa5xhRwMn+lTW/h94J/PuJGml5256LnrgVrSgqcbFubkymNJD2gDZJxyT1JrzDW7V7TVZkcEZOR717xDYkwcCvOfGeg75zKDtaumhU5ZamFaHNHQxrZ+hrUhcDGTXMx36Rj5mH4Ura4V4iB+pqZ4eU3oJV0juLWcRjPA+pq6/jK30uHYblmbp5cPU/lXmj6nPOpDSED68VY0e3Nxdi5mKiCI5+buaccIoK7M5VnN2PV5PG/iVbC3hF09vDINkEEfylB6sw5JrLvJZTZsNzNcSnGXOSSe5NM0tn1TUFlkz5SDbGCMcdzT9fc2lxDKo+WNwcCpcm2omqilsZniEOnh028DgLAVMxPVj6VwbksCK67xLdPDpyWrH55W3uR371yDHPSuql8JhiGnIpuMMabVh1yOla3hLQ7TxBrv9nXd49sGhleMpHvLuqFgvsOOvtXSmYEfh7G6fP+zx+dddbtgDPA9BXHaG2x5cd9v9a6iCTpk5rycZG82elhn7iN+2fOAOBXU6JMqSDPPvXG20mQMnj0rd0+6WJgWYKo964YrU6Jao9u0C8WSBVLDOKl8Q65YaDZfbb2XaEIIRRlm5xgCvLv8AhNv7MtC0TiGNRzI3U/QVxs/jFvE2tAyvI9tC2fmPLt2/KvThVajZI8/2actT0HxH8T5bqyaHTIxbrMTGGfDSEEc8dBx9a84zFJqFr5mAqkscj0FMtit9rk0ig+Wh2gEfxHrS+IYBavbz/wACOC+Ou3vUyqSlJXOiMIx2R514iWQa9dtJF5W99yr7Hoayq3/Esq3+rzTRkEYCjHsKwMYODXo03eKOCp8bAdRXo1q+FGfyrE1zw9o1p4attW0u/vJg119lzcwCNbkhNzvEM52qcKdw/iHuBpWrjAzXFj1dI6sG9zobVy3TgVuafIA42jn1Nc1bSdMn6AVr21yEGSQorx7anovY9X8NTD5VJyTXR6lrNlplud7KXA+6D/P0rx3/AISYabbGQy+SoH3s4P4elcPrvji61EtFbO0cPdifmb/CvSoyk42ijzaqXNdnX+L/ABotzcm0gfzbiUlFVeiZ71iSi8ltYrGLaUQjJI+Vf8TXI6LKh1q3eQggE9fWvSo5omjAQDpSmuR2NaT5o3G6dZrHBsAyAMVw/jTTbgvM0AIDAbwB94A5r07To1OfSs7xFo5mhaROoFKnNxlcua5lY8Arp/B5Akuif9j+tWNG0TSNS8Z/2Zq081rDO+xZUljjWI5ySxk4xjPHUnA70abaf2VrurWLRTx/Z5zEEuABIu1mGGwSM+uCR6V3Yp81BtHHQVqqR2ts5YA5wtbVnIBgL+dc1bSbsFjgelbVtMMDsBXgNanq9DutFmxIvzDryTXey6zaWVqPMcGQL9wHn8fSvHotWWziLmRUUDO4nGK5HX/H00+6DT5CFPDTHqfp/jXpYaU4q0UefXUW9Tv/ABn8QoodyBxLN/BCp4X3P+c14xq2o3GrTPNdSbmPQdlHoKpy3LyEsz7mPJJqLOeprrjTs+Z6s5nJvRbHqXhLUIV0W3iUj5V21vGRHkGMc15Ho2qtYS7C2EbkfWu30/WEmkT5s1x1IuMmd0JKcbo7yzjjMXuaxvEWjRXVs+VBOKqa1qk9poJltZnil8xAHXrgnmsvxFH4i0fRNOvLzULvzbzzPMiZcCEAKVBOPvENnH/16unByV0RKai7M8Oooor1TgFBrqtIjUWaHA6UUVz4j4Talud54cUCHcBzVDxD80M2fSiivPXxnT0OF1m5luLlDI2SI1/UZrMyaKK9KHwo45/Exrc1Ppeq3OiapFqFps8+IMF3ruHzKVPH0Y0UVoiBdKch3weuK6KBiBRRXBiviO/D/CjThdl6HtVo3Dx2rTDBYDIz0FFFcVNam1R6HFX2o3V9MzTylsdB2Fb2gIBpce35TKxLkdTRRXozVoKxyU/iOq0qNYpVVFAAqXxGoaMAjtRRXH9o6uh5ZOojvJ0X7obiqNwoWQEDr1oor1YHnS3NvxB4tk8RW1vDNpGmWpt1WOKS1SRSka5wgBcqByScDJPPrWjbMQlFFc2M2R0YXdmpFIygkdhVgXEkdsZwQXwcZ7UUV5tNK511H7pxt5qN1ezM08pbB4HYVX3HHWiivWikkjznuSwyNHIjqcMCMGu60y7meNCzdaKK5cQdeH+E7bSpGIGTWrec2rg+lFFc0TVnjOra2dF1nUU/s3Tr6KWYMY72DzArL0IIII6nIzg9wazNO1O71XVr6/vJfMubiTzJHwBliSTwOn0oor0an8BnHD+MdNauxA5q/HcSbWOfunAooryYL3jvn8JyOtard3V3JBJJ+6jbAUcA/X1rJLsc80UV61NJQR5stxyk4609idoFFFWQwxkY9qvaVeTrcxAP3oorOqvdNaO53eqTyP4eO4/8tE/nWNf67qV/pkOn3V3LLBA7SLvkZiS2OuTzjHHpk+tFFZ0PhNa3xH//2Q==", "info": {"video_id": "71199", "label": "moving paper across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "71199", "label": "moving paper across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "de66c472d601c5ecdb991da1c95f82641fa0d81192804fd03749461499b0c5c0"} +{"episode": 50292, "episode_seed": 1431516568, "split": "train", "timestamp": "2025-10-13T03:25:37.760817", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1431516568, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting cup, car toy and toy on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "22648", "label": "putting cup, car toy and toy on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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0zU7iJQQFbcjeqnpXm95PPvZWdiPrX034t0FNasQQALiMHYfUehrwvXPDU1vM4eNkYdiK9OnVc476gjh1t2lYccZrQvbKR9HkaLezoVCqD/D/ABcflVkwLaLiU4571YinAUY6dqzxEY8lnuzaDfQ6rwLdLpOiJFIdjyMZGB9//rV6H4bsIdT8MardBvnkllw3qOmK8nt4p5Fyo4+tes/DlI5vAd6k3ElvcTc56d/615so2RM+58p3e1LuZNg+V2HX0NTaXq13pE7S2kzxlhhtrYyKiv2B1K5YAYMrn9TUPlkqGH5UXIUXLY+if2eruG9ufEk8UbRswtvMBIILfvORXuVeAfsz/wDMzf8Abt/7Ur38mgnY4Txrom6U3cS5V/vgDoa8p1ex4+70NfQ11AtzE0bjKkYNec+IvAF3cCVtNvAhbOEkXIH0r0qGJSjyzFbU8b1KWO0t9o++xwBWD4hE9xaRNEpZQDu2jtx/hXoR+F+tm4JumVzn7zH+QrfsfAwtIlWQByOue9Z4ioqm2xo5WVjyrxloMOgaR4WuIECNfaYs8h7mTdkn9R+VSabqDX2nSwTLGXwGDsPmx7V0fxoiWLQvBq8b0tp4zj0VlFeW2moSWzDkkYxXl16fOtD0Msxiw1T3tmdl4c19tH1r7M5Jt7pgpH91uxr0WezWceYvevEI74NM9wyfMgBjPoc9a9l8O6kup6TDOjh+Ar4PQ1wYmk4RUjoeJjVrSUduhh6navbXi7CRuI4FfTa/cH0FeAapZCZg3Qggivf/AOAfQVvl7upHDjFsQ3MSzQtG4BVhgg968n8VeEdVguGm0qGKeA/8s2JDD8a9bY1A6Ag5r16dSVP4ThPmXU9C8R3Ugik06SJQedgLZ/GreneCL2SHE8LIvoRX0O1lHIOVFUrjToweBTnWc9WNydrI+U/H0i3HiVBFk+XZ28LezJGFYfmDXO29zcW25EYgHsRmvZ/Gfwt1C78TS6np7pJDM25om+Xaf60h+GqXFui3SbJVAG9DXLJJ6MqFSVJqUXZ+Rw3hm4ubOWPUGzhJAZ5tufLjIKk/QA5/CruiOurfE4ahBJvtreTckmMBgq7VP4nmvUdG8F2mnWbW4UuGXDbud31qbQvh3pmm3DvbpIgLbgu7gUbKyM3Pmk5M6exuX8lWJ5rjfilAt7bWMwT94FdSe5AIx/M16Hb6XtQLjgdMVn+ItBjv7AROMOudjfzrXDyUaqbE9j5zFuQeaZcsIbdieMCtzxDZzaNO0cltKTkgEJx+dcvJBe6k2xYWCk9AM5r1Z1YqOjCJi6i2JYSvTZ+fJrQ0PWRp93IXVAkiMoyOOas6v4Zv7awguPJZjnaVA5Ge9JZ+D9QvbIzLE6yAZUMvBrxqsOdtM6sPiZUKiqQ6FC5vhLdoIcOxP4U+Z0fxDbgRpEq+WpVBxkDk/U9fxrU0fwLq892pntXiQHkmq+oaHc6d4qMUsMpiEgYP1ytYuChBpGzxMq2IjOfe51yWMiwRu8mQ/O3H3cVvWO9tNicIxaNiC7N1wegH0xVvUbSbTo7VQqTWjLvjkKghhjjJrnX1KcSOI0VEzwoHFfP4fGRlFrl0Z9jPL3WhGVKei/zN+HAuHt5FBhk+VX7o38J+h6fjXKanEZtXcYHyoAMelXf7QuZVK7QznABA5rVg0wSxCdUHmA4fHcjrWuWR5Kz9P1PP4gj7PDrmd22vlpr959DDlajPWvNLL44+G5kT7RZ6jAWGeEWQD8QR/KtaD4s+DLgAtqrQf9d7eRf1wRX0aaPkmmdjLhkOa5DxJoX9o2zxgdehHUVdj8d+E7lcxeI9MI/2rgKfyOKsHWtHljZ11WwZQMki5Q4/WqvbYE2jwTWfB17b3DHDOAeCetUotDvljz5Lceor6BuI7S5AKyQuCMgq6msq40tWztUfhVOpzblc9jx9IL2BMZZav6R4/wD+EPs9a0y/hlePUIfMgkX+GTbtIPseOa9Cl0oFSGhGR321x3jHwPJr1lGLULFcRNkMV4ZT1FYSByueFJvmuRjl3b9Sa7688HG/tIZbUCK42jeCPlf/AANW9J+F19ZalFPeSo0aHcAg7+9egLbeUACmAKynLsVDQs/ATQbvRDr/ANq2fvfI27Tnp5n+NeytXh8nji98FspsrG3uluv9YJWK429MY/3jV2H46tjF14eP1huh/UVcHoKabdz1401q8ui+OmhNnz9K1OLHoEf+tWo/jZ4SZQ0v9ow567rUnH4g1rzIz5WegyRI45AqhLaRk4KjFcgnxm8GPGGa9uoic/K9q+R+WaP+Fw+Bj11hh9baT/Ck5IfKzyz42aXfpq9mAkkljGrmIgcIXbJH581y1h4NfU9OR4fllAxyOte7S+NPCHiVWS3u/tar1Bt3x+orLu9Q0+wCm0syUPTA2j9axlUjHdmkaU5LRHldl8PL5I8zBT7Cui8J6Dc6JNcKxPlOc7R0FdxYeI9FuUIupfsrjgiUcfmKc+oaJOWS01C2lkI+6jZrnxEozpOzKpRqQqK6Mm5AZf1rtbL4v+DbpQH1Ca2PT9/buP1AIrjmG5TivLLy3uLSXZPa3Fu7ZIDhcn6A9a5stk1zfL9TpxavY+nbbxr4Xv8Ai28Qac5PY3CqfyOK0o7y2uBmC5glH/TORW/ka+QpRkfvI2bHQvGf6VBuVMkbUPsxWvV9ocXIfZYB9D+VQSjIOQa+Q4dRvrfD2+pXiHbgFLphx6DmrCeJ/EsZ/c+I9VQj/p7Y/wBaXtEHIfUzxjfz0qM26k8gGvmePxz4viYgeKNQPszhj+tX4/iR4ziA265NIv8AtxRv+uKlzVw5ND6LWBR24qWKEA8Cvn+H4r+MUwWngkHq1iP6YrQj+NOvRnEkWmN7vC6H8t1HOifZs9+jHGDVTUR9wfWvILf4335wH0/TG9cSuv8AjXX+FvG0njAXW+0t4PsuzBhmL7t2euQMfdp05LnQpRaVzVvNOt7xMTwo4/2lzWUNAto2PlxIv0UCujJ4qNl7103Itc56TSAcDYMD2pG0zC9AAPauh8sGoZExn0qGxpGNDZIDwo/KlOmQST7niU59VFaBXac0DrWM9UaR0ZWl01Y4ghRXtlVvlIztz/SuLk0jTmlciGPBY/xV6MsnHFRYiycxIc/7IrwK+UqVR1KcuW+56lHH1KUeVP8AE87bToYNosLcPctwuDnb7n2rVttOawsBuH3eWJ7n1rto4ogMpGg+igUTWsU0TIVGGBBGK68Fg/q+rd33ObF4udfSR8/3Xh7WbW2Mk2msIkUlmWbIVR61zxuA+dsuexHmqRXuGoIJNJvIyPvQSL/46a+aW5XOK9WdNLY5Y1GzoXwTjaCPZAf5GqzxRM53QqCP9grXRaHpljc/DrVbyWzhe5hb5ZSnzLwvQ/nTvBWi6dqcd+by0Sby2QJuJ4yD6Gp5NbDc7Js5ZkUsQCB7rkUoLxZK3E68/wAMjV6d/wAIlobDD2OB/sysP61FF4J0Ga2B8u4TP92dv60+RrqJVEzz6C9uoyfLvrlT2IncEVZj1jVo87NWvF/7e3H866278A6ZHbSyw3V6hRC4HmAjIGfSuN8KaY2u6tNay3ckUaQvKWxu6Ef41DiylNF5fE+vQqcaxenGTkXW7H4E1EvjfXAM/wBq3pB7kg1zkt5KHwuAB9Tn866jwPo8XirWJLS+vJLZfLYxmKMMWcKWC89BwefanyvqNyRu+HLbV/GqXXmank2u3b56A/ez0IH+zXO6lNFYajc2U8i+ZBI0bEQ8ZBxxg16D8M7RLMak0ZY7xETnHH3v8a868bQ+X4z1ZR0M5b8xn+taciUUzNTvIh+1Ry4MT78Dsj1GbuPcMSg+oDH+orqPhL82u3SesB/mtReGUB8eohVTh5hyPrU8uw+fc5tpom5D/iWxTRLAQcSJ0xy1e5PbwhjuhjI/3BTI7WxkmlV7O3YcdYlP9Kp0vMSq+R5V4Y1+PS9QDF4wrf7Xeuz1XxRHflCCvH92t6XRtIl+9ptmfrAv+FeV38YPj46ZCoitnuVjCoMAAkZxXPVoXZ1UcTyq1jtraSGeEEY3Yq/b28TPuVQH/vY5rjYNXi07xBdaU8m5IpTGjnjOK3dVvJrbSWntpWjk3qAynmvOq0pRly9zsjVjKPMjp48xqA1cZ8YE3NpMnYrIv6qav6nM0GhwajYa3qEym5+zZuIlRZyF3M8Q67VOFO71HuA34twZ0zS5McrMw/Nf/rV3YKi6anfy/U4MTUU3G3meTWoL3kcZdgrEA4OK6/xj4eh8PXVulpeXbLLEXIlk3cg/SuRgO2/jPoa9I+Ka7J9Lb+9Cw/UV1/ZbMPtIr2PgWO80y0u/7UuFaaJXKmNWAJFOl+HU/Bj1kckDDW/r9DWto3ivQv7Fsrdr9UmihRHVkYYYDnnFaX9uabIF8q+gb5gfv47+9XaFjNOdzkJ/hxq4GY9QsnHoyMv+NYOt6FrGgWwmuxatEzBQYznn6EV6+t7FMoKTRMv+y4NcT8SpVk0a2RTn98T+lZyjFFxlK9jih9qi0qLUpLdkt5HMayKRgsOvfIqsmqxSMDc25k2/cy5O38zWzqrBPh7ocI/ilmkP54rlYEMkyIBkswUfjS5UVzM9YsPh5dXNhDeRyQKZY1kCliDgjPPHWug8L3Nj8OJbsa5K0SX+zyWhQy52Z3ZwOPvCixuZH8VNo1xqt3aWoYRRtFLGix4A5JcYxjPHUnFcL44u7wamLS9ubgm2llRFumCuuCBzjjPAzjiiMFF8yI5pS0ex7InxP8GyDP8AbSJjqHhkB/8AQamHxD8HsM/8JBZ9M8lgf5V80mQMQqureysDSSBhjzFO3/aA4q/aMrkR9MD4geESgb/hIbEAjIBcg/lioJfiH4QH/MwWZ+hY/wBK+a8bx8oZh7CkEROdsTZxj7v/ANap5w5T6Ib4keEQ20a1Ew/2Y3I/lUf/AAsrwlnH9roR7RP/AIV89puU52ED6f8A1qN6g45/M/4VLZSSPomP4j+EznGsJ+MT/wDxNPHxE8Jsf+QzF9fLf/4mvnfzY1XLCRR67yP6UiCVyNtyCWPAB5FTYo+kYviL4UB/5C6HvxDJ/wDE0svxL8JKu4ak7Ef3LaQ/+y188y2mp21rvPnqMj5sED+VbPiDwtrXh/w/pF/dzXf2i+MnmwFSPs4AQoGP95g2cdunUHBa+xMkj229UC1lwP4G/lXzFOACwHTJooroqbmVPqeheFefhfr4PQH/ANlFcfpviDUtFdlsZxGs2C4KBs4zjrRRWb3Ra6nQW/jLVnI3tC31j/wrc0rxBdzbY3SHH+6f8aKKi7KcUjZvLuVtOuTwP3TdPpXBeAzt1DVWHBFm+PzooqupP2Tjn+9+Arr/AARfTaXJJfW+3zo3IG4ZHKlTx9GNFFMGemfD0ADUR2AjH/oVebfEAf8AFaan/vj/ANBFFFW/gRnD42aXwj/5GiYf9MG/mtc/qGoXWleI7y7spTDOlxIFcAHGSQetFFS9kaLdmvbeM9ekjVpL3ef9qNf8KtxeMdWRi26Fi3XMf+FFFS27lqKtsakPizUJB80dv0zwp/xrlreVrj4kWsj43Nchjj1xRRQ3qTbcxPEcjf8ACSXzg4b7Q5yP96thNRuZtHVZJNw3L1oorKstjWi9zZ1PxNJrsNtHLpmn2xgVY43tkdSqL0QAuQBzk4HJ5rqPiuAdFtc/wzpj8Q3+FFFaUtpfIyqbxPGzxepXq3xSiVoNOc9UtyR+a0UVX2WS/iR5dZyNGhKnBJNSS3Ei5+b86KKzfxGq2ES5kOOR+FSXUryWTh2ZgGXGSTiiijqV0NPxB8vhjw+o6fZ3OPfIrB0ZQ2s2II4Nwn/oQoorQxR6xqWrtp3iDU0aysryOWcMUuod4DKOCCCCOvTOD3BrgvGl5PqF7HeXMnmTzu8kjYxknFFFMzj0Mnw8xXX7Ejr56f8AoQr0Px6o/sLPcXC4/I0UVa+Bg/iRQ8EKDocxIGRO38hW4eORRRTXwkS+JjIHb7Mv4/zqnrwH9hXnA5iPaiipexcdzyzOV/GrelAHWLIHoZ0/9CFFFSWeu6yT/wAI7IMnidcf99Guevtd1K/06DTrq7mmgt3eRfMkZiS2OpJ5xjj0yfWiikZrY//Z", 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", 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0zU7iJQQFbcjeqnpXm95PPvZWdiPrX034t0FNasQQALiMHYfUehrwvXPDU1vM4eNkYdiK9OnVc476gjh1t2lYccZrQvbKR9HkaLezoVCqD/D/ABcflVkwLaLiU4571YinAUY6dqzxEY8lnuzaDfQ6rwLdLpOiJFIdjyMZGB9//rV6H4bsIdT8MardBvnkllw3qOmK8nt4p5Fyo4+tes/DlI5vAd6k3ElvcTc56d/615so2RM+58p3e1LuZNg+V2HX0NTaXq13pE7S2kzxlhhtrYyKiv2B1K5YAYMrn9TUPlkqGH5UXIUXLY+if2eruG9ufEk8UbRswtvMBIILfvORXuVeAfsz/wDMzf8Abt/7Ur38mgnY4Txrom6U3cS5V/vgDoa8p1ex4+70NfQ11AtzE0bjKkYNec+IvAF3cCVtNvAhbOEkXIH0r0qGJSjyzFbU8b1KWO0t9o++xwBWD4hE9xaRNEpZQDu2jtx/hXoR+F+tm4JumVzn7zH+QrfsfAwtIlWQByOue9Z4ioqm2xo5WVjyrxloMOgaR4WuIECNfaYs8h7mTdkn9R+VSabqDX2nSwTLGXwGDsPmx7V0fxoiWLQvBq8b0tp4zj0VlFeW2moSWzDkkYxXl16fOtD0Msxiw1T3tmdl4c19tH1r7M5Jt7pgpH91uxr0WezWceYvevEI74NM9wyfMgBjPoc9a9l8O6kup6TDOjh+Ar4PQ1wYmk4RUjoeJjVrSUduhh6navbXi7CRuI4FfTa/cH0FeAapZCZg3Qggivf/AOAfQVvl7upHDjFsQ3MSzQtG4BVhgg968n8VeEdVguGm0qGKeA/8s2JDD8a9bY1A6Ag5r16dSVP4ThPmXU9C8R3Ugik06SJQedgLZ/GreneCL2SHE8LIvoRX0O1lHIOVFUrjToweBTnWc9WNydrI+U/H0i3HiVBFk+XZ28LezJGFYfmDXO29zcW25EYgHsRmvZ/Gfwt1C78TS6np7pJDM25om+Xaf60h+GqXFui3SbJVAG9DXLJJ6MqFSVJqUXZ+Rw3hm4ubOWPUGzhJAZ5tufLjIKk/QA5/CruiOurfE4ahBJvtreTckmMBgq7VP4nmvUdG8F2mnWbW4UuGXDbud31qbQvh3pmm3DvbpIgLbgu7gUbKyM3Pmk5M6exuX8lWJ5rjfilAt7bWMwT94FdSe5AIx/M16Hb6XtQLjgdMVn+ItBjv7AROMOudjfzrXDyUaqbE9j5zFuQeaZcsIbdieMCtzxDZzaNO0cltKTkgEJx+dcvJBe6k2xYWCk9AM5r1Z1YqOjCJi6i2JYSvTZ+fJrQ0PWRp93IXVAkiMoyOOas6v4Zv7awguPJZjnaVA5Ge9JZ+D9QvbIzLE6yAZUMvBrxqsOdtM6sPiZUKiqQ6FC5vhLdoIcOxP4U+Z0fxDbgRpEq+WpVBxkDk/U9fxrU0fwLq892pntXiQHkmq+oaHc6d4qMUsMpiEgYP1ytYuChBpGzxMq2IjOfe51yWMiwRu8mQ/O3H3cVvWO9tNicIxaNiC7N1wegH0xVvUbSbTo7VQqTWjLvjkKghhjjJrnX1KcSOI0VEzwoHFfP4fGRlFrl0Z9jPL3WhGVKei/zN+HAuHt5FBhk+VX7o38J+h6fjXKanEZtXcYHyoAMelXf7QuZVK7QznABA5rVg0wSxCdUHmA4fHcjrWuWR5Kz9P1PP4gj7PDrmd22vlpr959DDlajPWvNLL44+G5kT7RZ6jAWGeEWQD8QR/KtaD4s+DLgAtqrQf9d7eRf1wRX0aaPkmmdjLhkOa5DxJoX9o2zxgdehHUVdj8d+E7lcxeI9MI/2rgKfyOKsHWtHljZ11WwZQMki5Q4/WqvbYE2jwTWfB17b3DHDOAeCetUotDvljz5Lceor6BuI7S5AKyQuCMgq6msq40tWztUfhVOpzblc9jx9IL2BMZZav6R4/wD+EPs9a0y/hlePUIfMgkX+GTbtIPseOa9Cl0oFSGhGR321x3jHwPJr1lGLULFcRNkMV4ZT1FYSByueFJvmuRjl3b9Sa7688HG/tIZbUCK42jeCPlf/AANW9J+F19ZalFPeSo0aHcAg7+9egLbeUACmAKynLsVDQs/ATQbvRDr/ANq2fvfI27Tnp5n+NeytXh8nji98FspsrG3uluv9YJWK429MY/3jV2H46tjF14eP1huh/UVcHoKabdz1401q8ui+OmhNnz9K1OLHoEf+tWo/jZ4SZQ0v9ow567rUnH4g1rzIz5WegyRI45AqhLaRk4KjFcgnxm8GPGGa9uoic/K9q+R+WaP+Fw+Bj11hh9baT/Ck5IfKzyz42aXfpq9mAkkljGrmIgcIXbJH581y1h4NfU9OR4fllAxyOte7S+NPCHiVWS3u/tar1Bt3x+orLu9Q0+wCm0syUPTA2j9axlUjHdmkaU5LRHldl8PL5I8zBT7Cui8J6Dc6JNcKxPlOc7R0FdxYeI9FuUIupfsrjgiUcfmKc+oaJOWS01C2lkI+6jZrnxEozpOzKpRqQqK6Mm5AZf1rtbL4v+DbpQH1Ca2PT9/buP1AIrjmG5TivLLy3uLSXZPa3Fu7ZIDhcn6A9a5stk1zfL9TpxavY+nbbxr4Xv8Ai28Qac5PY3CqfyOK0o7y2uBmC5glH/TORW/ka+QpRkfvI2bHQvGf6VBuVMkbUPsxWvV9ocXIfZYB9D+VQSjIOQa+Q4dRvrfD2+pXiHbgFLphx6DmrCeJ/EsZ/c+I9VQj/p7Y/wBaXtEHIfUzxjfz0qM26k8gGvmePxz4viYgeKNQPszhj+tX4/iR4ziA265NIv8AtxRv+uKlzVw5ND6LWBR24qWKEA8Cvn+H4r+MUwWngkHq1iP6YrQj+NOvRnEkWmN7vC6H8t1HOifZs9+jHGDVTUR9wfWvILf4335wH0/TG9cSuv8AjXX+FvG0njAXW+0t4PsuzBhmL7t2euQMfdp05LnQpRaVzVvNOt7xMTwo4/2lzWUNAto2PlxIv0UCujJ4qNl7103Itc56TSAcDYMD2pG0zC9AAPauh8sGoZExn0qGxpGNDZIDwo/KlOmQST7niU59VFaBXac0DrWM9UaR0ZWl01Y4ghRXtlVvlIztz/SuLk0jTmlciGPBY/xV6MsnHFRYiycxIc/7IrwK+UqVR1KcuW+56lHH1KUeVP8AE87bToYNosLcPctwuDnb7n2rVttOawsBuH3eWJ7n1rto4ogMpGg+igUTWsU0TIVGGBBGK68Fg/q+rd33ObF4udfSR8/3Xh7WbW2Mk2msIkUlmWbIVR61zxuA+dsuexHmqRXuGoIJNJvIyPvQSL/46a+aW5XOK9WdNLY5Y1GzoXwTjaCPZAf5GqzxRM53QqCP9grXRaHpljc/DrVbyWzhe5hb5ZSnzLwvQ/nTvBWi6dqcd+by0Sby2QJuJ4yD6Gp5NbDc7Js5ZkUsQCB7rkUoLxZK3E68/wAMjV6d/wAIlobDD2OB/sysP61FF4J0Ga2B8u4TP92dv60+RrqJVEzz6C9uoyfLvrlT2IncEVZj1jVo87NWvF/7e3H866278A6ZHbSyw3V6hRC4HmAjIGfSuN8KaY2u6tNay3ckUaQvKWxu6Ef41DiylNF5fE+vQqcaxenGTkXW7H4E1EvjfXAM/wBq3pB7kg1zkt5KHwuAB9Tn866jwPo8XirWJLS+vJLZfLYxmKMMWcKWC89BwefanyvqNyRu+HLbV/GqXXmank2u3b56A/ez0IH+zXO6lNFYajc2U8i+ZBI0bEQ8ZBxxg16D8M7RLMak0ZY7xETnHH3v8a868bQ+X4z1ZR0M5b8xn+taciUUzNTvIh+1Ry4MT78Dsj1GbuPcMSg+oDH+orqPhL82u3SesB/mtReGUB8eohVTh5hyPrU8uw+fc5tpom5D/iWxTRLAQcSJ0xy1e5PbwhjuhjI/3BTI7WxkmlV7O3YcdYlP9Kp0vMSq+R5V4Y1+PS9QDF4wrf7Xeuz1XxRHflCCvH92t6XRtIl+9ptmfrAv+FeV38YPj46ZCoitnuVjCoMAAkZxXPVoXZ1UcTyq1jtraSGeEEY3Yq/b28TPuVQH/vY5rjYNXi07xBdaU8m5IpTGjnjOK3dVvJrbSWntpWjk3qAynmvOq0pRly9zsjVjKPMjp48xqA1cZ8YE3NpMnYrIv6qav6nM0GhwajYa3qEym5+zZuIlRZyF3M8Q67VOFO71HuA34twZ0zS5McrMw/Nf/rV3YKi6anfy/U4MTUU3G3meTWoL3kcZdgrEA4OK6/xj4eh8PXVulpeXbLLEXIlk3cg/SuRgO2/jPoa9I+Ka7J9Lb+9Cw/UV1/ZbMPtIr2PgWO80y0u/7UuFaaJXKmNWAJFOl+HU/Bj1kckDDW/r9DWto3ivQv7Fsrdr9UmihRHVkYYYDnnFaX9uabIF8q+gb5gfv47+9XaFjNOdzkJ/hxq4GY9QsnHoyMv+NYOt6FrGgWwmuxatEzBQYznn6EV6+t7FMoKTRMv+y4NcT8SpVk0a2RTn98T+lZyjFFxlK9jih9qi0qLUpLdkt5HMayKRgsOvfIqsmqxSMDc25k2/cy5O38zWzqrBPh7ocI/ilmkP54rlYEMkyIBkswUfjS5UVzM9YsPh5dXNhDeRyQKZY1kCliDgjPPHWug8L3Nj8OJbsa5K0SX+zyWhQy52Z3ZwOPvCixuZH8VNo1xqt3aWoYRRtFLGix4A5JcYxjPHUnFcL44u7wamLS9ubgm2llRFumCuuCBzjjPAzjiiMFF8yI5pS0ex7InxP8GyDP8AbSJjqHhkB/8AQamHxD8HsM/8JBZ9M8lgf5V80mQMQqureysDSSBhjzFO3/aA4q/aMrkR9MD4geESgb/hIbEAjIBcg/lioJfiH4QH/MwWZ+hY/wBK+a8bx8oZh7CkEROdsTZxj7v/ANap5w5T6Ib4keEQ20a1Ew/2Y3I/lUf/AAsrwlnH9roR7RP/AIV89puU52ED6f8A1qN6g45/M/4VLZSSPomP4j+EznG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"info": {"video_id": "22648", "label": "putting cup, car toy and toy on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "10860422483d11fcf34ba2b995d13a7b1b2ff2341bb1fbe6de1808f690901ecb"} +{"episode": 50293, "episode_seed": 2710094353, "split": "train", "timestamp": "2025-10-13T03:25:38.720608", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2710094353, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 comb up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "68597", "label": "lifting comb up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "68597", "label": "lifting comb up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7d871eb5393f3a2999f9e30f34624e1d1100e0a1ae49670a1990cbc438d8f58e"} +{"episode": 50294, "episode_seed": 4240314463, "split": "train", "timestamp": "2025-10-13T03:25:40.249298", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4240314463, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of glouse to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "85998", "label": "showing a photo of glouse to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "85998", "label": "showing a photo of glouse to the camera", "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": "7266b0e5fcae6f709a8770bda9d959ce3b64de31b41481eab57c58f23be4813a"} +{"episode": 50295, "episode_seed": 2456193405, "split": "train", "timestamp": "2025-10-13T03:25:42.568134", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2456193405, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cloth from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160747", "label": "pulling cloth from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "160747", "label": "pulling cloth from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a3347dedb605ecf68c6c27240c658cbd2eba253118c89f8be66121c0b20ba014"} +{"episode": 50296, "episode_seed": 1140787693, "split": "train", "timestamp": "2025-10-13T03:25:43.744867", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1140787693, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "170744", "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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", 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", 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", "info": {"video_id": "170744", "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": "94e87c4e027c125e7422ef5afed333798d2e08f5da34528a77674dacbad4b26e"} +{"episode": 50297, "episode_seed": 2559364508, "split": "train", "timestamp": "2025-10-13T03:25:45.673131", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2559364508, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 knife out of tea cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "218327", "label": "pretending to take knife out of tea cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "218327", "label": "pretending to take knife out of tea cup", "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": "598b462162d6b340fdc05a86a95be14cfe5a6093fb881d59117da89731d780bb"} +{"episode": 50298, "episode_seed": 3565814184, "split": "train", "timestamp": "2025-10-13T03:25:48.764166", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3565814184, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 away from gate with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "176581", "label": "moving away from gate with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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yIsgYRoWBU4xj+dOV+hglqa/hLVG0XWtTtY4nkadTGmGC7WRtynn6frXuNspwsj43OBnHTPt+NeIaxCdM+Jsq7jGrTCQEJv4Zc9B1r23T99xp0O3dHkA5decfTP8AWvPqq7U+5ojI+Ilv5/w/1pcZ22+//vlgf6V4paadeaz4Y1KKzsp3LzWciDy9oZlWRGIJ47ivf9dsbu70K5gW8MEpxumQBRHGHBc856IGrwNdTmv18SeJLh5HjRDbWSSsWEbzkqoGe6xBz+VbUNizsbjTo9S+Cel2FzdpFJa3aRs0I+0fMXcBRsOCx3Dvj1NZ1/8AYLi88RvDZXF1LfX0Gmsk8oSOSfeDhQnOAY8k7u4HfNdT4Xt4dE+FayXpz9gRNUZCekhJljT2/wCWZ/4FXIaSp0yy0ueZsvp+n3PiC5LfxTy/JAD78Rn8TXSCNm3uxHqbXPyRWpvpmd4oQpltbGLLEty3zNtUc8YPc1u+F7ZDqMUN+vnXksEdvIXYs28ILifk8jDTxJx02Y7VgWOmJGsWlzF1jjgs9IlYHjMjG8vD+CrtP1rVgkuLiG7uNkovZ7ddiKPm824k+1ygAc5CG3X6ClPSLKirtI7K4hvp5gIyzXFgxkhmY4ODt2uR/EfvKemQD61lyzi6lluNm0yNllzkdAev4/pUFlfT6cLpiWa3vZo7WJ5rj5gqkZDkjC8Zzjscda56bWL0TOBIoUYAVFGBj0B/zzXHGFpRa6pt/gauLkmux0nhN0bxJrShSHSC3DN/e+aTH9a3bm8luluoLMvDNbzCJ3kjOD8obK+vDDn1rmfATyyazrUkxyHit2U4xnPmZ/Wu5dQ4waKvxM5nozyvwTF9i+I3iCzuWzJtLbicA/MCT+or0LWQr6JqMLBlBt5CGCEgALnP4V5hrF/LovxduZ7Wy+0u8ABikOxWbaDkn+6MA59q9V04Xmo6MU1aO2WW4Dh0tHLqI2GBhj1OD16c05LRMaPBLiDS31nV932uWLUbRr+cYWIQRZEy/wB4ljhB2++K6y4uGj+G/h7WPs8USafbTsm9dzR5ULEAT/eYrzjkelcYwm1dL6SFNlxr+pJp9spH+rhQqWH0H7kf8BNd/cSQ6z4L0jyTt0iPWHaYYGDa2yuVB/4DEPxNdiGc+ttPOy6ZczyCMG206Xa+1FYjz7pwBgDYo2dOlXbOWF4Bc3EapFMhuriMdAJmNzIOPS2t4k/7aY71Tht7i9hhhdgt3dxDzGxyLnUZMsf+A261qBre6QzspW1uXMpT0gY+Ztx7WtnGv/bX3pjOm0i6j8u4jvZRHqjXYM6bScmSOMOuenDHOPVa07+MWd7JAtzuhEhJLsMFyCDj3yBnHcH3rn9MhN3qd1HftKJop/tFzyQv2jyVzt24xjJHze/tWRq3nLJAlxhrgRiSRt+5vnZmGc9DgYx2rjmk9XvzfqdEY308i54wlQ6IQNkgkkjQg88b1ya9QTG0fSvBddeGG0SGecLM8sbRx9WbDDkjsOOpr3qLlF+gqq2yOWcbOwx15z71wHgcfZtf8V2I4EeoeYF9NwP+FdnqFtLd+ZDKQLYhdvlsQ5PO7Pt0x+Nea+D54vDnjjW7S+nit4jArebO+xcKxGcnqSDWUFuJIwvHObfxtI5OBFrVvICf7skSH/2Q1JokDv4G0yNI2c2niCe3k2j7qPEwJPoOetXviFbTDxJcCIQM11HZR27tCCWmYsFbnI+VA/b+IU20Y3fgbXLmOQzyT3y/YVzkgMTbxsfqS7fUV2w2GY0EQW1h+0yxR7be3MgDb2AW2mV+Fz/Dz71vWkyaPG12Vkka3mi5bAG8yxJ90HJw0T96yoltfNyozabiRj/nju2D/wAl7SQ/9tK0PKMkRimQSS/u2YDvJ5qluPYx3B/4FTekWUkmz1G41AMLqITOuY828ucc9wQMY6Hr15rnfESeZoeoF1Lt9nk4Y5P3TxTrvxA66bsuLNC8kj3AO7aGUMF/XkkD+lYOo+IpLvSLuD7KBJJA68OT2PtXPTUlKzfb9TSVNtXSPMU8I6g8Sv5HGAfvAV678DNJutMfXftC7RJ5G0Zz031wcN6ZrdGRtwwOfwr0/wCELsW1cMT/AMsev/Aq0mnbUxseogUkg4HHcU8dKbIQEyfUfzrACpqFxFaWjzTFtqAthV3E4GTgDrXiniiMv4Z06SPiOPV74HJAxmQSAH8Aa9ynRZIWRhlSMEeteIeJLNLfRNRWMPiLxBIiAuSEHlKenuWA47ZraluMy50Mcenmd1ZZNPiA5LElRsOMe60kLCO6tNjPNJI6xqm3GeDlieeAKdfDdY6Mw3H/AEIIc9BtkcYH07+5NJBLFFPbiaYwrJKIwwBz0OT09AR+vaumTsgjFXPbZNXl4EYQZUZ3Kcq3ORjPtXjHxRvpxHDG7sI5ry6aQAYBIEeDj8TXS3fi6/8Atc0ryWxQHDOVAHrjOR/nNctLrg1K7upZXhmhEzSRgfdXIXdj8qwh7yNZ0JJXZ5VJatcYMatgDHK4OaSK2EW4yLISBnagyG9ea9bS4jdcpbQEHkfuwRUcgt2Hz2sa+pRQDWlpGNih8SnNj490+7hjbescTH/bIbt+HFdn4SPiPVbtL6+1y2W0gmO+xtBk55IVmwOOQe+cVjfGS3Y6Rp14vBSV4iw6gMMj+Vdb4WNxeJ/bEyoi3dtAERW3HAXqT6nJ47VxX9xMlGx4ijM/hTWI1JDPZyoCDzyhrwaHSftOn+FfDSko+pzm/uTj7qOdiE/SNHb/AIFX0NND9ogFoT/rlKt7bhj+VeFPcxHU/E/iCAhLa1thp1if7u8eSmPpErmqouysUzq9F8zxj4K8WLAuxL+/K2w6AIDEqgf7qhaz0ig1bUJyPlstV1hYFBP/ADD7FNzY9jhfyrb8MM2j+GtU0q0AFxpukCZsDnzpVaVvxA2D8KxRp8tpbHT4PmubXT7fR4l28i5u23ynPqFLD8K6L6AWLKCXUreF5CFn1BJJ5G3YKy38wjH/AHzbRufxqxd3MT6HqOonCGeF54wB90TyBwPwt4YRx2b3qxIWlF01nkGd5haELyFG2xtsfi0rfhV6XT7S/tL20aXybeZGRJGA/dxFgAR2BEFsmP8AroPWh6xaLg7STZAniCwfw9525pTZqzwpMilXDkohJHrk8dSc1w2q63aaHbIGMd1ftEn7kHKocDJcj8PlHPriqeu+LYoLu6j0l4zJK/EiD93bKi7USEdyq4HmY5OSPWuHnYu5ZiWJJJJOSa5qUZXvLpojqm4pWie0fB28uNQl1+7upWkld4Rk9gA3AHYc9K9UAryL4HEmLWvTzIsf+PV683FTV+NnDLc8y8btLY/E3wrewyeU0wMBcruwclenfh69FsYhZWMUO4kQoqAnqf8AIrzv4tH7KPD2qYx9lvxlvQcN/wCymtzUfG8Eeq21lYxiSLyTeXE75AWIAvwPUqB1/vCnq4qxpCLlseZ6lH/ZOr35jwV8P2Txpt5Bu52PT6GQ/wDfsV1cVix+HZ8O2oCtHe2+mTuP4S2Gnb82YfQVzVk4klsp73B+2Xc+t3xPeKHcEB9iwk/MV1OlSvB8P9SiBD6lcGOaRscrcXbEKfwR1/OuqLJehlxFtR33VvhZbszXUAzgqZ2+yWo/4DGHatLyrbd5iLmz2llXGMxZBA/8B7RR/wBtfemrCkbyNZsrAOwtgpwNsKi0t+feWSRvqKTVdX0rwyh89jLIMtFZJ99kRo0UPn7g8uFOTz+8OAaaYFS7TUNK166vJ7mUSPcqoIIUKAiefMSeFXcAoJ6nOORXJ6v4uK3V29i6zTzvue5aPhcdAgPXGfvMM5GcVj+JfEera3Mpu7lTbpxHAhO1QCwGc8k8Hk+tYDTk5JXA9ax9mufmOtVPdsX7W4efVEmndpHeXczsckn3NfWUX3F+gr5X8LaLca/rEdrauiHliXPAwpNfVEXCge1TW6HJU3B68y17Tox8W9PIgjd72zZkaQ8LIh+8Bz0A6d69PevPfGciWXjrwbfSOFT7TJAT/vAAfzrOn8QkZ3xRaWPVrG6jBC21jNMgA+9M7CKP8RvBH0NUdEj/ALP0DxEI98slrDHFaoBwXt8IH/7/ADsfwqx4r8SW+uSafNFAyWltNNdlnIzJHbr8uR2BkOAKTwqG02PU1K+dPDpzQqh/jkRfPkP182VR/wABrrp7DkmnZmbDaQxSbBkwRkxAjvGmIf1jt7lv+B1Pdhk0rUXaNZJRbuSPdcFv/HopB/wOrFnZ+Q8drhpDHiH5RksEAiP1J23R/Gs/VvF0GirsskS8v8BW2jMSMdpO4/xHdk4Hfqap6qwR3Lmp66w0ryroJC0U6wzybt2wKQ7IM9SDhcAk8HpXEap4okmVrawU28BUguf9Y4+v8I9h+dc/d6nPfXXm3kjFxwARgIPQDtUG/wAxwIxuJ6Ad6whDl1Z2zkmrI7CAPHEgV1I2j+VesfB59zav6jyc/wDj9eap4Y8QWVtDJPp0xhZAQ0ZDjBHHQ5rqvBXim18IrqX221uWmm8sRRqu3O3dnJPTqKqTvE5OVydke6g8VS1TVLDS7ZpL+8ht1AyBI4BP0HU15DqnxP1vUMpaGOwiP/PL5n/76P8AQCuPup5rmRpp5nllPJd2LE/iaysdVPByfxOx6prHxWtY0ZNLsnmbtJcHav8A3yOT+YrzSPWL/XDqguJiwkvxO8KLhA3lgZwPYHr6VRc5j61g3X2iF72NpGjTfG7RkkZyh5x+HerpuzN6+HhCn7q1O11LWdOt7LTo5bsSSW8LpJHCu4x5kYgHsCQ2Tz39q5fVfFE8ts9va20aQsw3tL8zcd+wGcn9fWs+wSGWS4VWfkKQuQeMen4VLKwI2qAWz26DgdPyrfnuebErPqE12jSTzmUnJG4+9amjvG0QWXIG44Oe5xWfFYQkAtGHYnk5GB+Xeuw8P6rqmkWn2CF45LXeWMM8SSICfw/rUJW2OqVTmjYs24aMDOSp45qaXawK/wAXoKvad9o1S4WJtLt5nlf5TEnlHk9OCABUs0WlROIpjdQSEEleo9iOORWilbc52uxo/E61+1eBLxsZMDpKPwbB/Q034b6nbP4T0qKe5RJXhZAGbBIjdgePZT+lZvjbxnYPpV5pNni6eaJo5JAfkT6Huf0rz3wfc/ZND1a9LkSpH9jg5/im+8R9EV/zrijC8LMUKTbs+p6XdeP5r+LWLuxTyLO1tyscjffklkOxP90Abmx1+WuOsLCOaHw1oE2FS+uJNUvCe0K5Vc/8AjkP/AqQ20h8PaPpEH/Hzq1ybhh/s58qLP8A5Eb8as3t3H9p8UatbkiKFI9GsCOeGwnH/bONv++61irGleMYpcp2PgGf+0BqOqXifNrUtxcFCORAnygZ+pYf8BrMsL26W1h1KZVedlu9bdTyd7HybZfzOa1PDEJTxPd2qP8AudMtIdKG3oZirPIf++t549qo6lq1jocN1Pd7wqSwraWoX57i3tl+U8/dRpOdx67TjNW3ojmTNERrpSCSeUWtraOLZZiSVDQQkKAByzGeV22jk7PxrzXxZ4zm1OFbHTw9tpW2MiEn5pcJsBk/BF+UfKPc81W1rW7vV77z7t0Mcd2nlQxrtjj3ZY7RnuTkk8nua52SQvAuSo+VPlx1+/SuaxXcovHwSoAHfFNEDu+IW3rjhjx+FWHbdwETLH04H09K2PC+jQav4gbS7i9ktC8MpUxx7izBCwT26HJ9qpDuepfBzULWbR72zhhKyW0gZ5D0cMTjHsMH863/ABD8QNO0sPBZ4vLocfKf3an3bv8AQV4XoOqXkFrdQRXEkcU4TzEQ4DYzgH25q60vFYSiua5tSoKXvSH+Mdc1DXLZ5r24aTawKoOET6DtWxb3U97pN9fhf9K1OSGwgUemFZgPwWNfxrldRO+wmGP4c10vh2/jWy02dPmi0eylumz3uGbC/wDjxjH/AAGrS0NnaM9F0NGWzS+1C/tomYx3dzb6FbMp6Qx4aZx7fKCf9412GhXcDaPrOqAxJ9pdrqEyttVER/LgyTwANhPrxXFTXNl4Yh017+YSTxWEhWzhfExnnzvdzgiPapVefmJHA71xmo+JLzU5rDfiK0t22wWkRIjiUdAATkn3OSa0TscE17zOy1XxRBaWRg0RWylqqC6cfMDETgxg/d+d3bceenTFcfdSEm4aU5d2lLFuTkhT1pN+bVsHapSfr9emKrXMhkllJOSxbJ/4AtSrlRXUhkRfMfLEHccAj3bk0kcBkLoGIjJG8YwPb+dPZN7vzgAkEn6tRcMDbDynHlqcgYwWPvVXGWIMwXcUttLJAVIK7Dg57kkV9UCaOGDzJZFRFXLMxwB9TXzdq+jaZa+HbfVdM1O8mDXRts3UAjW5ITc7wgc7VOFO71HOcgamr+J9R1xw15cExD7kK8Iv4d/qayqRvYcaTqPQ9F8RfEm2tg8GjqLiXoZ3HyD6D+L+X1ryDxHqt7e3EN/c3Ms1wkyneW5HsPT8KlaTI61masSbJip5Uhh+dKKSZ2eyjCDsdy1vEJEtZOYY3hsX5xiOJTcXB/MAVq6Rq8Hh/bq+sy+UHtuVK5Lyzlpn2r/F1iU9hjrXJza7BZaZbrDGuoXhtZTKGG6JWlYGQk5+c7dox065z0rkb/VLrUvPmvJ3mlkRcsT6HoB2HsOK1TscdbWVzrdU1+7ltjaxymG2QBHK/wCtm2t1Y9sl2OBxyetc5IqJF82N+ABntjI6fhUhmVoXkBxncRntwpxVWVy0rn3Y/q1JMmKK7L5n3juPc55qwtug3FwomOPmQY2/h60ilYpBkEseeuMe9TxbN6jqP4ufvVVyrHRaZ4p1rT0jSO/nkRQNqTfOpA7c9/xpLzWL7VbgTX03mOOBhQuPyqt4as9O1XxQNO1C7uLS3nfakqTRII+5LNIMEAZ6ck4Hemi0nt9dv7F1uB9mmaMJcAB1AYj5scZx1wcVDirXNsO/3iL8ecDNWAjOmSQqdCzdKYjRrjkSHOMA8D1qte35jyc/Ofuj+6Kg9K9ixLepZQNINpdRwzf0Hb61y8l097dSOF3q5VWJPXGc/wA6nzJNLunG5AQRGSRuHueuKkjilMQj3DaARwoz+fWrijjrVb6IS2jk+0MyKoDLgrjp1/KppoXhUAng9QD1+tWrKMxxgYx68VOEEhJYZ+tVc5kkijZxOzgbcCuksQIyOACaoRxCMfKBkD86uW5JYAKd2M4qohJmwNYtktbuxw4ncABwv3SOfyJ44qtJciTS4R8gljdh0Odv1zjFZeuMosTcQSPHLuVSV71Hr3h/V/D+h6XfXd3crNe+Z5kLoQIAApQMcfeIbOO31BokmyU0jmtxxWZpk0i+fEHIj3htvbOCM/lRRWa2Z0S+KJ6e37j4gXioeNL01/soP8Hl242/qSfrWbocavN4Js2AMN3qk9xOD/GyFFXPthf1NFFUtzGr8K+X6mxo+oXGm/Du88TRMH1BLy4uD5nKPIzKmWHfAzj6mvPLrUrvUHuL27maW5mtizyMeSeR/I0UUpbI5kRXBK3TqDx5kJ5+lUdx8tR7D/2eiikjcltRkyNzuRSVNJp+q3OiajHqVpsNxHuwZF3D5lKnI+jGiiqJH6Z8obB7CtEk4ooqZbnZR+FENxzbSg91P8q19KuptD8AQX1i+y6vbmSNpSATGI/mXZ6HJznnoMYxRRRHYmt8SMPW2LNFkksdzFickk4JJPc1lLxFbnHPm/1ooprYwxH8Q1XjUxMMfxT9+nFVScsc+p/9AFFFJErYddjbIkQ4V8k/nUErERY7Ajiiiq6h0NjXPFcniG3toptI0y1a3RY4pLVJFKRrnCAFyoXnJwOTzSxsSg+lFFKZvQ6kgJqlqHNpLn+7RRULc6JfCxNxjs7PbxviO4+vArMRR9ldu5jP8xRRVHHX+yW45C8LZVeF9P8ApnSISscr9SucZ+tFFMzRHzsDEks3JJ5zU9ufmFFFJFsvWmuto9xcRHTtOvoZnV2jvYPMAZM4IIII6nIzg9wadHqN3qmoXl7eTGSe5fzZWxjcx9h29ulFFU9i8P8AxUX553t7TdGACeOlUVAa1S4ceZJKWDF+cc9RRRUI663wj7U7/nPLEdamBIPFFFUchIsjfdzwOanjY4oooQmWixAAFShiRmiiriSyhqkz/YyueN6mqOpeItU1DTrfTbu8mmt7eR5UEkjMSzYznJ5xt49Mn1ooqmQz/9k=", "info": {"video_id": "176581", "label": "moving away from gate with your camera", "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": "3735223e88fbd1676f1f7ab664a860a500b7b03689f153242b0dac621e19a252"} +{"episode": 50299, "episode_seed": 592411878, "split": "train", "timestamp": "2025-10-13T03:25:51.118174", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 544, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 592411878, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 away from spoon with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "2011", "label": "moving away from spoon with your camera", "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": "2011", "label": "moving away from spoon with your camera", "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": "3bbc7bc86fc2c45b6fd55a2d3e58baef6e15ce2c74c07435d90297b72a4d5226"}