diff --git "a/video_unshuffle/reorder/train/batch_000799.jsonl" "b/video_unshuffle/reorder/train/batch_000799.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000799.jsonl" @@ -0,0 +1,100 @@ +{"episode": 79900, "episode_seed": 1792781860, "split": "train", "timestamp": "2025-10-13T03:42:58.732892", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1792781860, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 battery up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "156628", "label": "lifting battery up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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axPkfLn8K3LSMYGV/I0DVxYbMgDjNXVtDt5UVYiQYHBq5HGuOv5igltmabXPb9agktq3fKz/dxTHt/wDZB+lFhXOZmtiKzLmBvQV1s1tnnaazLi1GDxQUmcjNC2egrJ1CNg8W3jrnFdZPa8kVhanBtli4z16j6UPYaZRtrckjKn8q2rW344FV7VB3GD9a3bRRgdR+FQIW3tiMcGtKK3IxU9tCDg/Ka0Y4Ofu5p2E2UBAcVG9v14FbXkDHIprW4I4piuc7LbdeDWfPCAO9dTLbDBxWdcWpx0/WgZyc0XX5qpPGecH9K6G5tMfw/pWZLBgn5cfhQIpWsJnkZ5B1OQDXUWEOAoA4+tY9jGSB+7JzXS2EPTKH86BvU17OLj2rYgj4H+NULaPGPkP51rwJkD5T70wJEiJ7H86lEJHOOPrUqRH/AJ5k/jUvlgD7hFAFGSL15/GqcsKnPy/rWu8YP8FU5Y1x900wMO4gX0NZNzbjJ+Zh+FdDcRJzgGuCD3OoeMrvS21e5tYsyeUI13ZZULBfYcHk/wBaLgVtZiCzQ8ls7v6UtnEpYcVi6deXd+5NzcNNtAK7z0zXTWUJGCQPpSYGnaQrwcGtu3jHHFULWIjHArXgToMCkBPHGP7tWVjGOn60scZ9BVlYz12rQBWMQIzj9arSQjGcD9K0zGfQfSq8kLei0CMWe34+6p/Csu5tzg/uxmuhmibH3RXKeLprmy0V5rdmikEiAMpwcE9KBlK5iKqcxCsC2t+fu/kasaw7QaHFqNjrWozBrn7Pm4jVFnITczxjrtU4U7vUe4FuzhUgZJzT3GmWbO2IA+9+VbdrGRgcH9Kr2sYAHWte3jHqaAbJIYiQDsFXI4h3Q06GMcZBq3HGBwA1Air5Sn1H1qN4lIPNaez2P51E8IPRf5UBcx5YiOjfrVC4jbkb63ZYD/dX8qz54TyNg/KgLnNzowP3hXP6qhaWL5umenPpVyCUXnjWbS73ULq0tnl2I8UsSLF3JYuMYxnjqTgVlr9qGsX9pctcE20xjVbgKHXBI+bHGeB04pMLlu0iY8cGty1gAxlD+FVbS3JxlQa3LaAYHyj8DU2C5Yt4kx1q9FCvY4ogh4H+NXo4M9lphcjETYGD+tIyMB0/SrogXHQD6GkaHIwP51VhGZIp/uCqEyrz8n5VtSREdz+VUZozz836UmBz90iHIwRWXcRpjqat+LJJ7PR2mt5zG/mKNyjnGa5/X9N13RNE0y9u725E14ZPMiKYEONpQE4+8Q2cdvzoAt2BO8e9dVZfdT3OKKKQzZtmJUGte3JJA3GiimBeQndjJqXqByaKKYyNmJOPaqsmdoOTRRTYkZ85+U15LrF/NpfjK8vbfZ5sUzbd65HK7Tx9GNFFICnoEKNLICPuhcfrXY2cKZ6UUUgNy1iTjjtWtbxLkUUUIDTiiTpip0iTbnHWiihCBo1+b2qCVF4+maKKYyjMgrj/AByoXw9J/wBdk/maKKSBnDa14ifWYYIpNNsLcwqscb26OpVB0UAsQBzngcnmulswNq8UUU0CN61Rdqnn861rZBiiigRoQgYFXUQGiigCQooXOOaifGzOOaKKYFVwPQVSmUEdKKKAPLtX1Y6X4h1SM2NjeRSzhjHdw7wGUcEEEEdTkZwe4NVtOvJ9Q1C9vbqTzLidxJIxHUnPbtRRUsaOrtRgCtq17CiigRqxDFX4wCOlFFAEwx6CgYOeBxRRTAgc9eB1qpLgqeBRRTEcj41Uf8I++B/y1j/nXA3+t6jf6dDp11dzTW9vI8iCSRmJLYznJ5xjj0yfWiikM//Z", 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"info": {"video_id": "156628", "label": "lifting battery up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9db63c260837df1141c7ec6ebeca1b37f9248e5b2be861bbced5bd51ca28d783"} +{"episode": 79901, "episode_seed": 1658457927, "split": "train", "timestamp": "2025-10-13T03:42:59.815394", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1658457927, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 squeeze 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', [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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IB71VnTCmu1I885y+t/NieI52sCp/EV5TqWkmS4gW9bzmgyvIwDyOcfhXsF2PmrzTxTcJZ66kD4CykkMTjHQ/1qmxxTveO5UjkWMsVAJxgDoM16bYITbQ5wTsXOPpXm6xRmNuGbjsP616hpij7NBgceWv8hSJkjRgi6Vw3xJuf9N0bTVPBdrlx7D5R/Nq9BjHQV4x4w1yLUvGs89tukgt0Fskg5ViudxHtkn8qxrO0Ga4eN6iIwfMckAAZNOcbIWYjJwagtpVbr1qeR12HJAC8knpXm9T2Weq6Lpf9l6FZ2RwXiiG8jux5Y/mTUksftVTW/Fuk6Lbo8twtxJINyRW7BiR65zgD61NpmqQa1pkd7Ajoj5G1+oNesmlojwpKXxMp3EVYd5GQCMda6S5AxWFe9DVEHk2sT+XIiMwC4yAKSz1q4tRi1dkB688H8KzL+aW8vpCU2eXxtJ6CnW65qW9T6rDUY+zSkj274bXNxf6Ldz3L72+0hVOAOAo9PrXeRJXEfC2Er4TZiPv3Tkfkorv0j4zTPCxiiq8lFaXAR0FcVKvSkYig5Ss6ZqvIlWnYCopiKAMudOtYl8vBrduXAJrFvT1qhHmXj6UQvp/y5J8z/2WuYgv7nI2StGM/wABxXSfEYfvdN/7af8AstcpbjpUSep9LlsU6Eb+f5n0N4KRj4S0ouzMzQBiWOSckmtTxPGreENYDDIFnIcH2Gaj8LW/k+HNLjIwVtYx/wCOil8cTfZfA+ruDgvB5Q+rEL/Wh7HgVHes7d/1PGrBC8yMTyzV08CjDMR06Vh2SKsgI6ittDtj214cndnux2PQfBRRvC8KjrHLKp+u8n+ta1zc21uUWeeOMucKHYDP0rzLT9f1HR454rVY3jlO4CT+BsYyPyqpplje+K/EMMk88smxt882OEUA/KOwz2H416dLEJxUVueXVwz5pSk7I9SlAIzWbdgYq/IgiiVF4VRgfSs256Guw4WYd8m+OVf7ykfpXz/HuIJYkkZr6EuD8rn2NeAWy+ZIEHVmwPxqZHsZPvP5fqfS2lQ+XYWcf92CMf8AjorciMcMLSyOqIgLMzHAUDqSaoW0exYkx91Qv5CvOvHXjL+1S+g6TIGtA2LqdTxKQfuL/s56nv8ASplNQV2eXGLqTsjB8Q6k+u+KL7UrVf8ARJXCxMeCyKAoOPfGfxp1vvQYNRWtviNV6YqW6/cxKe54rx5z55Ns9unBQikFxwuXPy45rvPAnhAwRrrWoxEXDHNtEwx5a9nI9T29BUPgrwo988eralBi1TBtoXH+sP8AfI/u+nr16V6UwOK7cNRsuaR5+KxF3yRKMuQOKz7gkqa1Jl+U1l3HQ13HAY9xyea8j+KjGHUbFgv30b9MV65Pyx9K8m+Ln+t0n6S/+y0SdkdGE1rx/rocDHdTkMBIygjopIr6T0RcaZZ/9cI//QRXzRDgKT7GvUNV8cS3Njb6VoUhVRAiT3YHP3QCqen+9+VZcySuz0MxpuSgorubnjnxoFWXQtIl3XDfJdXCHiMd0U/3j3Pb69OMtbYJbhcdPan6fpiwIPlGeua0BHsJBrgq1udio0FTj5me22Ebu9ToqyIdx4PWiDTrzXtWi03To/MlPzMScKi+rHsK9C0z4bW0MYOrXT3Eg/ggJRB+PU/pVQoykroVSvCDszgtF8Kya/qhgtdsVrFhriXH3QegHqx5r1yGzhsrSO2toljhjXaqr2FXrHTbPTbT7NZW0dvEDnagxk+p9T9aZKvBrupU+RHmVqrqPyMe4AwfWsO7GSa3Lk4JrBvHAYjNaGJ4ZeTLNfySIflLcVatjkCspM5B9a0bVsMuRnFZ3ufY0EkrH0L8NomTwXZ7hgs8jf8Aj3/1q7eMZGK8d8L/ABBXTtEt7FtP8wwIcyeZgN83pjjrW5J8TLhdLa8hsLYOsnlvG8jEr/dPQZBq1qeBjMPVjUlUkrJs9K8sEVG6Yrxu6+L3iAStHHaafCQM8xO/b61zt/8AF7xczN5V3bx5OAI7VPz5zW1KhOoro4G7Hvzrk1BPXi3gz4k6/qWtzWOqak0plhYwjYi7XXnsB1GfyrqZtW1CQ/vL2cjPOHqKkHTlZmtOm6iumdVcjJ6H8qxr5gq88fXivPPHN5fJcJKLybypMkYkIA46cVxmixxeKdbbSLnVbiGJ4pWj2rv3uqFgvPQcdT6VNzSphuSlGpzXv0Om+IkiPLp2x1bHmA7WBx92uXt8kgDqa5zS3Yl1JJAxgema6Kyl8uRH4O0g81D3Pdy3ShH5/mfU2kxmLT7RD1WFAf8AvkVyXxS1df7Hi0a3ZXuriVJHQfwxqc5P1OP1rPk+Lml2tlvh0+6kkGESNmVcnHHc8VxkM11quoT6hetuubhtzHsPQD2FY4iqoRstzx6eFqe1/eKxPYRyKuW69zWwkgOB3qGOHZGc1kX2rx6bBJO/JHyoo6k15kYubtFanqOSirs6Wz0y71u6FnZcHOZJSPljHqff2r0/S9ItNF01LW2TaqjLMerHuSfWvnXwh421K28X2qT30q2d1J5TQCQ7MtwGx65xzXqE0sspJeR2J9WJr1lhXh0ubdnlzm8RLR2SOy1G8tbZN09zDEvq7gCuZvPFGhorf8TW2YqOQj7sflXIeMrcPoi3IODEApBPG3P+NeR33iIRRPb2vUsGMgP6Vtcl4emqDqOWt7WPX3+InhqaZoItQ3Ng5YxMqj8SBXl2mYe/txkAGVeScDG4VX8RaDpFv4fh1nTdQvJzJdm2JuYBGtywTc7xDOdqkhTuH8Q9wK1qsl9KI0JWIH5iP4qznJJXZ0ZdUVJTfp+p7B4w8dPqs02j6FKRabis90vWX/ZU9l9+/wBKxtN01Y1UdxVXRtPWNV4rqbeJUQHAzXlV67m/I3oUVTRW8oRAk9q0/CfhybxPqwuZlI0q1k/eEj/WsP4B/U/h3rC1e5KLsjPzNxXO6j4g1u2tFs4NUvI7WFdscccxRefZT6k115fg3Xbk9kZYyv7Ncq3Z9Qs8UQCs6JnhQSB+VVptQsrclZrqFD6FxmvkA6td2eoW9+9xK80MiyrvYsdw55zXvq3CXsMV5H9y4jWVfowBH869KvR9lbW551KCqPU62+8RaXbWzzPcgop2/KpJJ9B61xN18SdKefyLa1vJST1IVAPfk1LcrHNpt1FPtEewnceNvHXNeCapr7W8jpYsehBlx1Ht/jWSeh1wpYaNObm9Vt5nf698W59PvhDDpEflsAfMkmJOM88AD+dcV4m8ZP4ru4WMCwwWyfKO5Zsbsn044qn4Zg07xL4ht7HXbyeGOdiqTJNHGsXIJLGTjGAeOpOB3rOn0lrbxBfaf5c8S29w0ZjnAEgAYgBsEjPHOCR6UpvTU5sM+SqpFixt5NRmCLkQg8/7Vd9pOmLEigDFZWjWCxIoC4FddaR4UEV5darzHqxTk+aW5KsO0DiqskNxe6hDYWab7mdwiD3Pc+w6n6VbnmEUTHPSuq+G2jny5vEFyvM2YrYt/CgPzN+JGPoPepw9P2k7EYir7KF+p1vh7w/aeHNLSztgGc/NNMR80r9yfb0HYVpuoIrI1Lxd4d0hWN9rVlEV6r5odvyXJrkdS+NHhe1bbbLfXf8AtJD5a/XLEH9K9qNKTXuo8Rtt3Z34GFaqNwetYd14tlGRbW0ZQ8h3YnI7HjFY93reoXllOi3BhlwSrRDbj0qEzX2Mt2a144QEuQo9ScCuK1rxNomnSEXOpQBuu1DvP6Zry7XNauRcOZbuaa5DcbpC2Pz6UeLPCupaL4d0bUtRMwnvWl8yBoiBbgBCgY/3mDZx26dQcO5VfD+ynyXuZaHkVoW3aiisj6ejublhIySAD+IFT9DV+4unWEQbUKzLvYlecpnGD+NFFNbsxzH+FL5GcYg1vLMWbcH2gZ4xgn+lYV5IwmbHGFGKKK9fD/wUfLP4iTwa7f8ACdaQdxybhQfoQc17JMMZoorgxPxI7MP1POviVNJJeW1uXIiWPIUHAJ9TXB6bqlxoWrpfWezzogwXzF3D5lKnj6MaKKwW5zXbmw0r70n4V0EHSiik9z6bLv4C/rqXNFUXN00kvzMrbV9hXdWihcADtRRXmYr4jLecm+5duXZLZyvBxXm+tXEkl2qs3AAx+Joorqylfv8A5HNjP4ZzlmSdVtOSD56cjt84r6TmA8yT/eP86KK9HEnBR3PMfiXq1yHi0kbBbFRKcZ3E5PXnGPwryu6AVwQo60UVzLc5JP8Aes2PEHi2TxFbW8M+kaZam3VY4pLVJFKRqDhAC5UDkk4GSefWt3RII0VQo7UUVji/hR6GE3Z3lgowvHatR/liOOOKKK8g9RHG6pK5vsbuFAAH1z/hWJq7ERR8+o6UUV9blqX1ZHiYrWszmLv5nYkknPU19C6AoXwnoqjOBYxdf90UUVGK2+YUtzn/AIg3t1Z6ABbXDxLK/lyBQPnUjocj+VeLXgzA1FFcH2jjxD/fho2vNoyTRnTdNv4pWVjHe2/mBWXOCCCCOpyM4PcGtDS7651jWb7UL6Qy3NxJ5sjkYyxJJ47fSiiqrfAztofxEd5pqLsHFbkIwooorxpbnsLYxddnkS0cqccVy9pq+o3sCx3F9cSRRoFSNpCVUdMAdKKK9PLl7x5uO3RBffu4vl4wfz5rn7yQu+DjHoOlFFe/U+E8+Ox7ppLmXw1pMjcs1nFk+uBj+lVdcu5bLQ7yaHAfbtB9Mg8j3ooryn8TOyX8M8NuwMM/8Wc5qzqHifWNU0e20u9vpp7a3leVBJIzEswUcknnG3j0yfWiiphscdPY/9k=", "info": {"video_id": "34458", "label": "pretending to squeeze paper", "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": "34458", "label": "pretending to squeeze paper", "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": "e250561cc07988c3dc529b92a409c91bbd5c59278ed6cda027e20a2bd35a3632"} +{"episode": 79902, "episode_seed": 2307757803, "split": "train", "timestamp": "2025-10-13T03:43:01.152359", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2307757803, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into cup until it overflows'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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UkjPTp1qtrF9qdzdtDdXt1cDjAkOAe2QvQD0omhOgajBBeR/OgDMUO7b/AI8VJqN3J5CspUPIwKsF5GORXNVkr8ku5WGr+wbktTk9SspndHjQnK5wSM/l1rKZGQ4ZSp9CMV0OsgvdILgBpRGAxIxzWVIhAwjtt/unkV0U7OKsY1Juc3J9SlVy3mkgbfbt1HzLmq7KR1H5Uzn1qmiDc0qfzZbiRlC7QOB+NaWnxfbbn7Q6Feyg88VkaFn9/jr8oH6109pKLP8AeYBK88+tTJ9DehG75mJqbB0Kr8uBjisLT7ETT3FxdXEiRxHC+WOXPoOwq1eXpLFmPPXrWCbuYx5Vtq5PAPU/SlFGtSS0PQNM8byaZarFYadDH5bASl2Lm5Xp8zeo7EdK65PiBpJsVuJLLUEYg5jVVYAjr82RxXl2maZcvpTXu0GBMl2DDjPatCBobjTTDuLrkkEdV/Cic+Xc54257y2NbxL46udasZbCwtza28ow5LbpJB6Z6Aew615lJFJE22RGRvRhg11D/Z1juQkJwAQsjHse2PXrWU4bGFlcAfwk5X8jRS1TbZpXqQlZU1ZIyakhUM/XDdV+tSyxnOSi/VRioNpB4rRnOaUuoB41E8H71VwrAVq28IitQssh+Vi2Qdv51zBdmABYkDoK6poFukjRgwyQdv8AjS2KirvQv6PA9/cpJP8AKGI+XOcCm65IzNK8OAvJAPpVuCcWkDEccY+lYep3oEb/AO7wKz3OzSKsGlBbKFLy9nlaBuXhiQFmXuMngV6t4a8eaNqEiWLL9jjCBbUyNkMoGApPYjGPevEPtdxMEtmkxGcAZPQVsxwLbzxKMDByB29au9jlm77Hv0+oabbqWmv7aNR1JlXj+teP/EfxkusCOw05nWzjfc0n3TK2COnoM/rWfeIJW3rIFUDO0L3z+tZl/DbqiL5RlLZb5mKEfTFQpOUrdDV+yjC6d5M55XZTlWIPsalF5cr/AMtn/E5p8tvGM4EkZ7A/MPzH+FVyhHIII9jWpzGrZ3CuHiupCjMMq649OKt2UQFyS0gdkHbpzWEswChXXcBWpoZ5uCBx8vH50l5jRuWUKXE3yAeUD0UYye9amsMCohB+WJAowep6mqlqBaIMAKFHSs++vS2ckcnpWe7O2NoJFO0trc3ty84WQJjYHbHNbmjeOb/TpjbwyRCKLhFSIBSuckH1zXGP5tzcuEyXJOAO9aGnrCIdpBWYHB3dDVq6OabTWh7BH8TLFbFZ7nS7kSEcrG6lcj3Ncp4k+IF7rdm9nZwCztZBtf5tzuPQnsPpWHbvHJbG3ZMkDLBu30NRO6pYzyIiKmSq4HzDPHWs3Jydrl0qkKcbuN2ciTkk0la0rSzLmR0lP/TRAT+YwaoyxDP+rKf7pyP1rexzkcKln+VsMBke5rSkv7eWNTNCVnQYyo+99ay8EHI5xStK7qFY5AqWtQOquL61KYW4jJ9mrHmuojkLt+uetZVFLlRq6rZa2o7ZLrz710mlWS3YT7XrFhAkH3A9yMt/hXI0VSIcmd9qUNoEWVNUspmXjEdyGYj2yapy6vakBI3gdeD+8bGMdK42is5U4yfMyTVvrjzLp5DIjAnja2cCqhmU96q0VotNEBYLKe4qMgeoqOt3wjolp4h1wafd3j2waGV4yke8u6oWC+w46+1ACaBLbwyTNNKidMbmxnr0rQu7+1YEJcIR7NXJmipcbu5pGq4qyNW4uYpCdjjpjJNGm/u7jek0CcbT5jgdfTNZVFOwnUZ3drYWdvHh9VsXDZJAulGc+1UvOtLF5Qt1A5OBlWByPqK5GipnBTVmTfW5099d2/2ARQNEA77mHmgnFZBnT+8Kz6KpJLYRdMyN1YVE2w9xVeimBJtXP3h9a62yvLUIss1xArkfd8wcVDrnh7RrTwzb6tpd/eTBrk2ubmARrckJud4hnO1ThTuH8Q9wOUpNXKjLldzrL3ULY/cuUI/2WrFuZY5iQHBB9TWbRSUUU6rZrWy2zWzRSzxjJ3DkZH1NaKzReWyvNAw42t5oJFcxRVEN3Ou+12YSJPtCHbjJDgdKyrvUFurp5NwC5woz2rGoqYxUdhGk08Z/iU/jUEnlMcgqD7GqlFVcCRgM9Qa19Ae3hkmM80afd27mwD1qXwbpeka14gh07V7ia2hnO1Z0mjjWM9SWMnGMZ46k4HeszWLE6brV9YmOeL7PO8Wy4AEi4YjDYJGfXBIoauVGXK7nS3moWjKQtzE30asOa7ik4XYPfNZNFSopFyqtmhEIkcN5ilh0+bH51M+Gff58I9lIArJoqjNu50kWpASOzmAbh1V6r6lqG8rAsytEp3Egjk1h0UrK9xGgJkx98UGZG/jX86z6Kq4Fh9hP3h+BqPapONwHvUYGTiup8R+Cb3w14d0fUbwSrPfGTzYTGQLfAQoGP95lbOO3TrnCA5aiiigAooooAKKKKACiiigAq9pGq3OianFqFps8+IMF3ruHzKVPH0JoooAo0UUUAFFFFABRRRQAUUUUAFKDgg4zRRQB0HiDxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrXPUUUAFFFFABRRRQAUUUUAFFFFAGto2vNoyTRnTdNv4pWVzHe2/mBWXOCCCCOpyM4PcGqepahdatqVzqF7KZbm4kMkj4xlicngdB7UUUAVaKKKACiiigAooooAKKKKAAHByK19Q8T6xqmj22l3t9NPbW8ryoJJGYlmCjkk8428emT60UUAf//Z", 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", "info": {"video_id": "66585", "label": "pouring water into cup until it overflows", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "66585", "label": "pouring water into cup until it overflows", "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": "99253613b2d689396ecb883ed715883497adda8e46331f47fb317219deb2befb"} +{"episode": 79903, "episode_seed": 1856776661, "split": "train", "timestamp": "2025-10-13T03:43:02.682238", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1856776661, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 staple remover upright on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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qgos5J1nKNjR1DSBresRZGECAMfTFddpWm2+lW5hthtQtux71iaXclpRkCrfim8uLLw+1xaTNFL5iAMp5wTyK2Xc57tKx0Smqc8+C2TXG6jqF1Bo0N/Y69qMqm4+z5njVFmIXLPH32qflO71H0G3eXeFJzzXPiOh2YN3uTS3KjktWZPqI3EBuBWVeaiFBy1YkusKWwDzWEU2dM5pGze3pdSg5ZuntVG10yLd5kgDMTkk1Bbzq3zMeavLKW4WumMeVHn1JuTLgjgKCNRg57VqWlhGxHyljVPT7PewYjmurtYFjQYHNaKNzCTsNtLXyfujAFaK1GgqQdKuxI4Hmue8XX4sbaBi2M7v0xWWmoz3Pje40y51e8tLZptkbRSxosfQkkuMYxnjqTiuO8U3epTag9hd3F1IIJnQLcY3qAcc44z0zjioqK8bGtKXLK5kX19catdNuYiPPCitHS7BRzjmorG1AxxzW/p1sfM2kdqxStojRtvVmjYWo+XiupsLYIoOKo6fadOK3YkCjArVIykWE4FSL1qMCnqKozJaKQUuKENDgacprn/F95c2Hh957SZ4ZRKgDp1wTzXNavJ4m0XSNOvLnVL1Zbsv5kRXAhxtKgnH3iGzj/wCvTKvY7YAcUD71FFeej2+gxh8xphAoopsQs9pDMo3oCR0NV7fSbJZmcQLuPOcUUVRJomNY4hsAHNMlY4C9iaKKaH0OV8d6TZTeHry5eEedFEGVx1BBFeQ+HdTuNK137XbFfMTdjeMjlSp4+jGiit4nFX+JnofgYlI74DsIx/6FXTSMfWiisavxs3w38JEEkjAHms67lfHWiioRszBvmJbaScHrUtrbRKBhRRRXRT2PPr/EW50UWxwKdZwIyjOfzooq2Ym9YwRo3yio/GB/4pdv+u0f86KKuOxEjkNV8QNrEUEcmnWNuYVVI3t1dSqDooBYgDnPTrzWvfTybTz0oorDEdDrwe0jiNYvJ/NCh8A56VVtBubJJJooojsRUfvG7bqOBW5YxqSvFFFWjJnVadGoUHFbUY4oorVGLJFp9FFMDzHWNWOm+JNVQ2Vldxyz7il1DvAZRwQQQR16Zwe4NYV9dTahfveXT+ZPM5kdsYyTRRUy2KjuX7FF44rpbCFMqcc0UVkjZnT2qKqDAq6lFFaoykSDpT1oopED6cOlFFMaOb8df8iw/wD13j/ma8+uda1C9sIbG5upZYYHaRd8jMSWx1yecY49Mn1oopgz/9k=", "info": {"video_id": "93277", "label": "putting a staple remover upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "93277", "label": "putting a staple remover upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0783188cdd7046a06039f3fa963a72be6bc2bb4536d1265b7ec20de111a4b62a"} +{"episode": 79904, "episode_seed": 3557716713, "split": "train", "timestamp": "2025-10-13T03:43:03.982839", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3557716713, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a pen so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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fEzktL1K4v7N5Ztu4OR8ox0NEkjbutFFUZEYkb1rK8SOf7Hb/AK6J/Oiimtwexj6v4lfXI7aKXTNPtzAqxxvbI6lEXogBcgDnPA5PNe1p0H0ooomKmSiq2rSNFo17IhwywOR+VFFQaHldqoKDNLcccUUVz9TtRRb72K6PSJGOlx+xI/I0UVrTMK2xaMjetG9vWiitTnRyF1rb6Xq9/G1hYXsUsoYpeQ7wGUcEEEEdTkZwe4Ndb8Pb241K91q9u5PMuLh45JGxjLHd27UUVUvhIj8R3iVYjoorM0LkCisDx+TF4fATjc+DRRQ9gj8SMDwgSbGb/eNa1wSAaKKcdgn8TMa4kYN1qm0jetFFMRjeJXP9jtz/AMtE/nXOXev6nf6dBp11dzTQW8jyp5kjMSWxnJJ5xt49Mn1ooqo7Gctz/9k=", 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"info": {"video_id": "80447", "label": "pushing a pen so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "80447", "label": "pushing a pen so that it slightly moves", "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": "20b1f253f0bc62a6307d31080ae9bea7e79e51ff702612b94140cbcefc6ed3df"} +{"episode": 79905, "episode_seed": 538080754, "split": "train", "timestamp": "2025-10-13T03:43:06.823927", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 538080754, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chair toy, 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', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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o0m98L65O9o263mGdgX5WU+orsU1/RNI+DMWkGWZ9Q1zZcvaICzCEzBWCn/djbrzXs2rabpem6Zq14tsjytasDu5wFU4Ueg69K+So59Tkukis/NMkUYgjMa/MqgkgAjkdT07GnGNia1ZVXaOiJ4rPR5WjxYXURccE5xnCn16ck/THrXV6fbyJo9vbiTESbx5YPON561naZYoG8z7dK9s2EUSfexsAPyjt8uPoBVx70rKZT3OXx+tOSbRjBqLLPgp/L1W5ixlIrknPpnNetwvBLGhBFeO+DSHuNRnTnc6HnsTkkV3lvdSrtVfWoNIq6uel+FsZu9vT5P610dcn4JZil5u/2P611lax2MJ/EFFFFMg88PgrR/E/j/VtW1aI3L2flwW8ROFQ7d2/Hc8jHpXm2p65oXgnW7nSLCwS+uHkZ5p5uAjHGEHHbn869b07WLHSr/xNdX1wsEUV0pd2/wB0AV51NqWl3N/dX9toUMxmZnNzcYG735+n6UAdD4Gm0bxBqEt/PbIssUO+VD/q48kgAeuAPzNYHiHULWz8RXkGnosVvdKPujAyPSqtv4huLeeVksY7W3YbCsIwCcnGfoMVz2u3TNqNtMW3fNjP1pSky4rqdp4QgNxqYQMRwcqf516Bc6YkSKcA8ZrhPCt9Daxq+QZTwW9K7SbVlmjUbh0xUx2CadzNkO18Be9d7weP5VwZbzH+Xk5ruEfouKTAmReal7U1elOFOJLCuB8Szbvi14NgYZSKC9nwP72wKP5mu6mmWJSSa8J+Lvic6V4v0m9t2bz0067hUqfumQFQfz/lTuCRT+Luny6142cR6rb2lvDFCGilbh3CsQ2PYORn61meF7x/DeqWrm8huLfc8nlwnO5/KYKfbgnn3rh7fVJJbcLHBHK8a4Z5mJZssMYGecYI47Mc1o20jRoGEeyTJI2tgAj73060MtI6TXNan1LUY7uYAMTsCjsDXpvga0hfSkL55JwD1rxkyCaSElgNjocE8nLAV6N4e11rTEch+UdKy6mjV07HoQKwz7FHUmtzT5CwfcMDiuOs743UvmDnniuw0tSY3z7VSM2rLU0QQelLSAY6UtaIzCimswQZPSsi61qJJBHu2tzwOTSckh2PDdS8b3XhPUvEtjp91FFeXniCSSR3UMBF5Y46HuQM+1c9J4ggkBit72/JZsRvt2jA8vBxntt6f7K1meI9Km1DxLql4XxGbpwT33biafAotg8MIee3jVlgWVeU3cswA6HPP4CmWloayXPk5d5BMZV2kuDlQpOPzBJrPlKzeKrNVGY9hH14JpbmdpWMruHLYzxjgDA/liodCimvPEkW0l0SNpODnHG3+tQ11KT6HqGmauYYEjBwoXAFaS6gsy5PTFczHayblUDknpXQ6fp5Kjg7RUmrUUevUUUVscgVXvH2QEDqamd1jQsxwBWXeXaspdc7lxtBHBFTJ2Q0cfr9/dtomrCXdtW3kbBPA+U/415DdacbSztriFQF2hWdGAO8jceOvfrXsPi2UyeF9XGN0j2rqgA5JPArjTZQava2lr9hQiKMK0pXDZ78is4yUVqPqefB44sEEgryPb2qrd3YkVtuCccZ4z7V6gPhpp10m57q6jx6EEfqKo6r8PNF0jTLu+ae7uPs8LSbWYKMgewp86ByK3w90Az+HZdQC7RPcsR/wHA/nmuxttIdW3Fec9PSr/g/TXg8H6Vp0SYaOAPK3be3zH9TXUJZpFGRjnuaOpSm0rC+GbYW0c4Hfbn9a3qzdKUK0wHt/WtKtI7EN3YVDcXCW6bnIx7mpqytSKzh4i2FxgmiTshHz38S/EjR6zqVjAhMc86SyZ4DYHSubsr2fVYiJbiXzndUXdwiKB1PtjgAV03jDQI7rxZeu7FooFBwP4ielY6xpGVTYFWNdgAGMev40LVDRdi2QxIkLOx6s7etUdRu5AY4lUElgC2Mkc1I12sSlATjsPWoNKDah4k0+1I3RvMDgdjjr+lNoo6/Sw8VvHtBAPJxXVack047n0qcaKsYjjVPrXU6fowghDMuCF4FZmk5qxVhsxBCuRljXXomFrFdBt21ug0GCEUYNMnmEMZJpZZRGuc1garqHyElgABQUldmN4k8QvbIxDfL0x714V8R7kazrli2cbLZmI9BmvStfv48SJKNxI4Ge1eUa9Kj+I7UkkKLZun+9Up+8aNaGNDsCoFVFK5O4dT9avRMMbnbnuc9az2gmkkZ0kVixz8wx/KrEOlX83O6FR6l/wD61XzIVmW7eVbnWrWJSS4fLDHGAMivQNOtpLidYtvfk1x/hfTRH4sXzpBIYLUuSBxliAB/OvXtF05Y2810+9zUyNKcrJm7o1ksKrkYwOBXWaYc+aPp/WsGEgEHpxW5pLhxKR7f1ojuZSdzSopCccnpUM8wijLk1o3YzIr6YJEfXsK5C+sfNu0mEoyTgitRr6WV3cHoSNuM8Vku7I2RyV5rnlJMpHlY0173TdUlWJJBHeTqo83Ywff16YPA6e9cxNZX8Yz9kuPwjJH5iu/g0eWCee3mkIia4eTAGNxY5/rXUafbxwou0bQOKv2jTFex4cbLVrggR2F0/oFib/Cu1+FuhSR6prU97CY2t40i2N1VmJYj64Ar0KW7WSYW4b5uu3PaqPgPR7mWyvby4jaKO7vpZ9rcFhnav4YH60KfMJM0bbS0mk3hQB0JrQFssAKgcVqNEkRCIoC+1VrhGPTH1plcx1tFFRXM628DSMQMDjNat2JKOpXAz5Ocf1qioWRFRsg9AahlnM5EjYyepp24yyRxxc5bbXJKXMxmZdxhoim3dk7ceo9ayYLCS2uXi8llhVRhiMc+ldz/AGLBleuB71R1mwkitA8IOF+978iq5GtyWzGEjHEaDGTgVBL4dk1vT5rC7kZY5iA7IMHbuBI/HGK2rTTGa5BfGA/GPpXQpbqijAApxj1EV7W1htbZY4YwiqMACoyOT71fcBVryi+1bVbjx1qGlprl3aQK8ghWJQ3ITcF6cDg8mtbDPTtPQI0uO+P61erzv4XaxqOrDUzf3ktxsEWzzCDtzuzj8hXoTsERmPYZqkMp3975ACIfmJwT6Vj3s0jKoZshc4OMZpLiZppeR3zn1pC5RHV/mO3gAZ5rnnO7Eed3tsZfFV8Pk4jVzv6ZwcfrzXLf8I7Pe3rJbybxn72c132p+Hpr3V/MQuiyqBIwHIUVbttBi0YlFkYvKc4bGelWpsV7HFQfDtSpkvbwgDqqDmtCw0TTtL8S6UllAeEklOeWduFGfzNdrZ2xnnVeqnrW9Z6Fbw3S3jRq1wEEYfHIXPSqTbFzMl07TPLj864VTI3O3+7VuQnYe1WgMJjtXJ+Pr670zwtJc2Vw8E4njUOhwcE8iqsO9zUdMtnNbDfKhPtXi+oa1qcOlQ3tn4i1KUG48jMyKizYXLNH32g8HPqPpXsc5Yxj6UmikZ13ckhvQCuA13UmaUAH92DyK6jXb5beAgnlvlArzy7YyyEFiaym7I0iYerSM+WDZXpXGana7rtZ+SyIR+B5rumsXvJHij4AOTkVXk8PsMlwCOnSpjc1urHCQLlQ+ODzV1JJW2iNMjODVy5sXS5kiEf3RkAema09I0s8mRe/SqsTcv8AhPSvL1Ge/nOTMqIi/wB0KP8AEmvR4G2hADjBrnNOgEYAHArfgYEYzyKYGxGwYAGuh0TBSXHt/WvIItUuZ/G1xplxrF5aWzTbI2iljRY+ASSXGMYzx1JxXZ/De91Ce/161v7m6l+yyoiLc43py45xxngZxVxRm3oegHB61i6xc4wic+ozV+9vY7a3ZywyB071yL3Xns8pyFY5qakraEE6FtpfOO9R3O+VyyI2NuCQOPekhMk58pFJ7DHc109tYCG2SNsEgYJHrWMI8wziZ9FEsCSSO6iNt5OPy5qHbuUbTwc4rv5rOOVGQjgjBFZEOgCAY+VsMxU46A5/xrXkJZm2WkLIqSlRnHNbsMIiUbRgDirUcAjUKOwoK4HvVpWBFKZPmz2qtIoP41k+O76803w1JPaTvBMJowHQ84JORXE6vdeKdJ0nT7u51a9Et0X3xEYEWNpUE4+8Q2cf/XosM9wc7UYjqBXIXeoXF60kcxG2OTaNoxxxRRRV+EAmJGAOBj+tb2k28axiTblgOCe1FFY0viKZp0hAIwRkUUV1EgEUHIAzS0UUgGkZBzXg/iW9l07x5qd3Bt8yO4bbuGRyu0/oTRRSQHV/CEBRq4HbyR/6HXeaxIyQAKcfNRRSn8IGKjHzMnk+9WdPAk1FN3ICk4oornj8QjdWCM9VHSsbWraIvay7fmEoH4YNFFdDJZNpsEaEbUA+Unj3NbCjkfSiinHYIgelcX8TP+ROk/6+Iv50UUx9TyzUdbbVUgjksLOExBURoFcFUH8IBYgDnPTrXvd25SMAf3aKKTKR5t4juZX1ExFvkB4FYFx98DpziiiuWXxM0ibelWkIgeXb8zMQfoKW4hT070UVtHZDZh3VnbvKXaMFumaIYI0C7VxzRRTJW5owgKeK0ouCuO4oopFHB6pqp07xHqiGys7uOWcMUuot4BUcEEEEdemcHuDXe/Cm8nvZvEF5cPvnmaKR2xjJO+iirRDNXWT/AMTT329e/NOWJfsIPOd4H86KK55/EJHT6XZQQRhkX5ueTWn2oorojsIYfvCgjg0UUARA5dwex4qJz89FFAjjfiSP+KSkPf7RF/M15XcavfXlhDZXFzLLDC7SLvdmJLY65POMcemT60UU0M//2Q==", 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", "info": {"video_id": "136641", "label": "lifting up one end of chair toy, then letting it drop 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": "136641", "label": "lifting up one end of chair toy, then letting it drop 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": "072901d3b79f85e44dd3fd77f6f9f09510aa02a08b9f34674b1bd45f65f323fa"} +{"episode": 79906, "episode_seed": 2457414773, "split": "train", "timestamp": "2025-10-13T03:43:09.279338", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2457414773, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "1864", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "1864", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b4f95c03199f38f9e6c125b6c1631c3a05e2655de30dbcc663fc80d658911eb1"} +{"episode": 79907, "episode_seed": 2220092630, "split": "train", "timestamp": "2025-10-13T03:43:12.231570", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2220092630, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting pen underneath table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "129983", "label": "putting pen underneath table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "129983", "label": "putting pen underneath 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": "e8a476cfba0c4fa2b6409dac1f6a1400afb2277180a3378dae61cbe2554deffb"} +{"episode": 79908, "episode_seed": 4100480170, "split": "train", "timestamp": "2025-10-13T03:43:13.216273", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4100480170, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting key upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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"info": {"video_id": "113597", "label": "putting key upright on the table, so it falls on its side", "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": "113597", "label": "putting key upright on the table, so it falls on its side", "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": "0bea07f02223ef0307e25452a3cbddc6dcc5327e1f52d06f67ae7837d8b1b716"} +{"episode": 79909, "episode_seed": 3981830769, "split": "train", "timestamp": "2025-10-13T03:43:16.379680", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3981830769, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "130519", "label": "pretending to close box without actually closing it", "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": "130519", "label": "pretending to close box without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ec69b19f47da65680deb3615ea0a58c6432497cfa4b7d5e5c1bfabd705bd8168"} +{"episode": 79910, "episode_seed": 4102015128, "split": "train", "timestamp": "2025-10-13T03:43:18.774452", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4102015128, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting the wall with iron rod'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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B3KQAf7tYOv8Ahi78QX1rbR3QhXTvlLuu7Kk5Q/8AfJI+qmlezM5q7N7wi2PCenL/AHYyP/Hmrynx8wOvXjE8iVgM++DXrul2f9laNDZ+b5hiB+cDGeT2rxP4izkeIL5QMkT4x6/KKcHqYs7jTNQXU9algRifs1tAH9ASCf5fzrpgcLXmvwueSX+1J5mLTSNHlj1wNwH8q9IBwKdraG8dh/YGjvigEGl4BoKIh/x9qc/8syP1FOuYhPGFDbXU7o3/ALrDof8APYmo5P8Aj8hPbDj+X+FTZAI9aAG203nxZZdkikq6Z+6w6j+o9iK1NOlxviX774wfQdzWFdyC1l+19I8BZ/p2b8P5H2rV0ZyXldh8zgYHoKT2FLY8z+IcYHjcADrAR+iV6rpDk6NYHPS2j/8AQRXDeLvDmqax4vWeygjeNIl3M77cZAB/kK7Wxje10m1gkI8yOFUbHIzjFS3cxasjxXxTtGvTO2DidsD6OTXq1qnlxKD1xk14/wCL5N/iCVF4H2l8+wzXsUZ+UHtitHsiqfUlBzkUueKapp2BikakVxxbSk9lJqwSBnmoLgA20g9Ub+VPQholPqoNICvF/otx5GP3EuTF6K3Up9OpH4j0rQhdYp0cn5QwJNVJo1mgMbEjPRh1UjkEe4PNQ2Vy1zcJHKAHhcCUDpuHTHsetAFb4ooZPBU0rDnfux6DacCq/wAM226bqK+syH/x01seObC51fwy9naqrSyyKoDehBFVvB2iX2h2lwl+Ilkk2YEb7sYz14pJ6WMGtLmD8UDuktwTx5OT+D5qr4JYTeHLaAYCpNJwPrSfFSfabb3hk/mKy/hlI5ivonJOwIwU/wAO7dn+QqvsoKa1uejqcDApR92mA8U9TxQbi98VHIcTQf7xH/jpqWoLg4aA/wDTUD88ikBOxBG0jIPBB6Gq9sTbyG0ckhRuhJ/iT0+q9Ppipi2AKrXoLw7kYLLEd8bHsff2PQ/WgZq2EjC68pPvOp5/ujjJrh/ipGP7X0cgcAFf0aut0K486TzyCrOCCp6pg/dP0NVfFXhNvEuo2kpu3t4rdOWUA85PY+xpXszOSuy34QbPhPT1/uow/wDHmrzH4guq6/dsevmce2QK9Y02yTStKjs45GkWPcQzAAnJz2rxv4jF38R3MSd2jOfbb1pw3MWrnqQIpwbFRA0bqZ0E+/jmqsT4knX0lz+YBp+7PeoI8i7nHYhG/Qj+lAy2WzVaRmnnWNf9WMlz6+gp0rlVIH3jwKfBHsjA/iPJoAu6ef8AShz2NUfGWvr4Vgg1YwGdXb7NJGG2kg5ZTnHUEH/vo1esQBcj6E1n+MNKg8R6Q+lzSGPeQ6yKMlGXp/PH41nJqL1Ikrsk0nxJZ6/oyXtm2MjEkRYF4yOoI/r3rxTxneTyeLNRaFnH70A7T/sip73wZeWFjHfWeoxs5AzGA0bA9MA/XI7dKo+HtLfXfEjaZqd9cWkjRSsp2b2d1QsFyeg4Jz6D3q6aTlzJmclbc7D4atul1T5t2BEM+v3q9CBrzL4TlyNUZiefKxn/AIFXpQNNqzNU7om3Y70pfIqDNBagY2Zz58BHZiP/AB01MX5zVWbrG2eki/4f1pZnKR4H3jwKAEd/Pn8nAMYGXz0J9KdYavY6NP8AZdRvIrZSP3DzNgOvpn1HT6Yp0UXlxgDr3rA8YeFbrxLpcYsGQXdq5kVXbAdSMEZ9eBik1fcHsegyTbogYzuRuQy8g57571Su7pYISzsEXPVjgV4yvg3xZaWkUljdq0bIJFSC9KkD6HAzXN6zba/bx7tSt77g4DykuPzyRU8qbsmZWLviO8jn1u+kjdWV7hipHQDPY/hXtyH5F+grxXWNA0q28PW2q2GpX0ga6+yg3VuI1uCF3M8QB3BVOFO71HuB7Oh+VfoK0asXF3JgaeHHQ1Buo3VJZJIQVK9iMVHbvm1ix02D+VITkiorY4tkAPCgj8iRTESXE5iiyoy54Ue9QSYsCt6c7Yx+/wADJKZyTjuV6/TNSQqZZDK3TotTtCkqmOQZRwUYeoPBoGaWma/perRM2m6hBclOGEbcj8DzUsk4jBdiFUc5JwMV4xL8L9Xtb24hj1G1UIN8LszAum7HYcEcZ+orK1Hwf4os8o8Yu41/55XG79GxUWjtcyaudD8R9Vtrq7sliuYpRGj7xGwYZJHBxTfhc++XV2zk/uv/AGauS8L6Taap4lTTNbmuLKGVtglSWKMRnuWL8Yxngck4Fdn8P7I6brPiKx23CfZ5kj2XCgSLguMNgkZ9cHFaKPLHcIvWx6AD2p+7FQhuaUtUmhNvOOarXTkRqR2dT/48KfuzUFzk28hHUDP5c0AWi36VVYme4VR/qkzu9z2p0zkAqv3mPFSwRiOML360xmbqmuw+FR/ak0LzW0jiOVIyAQ+OGGeOgwfoKu2vxB8N6harIupRW7kcxXB2Mp9PT8jRqGi2viDT7jTLsssUy/fT7yEcgjPvXDn4YaeEa3/tO6S5iZlY+WpXHVSB7gjv1z6VMnFbkSV2drfeNNAtoSTq1s3YCJt5P5V4/wCK9Zg1PXLq7t2JSQKqsRjgD0+tGv8Ag680S0adNQhmiDBcbSrc+3IpmveDr7wzoWkajqPmm4vjJ5kDIQLfAQoGb+8QxOO31Bw6cYv3k7kt8rs0ezZOKTJzRRTNBw60xR/px94h/wChGiigBICZLhi3OOlW6KKAJbRiLoj/AGDVe+ch3buBRRXLiBrc4PWpW+0LFnCZBwPUk/4159/bF1pPiSXU7bZ9oikcLvXK4KlDx9CaKK0wxNU7L4UjC6p7CIf+hV6JuOaKK3Yo7CEnNOWiipKGTj9yfZlP/jwoh/eXDluccCiimBZPAqxYsQ0n0FFFTP4RMpTqsTS7BtBJOPc5J/WvPPGk7mySMnKl1JH+frRRXFT/AIiNH8Byuv8Aip/EH2eCbSdNtjbhYopLVJFKRrnCAFyoHOTgcnmvbhwo+lFFejIwgBJozRRUGo6q/SLaOhkYfqaKKYi6qhVAFKCRIn+8P50UUDJdRCu8bMoJVjtPpnr/ACrldeuJIoZmU8heM/Q0UV58viKh8J5hca82jXtxF/ZunX0MzhzHeweYFZPukEEEdTkZwe4Ndd8ONQudU1DXL+8k8y5uXjllfGMsdxPA6D2oor0l8COdfGd7nk0daKKg2HCiRQbeXP8Acb+VFFAiCzYyPubk7RV3NFFMCS2Yi64/uGq985Duw6jAoorlxBUdzzfxrK/2Xy9x27kP45NcZqXiTVtTsYdLvL2aa2tpZJUEkjMSzY6kk5xt49Mn1oorbDfAZ1fiP//Z", 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", "info": {"video_id": "122634", "label": "hitting the wall with iron rod", "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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+qmlezM5q7N7wi2PCenL/AHYyP/Hmrynx8wOvXjE8iVgM++DXrul2f9laNDZ+b5hiB+cDGeT2rxP4izkeIL5QMkT4x6/KKcHqYs7zR9QTUdZnjU7vstrbhj7kE4rpM4UV5t8K5JJV1WWZi00jRkk9cDcB/KvSAeBTStobx2H9xR1NAwaOAaRQyPH2mUd9qn+Y/pTbqIyqGiIE8Z3Rk9M9wfYjg/n2pFI+2N6mMfoT/jU2QGpgJBMs8IkXK56q3VSOCD7g1r6dJviMI/vbnPt/9eucuJhZTmcf6mUhZB6P0Vvx4B/A+tbmjkrbvn77Nub60mKWx5Dq0fl/EK/4xieNv/HzXs+ouWsrzHQxvj8jXnV/4T1e/wDGF/fxRwC2MuN7vtOASRxjnrXf3z4s5h22N/I0m7mElY8S0yVYfGlhMSNxlBz6fLivTrJCsIYnJbnJrxC8upE1WOaNipjUNuB5HpXuUR+RcdABVvc0prQnzk0dAaaGFPGCDSNBrDKkeoIotyPs0Rz/AAL/ACpxxioLT/j0iz2XFADQfst1kf6idvwSQ/0b+f1q4Plwc1DIqSwvE4yjDBFU4rh5GNpKczJxI395ezfj/PNA0avis/aPCt9J/CUAUe24c1wXwnJS7kPrZAf+PLXoOvpJceGbyOBQZDD8inpkEVyvgTw3qehz+bfRRxx+SUULJuJ5BHHaourGDXUvfEQltChXPWUj/wAdNcZ4AUO97EuNu9GPucEZrrfiHLt0WLP/AD2A/Q1x3wxyzanIepKY+nzVcfhFD4j0lTgYFKPu0wHinqeKDcXvio5DiaD/AHiP/HTUtQXBw0B/6agfnkUgJ2II2kZB4IPQ1XtibeQ2jkkKN0JP8Sen1Xp9MVMWwBVa9BeHcjBZYjvjY9j7+x6H60DNWwkYXXlJ951PP90cZNcP8VIx/a+jkDgAr+jV1uhXHnSeeQVZwQVPVMH7p+hqr4q8Jt4l1G0lN29vFbpyygHnJ7H2NK9mZyV2W/CDZ8J6ev8AdRh/481eY/EF1XX7tj18zj2yBXrGm2SaVpUdnHI0ix7iGYAE5Oe1eN/EYu/iO5iTu0Zz7betOG5i1c9SBFODYqIGjdTOgn38c1VifEk6+kufzANP3Z71BHkXc47EI36Ef0oGWy2arSM086xr/qxkufX0FOlcqpA+8eBT4I9kYH8R5NAF3Tz/AKUOexqj4y19fCsEGrGAzq7fZpIw20kHLKc46gg/99Gr1iALkfQms/xhpUHiPSH0uaQx7yHWRRkoy9P54/Gs5NRepEldkmk+JLPX9GS9s2xkYkiLAvGR1BH9e9eKeM7yeTxZqLQs4/egHaf9kVPe+DLywsY76z1GNnIGYwGjYHpgH65HbpVHw9pb674kbTNTvri0kaKVlOzezuqFguT0HBOfQe9XTScuZMzkrbnZfDJ8zar827AiGfX71eh5rzD4Ss5GqsxPIixn/gVemA4FNqzNU7omDYpSwxmoN3NBakUIWAvUPcxsP1FSluc1Vb/j5hY9TuH6Z/pSzM2BGv3m/SmA07buSRHXdCoxg9GyOaksvEOm6RKLDVL+O3nOPKaYkCVOxz0z2PuKkSMIgUdO9cx408H3HiO0gu7GRFuLPcHRyR5kZ5wMdxzx70mk9xPY9EknWRV2MGU9CpyCPwrG1nVrWytJPtFzDEdjEB5ACePSvJp/h94htYt9nqFrMgUMBHO6ZBGeMjHSuW1bSda08bryzkRieH3BgfxyanljLRSMrW1Yy6nDADdkk8mvfUPyj6CvGNZ0DSrTw9b6pp+pXsxN19lzcQBFuCEDO8QBztU4U7vUe4Hsqn5B9K1krFQdycU4SY4qHNJmpLJWfFQWzkQEHszD/wAeNKTxUUHBkGekjfrg/wBaAJZpvKiZuuBwPU1VdXjVbxVLTKNzqOrJ3X8Oo9x71Ig8+fceUXp71YxggnsaANPS9b03VIj9gvoLlkALLG2Sv1HWrDyMXYkHPTpXjF58N9attbnFlcwJC++a3kacodmeV4GQRkfzrOvtE8aWSbZPtk8RGf3N0ZAfwzn9KhpdzNq52/xJ1GI6SkPnIJDcA7QwJAAOeP8APWsX4YyB5NWI4A8rA9B81ch4Y0y11XxQul63Jd2aSts80PHEIj1JcycYxnjqTgd67PwBY/2brPiKyxOvkTrHsuFAkXBcYbGRn6HFWocsdwi1ex6AD2p+7FQhuaUtSNCbecc1WunIjUjs6n/x4U/dmoLnJt5COoGfy5oAtFv0qqxM9wqj/VJnd7ntTpnIBVfvMeKlgjEcYXv1pjM3VNdh8Kj+1JoXmtpHEcqRkAh8cMM8dBg/QVdtfiD4b1C1WRdSit3I5iuDsZT6en5GjUNFtfEGn3GmXZZYpl++n3kI5BGfeuHPww08I1v/AGndJcxMysfLUrjqpA9wR3659KmTityJK7O1vvGmgW0JJ1a2bsBE28n8q8f8V6zBqeuXV3bsSkgVVYjHAHp9aNf8HXmiWjTpqEM0QYLjaVbn25FM17wdfeGdC0jUdR803F8ZPMgZCBb4CFAzf3iGJx2+oOHTjF+8nclvldmj2bJxSZOaKKZoOHWmKP8ATj7xD/0I0UUAJATJcMW5x0q3RRQBLaMRdEf7BqvfOQ7t3AoorlxA1ucHrUrfaFizhMg4HqSf8a8+/ti60nxJLqdts+0RSOF3rlcFSh4+hNFFaYYmqdn8KBhdU9hEP/Qq9HzRRW7FHYTJpRRRUljJAN8J/wBv+hpbcb3dzyc0UUxFmrNo5EEhHZv6UUVFT4QZkXQENvIsYCqCcAdBzXnHi+ZnDq2CEII/M/4CiiuSl8Zc/hOc1vxXJ4hitoptI0y2aBUjiktUkUpGucIAXKhecnA5PNe25wi/QUUV6MjCmG40gNFFZmg+qzkq0wH8TjP/AHyKKKYFyNQsYwO1DE4NFFAFq/RZIELDJQhlPocY/kTWBqsjKvB6L/XFFFcFT4i6ex5Vc+IZNLvL7fp2nX6XEwd472DzAGXJBBBBHXkZwe4NdT8N7+51W/1zULyUyXNy8csr4xljuJ4HQe1FFegvgRgvjO+zyaOtFFSajhRIoNvLn+438qKKBEFmxkfc3J2iruaKKYElsxF1x/cNV75yHdh1GBRRXLiCo7nm/jWV/svl7jt3Ifxya4zUvEmranYw6XeXs01tbSySoJJGYlmx1JJzjbx6ZPrRRW2G+Azq/Ef/2Q==", 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+qmlezM5q7N7wi2PCenL/AHYyP/Hmrynx8wOvXjE8iVgM++DXrul2f9laNDZ+b5hiB+cDGeT2rxP4izkeIL5QMkT4x6/KKcHqYs7zR9QTUdZnjU7vstrbhj7kE4rpM4UV5t8K5JJV1WWZi00jRkk9cDcB/KvSAeBTStobx2H9xR1NAwaOAaRQyPH2mUd9qn+Y/pTbqIyqGiIE8Z3Rk9M9wfYjg/n2pFI+2N6mMfoT/jU2QGpgJBMs8IkXK56q3VSOCD7g1r6dJviMI/vbnPt/9eucuJhZTmcf6mUhZB6P0Vvx4B/A+tbmjkrbvn77Nub60mKWx5Dq0fl/EK/4xieNv/HzXs+ouWsrzHQxvj8jXnV/4T1e/wDGF/fxRwC2MuN7vtOASRxjnrXf3z4s5h22N/I0m7mElY8S0yVYfGlhMSNxlBz6fLivTrJCsIYnJbnJrxC8upE1WOaNipjUNuB5HpXuUR+RcdABVvc0prQnzk0dAaaGFPGCDSNBrDKkeoIotyPs0Rz/AAL/ACpxxioLT/j0iz2XFADQfst1kf6idvwSQ/0b+f1q4Plwc1DIqSwvE4yjDBFU4rh5GNpKczJxI395ezfj/PNA0avis/aPCt9J/CUAUe24c1wXwnJS7kPrZAf+PLXoOvpJceGbyOBQZDD8inpkEVyvgTw3qehz+bfRRxx+SUULJuJ5BHHaourGDXUvfEQltChXPWUj/wAdNcZ4AUO97EuNu9GPucEZrrfiHLt0WLP/AD2A/Q1x3wxyzanIepKY+nzVcfhFD4j0lTgYFKPu0wHinqeKDcXvio5DiaD/AHiP/HTUtQXBw0B/6agfnkUgJ2II2kZB4IPQ1XtibeQ2jkkKN0JP8Sen1Xp9MVMWwBVa9BeHcjBZYjvjY9j7+x6H60DNWwkYXXlJ951PP90cZNcP8VIx/a+jkDgAr+jV1uhXHnSeeQVZwQVPVMH7p+hqr4q8Jt4l1G0lN29vFbpyygHnJ7H2NK9mZyV2W/CDZ8J6ev8AdRh/481eY/EF1XX7tj18zj2yBXrGm2SaVpUdnHI0ix7iGYAE5Oe1eN/EYu/iO5iTu0Zz7betOG5i1c9SBFODYqIGjdTOgn38c1VifEk6+kufzANP3Z71BHkXc47EI36Ef0oGWy2arSM086xr/qxkufX0FOlcqpA+8eBT4I9kYH8R5NAF3Tz/AKUOexqj4y19fCsEGrGAzq7fZpIw20kHLKc46gg/99Gr1iALkfQms/xhpUHiPSH0uaQx7yHWRRkoy9P54/Gs5NRepEldkmk+JLPX9GS9s2xkYkiLAvGR1BH9e9eKeM7yeTxZqLQs4/egHaf9kVPe+DLywsY76z1GNnIGYwGjYHpgH65HbpVHw9pb674kbTNTvri0kaKVlOzezuqFguT0HBOfQe9XTScuZMzkrbnZfDJ8zar827AiGfX71eh5rzD4Ss5GqsxPIixn/gVemA4FNqzNU7omDYpSwxmoN3NBakUIWAvUPcxsP1FSluc1Vb/j5hY9TuH6Z/pSzM2BGv3m/SmA07buSRHXdCoxg9GyOaksvEOm6RKLDVL+O3nOPKaYkCVOxz0z2PuKkSMIgUdO9cx408H3HiO0gu7GRFuLPcHRyR5kZ5wMdxzx70mk9xPY9EknWRV2MGU9CpyCPwrG1nVrWytJPtFzDEdjEB5ACePSvJp/h94htYt9nqFrMgUMBHO6ZBGeMjHSuW1bSda08bryzkRieH3BgfxyanljLRSMrW1Yy6nDADdkk8mvfUPyj6CvGNZ0DSrTw9b6pp+pXsxN19lzcQBFuCEDO8QBztU4U7vUe4Hsqn5B9K1krFQdycU4SY4qHNJmpLJWfFQWzkQEHszD/wAeNKTxUUHBkGekjfrg/wBaAJZpvKiZuuBwPU1VdXjVbxVLTKNzqOrJ3X8Oo9x71Ig8+fceUXp71YxggnsaANPS9b03VIj9gvoLlkALLG2Sv1HWrDyMXYkHPTpXjF58N9attbnFlcwJC++a3kacodmeV4GQRkfzrOvtE8aWSbZPtk8RGf3N0ZAfwzn9KhpdzNq52/xJ1GI6SkPnIJDcA7QwJAAOeP8APWsX4YyB5NWI4A8rA9B81ch4Y0y11XxQul63Jd2aSts80PHEIj1JcycYxnjqTgd67PwBY/2brPiKyxOvkTrHsuFAkXBcYbGRn6HFWocsdwi1ex6AD2p+7FQhuaUtSNCbecc1WunIjUjs6n/x4U/dmoLnJt5COoGfy5oAtFv0qqxM9wqj/VJnd7ntTpnIBVfvMeKlgjEcYXv1pjM3VNdh8Kj+1JoXmtpHEcqRkAh8cMM8dBg/QVdtfiD4b1C1WRdSit3I5iuDsZT6en5GjUNFtfEGn3GmXZZYpl++n3kI5BGfeuHPww08I1v/AGndJcxMysfLUrjqpA9wR3659KmTityJK7O1vvGmgW0JJ1a2bsBE28n8q8f8V6zBqeuXV3bsSkgVVYjHAHp9aNf8HXmiWjTpqEM0QYLjaVbn25FM17wdfeGdC0jUdR803F8ZPMgZCBb4CFAzf3iGJx2+oOHTjF+8nclvldmj2bJxSZOaKKZoOHWmKP8ATj7xD/0I0UUAJATJcMW5x0q3RRQBLaMRdEf7BqvfOQ7t3AoorlxA1ucHrUrfaFizhMg4HqSf8a8+/ti60nxJLqdts+0RSOF3rlcFSh4+hNFFaYYmqdn8KBhdU9hEP/Qq9HzRRW7FHYTJpRRRUljJAN8J/wBv+hpbcb3dzyc0UUxFmrNo5EEhHZv6UUVFT4QZkXQENvIsYCqCcAdBzXnHi+ZnDq2CEII/M/4CiiuSl8Zc/hOc1vxXJ4hitoptI0y2aBUjiktUkUpGucIAXKhecnA5PNe25wi/QUUV6MjCmG40gNFFZmg+qzkq0wH8TjP/AHyKKKYFyNQsYwO1DE4NFFAFq/RZIELDJQhlPocY/kTWBqsjKvB6L/XFFFcFT4i6ex5Vc+IZNLvL7fp2nX6XEwd472DzAGXJBBBBHXkZwe4NdT8N7+51W/1zULyUyXNy8csr4xljuJ4HQe1FFegvgRgvjO+zyaOtFFSajhRIoNvLn+438qKKBEFmxkfc3J2iruaKKYElsxF1x/cNV75yHdh1GBRRXLiCo7nm/jWV/svl7jt3Ifxya4zUvEmranYw6XeXs01tbSySoJJGYlmx1JJzjbx6ZPrRRW2G+Azq/Ef/2Q==", "info": {"video_id": "122634", "label": "hitting the wall with iron rod", "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": "e87b1363905c8b1c4d24f41ce999303df8c3b6fa693363c3530e5f4c8de54bfb"} +{"episode": 79911, "episode_seed": 2039940683, "split": "train", "timestamp": "2025-10-13T03:43:21.594062", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2039940683, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 domino piece 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, 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": "108754", "label": "moving domino piece down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "108754", "label": "moving domino piece down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "84c6d46aa7437c9795b28d481b1dea197420d1671bfd1fd18d501e2227c2dd3e"} +{"episode": 79912, "episode_seed": 4174651647, "split": "train", "timestamp": "2025-10-13T03:43:22.266862", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4174651647, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 person 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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T8BrnUL3PaJf/AEKve76L9y3HY14B4Mfyr28bP8C/+hVzYrWBdD4j0EQKzDjoM1HAxs7KNwoJd8c+5q1YH7RbyP04wKjVjFcMLqHdZwxq64PRqMHHljc0ru7sbUtormAsgIOVINSS6XaadaLJp1lZwTblJIQLv5+7ntU1pK15oyXTRmPa+7B/u5xSTWcl1cfaC0ckPBUSMdqAdwB39zXRUjd3MqMrKxVtrW61DUpH1LTbVLR1w0bMH38eg4/rTbrw7ptnP5lra+WzLyd7Nx6DJOKtvCJkP2eWDzAODDMSR780s8siwqbhl87aTgdMZxUSjbY2Un1OUttPa51oxorERqWbC9MnAr0a3thDYRxgcKmKy/D1tG2kS3qgbrmU/N/sqcAfzroVX9yB7VUYpamFSq5aGBPF87cV5X8UlxNpf/bT/wBlr2KaLk5ryX4sJifSvrJ/7LRP4SIPU6OOIGJc9No/lSJagXkAx0UmmWlwJGSMdTir18ZbYNNbx75FUAD8a4cHD3uY7asrKxd03F9FMoXCqSn6U+18N6VfET3lkksipjJYjI9Dg807R7i3ivVsYIm3tmSUn+E1feOYRTW8D7JQ+Djrtz2/TmvSqao56TtJpmXci5hsmsINGEirIPLaFgsaqDx/u8dsVZm8LafNZ+ay3FtKy7pUt7hkRmPXKjjnvirMVkUiK+WqMTk/6Vz9eR1pYzdxmVJDmDBO5iMr+VZSjpdHRzd0ctq9lDZ2ICDCBMAHsPSuo8KaabaHe+dwQLVdbWLUddtLOQBowxdl9VXn+eK62Bf30hPUmiMerMqlXoinfRbu1ZN3FhTxXQ3CZNZd7D+7NaXOY8J8GRyOJ40z8zrn8q9at7EwaeqEckc1w/w0t0NtduVBYTKAfT5a9NlT90orOFJKTkdF7qxzuo2czzJaxwpmWVTvJ4OK1/EWq6foen2unyZ+0XJVIFX+DnG8+386g1rV7HSR5k2JZo2DpGrDdn+leTeJNcuNc1ia/nO0syiNFOQijoBXTbqYSPcrFY7zTgHZkk5jYA4ZWHB5qSKw8hWElw7seT5hzge1cpoGry6xo/2iB8ahAoE8XTzMdHH1706S91TVlaDypIA3ysSefwqHE0U7lXXdX+0ai9npx3dFdx0GK1PC/jHTryOLQZS0N/bF4kBHyyhScYPrjqPyqN9MtPDmkS3sqjKLuP17CvFlv7iLUXv4323CzeYrjs2c5qUhSdz6Zi1COT5G+Q9BmhhnNch4c16HxLZl7ZStygBliI+6fUeozmutjJ8ldw+bHNcGFr1ZylCqrWKqQiknE8g+MifvNJ/7bf8AstaXhTSpJUglkB2hFwT9KqfGBdz6T/22/wDZa7XQkAs7cD/nkn/oIrr9mpNNjg7IWa13tIo4IQ4NN8P2W3U729upVXyl2tkYVQBnP5VNeanp+nNI13dRxfLgLnLE/Qc1wPijxjPdW9xZ2LeVazqEkO3DOPT2FdCImdFpni0eIPEVzJDCiw2ijylH3pIs4Zj7jIIHoTXZSW1jfgNIsbhehPcV4BoWoT6drcd5ath48cHow6EH2NesEXOo2kd/ojARvxJC3Ow9x7EUON9QhLSyNPXdYstJsTt+edwVjjHJ/wD1VwdxqGpaPbjXwQs8cqeWrfd2lgCp9iMg12Fh4daSfz74s8gHIP8AIVw3xO1SFnj0y3cFIW3SFTxu6AfUVny6lyemp3/hzxjH4i05ruGIQXMb7Z4c7gMjgg+h/pXQRXi3I2sMOOcV87+HddudA1UXFuFkVk2PGx4df8fevc9EuoNUtodRtZkZHHzID8yH0b0NcNV4iOIi46x6hHkcNdzRu1zE30NfPHhGzkudQuEjBPAzj6mvom5I8pvoa8T+HEY+33/+4v8A6Ea6pRU9GRB2Z6Da2AtrAL3xzVTVbCR4AiyERybVfC5IrbnaOG0zK6oMdXOB+tc9rHi6xt4HjsXW4lChenyA/XvW0IpKyHJ31LXi3xIvhTRreytljlu548ASDIVOhYjuT0H41raJcw/YEjchlZVeFyfvxsMj8uhrw/WtUutUvZbq8mMszgLnoAB0AHYV2/gzVllsV0e9fCk/6NKf4Cf4c+h7U2rmUXyno5jsLXc4EaAjLMOOP8K4bWdTm13UPs1grLbJwZB/FWm2iatNI0N5KTCDj5Rt3D0NW75LLw5ozzvtVguFB6u3ZR61m4q+hom+pymleOZNB1mTQ7tUk05ZwofJ3Q5AzjsVzyR9a9GTUZEYh8MgPUelfOF3O1ze3MztmR2LH3ycmvSPA/ir7XHDpOpTRx7UCQTucZx/Cx9fQ1x4xVlBOjumVT5LvmPT2IkG4cg15N8W4/3+kcdTL/7LXq0KeVAqFg23uO9eY/FRd1zo/sZP5pXRG8orm3ISSloa3hnS3ciaUHA9RXQS2rOJdhAYAYyOOtWdNTCnA7dqju9TsNNEhurmOM8BUzlifYCrpwUFZGsnfUj8PQC2Oo6leTKqrneSMBAo5NZuheKR4g1i6vBAsMMTrEUB58s/ddvfIwfw9K5TxV4uuL63msLbEVnIQXAHzSY9T2HtWF4W1aXStZN1Gu+JvkljPSRD1H+Fbct9DFO0rnusllY3jCaREbb3PUisfxFrNpplkY1/eXEw2pGOv1+lUpo7+WOK50eQTWcwyN2cr/8AXHpU1h4eMsxub4mSTHfvWbjY1Umck+taj4bNvrjoryNMEMTnCshByue3bmu+0TxRDremR6hZoUDMUlic5KMOo/Xg15Z8StThnv4bC3cGK3PzFem88foP51l+FPEs3h/UZPkMtrMAJI84xj+Ie/Wsa6n7J+z+IUXFy12PoBLlLlcjhh1FV7pcxmq+mFJo472CZJIJkBUq2f8AJq1c8oazw06k6adRWZNSMVL3Twrwx4i/sK0niSEPLLIGDMeAAMdO9al14m1nUcxi8EYwSFQbAfy5rigCDxwavFm8hH/ijOfqOhrrsFy7JKJLUlZCzE/MT1z3zWMfnnGAcdRmtKWANbNJGCeQDzgAfTv2qskQDBhWi1IZ0elahNpHl3tsSJlI2jHDZ7H2PevQNF8f6Vf+YNRgjsSgyJVYsrEdvXP51wWlW9wES5ilK7YygUYO7PXIPaodVje3gtptg8idWXYRgqQcEe9bSgpK5mpNGn418STa4nm20csWlodkJbgSN3Y+p9PSvNlYiRgRgMea7DVnuZNGh82YrAq7YbZeij1J7n3rkpE5rKpFKyRUW3ubGlaneaTKLmxuXgmXjcp6j0PqPavQ9G+KSMqwa1alHx/r4BkH3K/4V5QZmSBTgntzVvw1pceveIDp11fy2oeKV4zHHuLuqFgvoBwefb3rCckikjtvifeW+pW+j3NpMk0LiXa6HI/hrIXxPqF1GsJuHiRVCqkZ2jgY59a4/TpZZkdXdmVcEAngE9a0IM7wR1FEdUXsajzIdkpZpJA5Dof51Uv5Ud/kOc/pTlYLc5K5Ei8j1Ip95atHKHwPLKgDAxjitI32JepBpi/vlP4V1Vpqus6QRc6Y7xwyHy/k2kSEdcg+nSueso/9IQdORXU2+nwxy28MTBo3kVJFzhnBOCfrz1610wV1ZmUnZ6G5L8Qr+8sYdNtLRRqs4KNcZAQe6jscf/Wry/xDE8F69u0iSsjYZ0OQf8mtqO1mXVZ7ISkRRsyu4wDtz2PbPesXV44lvHWBAqLwAKiUUouw022Zlsfmx3HSta01W70u5FzY3b28gHLKcBvY+v41lRITKAqBjnvUV2ZRuyxyp9a5m7I0PUtI+KTOy2+tRJyMfaIhjH+8v+FcJpWrXWlPObV9hmABbHOASeKfrejaXaeG4NW0vUr2cPdG1JuYBGtwQm53iGd21SQp3f3h7gUMYIqIu49jZe8a7kR7meVlc4LMxJBqHzk8lo+mCQGP8QqqqE25Q9COPrVqFDd2r4AD7RzjJPPP06Vorpieplt88oPY1v6ekjwpFCoaaT5Y1JAyfxrK8vacEcjg5rf0qzgli3zYyh+UN057/X3ramtTORu6N421jS5tupGW7tY8pscjecDsfy61m+JdWvvENn/a100VvbA+Xb2wPOO5HvxzVfVrRl0lLsOPMS4MW5T95duQfqM4qheQqul+dPh7hgFX0jX0A6Cr5Ip3Ju2jk2yJS/vmr0JURHuD0xVeROelKVkW33DCgtxjv7Vy9TU6XR/G+r6IBFHdC4t1/wCWM2WA9geo/CrPivxPbeJYNNmijaOaEv5sZ5AztwQe44NYHhXTtM1bxHFpmr3U9tDO21Zo5o41jPUsxk4xjPHUnA71DLZvY6zqViyTx/Zp2iCXAAkUAkYYDIz64OPSoi7ysUl1OpbxRqWoBka5eNT0SM7Rj8KpGeMPFNvaUtkMD1U1lW27eCp6VbiwJ3QgFX+YA+vStF3Bsjv5AzkIc5HWpNKXEo9xS3duY7lsgbW+7gYGKn02HdcomSoPGR2raO9yJHRWGv65obBrDcttPyqMgdHx1b/OOldJeePbrV7WPS9LszFqE6YmnbhY/UqfT368/jWDbaahmgso2Ahkyh2k5U4Pze3IGcdawtPinluZYGkKRp8sjrw2M/dyOgPf1rSVOLd2QpO1jA1qNo7x4SVJjYg7TkcelVrViW56jrVvUkjF1IIl2oDhR7VSgRvOAVMk1hP4i47G7pniHUdDnMun3jRA8sh5R/qDwa7/AEX4m2t+y22rRrazNwJkP7sn3H8P8q8duXlKsxY5VsVs+IvCWoeG/D+kajeGZZ78yebCYyBb4CFAx/vMrZx26dc4wlJXKSKp+8PpVwDMYHqKKK6UDNDS/ni2NyCKrSIqXMiKPlDDFFFKO4mdPpUYaxTlh9DjvSeIFHl6Tb8+WQzHnuWNFFdK2Mupi64xOFJyFVcfiK5wqGdQe7UUVhVLiPuD/pBhAAjjYgAVTtdVudE1gahabPPiLBd67h8ylTx9GNFFc9TY0Qmjjib22/1rUgHz/jRRV09kDJ342HuGFbO0SWJVhkbc0UVb3EVbJQLqP8P511qSm2niljVdy4YZHeiit6ZlIypbZLb+0JELFxKQGY89v8a5S/H75qKKVTYIlIOyK4U43YBqvdALZhsdW5oorkezNUW9f8VyeILe2hm0jTLU26JHFJapIpSNc4QAuVC85OBknmnOB8tFFRS2Y2WI/u1Z04kSuB0BNFFbyES3ka+cWxyV5rY0YA2r5AOOaKK0pmcie9H2ywjjk4SG4UALxnd1z+VYmsjEkkY4VMAD8M0UVpIiJzsoFIzNLcAOc/0oorke5sLZ682jy3EZ03Tr+KZ1cx3tv5gVlzggggjqcjOD3BpYNQudW1G+1C9lMtzcv5sr4xljkngdB7UUVnD+IX0LluMH8KnPEqH/AGsUUV0fZJNa5RZLAlhyq5BqPTFH21PqKKKdMiR1tu3lXRZFUMEODjoSMZ/WsBIVt9PldM72kKlj164oorpZCOYu/wDWt9aqiRkjdVOMkZPeiiuSe5pHYguwBZqR1zmjUPEuranpdvpd7ezT21tK8qCSRmJZwM5JPONvHpk+tFFYVNy0f//Z", 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", "info": {"video_id": "124785", "label": "showing a photo of person 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": "124785", "label": "showing a photo of person 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": "3aaf7f88decd55851486d3c973253de1b20338be07c0e7e7294bd6ce0f524220"} +{"episode": 79913, "episode_seed": 1201785379, "split": "train", "timestamp": "2025-10-13T03:43:23.450106", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1201785379, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying but failing to attach glue stick to tape because it doesn't stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "164868", "label": "trying but failing to attach glue stick to tape because it doesn't stick", "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": "164868", "label": "trying but failing to attach glue stick to tape because it doesn't stick", "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": "c18da0df9bce1b7fbb64a3ea7fde58b54a5f1ccce7d5affbc1413a84fdf20bf6"} +{"episode": 79914, "episode_seed": 2435555445, "split": "train", "timestamp": "2025-10-13T03:43:24.366700", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2435555445, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a box 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', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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mSfxrnIYxwAK6zw3C0CTFgRu28/nWMncbNa8XEgcd+tRo3FT3H7yMgdRVNHz+FSNFyNs1HqKs+nS+X/rY8Sp/vKdw/lj8aSN+eKfNcx20TSyuFRepNItDmdLm2DrykiZH0IrxnxFE7X8sEP8AA/3hziuxl1+Y2X2K1zHEjMqyfxMmTt+nFYRgBJOMk1cXZjaujCga+jGQ5I9CtaNrezq3zxk+uK0obLceRxWjBp2R9wfSq5vIh6Ghb+F9YvbYTWK293DgHdbzq36HBH41FceF9ehB36Vc/VU3fyotbe5s5hLayvC+c5Q4rrtO8X6nbrtugs4/vdGpmcnJbHALZShUkkHyk9K0ocIuMYrXv7DbYblGNpyMVkL0rnbudMZEjOBGx9BXnmrNsv2kXjcea7q/l8uykOe1cHqQMqMR1HNXSWoqj0I45sjrVuCJ5zydqevrVbTrN5FEkwIHZfWt+1ty5CqP/rVc2r6EQV9WPtbcfKkafQCrNzeRWC+XEQ056t6fSqV7qkNlH5VuylsfNJSeHPDeq+LrwC2xDalsSXU33fw/vH2FOFO+sjOpV6RPVfhFqhvtPvdNkk3PbSeYmT/A/X9Qfzr0loPasXwf4O0zwlYvHZKzzygedcSHLyEfyHsK46+1jVrjx1qGmLrl3aQK7iFY1DchNwXpwODya25bnK2XPiGTHLpuf+mn/stU9Gm3RHmuOudb1LVRGb+8ludgynmEHbnrj8hWzod8FfYx61hPRnTT+FHYK9TbgeKpxuCAQanU1nYsa5wxFZ2qvGtlKZXCJt+8e1XrlxGu9iAB1Jrz3xR4gW/Js7f/AFYPLepppXGmV9Z8Rvq0UcUWVjx8/uax0TkUxFA4FWI1yQBVpAW7aME9sVq2yD735VSt0BAUD603Xbiaz0dpLeRo5A6gMvWrMpaGw44IriZbhmBya09VcwaHDqNhrWoTK1wbbNxEqLOQm5niA52qcKd3qPcDHhhe4kCJye9KUbasqk77GfcW73UmxFyzcVu6ToZt4w0nzSdz6VpWunx2secAv3Y1o2jKWCkVhOo7WR206ST5mFpa7COKyfHN4bXSIrZTg3DYP+6Ov9K6xIQo4rgPiPLtv7KInAWJm/M//WqaSvNDrTtB2OLzhSc/MpyDV61ia6YE/c9KpW8TXEgJGF9PWuks4FRBgV2TdjhhqWbaARrgDFaEMdRQriui8PaFc63epBbx57knoB6n2rDd6Gjdlcu+GdBl1a72KNo25LHsPWu21uwg0u2sba3GEAfJ7k8cmuZs3m0rxfd6IusXlrbmbYJIpI0CnAJLFx0xnj1qO31DUrnUr221G6uZvs0hRFucb05PXHGeBnFaShaNznU+aZqqcis98xzsvbrV+PBArJ8RTy2VibmBAzA456D3rLc2C91W306HzJm+Y/dQfeY+1cleapdanKWnfbH/AAxKflX/ABNUGkknlM0ztJI3Vif5egqRKrlsWiVQKniQMckYUfrTI493JB2/zq9FGMgnHHQDtSQ2x8EeWBIwB0FacXTpVRODVuHnFWjKRYVQKl2L1rH8RXM1po7TW8rRSCRBuXrgmqupaf4i0rS9Lubi+u1mvDJ5kRXAgAClQxx94hs4/wDr1dm9jJySOyvx/oYXtXJ5IbFFFcZ0QM/W3K2YA9a1PCug6dd+D9W1W4gEtzFlIy/KqMDoPXmiiuiGxNQ5ReZD9afq872lmscJCh1yx7miilHcc/hZD4D0i08Ra/PHqQeSKCLzBGGwrHPf2rtbiZ4/FclvHiOG1iAhjQYVOB0AooqsRswwCTrq57Xo0zz6XbySHLNGCT714z4lvZdP8d6ldQbfMjuG27hkcptP6E0UVtT+FHHU+NnOqSmAOnSr1nKyToQcHNFFY1dzopfCjubFy0QJNX1JoorNDZU1cbtNkB6FTXkTDbM4HZjRRWkBolWrMPUmiimM07X7gPrVTxL/AMgNv+uifzoooW5nMxNY8RvrcEEUumafbmBFjje3R1KIucIAXIA5zwOTzWxpEEaWquB8zck0UUq/wF4Xdmg/3ahjdhOuD3oorlR3M6eE5jU+1eY/Eb5/E8CN90WynH/Amooral8ZhW+Ex7NQAMCtu36iiirkYwNK2UNIoPQkV7p4B0+2ttA+0RR4lmJDt3wOgoop0viIr/CeceJdTNh4v1lDaWl1HJcbilzFuAKgYI5BHXp0Peq+j3U17e311cPvmmYO7dMk5oorap8Jz0/iR0ERNVtZRZNJuVYZHlk/kM0UVyo6zzVDyKtwjLgUUVrIC7Hy306VaXrRRUgydKuW1FFHUhlDxT/yA3/66p/OqMGrX15o1vaXN1NNFG7SDzJGYktjqSecY49Mn1ooraBhU3P/2Q==", 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", 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", "info": {"video_id": "177653", "label": "showing that a box is empty", "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": "177653", "label": "showing that a box is empty", "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": "79d8b47b55fb7b1a37f7f54182fde2d7cb330ac45442206a88571e23075f4552"} +{"episode": 79915, "episode_seed": 4162553461, "split": "train", "timestamp": "2025-10-13T03:43:27.053379", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4162553461, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fidget spinner so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "150687", "label": "spinning fidget spinner so it continues spinning", "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": "150687", "label": "spinning fidget spinner so it continues spinning", "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": "458de176ea82b1050df3258a283cc302e8ce5cdf5f805d55d36982dd31e347c1"} +{"episode": 79916, "episode_seed": 3585649917, "split": "train", "timestamp": "2025-10-13T03:43:29.398474", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3585649917, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 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": "68681", "label": "closing box", "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": "68681", "label": "closing box", "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": "661bfde862806f332b6f1331a8cdeb6c89cb1873fbe5a9427220a9baf8f4081f"} +{"episode": 79917, "episode_seed": 3602083044, "split": "train", "timestamp": "2025-10-13T03:43:30.941823", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3602083044, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wrench next to a basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "93589", "label": "putting a wrench next to a basket", "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": "93589", "label": "putting a wrench next to a basket", "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": "88066fefee7f39c3c24e4cb14b486af81b606da42bd43b7ef6f3a8bfc7a0b76f"} +{"episode": 79918, "episode_seed": 2873214550, "split": "train", "timestamp": "2025-10-13T03:43:33.629871", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2873214550, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "71821", "label": "tearing paper into two pieces", "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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uz7/8OeveCdf0zRbK8tZbtIhG3mKJDgkH/wDVXNv4supbrUGt5ikV9KzEegPH4cVxK3QRs7DmrMWqGP8AhP5CsFCCm5W3Oh158iguhuxRqp4J9PvVJ5Q7M/8A32ayE1+aM8Z/74X/AAqYeJrn1/8AIaf4V1e2ivsnPqaBjVR8pZeP4WxmoWjHXLA/WqbeIbhvQ+g8tf8ACoG1eZvvD/x0Uvaxf2R6l9oge7fnTWgT3HHrWa2pOTzx+AqJ9RfPU/lT9pHsNGkbdPU/nWjZW1rp1gY5Qp2yeY7NHkzSDoi5GMA1zP26Qn7zV0sko1V40hHIOI4guFjX+99feuXESVjejHndjW0PT3vbl3uIwFz5sxAGPoMfl9K059Kh8R3lxPch/sscbOVUgYiQZ4J6EngfWoNIT7ZOmgaQskzkbp2jXGfXnpitH4ltH4P8O2uhW80Ml7qAzegjLCJeV2+gLA/XBrz6VOUp3Z116qjDkRyniLX4NZsrS2t02Rw84XgL8uAo9gOKt+G7b7Bp1xqchIKQSzRZPXA8tPzeQ/8AfNcRYyT3l7FawKfMlYKuAOp716Brt3DDp0dlE3yMVAx3hiBAP/AnLN+AruaUY8kUee5OUrs5tF2OR12pj8Tz/LFejfC61lt4Nc1mPKm3t1iQ+7HJH5AfnXnoUrGC3BbLHPbP/wBavdvA2jmy8H6VZv8ALNfzi7nRh/ACGwfwVB/wKpk+5o2krHSapew6L4KuSX/497Uwjb3cLt4/GvCpGmglQ28jxoyjzDGSNw7A/nXsvxIkVfDcdkijzLqdRgeg+Y/yH51leEfDVg5Z7tFkcY4Y8cc4xWM5Wdiqcfd5mY2m+A7nVLmxuZEEdusPVhzzXn3xF02J/FckLEi1tZnV9vUgbQAPevp9HTaAmMDjivlrxdq5/wCElvbhMiSS7lKPjIUbiCcetVCyd0SpOWhz8tlaRyLFFbRl93mOyEtsHZc/zrpEsRa6S0TIPtF16/wJWBbx21sTf3RIjB3RqR80jeuK9J8J+GJtWtzreqrKtmU8xUxkug5wAOccfjWc05yVtjqUo0oNdThtQ0n+yrNraHKNew+fNIV+7EpO1ePU8n6isC3jBIUjAxn8TXS6xqYvY7u4MivNfShQVQqFgTpgds4Uf8ArGSFTEuCN5O7HoO1dajaNzkvdmhBolvPC3yO8rACPa3BJNdNofhCxtrq3TxLpFxZWsj+WbqXfGvQnJycdq0fCeiyfbdA1F5JrdJLglY/JAj2R/MXLlsHP07HHSuq8QXeiW4ggvvEAa1e8NxLGkLSyHBJVM7iAoBIHFZJMqUleyQ/QfD/gC/v3sLLSneRclZJ95Dgdcc8fQ1J458J6RpfhSe4sdPghkWWP50XkAtg8/jSt438HaHajUdLl+3XVw2Rb7tjRg9cjGFxjHr0xWHrvxRs/E2g3WmjSrq3eUKUkLBlyrgnPQjgVPJLqT6HK/DGwtp4L1io+0LIVz6qB0/nXZzS/YT5bHg8g1wPw/vfsOp6jGTjbNnHsciovGfjkCWWys2DykYaQdE/+vXPOnKVVo6oTUad2ctbG5V5GmCzzzSA/77emewHUmqV/cF2S3RmKw5LtuzvkP3m/pVqa6MdqTFxJJ8rOBgY9FHYVRVVQFsDCjOPWvRT0OSS11IFkdUKnHXNdp4Qgkt/D2q6m4lCMCquq/KpRc/M3bJYKOD3riwc5Jwa6rQdaeS1h05YooIIgDLPvfOA2/PGcEnI4HehEs7690bUjo93JJb6C06QgRzCNyoiWPByxGS2Bwc4zivOdL8O6nq8iJa20skmODswCcd2/qa9bj16wn0uRri/iJe1bK5bJYqcHlB61x9jeW0skCi7uo49oOETPOOTxiqbIidVoPw/SxW3vdTu5zeBArJGygAem4DP+eK8h8ZaUuma/c2gP3JCq47JnK/oR+Veru8klmnkXlsHGNn2m36n3xz+tcN49NrezxzQhI7uNNkqquFcDoR9OfwoTBJ3OA+zE9GFH2Z/UVIsmDhiAalUk1SSYxttZFy2e2KuJYHHysV9qtaTD9od1GMkqBn1NaotijFccqcHvzSdk7FJaGEdN3HJyx9xUsWkRvwVNb6RA9Ux7jrV2OFHl4i2IewPA/OnFXYNHNr4ejYjOfpS/8I0hOFdvzrsfssYRfLOfXIpRbDP/ANat1TiZ3OMbwuUbHn9O4ORSf8I2wPE2a7X7Jnrio2ttvO0Uezj1C5xbeG5e0oqM+GrjOd4rtPJwaTycZxij2cehVzixoE687hit25uYUg+xaXIXDD97Pj7xPYVqGA+gqlo2lzXusWmnQRP5lzMsYYjgZPWuTFU7OJ0UZ8qZ7F8G/DCaV4el1KSFPOvX+RyMtsXjr6E5ryr4x65a+JfHBSzjkC6ehs2ZsfvGDEkrjtzivpfS9NttH0yCwtEKwwrtUE5J9SfrXzP8TtNTTfiHqka3SxCYiZVaP5AHAPDDkc5qYxMW7so+H9Gj0dheXDgTshTaOTGCP/QiPyzVjUEhkk85m3YUKqgcKoHAqtpkMkyqke2UdT5cocH8OuabqUcsRwY3Vcc7lIrSDsncNOhXiu4/tsTTLmJZFLgDquef0r3jwx4hGolbwNsDR7UXbwqk54+vH5V88O6qMhhn6133hPUUW0hRZGAB5+bv71z1UVe56L4pv11G8XB3JbgIvpk/eNJp8UcUvmKWY47P7c1g6rKj2jbW+bGcg1zljrc9tdSEykqvAGeK5uW5tGWlj1vTNRS0027kYkMMsAWz0FfPesm1tdUBvQ7OFLBFGdzEk813x8R/uSjNndXnuuS29zqck0k0aHtvzz+Qq4x6Amou6ItH02TxJ4is4Z2CLPMsS5+6gJx0r6J8a3Z8K+C7q6tVUiJFhXMeQqn5c4Ht+GcV5h8ILrQrfXrm81HUrNJo4wltGxIyT1YZHYDH417F4thstZ8C6xG0qvbyWcjb1PGVBIP5gV0QjYwnLmdz5gYPdLGZPlUqqqAMbVxwKS3thcaitnEcs5xuJwqgDkk9gACSfalZyLaJeT8o6fStLwvqMGnXrvBA8l84ZQ0m0Iox7+vf8q0Uv3bQ+p6jaXU9vcJDY2l5d20Ma28U1pMI1hDhCSHxn7gU/KP4sZrjfiBqVxc63Dp1zDdiK3BZTfXJk8wNjDpkArnBHvXc6FPFbWkce6LDO0lxLu+85+82MnBPoOOBXJa35E/iBrww/aprhyER2yqKBgAg+1c/PZjSuzG8KeH9WvNZijsYhlvn8xwWjVQcZJHQ+1ehz/Dv/hH/AAfrEj3ULOIJJQkMOMdDjcxJxx0GPrSaPq+vWVqYDBshH+qjtYIxj69q1/7Ul1nw3fxzTXkbtC8TLPbLHnKml7XuNpnzje3F1b6heC1maIynJK9SOv8AWsY2j5znn3roYrcztuCuZlXDDHHHFV5Ixk8c1rGSQnFsgnikIiAR8Y6YNRva3JQ7YJT9ENXxqt8QMT4x/sipRq2o4/4/ZB9MV0RhZWM5TbZjppl+4O2zuD9IzW3oOkagGuFexuVDJkExHtmkXVNSJ41CcfRsVMmp6jtI/tG55/6aGjlIcmdTa6RqD6ZGFguFMkAJUoeMDGKpaf4ev0SJpI75CRyBEBt/OsVb2/YAtqF2cdhKaJJLmbhry6Oexlb/ABosJNndNpNzawHzNTh4U7VlCAk9ua4G/wDD+o3l1JJLfWDuTnC3I/KoX09ZeXZm/wB45ph0yLoQMfSgE2Vp/DOqRDcLbzE9Y2D/AMqzmintW2TRSR+zKRW5HaGBsxSSIR02sRV/QPtOteITpV1rFxDGUkaL92JC7qhYLz0HB5Pp70mVqUdEiV0lkV1OccA8jr1rcjtyR15rI8O3Ml4ZnlC5wp+VQOufSulhjOAMcUWvqWmRxW+QOcHvV2GPZjkHj0pY4h071dghHGR2q4qxEmRpETzgVYS23EA/L7mrRQZUcAEDpU3lgDaRnHQ1pzEGW8RBAOPwqJoj6Vpywk84qIQkEkdahtgZxhIOMVIlrJJgKCc/lVsxckk5NZ+vXVzZ6Mz28jRvvUZXg04tootnSJCrZeJev3mArgLZFimV1G1lbIIJyK6XVwItCh1Gw1nUJg1ybbNxEqLOQm5nixztU4U7vUe4HPRrmsqkuaxaOw0/xXq1rsMWoXC7eg81j/M1iavdzatqUt5eSNNNJgFnOelRRAqg70pXJ6VCGyo1lC20+WN3qODViEXUIxBdzqvZd5I/I1ZjTg8jp3qSNAAT39K0SViCs897gGT7LcevmQqT/Kn22s3dkR5VlZ4B7JipGXk4XApFgDDnrWMlcLlxPGEjqUutMjw3GY2xUSz6ZcjbHJJC5OSJB/WoXgyNuOKgNsobpn61m42K5mXJrWXkxOjjHGDXK6lPf6dc7otgEhOQ4znH/wCutnQY4L3xb/Zt/qN1ZwSvsSWKaONY+5LGTjGM8DknArE1iK6j1e7s7g3H+jTvGFuABIuDj5scZ4GccVUY6juaPh7x3faBqC3i6dBK47qdp/lXolx8ebTUtGurG+0OeI3EDQlo3DD5hj+teQiA46U7yGrSxBvpqPhedUjFzcW+BgBl6Vf06z0YSlrfWLdtx6ScEZ/GuS+yKeq5NK9jESMRr+VFnaw7nsGnxW8ewQ31gyDuW5P1qnqui3d1fefaz2MinnHmYP8AKvLU06Jcrhh7gmlWyZDmOWdD6hyKzdMOax6zZDWdPAeXT3kRc4aGQGk1Pxb9l0aUS29wk0gKoJOP84rzW01PXdPYG31e4AXorncK2v8AhNr69jEOr2cN3EOMqMGp9kivaFLRre5vI5rqHajZOGbgZqo+n3ZlkFwIw2c71PBrcvtV0ltDI0yd7SdWUeWeOCecVD4g8O61oWhabfXNxcGa88zzYimPJAClATj7xDZx2+uajlnc154tHIiploor0Ec7JVAxUoFFFDETxDgmp4x81FFSyRwHFIQCaKKRSGMAKx49TuNG146ha7PPhZtu9cj5lKnj6Ma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", "info": {"video_id": "71821", "label": "tearing paper into two pieces", "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": "10f1be63564fada583b90b180b3bb24be47be970f7d5cdc75174bfd68350fd80"} +{"episode": 79919, "episode_seed": 732032577, "split": "train", "timestamp": "2025-10-13T03:43:34.606645", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 732032577, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing put the abacus on top into of the magnet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "189124", "label": "stuffing put the abacus on top into of the magnet", "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": "189124", "label": "stuffing put the abacus on top into of the magnet", "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": "02f7be4e30b501b863310340a3abbbef81ea3ba304a5885b1890799460d7c433"} +{"episode": 79920, "episode_seed": 3922685989, "split": "train", "timestamp": "2025-10-13T03:43:35.708647", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3922685989, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lcd monitor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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meN9KHpKW/JSf6V6DH4g1K5tlkuNMsxJk7o3Tt+Oajj8Qizu4ppdHsosMAZkUBkB4J4FY+2pqVrmnspNXPURq9rbCOF7hFfaPlJwaLbXbG8uGghuo3lH8I7/T1rzvTfCd+rX011qKyyPn7Mu5jtJOcnP5cfWsC0vp7bVUR18u6il+YM23aQecmsJzcZeRUaakj1LxFpc+ryWnkKh8rdnccdcf4VsXMMraFEJ8NPEFLEc57Gqml3PnKWO4ZAO1uorYDCSJlPQjFd0JuVNR7HOoJScu5wV7OY9wK9ODXnUvjs27SWV1pRkWNmjbEh+YA+hFeiauMTSAjByc1wVzaQXMzv5YO5ic49TWUkijG0e2W+sHkW0uzJ5jYeNlIx2GD6Uskd1aygvYzSID3i5r0CwsktbZFjQKMDOBT3jyxyBXE8TK+h1LDqx5heXauxL28qk9d0ZHNZ5miZsYGfQjFetNAp6oD+FUrjTbWU/PbRk+6iqWL7oX1bszzYxJNL+6QsxGSq9BUllpV3qis1laSTKp2llHANdfeeHrKVG2QLG5Bwy8c1zttoOo2qH7PqEkLA8qhIGa0p1lPYznTcNzd8NeDry21q1ub8RwJHmVUzksR0Ht1z+Feh3M+xcA8scCvI2/4Sa2ZXXUpH2dMt279a9NuJd8UkmegGPw5raHVmY61nZpZrYZ8skM5/kKusi7T1qDT4GSIuwO9zuNXjHkYryq0+ebZ6FKHJEzZIA+atWtuRAi4HAqYRc9KkEXvV4er7Jt2HVp+0ViP7G3XaWGKp3NsA4yCOK0thHRjUbxFuSc1tXxXtIctjOnQ5Jc1zDmtAwNHhm/XSdXfT7hwltcEvEzHASTuPxrWMFZ95p6STJJgZVtwyK46c3B3NpxUlY6DVX0y8t3jmuoiy/MjDnBrM020Emmajs6gI/1xmst7dmkyT14OBXReHCmbqFiMuo49uR/WumhV9pXXz/IwqU+Wm0Z9gPMcO4OEGF471sRlRj5q5+cPbM8SsylWIODWVptxq8OsH7XqAltHYrHGFwVz0ya0rUJyk5GcKsYqx3yhPUc09VHtXk3iDx5q+k65PZWzrsjC43LnqMmqsXxZ1uPG9bdv96Osvq0zT28D2YID6UjQ+1ea6V8ZNREwD2lk/rlM1eu/jO85Hm6LaD3j+Wq+rSsP28bnayRe1QvENvSuHHxbsW/1ulOp/2Xob4q6Qw5trpPyNYyo1OxXtYPqdZLCpJqnJGFziub/wCFlaLIDl7hDnumas2nimx1UuLOYuUALApjANZOlNbofPF9S7cz7I/LTA47dhT4Ls3FjBAh+WP5m+vYf1/KsmeYqxY5y65A/HgVoWNv5Fsid8ZJ9Seteji6lo27nLh4XlfsSTIcdjWbcQllPFajpn1qIw565rzOp39BqW6eWBjoMUrWyyHLKBgDGFAqwrsOwP4Cn+ZxzEv5V7McbTscDw07mVLb7ZCAOMVRu7ISRsrLkEc1tyLvbdjHtUZhDcGvKqz5qjlE7YRtBJlvwXqTXNm1hOcz2OEO7q8f8J/Dp+VL4k8OwXcp1FIEMgGJSUyWHY+5HSsDybjT9ahvbSUxOAUZgMgqR0IpLDU9T1vxZcaZNr95axSLIY/LQNuZUJC+gHB59vU11QmqkeXqc048judP4Vf7LbyWwY7EbKA/wg9h7Zz+dddDcZGM15H4R1uTzJzd3DtuVCpboOtdZ/wlmnW8yRyXKgt+ldlB2ppSZzztzaEviweTJJKOjIWH16Vw1opM8cWM7mA+ldl4j1G11DT0WCQO+4dPTvXN6eitqcR4Crk0VpWTYoq8kdEV2p7DioCvNSzSA8A1EGBryWeiNZfaomQHtUxx60w49aQIqvGD2rJmtmS4kaM4JOcdjW6V57VgeI3kt7YyROUc7eRW+Hfv2Ma6vEiZlZtjjafQ966K3BaUwPwN3zfQVzmsWltDoNvqNjq1/OrXX2bNzCqLcEJuZ4gOdqnCnd6j3A6i/DWmoXGxiCSCPxFd8oycGonLTspXZsxlQPvCrK7SAdwzXn9zqetxaihhkh+x8Fyw+YeuKf4m8W3mgi1MG1/OzncM4AA/xrz3h53Oz28DvsLnginAD1FeRR/FTVU6wW5+qmrlv8XL9GBaztT9RR9Wqdg9vDueplQemKYye1cZJ8Zrr7MIZNIsWGByIwD+dZ5+LMbH95pSj/cbFEsPNbDVaPVnoPlj0qGSNfSuF/4WrYkc6fKv0amN8T9Ocj9xcL+NZOhU7Fe1h3OxkjUdKq2twbTxHYsM7ZA8TY6c4x+oFcpoPie11/xUtjdapfWVrcvtikWaKNYu5LGQYxgHjqTgd66TwnLdDWdatbx7lmtZhGq3QXzEwWHO3gHgZxxXZhKEqdWM5ef5HPXqKcHFf1qaGvqIr6R+zgP/AENcjquopZ2xuCzDy2VsqMnGa7bxBGslosh+8AVz+v8ASvOtaRZbKZD0ZSK75K5yt2Od8QX+kaoz3cVzKLsLgZiwH+tYjOEVSxWQEdgcitCLRYpbpEBOGOMZrrreyigt1jMYYKMcjNc1SqqWhrTpe01ODga0ZiXyDjoTgGmzrErHY3A9GruH0+0flreM/wDARUD6Lp7dbZPyrNYuPVFvDPucOu0uAzNt74NNaPaxBYZBrrpPD1gx4Qr9GNZ194fSKJ3gZywGQp71axEGyHQmjBCbmwuWPoBXa+CNLuIrq5uZ0aFBEFUPwTk5zj04rnYJtW0+ANBKY0H93Ga6rxHpviXw1oOkape3dz9q1ASLPC0WBbhdrIrHH3iHJx26dc41km1YyOnRRLqEAfkAFvx4rYCgCiivOxf8Q7sP8BIACtMAx3NFFcrOhD+lHU0UUIYGm4HpRRQIr3Cg44riZ9Qn0jxNLfWuzzopG27xkfMpU8fRjRRW2H+IyrfCJoKgSSr2AGKzbmRpPEjRsfl80Jj2Aoor0F8KOJ7s7VDwV7LwBWTqMjxfZ/Ldk3OASPTFFFaPYhblaW+uoz8s7/iaWLV70ceb+lFFc84rsbRk+5di1e7OMsp+oq/FfSyfeC/lRRXNJI6ItlpJWbGcVj+JzmwUn+8KKKKP8RCq/AzK1nxM+uxW0UuladbGBUjiktkdSiL0QAuVA5ycDk813fiDi9Qjq0QzRRXrR2ZxI5q8ciKQ+in+Vcv4jle80u3kmOWj+6R9KKKyluhnKoc8HmntGo6UUVT3JJZ4VT7pboO9VT06miihDYMMBfcZptFFUI1tG15tGSaM6bpt/FKysY7238wKy5wQQQR1ORnB7g16f4JvrnUb7Vb+6kMlzcsksr4xljuPQdPpRRTj8SA6rVvm0qYnsAR9c15prjEQkDpvAooqpCZS00A3seewNdA33aKK8zE/Gd2G+AhwKQiiiuY3IXHNROoJHFFFCEzn7piI5U7K4x+dLf8AiLVdT0u30u8vZp7a2keVBJKzEs+M5JPONvHpk+tFFetD4UebLdn/2Q==", 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", 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", "info": {"video_id": "180023", "label": "turning the camera downwards while filming lcd monitor", "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": "180023", "label": "turning the camera downwards while filming lcd monitor", "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": "18ebacebd5c30b4a240f17ca53103a79bf9e3e1d77b222e66080701116d6f529"} +{"episode": 79921, "episode_seed": 3131489740, "split": "train", "timestamp": "2025-10-13T03:43:36.658813", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3131489740, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ball into cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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"info": {"video_id": "189737", "label": "putting ball into cup", "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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"info": {"video_id": "189737", "label": "putting ball into cup", "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": "7d5fc40c380a0830510ed152b9459bc880c0c41a876c29cbc24abb266884f8df"} +{"episode": 79922, "episode_seed": 688407067, "split": "train", "timestamp": "2025-10-13T03:43:37.193856", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 688407067, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving color pencils up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "217653", "label": "moving color pencils up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "217653", "label": "moving color pencils up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "af5b579d6653e4387b089a1cb9a50b63a11e41fc445ba1443b29279f13cacbc3"} +{"episode": 79923, "episode_seed": 105511663, "split": "train", "timestamp": "2025-10-13T03:43:38.759768", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 105511663, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sugar pot up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "101877", "label": "moving sugar pot up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "101877", "label": "moving sugar pot up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "64f0edc76fb0d79427852b460a981a5bdd3e99dc75b9fa45c9a7fc184c889f5b"} +{"episode": 79924, "episode_seed": 1452625863, "split": "train", "timestamp": "2025-10-13T03:43:40.790241", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1452625863, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 letter is inside the suitcase'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "215329", "label": "showing that letter is inside the suitcase", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "215329", "label": "showing that letter is inside the suitcase", "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": "cef5d6f7937b7d26a3c864086c53f14c96c59be52533b72ad5ec78acb2b75dd1"} +{"episode": 79925, "episode_seed": 3257599861, "split": "train", "timestamp": "2025-10-13T03:43:42.158985", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3257599861, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 filter upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "15259", "label": "putting filter upright on the table, so it falls on its side", "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": "15259", "label": "putting filter upright on the table, so it falls on its side", "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": "c85a2d5cbf34bbb1bd24faf8b295a0ba93fce8bc2ad1efa91b58cc27c4995fa0"} +{"episode": 79926, "episode_seed": 826610657, "split": "train", "timestamp": "2025-10-13T03:43:44.102816", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 826610657, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking four boxes'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "99765", "label": "stacking four boxes", "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": "99765", "label": "stacking four boxes", "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": "9f2a34e3adce1ec4005260b039c23697a2d667dea3cd212e245a5847c2730b25"} +{"episode": 79927, "episode_seed": 1412954653, "split": "train", "timestamp": "2025-10-13T03:43:45.250535", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1412954653, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 knife behind 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', [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": "102178", "label": "putting knife behind cup", "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": "102178", "label": "putting knife behind cup", "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": "40d072f061b7786f54c103fed175c5fa848719d7c4afc1a6cd75e83ebc15bf57"} +{"episode": 79928, "episode_seed": 3461258382, "split": "train", "timestamp": "2025-10-13T03:43:47.065423", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3461258382, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "86056", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "86056", "label": "lifting pencil up completely, 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": "bc2acb89c6b058d5e1e7a1908873c40a7b4ca5db0a21b75eb945432f5aac80e7"} +{"episode": 79929, "episode_seed": 2034031045, "split": "train", "timestamp": "2025-10-13T03:43:48.117831", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2034031045, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 smartphone next to rice cooker'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "148681", "label": "holding smartphone next to rice cooker", "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": "148681", "label": "holding smartphone next to rice cooker", "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": "227b06654f74e4efb7d206576e31a496e86b526bec52faa131ab0bb9028e3266"} +{"episode": 79930, "episode_seed": 3636716978, "split": "train", "timestamp": "2025-10-13T03:43:49.716155", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3636716978, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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"info": {"video_id": "28766", "label": "lifting box up completely without 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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"info": {"video_id": "28766", "label": "lifting box up completely without 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": "b0c044ae5cc4373b2cabb9f8722334c71d059e6fb75ae5986c38b7d76a83fe89"} +{"episode": 79931, "episode_seed": 96547939, "split": "train", "timestamp": "2025-10-13T03:43:52.307325", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 96547939, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging charger into cell phone but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "56849", "label": "plugging charger into cell phone but pulling it right out as you remove your hand", "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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402cH7FYXEnpJdRpEv4AAN+grSq9bkRi2rHNXEvNYurzf8Su8xyfJfgf7prpZ7e3cHdbBfeOUj9DmvOfFw1E3sljaxp9mZflLSqGfgZHUcg1EGpMJQaHeJG8vSLRtyqpXCjPXao/xqHwroj3Nhc3hbbtRsZHU4J/pWFf2OpG1tYbyGWO2idvJRfnCBiCQDnpXUaf4jlsdEn09tPiQ+W6rINyt8wIyc8EjNdMbWsZSUjlPCmntqN6yJKsbfLgk465q/wCLrlZbGySKTdGu5SMdCDjP6VX8Nazb6DBfNLaSXEjhREwUFVYZ6+nWsueZJdGjLAmY3DHduOMEZPH1qloPqaFp4t8QWIAh1a62j+GR94/Js1sW/wATNaiAE8NncD3jKH81I/lXBiZx3z9ad53qKhxT3NFKx3b+OLW5d5JrO5hkY5zHKHX9QD+tdFpvi/R5YUj+3+W4/wCfhSmfx5H615HvU96epz0NQ6cWWqjPcxdLPH5kRWVP70TBh+Yrk/G12BouxGwJJUUjPUdf6VwFvcT20gkt5pInHRo2Kn9Kt6jrd7qVnHDeSCVkfIkI+Y8Hr6/zpRpWkmhSneNjuNJjVdItQyj/AFC/ypCp85dp24PYkVS03V9OuYEhjujDKEVRFcYUcADh+n54qWR5IJwsisjdgw6/41jJNO5tFpqxQ1bTre5nG+JzKAMSGTJHNUnjaNJI5badyQQpMeR14zzj8c1a1HUFgnDyE7VxnA5oj1yzuIztnCseNr8GtYSkjOUIt7mDbzajocpe2uJrV3/jgmI3Y9cfWty1+IniW2xuvluAO1xErfrgH9awdauAzwiMjIyTj8MVmCdu4BrRLmV2Zv3XZHoTfE65u4fJv9OiYZBLW8hQ/kcirOm+N9LS6DyvdwJjgOgcZ+qn+lebCZT1yKUOp6Gk6cexSqPue6W3iHTtQUC1vreUn+ESYb8jg0+afacOpU+/FeGKa1rDxBqmngLBeSeWP+WUnzof+Anis3SXQpVO52PjS5tm0GRSrLc+aio6/dZc8g+h/TFYl9HaR+CbSSWIPdMoWLPRASSTj16Vn65rqarp0QCmOUS7pE/hzg8j29u1bc0FreaJAqstzBDGm5oW+ZCB0I6j8qv4YolWcmcCuVI9jU8f+t4/CpLy3KyTSpjyg/HPPPtTVkjQx4JL4+YEdKu9xF+awkuIY2ihDFMhskLuPse+K0LPxj4isAFg1i72j+GR/MX8mzTbW7iFoxZ1Kgk4yM1zQncd8/WhatoJLl1PQ7X4ra9AALiKzuR3zGUJ/FSP5U9/H9rdSPLPZXMErHOYpVdf1AP6154J/UflS+Yp74pOnHsCm+57PpfjbRZrdIjqHluB/wAvKFM/jyP1raF4txH5kTLLH/fiYOPzFeAq2ehz9Ks2t1PayiS3mkhcdGjYqf0rOVFdClNntNxLHNGyMAykYIPeubbSdMsHnuYrSKNgh+ZOMDGf6Vz1l411CLC3qx3qesg2yf8AfQ/rmtHUdXgvPD19d2pkA27GjkILRseB06g9jgVn7OSehTkmtTE8JM51G4ulTcdnrj7xz/StnVYLTU5VLWi+aMDeBhgc9KzvCgMVjLJyPMkwDjqFH/160boiSby2OMkElWK5+uKucvfFCN4mf5VuYbj9zcs0jEIHi3KQOB834daxLd9V0CdnguprVpP4oJiN2PXH1712RcpDgLhQuAF6AVx/iKY5t9uQfmz+lXGbbsS6airm3afEjxPaYDX63CjtcRK/64B/WtJvildXcHk6hp0TLkEvbylD+R3CvOBcN3ANOEyn1q3TT6EqbXU9P0vx1pS3YeV7yBMYAdA4z/wE/wBK6218RadqIxaX9tMT/AJNrfk2DXgocHvTwelZypRKU2e9TThWw6lSemRisLV9MsNSIe5topmHAZhyK860/wAQ6rpyhbe9k8v/AJ5SHeh/4CeK6K28ZwXSCO/tmt2OP31t8y/ihP8AI1m6TWxamupqPp9paxKkECIAMYIzUhlJsn86NH4PynvTHkju4fPs5kuYgOWiOSv+8vUfiKrSTZtHIPGO9RqnqaaNGUmnWsRkkS2nRHPIg+YDj0JzWTrOnveyLJZwttUfMZE8tifoev1ro7WQ+SeQeegqC9mAZQwOBW0ajsZukrnnVFJSitznCjNFFAD1mZff61IXDYqTT9MvNWuha2MDTTFS20EDAHUkngVbGgX8dsk88JjjY/dJw2PXFJbj1K/FX7XVbq1jEQkLwjny35A+np+FYqu8TFTzg4IqzHKr9Dz6VLRSZqXPlaouUch/+ebnH5HvREk0Nk0ZC+UDypUdazq2/C1kniDXDpl5qE1sjxSNGyJvLuqFgvoBwTk+nvSSKv1MC8KBYwkYTBJOD16VUqWYsVQs24EZFRVa2M3qwzS0lLTEKrsh4NTJcdmH4iq/etnStAbUtNurw3UcHlHbEjKSZnxkj247+4pMau9jPZgwAHQk1bimkhcSROyOOjKcGpItCu3sVuMqu4blTvis+O47Px70NaAaMkyXIInUBjzvUYz9RVRrby5A6nIzkEc04HI9aZJI0aEoSP61HoUWJ1ImDMFLcHpis6ut1zRtMg8O22raZqd7PuuTa5uoBGtwQm5niGd21ThTu/vDvkDkRWkSWxaKKKZIo4qRZnU88/Wo6KAubGj251bUoLJZFh8w/NI4yEUDJY49BXQjwvbBZme+MsD8Rsi7dwz3B9x0rmdDnFteyyH/AJ95APriu0fMVukQ6Kq4H4CpS96xtGN1dmLFe3nh9vskcgmtSS4jkGVOe/sfpWjDdWuqSq8EnlT94JT1/wB1u/0NZWrJvG8fwYz9DWSD6VE4K403F6HauWWF1cFSvGDXIeJDk2x/3v6VteFbiHWNei0fWdRuYLaY7I5lmijEXqWaTjGM8dScDvWD4mtpbLVZ7ORp9tvPJGqzgCRcHGGA4DdM449KUItNBOommjGooorcwDrTg7L0JptFJgWEuccMPxFaVwyfZ7N0I+eHn6hjWLU0kjCOMAn5RxSsO5pW9zNbSrLBK8ci9GRsEVvW/iMXEZh1JOW/5eIgA3/Ah0P865GK55w/51aDAjg5rOSvuXGXY7SCPZCJIpEmiY8SRnj8fQ1BduTPiuWjvrmxBktpnjJODjv9RXV+IPDuqaPoekaleyzxXl8ZPMgZCBDgIUUnHDMrZx26dQajksa+07nnmaBRRW5zi0UUUAb/AIcleGK+aM7WYRoSPQtzXQahcSyyuXck9KKKUfiOiHwHDXoC3kuP71QAkHIoopmD3LkTF48nrU+n6rc6JqqahabPPi3Bd67h8ylTx9GNFFR1Lexnt0FNooqkZhS0UUwCug052Gk2oB4+0v8AyFFFTIuG5s72MQOeg4ri7xQl7Mq9A5ooq3sOoNhdg4XsasTHCHvz0ooqHuStjW17xZJ4it7aGbSNMtTboscUlqkilI1BwgBcqByScDJPPrWAOlFFVEkWiiimIWiiigDWks47ObTmjZz9pt/MfcR1OeB7cV1epZ2qcnlRRRS6m1P4TnrskWs53HlD3rMt3LxgnrRRSexPUtWGvPo8lxGdO06/imZXMd9B5gVlzggggjqcjOD3BqhqmoXOq382oXkplubl2llfGMseTwOn0oopLcllKloorQkKBRRSYC06TtRRQgI6lhkZZAoPB7UUUhotTEiPg9xV298S6tqml22l3t7NPbW0jyp5kjMSz46knnG3j0yfWiioLe5//9k=", 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", "info": {"video_id": "56849", "label": "plugging charger into cell phone but pulling it right out as you remove your hand", "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": "375029dff87d01a620c41a93c69ed22707d56ee7bb8c5eb1b66f2c7c58139d38"} +{"episode": 79932, "episode_seed": 1421359180, "split": "train", "timestamp": "2025-10-13T03:43:54.391570", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1421359180, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying ceramic cup on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "106296", "label": "laying ceramic cup on the table on its side, not upright", "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": "106296", "label": "laying ceramic cup on the table on its side, not upright", "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": "46730fb3b0f5ff4dea79a618fd57ff38dcca76ae4ba315f57adcecd0ef13e522"} +{"episode": 79933, "episode_seed": 3419519067, "split": "train", "timestamp": "2025-10-13T03:43:55.312874", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3419519067, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 controller behind shoe 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, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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xOYnDYz9atTJyar7Oa4nue7GzjZnWaDifTWO1PNjLht7EHafmG3twa6S3jWZQc88ZHt6/Sud0iSJ1+9tRo1cgdyvBB/AmtiO2R7hQQ4Uu6qpbgLgYAx29PSvdwz5qSPzTOKfJjZrvr9//AAQRAsk0nBYLsT8OP61iR2gG4KZtxUlQi4J5B4zXTQ2P2ad+d0bJ8qqOc5yaxrYSsm6QKh3b/v5x1H4DpW0FZs8qXkS2Sh1bZ9zccZq7ZOGnlVlwUO0fT1qHToHjCqGcnaVckY3EfxfjmrewRMzdCTmscRpY9fKoJuUn2sLOwC+lZ72C3sE0hvba38sgETPtyDnketSzuzj5TWHcu/mMH7Vxzkup9JQpSfwuzM7UoreM7YbgzkdW2bV/DPJ/SsWRea17kDms51rgnqz6DD6Rs3cl0+WRLqFgNyROHYHoRnv+dd4gWK4VdwYFThdm0gA9MDjjNcPpkiR3JR8bZFKV2VtJFParwCxKNKS2CCOCfY8Zr0cvldNHynFNLWFRLy+/+mXLr7O8KrHMpMh2jB7GsvVkLm0IZY0VeGJ56joPpWxBZQzWp4CZZtrKPfiqWqkwJZxRxuXIKb0AYjGM9fXFd9tbnyD0MqKPy2VjKpbCsoVSeckH5u//ANatViIIvOK9OpHfmqzxMSgYCKEybju6qSBjGO+7rWksbS2gWQDPQ4HvRV0g2b4OKnWhF9/6/InhRFgXb6daqXbYVuanLeWgUdqy72ZlUkLkVwSlofW0YNyK2q6LfWrE3SRwp1DySABuM8dz+ArlblQHIBBHqO9bNwTJyTk+9ZM6c1xVWm9D3sGpxVpu/wArfqykreXIGxnBrqPDh+1JMrKplD7lDEgFSMED1PFc0U5rptDdWSII2xmjMeR13A7l/lV4SVqqObPaSqYKdt9/u1Oms082Fct8wUcZzn3HrUbQqt+S2CIgQPqeajEEbSL5fmLEHQIBwuCDkgjsfQ96uR2BgukcN+6IORyTnGK9mUT8231MhFuEstvnAOFxvVRhie4X0yavi5stMtGvr+eO3twRlymMk9TjryabHE0kil1jyz7EkVsny+CT+dV/GEdvqXhTU7e2VpJUi8wYUk5Ug/0NXL4XYqjbnjzdyvJ4v8OuTt1mBR/ut/hUJ8SeH2GRrdtn3DD+leKE89aN3vXmH2UUlsz1i71jR2JdNWtW56Bj/hWVcavp7ZxfwH6NXnu4etG4etZSpqR2U8VKB2b6pY/8/UZ+hpiavaxyB0ukDKcg1x24etG4etR9XXc6P7SntZHrWha0t2pMd1DsLqh3MRsB4wPx5rurFd9oCq7cZyAe4PNeS+EFlSzUQyKjMctuUHIzx1r0/TJ4IIMXNzGZnJZsOByfbNetS+BI+CxzTrzkurYavAyNBJ5hChW3Bj8q9Mk+/HH1qpaQFppGV5DE20byeAOuR3BINXr6dJ3twtzEPny/RgydxT7V2t4AzW0kssjZwq9B0FbI4l3Oc1Tx/oen3s1hKl55sDlGZYwQT7ZPSs7/AIWF4dY/N9v/AO/S/wCNcp8SrGS08WSXDptS7jWVeeuAFb9RXHbh6151W/Oz67B8nsItdj1a48b+Hp1wJbwf70I/xrKn8UaQc+XNOR2zF/8AXrz7ePWl3j1rGUFLc76dd09mdjL4h08tlXlP/AKrtr1kTwZP++K5bePWk3is3QizpWY1FtY7TT/EdsJ0hDy7SwP3OmOa9L0eYvKC8m9mdkLPHtIPUY9e/NeH6M8a6lG8jqqrzknFesaHd2iukkupGVVO4R7i3P0Fd+Fjyx5UfLZ1W9tiFNvWx2/kqdxJ+XHB965g2iJB9n8s7Snyj+FVzjBPqc1t/wBr2bAYfZx0KNz+lV7W0eRvlSbaZN7K/QADGB7V1xPCSuynquot4c0ObUfsguHi2jZuwoGQOvtXEv8AFJZDl9HBP/Xc/wCFeia5YXer6LfWEiRxiaJlj5zz1H8q+dHO1iCCDXLib3TPfyiUXCSe9z0f/hZ1uRg6L+Vx/wDWqpP49s5s40uRW9fOB/pXA76N49K5Wr7ntRqKLumddL4ugkziycf9tB/hVVvEqH/l1b/vv/61c5vFG8elZujF9DpWOqR2Z0H/AAkS/wDPsf8Avuut8L6o2oRtIYZcq6ltsgG7t+PHavMd9dr4WeA2yRSRytjnKxk9a3w1NQndHk5zi5VqChN9T2CwdZIGVny6Erk89On6VW1q33SWpQuHXdkA/I3A+97d6i0u7+z26xwWc5XuzKMk/iaL2Zptu15baTBCmRPlySP8MfjXopanycnroVbeIyXPmQu7qUxuB+Xk9cH0xxVXWPGujaFdnTriO7aVVViyICMEcYya37YiDzZvIaUFsRqifwj2rzH4rWUq6pZag0Rjjnh8s5xwyknH5EVnXvyaHflvL9YSl/TNn/hYXh52+b7f/wB+l/xqObxx4dmQqJrxc/3oP8DXk+4Uu4V559Smlqmehz+KNGJPl3ExHbMJFZ8viDTmPyyyH/tma4zcPWjePWs3STOuGMnDZo6t9dsT0eT/AL4qS18RW0b7FlkUPwcIePeuQ3D1qxYFGvodxAUMCSTjgUo0EpJoVfMJypSjK1rHtukXYmkWQyq4ym0GPGxWHHPfn+ddQIdxGTx3OelcDos8LbDLqi+TwTGZAenauyXV9PKLsuY1PqW61661PgJ2WlyvZ30UGc6ZIvqVKNn9avNqNnIMN5kSngh4mAweD2rDtd1xaWlxJFIPIbY0EYIZx90E57Z5/WtOSSezWXfZyTNhmjWBxwOyn1b6VoZPXc+c76Nba+ngHSORk/I4qvuFdN4z0e4XxXdStCES5bzeGJ2EjnPrzXOtptyqACPcVIy2/G4fSuB09T6GOYJxWhHuFG4VYg0uSVGd9yEjhc/d+tIdKbKjzGG3G454b6UuQf8AaEexBuFGcnAq7/ZMYw3mSYJHANXE0aBJAXLNnHyk8UcgPMI22Nvw7LpaXbwyJEdihgzEYbjoCTya7uwv91gpt9OjD3LYsyY1w464bng8GuF0y2t/Mig8sGEYIGffPWt/Sr+81LxRNp39sT2sX7xoREm7JCEqBkcdDz+Heuqm9Dw6mrudhFqANwyWMFsrRgecHQqQfTgfrWpDq07rhrRHHrFKP6gVwvhHVdSvbyWS5uHkhKr5rnbkZBxjj2/SuxtbYwWwiiaGKKByYhuyZh1Ab0GTWyMjhPi2POtNMuvs8sflu8RZwMc4IHB9jXlPmA17Z48tbjVtBnhla0iSJkZPL5YuBznPTg/rXkP9kONjFk8zoRt+XrXLWgua562Exjp0lC2xR3il3irQ0iTzPLdkMbHJKjBz6VPLpUKOGAXLDaFPT/OKy5EdH9oeRnbxRvFaEGl22wjG9TyCatQaXaujgxDaOcetHIh/2h5FfSrhIfMZI/NnyNiAckd69P0XU5ryWGLTlACYeV3BUZH8B471xFtBDDgJGqsc4IWt6S/nsdEMllI0U4dSzRgZPbk/56VrS0djy8TU9pJyO5Go38dvNdPFJslbZDGBuMLD5fm6ZBOOlWory7g8k/amPn/6sNGDnjP8q5C/1G6g0WDULDX9RmVrj7PmdFRZyFyzR452gnad3qPcDq4I2srdVnkCzI26OZlyFUnoPwrpRyGqt3eHBdIHI+q/4186eIoWsPEOoWzqAUnfgdME5H6Gvf5bqFYpWtL5ow2S7kA/Me/P8q8m8YaZbXGutewzvKrgB2OcSMBisqyTSOzB13Rk7dThfOGM9qPOUEgnkVrNpMTKVWV1CEYUHhTUltpsaRMXO9jwzHqa5uVHofX59jFM6DHzDmjzlzjIz6Vqmzgyo2ZVDhOOmP51aFrGxVUjUu2D0o5EH1+fYwg+5toBJ9AK7XQ9Tnt5jN9nc27KAgH3gemSPTNVBBHGQQoHGSSK0tOk23CSHIx19qqKSZy4nEOtud5YW2oS2QWSYA3LZnC9YvdTn2FaH2i/iu/LKQZVcIZCT5gHVgB9RmuL0XU5LrxU+m3WrXdpbySbUaKaNFi7ncXGMYzx1zgVqaRcaq+s3qSz3UjWVx5OLnbujjJbdkDI3fKvSutHms7GDWLkja1rC/Y+XLjH5iuN+KR+1+Fo5Ps0yG3uVcs2CAGBU8g+uK6q3tVAmjhkjhhdxN52d0jEnLDHTtisnxXDcaroV3Zy/YoYmhyxQlm35yvXtx1omrxaNKM/Z1Iz7M8F8wetG8VdbR5APmZBIpOOPlP1qNtJmEhBMexz8xAwV+lcXIu57f8AaHkVtwo3itCXSYowr8AqMBSeCe2abDpUGWBJYNnv09qORB/aHkUdwq7pskSSyO6h3C/IhGSx9qtQaVas7ps4x6/yq/aWdtAV2RKGz8pxk5x60KKTMq2N54ONjr9E1QTQ28FhEgu5Mbiy4EWME7uO/IrrV1S4V57meFks4R5cifeZX67v93B659K89N5LYaQ01q7RXLSIpkQfMVGeK2tW/wCEk0XRNNvLrUrxZbveZIWXAhAClQxx94hs47fnXVB6Hjy3PQrvT4m+ZHlib+9G2DXI63f3WnusEUzMHBJaTlhjkYooq2Sjl9fhBhtJ3d3llQO7O2ckjNc+6hM4z83PJoormnudENhkZ/c/XmobKNbm7MT/AHQCcjg5IyaKKk1F3lLOO4wGfA4YZHPtVpnJVjwMcDHYdKKKZJagkKTIgUbWZQevQnBqCLVLnT/EtxewspliZym8ZAypXp9GNFFa0zGod78MYkYaqjAMAsXX/gX+FdjHo9lPGkvlGN2UNmNiMEiiituhj1Oe1LRreO0F1JJNPK0IOZn3AH1Ary27YRu6hVIUMwyOhHSiisKhtTIN53RN3IH61HcsxlIDEYJAI+goorJG/QsxIv2KKXaNxOw/7XOMn3pLWV5IbglyBGpKqOgoopkJ6khkZNQiiXGH6nHIx6VPqsjjQg27OZQcfjRRVQ3RMyzqHiWTWra2STTbC2aFFWN7ZXUoq8BQC5AHJJ45PNe6BFkVdwB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", "info": {"video_id": "18111", "label": "showing controller behind shoe box", "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": "18111", "label": "showing controller behind shoe box", "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": "a8f214bffbc5cbdcd749b7b3165071041b8e3a5a4805c8d532ad7707f62fc659"} +{"episode": 79934, "episode_seed": 2694138281, "split": "train", "timestamp": "2025-10-13T03:43:56.295859", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2694138281, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box of condoms 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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", "info": {"video_id": "215618", "label": "pulling box of condoms 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": "215618", "label": "pulling box of condoms 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": "ca0f1735151339d09d7317955cdb274af9bff4e13df76a4f28df12484628858e"} +{"episode": 79935, "episode_seed": 2151952020, "split": "train", "timestamp": "2025-10-13T03:43:57.430779", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2151952020, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 2 deodorant sprays onto cardboard box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "171033", "label": "putting 2 deodorant sprays onto cardboard box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "171033", "label": "putting 2 deodorant sprays onto cardboard box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9a5d7aa8c7d1140fd7df5767c1737a70c24610c549a37fec5e9d6c610abfadc2"} +{"episode": 79936, "episode_seed": 1114807958, "split": "train", "timestamp": "2025-10-13T03:43:59.274396", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1114807958, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water onto an umbrella'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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6j3ratdRSdQUYEVx/iDRntpPMhYgnnAqh4f1GaG8eCXdt6gmvnKylF3PagoziemecGGc1xHxCjil0+KV+WjyEGe5K8/pW9FfKyda5Xx3dL/ZcQJ6ydPoM1rgJc2JgjDEU+SlJnl/2eObUlbcAqgg88ZrYhntlQxoQd2AxA6/T8qyYX3oZQvLMcfnU1rFteYyNuO4EKB0AGeK+0s9D59tak63Es92ba33YlBUovJYAe30rAu/DF9b3RkMMhTOQdhrsdDsoJr7z2KtHDGRkjox9R9AavXsUYO+RpQgGR823cPYCl7bknZFKnzQvc4K3t5LeQeYpCsONy1oNMHQKpHQ8Z61oaldCOQfKoAjKRxqxIXPJZs9WP8sVy99ctGWZWI5IJx1rVyctWZqNnYs2TiLXIJuAgmXg9QMgZPpXvfhLXxrOjRo7MZ7YeVLu6kjjNfNMd5PJcRjeNzMEBHua7zwV4uNh4sbz3Atp5Wjlx2Bbg/ga8jGw5mehRdj2u8sIrvY0i7tvQHpVVdPgtiTFCiE9Sq4rbCgoMciq88eeleRZHQ29jwy7lCRkt0BAqe3beQwxnHesHWrzE6xIRkfMcdParVrqKLaqQ2SePyr6aguWml5HnVVzSZ1lghlkChcvnAArdkg+y25OfmwNwHOfeuM0fUduqgFhhk28GuxurmL+z4lXJYqc+1Z1020kXSskc7dyZJweMcVmybed2OPxq3dg5JGQM8isx5VdmU5+WtI6Ihq7MjW5GSI44JGTjvzWDKdvh9Cf47pivuAgB/mK2daQuFA++Tgf4VU1WxuJpXtbS3klh06Mq5RSQMH53Ppls/gB6VlWktDWnE55CS456V3fw/Vn8QWygdXrh4U+fpXp3wusPtOthjwFXrXn15aDmdn4/JD2nXjfj/x2vPRdD7cYwRgDn616L8URHY2unSndgiUk/TbxXjMF4UvBI3Jdun1rpy6NoNvuFfVJI7aEgKpLYOMkV0ukQpOiOXUIT8vfca8+/tTLsM4A4FdZ4V1FPJiWTkRnkZxwa7at3HQxpqz1NTU3EQCrkL2z2NU9K+fUrdSf+Wg6/WpNTn82Qnao9hVLTnWC/RyfusD+tc6i1TZrJ3kezXal8D0qvDAd4GK0igf5hyDyKZGgR8d68FysdiSJkQIOKiuYFn2lhkqeKnpDXPN3Qk2nczXtEj3MBztNfLWpXKqzygKo5IVe3tX1dOMo30NfHOs3LJcmAldw67Rge1dmVe9VfkLESvA0tJlLwmSTorHA9a0rCdWukVnBVjxn19K5WK/a308xAfMzZLeg9Kt6XqQivbZzyI5A5/A19KmrHmuOp6XqtgP7KVdm1FG5j0J9q5Cx2xW0zFO+7B7V2us6iLm2jSPo6g5Hcda5bWYTZ6Wzg4cjJHtn/GuWne+p0SSsUFmMszsQFOcEjueuf1xXsfw/1mW40g20j72gOBn0rxK2uPNiR+Azcmu9+HeoG31kQO3Eylfx7VnjYc1N+QqDtI9SvB9pxvHyjqBXLsqreXDRxEL2OOK7ZbcNg+tE2nRywshUYIr52rDmPUpVOQ4b+0/KG0muZ8Yah5tpEQ3KhsfpXT6p4WvQ7NA6le2eteXeKZ54beMSDALsB77etVltFrFRfr+TLxVaMqLRX0ycyW+w9nIq9FcHJiGDnIB9M1ydtrC21tIqk+bzj2z3q1pGoI93AJzlPNBYZ6juK+zjblPnpRdz2vwv4aZ/DRv1gZpSxlHzbSyKMY78nnFcb4t1sWl7kKhZ1DBEzhTnBBz1Ix+te26hqen2nhgyxOqwSW48va3YjgD86+ZPFeoNqF+WVEVY8quM5YZ4zmvOwnNVquTWh1VbQhZFC41G4muSwkYktnryT1zRdqJY43dgSoywHFZySHzFK/e3AjHrVrVZGW0AcHcTncOATXpysjlincpWMxm1u0X+Ezrj6ZplleslzuJ5JyabpAK3r3jcR2qGQn1OMKPqWI/WqKNtcV5VfWTO2OiPqz4ceJBr/h5I5X3XVqBG+epX+E/0/CuslXmvnD4b+I30TXIZGb9xJ+7lH+ye/wCHWvpASLLEGU5BGQa8erHllodEXdHyjc3LSyvLnO48ew7VMj7LeMDPfFZyMZBkjGTirc77I4wP7tfSLY4upp2NyY2VweQetd5b3a3Nkj5J4yw9680tpD2NdTot2TG8DdTyv9aqUbom+pqTsAWB6fyrLlUAmQHJ6Vdlkyzg81k3EoVW5HI4xUtaDW5j6rNmUYbGDke1bcMmoXunPqclusNnGWAEKbVmnYEZPqeSSegxgYzXPwW0mpapHDHyzuAM9K9j0vRYv7Lht0RTHFleRy20EZPbq2R7k152LqKNjqpxPFhp0sbZEZA+lewfCKwG+aYjkYAq1J4Yh2Y8sflWFoct/Y+Kr3SbfV7mxhLSeWsKg7mVdwXkcdDzXnzq8zHKnc1fjnKY7bRIR0dpSfw2f414zAd1wMdOCK3fGWt6lq/2BtQvpbjYGKCQj5c4zj9KxLXAlz+Fetgv4KMZqzsTmUmTtjNdBol8be7UsflPBrkxKPMPPQmtO1kIIw3TvXcldGUmeg3EgdM+2etVo5Asi5OCTVWG6+0WaycZA2ke9NeTgc98Vm46WBPU958O3y6hodrMDlggRvqOKsXjGFlfseK4b4a6pv8AtNmW7BwPpwf6V39zGJoCK+dxNOzcTvpuzTY2GZZFBB5qU1iJO1tdbD0NZ3jrVLuw8LPc2Nw8EwmjUOh5wTyK81S15TWpT5dVsdLLja30NfEdzcG5vZpieXdmHtXvup67qkOjx3tn4i1KQGYwZmRUExC5Zo++AeDn1H0r55RkAY9STzXsZXDklK/kctV3SJHcvGdq4RRjPvRbSmM5zzTJH/clV6d/rUUeSwAr3FozC10eo+Fr9dR02NJmGbdtpz1x1H+H4VFrV217eNHuHkgfdHU1y/h65S3ugkjEI5AJB44NbMkqvM0m3buzj6ZpqFpXM3LQoyW5iddg6CtXR9TOn6hb3AOCkgNZU8myRiWOO5PQVnXF8Y2GPWs6yumXTPruxYXFpFcJyjqGB+tWmxtrg/hd4lTVPC0MEj/v7b92wJ7dv0rtZZl2nBr5qa5W0egineuqI7MQAASa+fviaqw2OmSLwZmmP6qf611+p+IpL7x9d+H7nW7y2tZpjErQzRIkK4BO4uMYxngck4HevNPH016LqOzu5blhaySxolxjenIHIHGeBnHFdeBjasn/AFsYVnc5JH/dy5Gcjr75qSzlaOQPnoeKgDkQOnYkH8aI3IOO1fRR3OdrQ9NtPFVxdeGRayylvKISPJ+6M5/lXKXW4ylm5BOcml8Nybr5YWYqsvy8d/b8sj8avalZ/wCnFY0Yh3IUYwOTkfhirglFtI5p3ZixWjvdKQp2g5OPSrWqsGgjBTdtJ5z7f0/rVxJPKUkEHkqBj7oHr9axtUuSGdAcr29z3NZ1JamkEOt7F7nRYhGyRW/ms91PIcKpAAUHueCcAckk1naharZ3rQpKJUwrJIFK7lYAg4PTg9K2PDehJqbzXN2zpaW67n2rnOATgnsOME+4xyax9Qad9Rma5TZKWyUxjbkcAe2MV5c5e80dVtLnR+E4Tc6nbxDnLAV9R2SNBp8KdlUCvlzww00BNzbyGKSNlw69Rk16xq974p0TRtPup9WvhLc798RGBFjaVBOOpDZx/wDXrzqurCCd7njcJO0c/wAVPunb90M9qKK+hjsZMltWPr3rZs5XSZGU4IYEUUVstjJ7m/Ox3qR1waxNSYi2QA9cmiipkOBc+H8STeKYFkXcpRyQf9017jpcKeSvHUZP4k0UV4WN+M76WxpPbx46V43r95LpfjXUbu22+ZFO+3cMjldp/QmiiuBFs861qRzPEpOQuQP0qOHh8juaKK93A/wkctX4irF98/WtS2YkUUV3xMJHQ6S7DeuflIzj3q11CHJ5Y0UUSIW503w4uZR4whXdxIHVh7Yr3EAYoorwMZ/EO+PwmZqMSFC2OR0Ncb47dj4MfPP7+L+Zoorx5/xEdi/hHneqa22qwwxyWFnCYlCI0CuCqD+EAsQBznp1rxhlCzSoOgYgfnRRXs4D42cNTYjLHGO1SRDBoor2Y7mUti5G7LgqcV0gdmjVyfmIoorY5mUb4l4pgTxjNYU7s11gnjNFFY1NjeB6Zod/Po9namzbZ/oTzH3fCNk+vX8gKv6r41177RPaC9KxqxXKjDYHvRRXz9Ve8dy+E4qx8QTWGrXSy2NhfJcSiRlvYfMwy5wQcgjqcjOD3BqHxpeT388N5cvvnnZ5JGxjJOPyoorXCfxo/P8AIxlsctk4xSg0UV7sdzI0LOV42DoxVlOVI7Gu0unItklOHeRyCW5x06flRRW7OWe5matlQwU4G4HiuavDm6C/wg4xRRWNTY0pncpFHbabFaxoBG1ojH13OyKze5xIw59vSuA1JmOrXRZix81hk98HFFFeM92db2Ok8Nk/2Zd8/wASfzrr5da1C80iO0ubmWaKF2kXzHZiS2OuTzjHHpk+tFFcEviZqvhR/9k=", "info": {"video_id": "174423", "label": "pouring water onto an umbrella", "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": "174423", "label": "pouring water onto an umbrella", "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": "3bc1a1f4b42987f9900d5706aeb761daabb9293b256b051fd08a46deedc142ae"} +{"episode": 79937, "episode_seed": 1888468157, "split": "train", "timestamp": "2025-10-13T03:44:00.472159", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1888468157, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "163422", "label": "pulling pen from left to right", "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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P+0wH8q1YfBGh2/3NOg/4EN3866xznPPWojihpDuc5LoWnwAeXZW6/SIUwWUUY+SJF+igVtXIDBRVN0IBNYyWpSZQ8vDGmtH7VaCZNNdOlRYdym6fNQI88VMRk5oKndxSFc52we3jsYVeeBnVQCwJbJFW/tduvHmr/wABiJq5FpOnxIALfIHTLn/Gp10+w3f8ekR+uTWq3uK6M9b2F1KFpXUjBAQLmsjUzbWU0s9tpxikeMlpAV3c9STya69LayQ4Wxt/+/YqSaC0mXmzgU4xlVppa3Dm0seYW19K11CwileTcNvIPOfpXSeHI2iv9RV7XyneTfuKgFueQcdec/nXSpbW8bArbxjBzjaKmdUZiyoqZ/uiqd2FyoxPWoZBlSMcGrhjBqrOpHSpsO5zHiLRY7mDzEH70dK89nM1tOVbIxXr7xiY4JwQMfWsDxB4dhukMkSgMBSauXGpYr+BLqSaO9Cu/wAuzO0Z9a7L95jkTn8cf1riPBOjzCbUo3mMIXy88Hn73vXYjQ0P37tj9I/8TSSsTNpu5YSRV6hQfV5RWbf3s0F3FO2uMIwhU28OI4yOchgBls1oxaHapy11N+CKP6VPcaNYzxIDPP8AKDkFVxz9O9VrzJk6Wsefzamzri3MayfdUdT6DqOKj8N2iaTdvdpdPJNsMe1j8ijjOB68Dmupn8JWItpPs+8T7TsYt0btXmc1zd6fdvHMskT7uVcEUqkptaG1FQ6l/VLWOC6uJk2qZ33sqcAn6fiazY5MN1pWuJbhSS2c1UfenbFY8re50cyWxuW9yo/irQivlBHzVyayyDoTUsd60Z5pODFzo7eC7VyOa9JDcCvE7PUMkAt1Ne2AfKPpVU7nNiGtCC9E8ljOltII52QhHPRT61D4aPlafGupyxS3KkhyZ8g81eMQdCrDIIwahs9E0+3XCiYc5yH/AMRXRG5zNI6GO+0tUGLe0J92z/SnHU7PBEdtZ5xwSRgH/vms9dPsSMedN+KKf6VINLse1wn/AAKFf6VQJox73UtUhvw8h0lbfZgrHB83vhs8H8K5/UPECQphk+0RgYYjBVh+IxXU6l4btblGMT2pOwgfJgg+tcdqPgeRoXEVwFyvQEmnCThFIr3W7s5/TLi2gD29pPLbgMSqrKf5HisbVtIia5a6kkMzsS2W9T9KyLueaxvjFMpVgcbwMAketWxdTSqNxyDyM1zPmudvNBkcc3lnA6CvR/hvOZF1D/tn/wCzV5qytnJFegfDUn/iZDp/q/8A2aklrcib0PSFm2e5pwufzqlk9aMe9aqRhYstckmomlLd6Z7UN34pczHYppqUE9/PaREyTwECQD+EkZx+VEssoBGxR/vNWVPZiDxDJd2+mbppkAeYZO7j0HFTPHqTt8tii5/vKP6mk2gRM9wVHMkC/jWPq+qXcFrKbILNNt+UDgfn9Kvmz1VhwkKfioqCbStSmjKvcooIxxIf6Cpn0sUjDtdeuhZiO+kkjuFLgiIBtynBU59RyKzdfurvULa1FnPcpIspGXbbuJAwPwx+taMnhG7kl3NcR+mdxNSReEmGRLd8dflWtPaaWI5UdPuqQcfWqyEnk1KrdzSTCxaTAHNRvJgcd6ieTjGaYpLnJq0yWiYucYpGkwAPSm44zUTEnjvQwsWS48vPeqjurZyelJIxC7aqyH5Tii47BuAbg9DmkmkDxjJ+auV1LVbiwuC20lc8+9VtE1J/EPiV7FtWntEdJDCI03ZZULBfYcHk+nvU7g1Y7fR4kSS4dQAW25x+Na6r3NcT4Av7m+F8bidpMCMjcemc13KsDjBpoljlQE5NKxAz7UFwo4qEvvwM1WgtRku4wOEIDlTtJ9a8P16/vri4ntdVJM0TkcjBX6e1e64/GvM/ibo5YxanEn+xIR+maGhweupwEMstqu4fvYfbqKnTVLeT5XbaexPSs8TeVGy+vaqD8kn1qUjW9jo1vLYcGVc+1I+113IQQe4rnVODVlbiSJPkYihofMaqSPHIpBPBr6RRchfoK8E1nR9NtvD1rq2malezq919lzcwCNbghNzvEM52qcKd3qPcD3xD8o+gpJWMqkuaxKFzxUgQDFNXgZpry4HuatGTuOyNxxRuGahGaDTETjBaoZF5pA5WmSyUDTPN/HujRR3AvUjGyTiQY4z61wLXcunZQAy2x7HkrXuOq2UWp2ElvLjDDj2NeL6vZSWF3JbTDBB/MUmbRdxlrqNtcOELgMema9I+G6DOp4/6Z/8As1eXeF9L0nVvFEem6rczWsE7bUmjmjjWM9SWMnGMZ46k4Fej/C2Ke01jxPYTC5X7LOkSpcgCRQGcYbBIzwM4JHpUSVkPm6Ho+ylC+tSGonkxwKSEmBGOaXbxUZc96Gl4HNFguBBXJHFQ5O7rUjP8tQl+tJpDEfOOtRNnbSu+M81G8nSlZDExzTNvPWsnxNeT2eivNbTNFIJEG5euCax9Zh8Q6Jo2mXt1qF2s135nmRFcCHAUqCcfeIbOO350lG4mzphUv8IooqluURdSamjUECiirIZIQOBU0NpHKSWLfgaKK0SEif8Asu3Iyd5/GsnVbSK2j3R7s+5zRRWvKuwr6nO2yQ30xW6t4pgDwGWuR1qUeH/FNxf6bDDDLbyMI12fKNyFTx9GNFFS0rFPc0fhZwNUXJwPKA/8er0tT8mfWiiueW41sMdiT+FOjHBNFFNEskIwtUdRtYbyymt50DxshBBooqhHz9qUKQ3k0aZ2qxAzWcVFFFI0JYrdH6lqkkhRI8gZwR1NFFAPY3Nb8WSeIILaGbSdMtTAqRxPapIpSNc4QAuVA5ycDk819DpyV+goooe5k9iU9cdqiXmUg0UUIl7Dx1pDRRVCGt0qB+c0UUmNEB+6a53XfDVhrMkbXBlR+m6MgH9QaKKcdwZ5hf3cfhTW7+xh0+x1C2aUHZqMPm4ZAdpBGCPvHIzg9wa7j4S31zqmoeItQvJTLc3LxSyuRjLHeTx2HtRRSqdS0eluSDUVFFZIoRvu1G3WiiqAjcnAqPHIoopARSd6ilYhwAaKKhlHP+K2P9hPz/y1T+dcjd67qV9p8On3V3NNBA7SL5kjMSWxnOTzjHHpk+tFFVDYUtz/2Q==", "info": {"video_id": "163422", "label": "pulling pen from left to right", "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": "a8a902c7719677ad59ff31cccb53aa748a79505bb11a0a172c6ffeb0093351ae"} +{"episode": 79938, "episode_seed": 4201970958, "split": "train", "timestamp": "2025-10-13T03:44:01.706034", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4201970958, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting nail clipper next to plastic jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "67460", "label": "putting nail clipper next to plastic jar", "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": "67460", "label": "putting nail clipper next to plastic jar", "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": "b4d67da940376d4ec39c7c12a209c176f0068fe229ca909f98a851b8a22dbe53"} +{"episode": 79939, "episode_seed": 576383829, "split": "train", "timestamp": "2025-10-13T03:44:02.486371", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 576383829, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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zGpUkpco7k97Lm3f6U8SHaD7VQupMwv8AQ1KJP3Y57CrUSWyyz5U1mTtiUVd8Px2eqeKF03Ur+4tYJn2JLHNFGsfcljJxjGeByTgd6yr6OWz1m+spRcKbed4glwAJFAJHzY4z644pxeonsThqnicKetUVkHFSq9W9SUa0bKOQBk96lJVxhgCD2IrPglyOe1TiTBrJxLTNBJQqgDgDsKbGscchZRgmqZk9KkjJ71nYq5cklyhqpbP+6b2dv50sj5Wq1s+EcZ/jNXGJLZaZ/eqc/Oah1K4eK0LRsVbcORVjxD4e1Xw9oGk397LcLPfGTzYWjIEGAhQMcfeZWzjt06g1WwjnImNX4WO0UUVp0JLCk5qYOcYooqRihjmng80UVIycdKguGJif6GiihANRz5Kf7orIj1W50fXDqFrs8+Fm271yPmUqePoxoopy2BGdAdvA6AAVdRjRRVR2Ey7GxKirCMcUUUMEOLHAqtITuP1ooqWUc/qnF6SO6g1RJ+aiimAuakLEIp60UU3sI6TWvFcniG0toptJ0y1aBFjiktUkUpGucIAXKhecnA5PNUYmOKKKmASL0DHpU6k0UVbEh2403JooqGNAKlzRRQMgnY+U/wBDT1c7FH+zRRTJZUh159IuLqNtO06/imcOY72DzAGTO0gggjqcjOD3BqpPqF1qmo3N/eSmS5uXMsr4xlj7Dp9KKKmPxD6EiMcVOrE0UVoxFmJj61Y3EGiioYx6sdwqyCQKKKSGRSuQ3Wq9uxzL/vmiimhFbVCfsp5/iFVL/wAR6tqWmW+mXl7NPbW0jyoJJGYlnxnJJ5xt49Mn1oopS3BH/9k=", "info": {"video_id": "154511", "label": "putting coin", "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": "154511", "label": "putting coin", "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": "cf1a06f9229eb65fe7bae3dac580e6ca17f0f5c2db38d5f3580ac61e3c333a28"} +{"episode": 79940, "episode_seed": 3530860987, "split": "train", "timestamp": "2025-10-13T03:44:04.382246", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3530860987, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wire and a box away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "83818", "label": "moving a wire and a box away from each other", "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": "83818", "label": "moving a wire and a box away from each other", "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": "0cd3299649e7007c34d5eb8666844f7d7557e027cd2b1033f188af5ec1dbf4ff"} +{"episode": 79941, "episode_seed": 3680550760, "split": "train", "timestamp": "2025-10-13T03:44:05.652671", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3680550760, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 candle onto plastic plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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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qKOiimglxnBVf7xGPyqZPU87F39s0+grNiNj6nApmT50aqMnPAoZwzA4wq9BRYyBtURD6d/1qAwtNzqozPEUUsGoJcOB8yABgeu31/OsXVIl+RgflKgit7xbdQmG3kV8ou/n8q48az5sAini4QHaynnGehrVK8UfRK9xjSMsmD8oGDnNdpZTpdQQSBQCq8nHJNcYFOonbaRSSN0Py4AH1rsdOhENsiegAqHojosr6GsrfLVC9+bjvUk0/lJxWZLd7yzE8AVG5YIqcYIz6VfszEwOwAEdcVy9xqLRthevbFa+gNK4eWRSqY4JPWmeRmEKTg5dTeX7uelD/AMC/iaRSGXcf9WOp9fambicue/AoZ4JLbszXW1RkkVgroHnS7mcBc9MV0OkujtOxYAL1Y9BVaS4WFOOtOLPpcBDlpJMSK3ttOg2xqAcdaxLyaS+uTBCecE0upagwQ84rA0/V/s+qRyAFmL4FWlc7JSstDa0iVmikjONynJzW1AwC/Tn8Ky7qA2uoR3USkQXAwcfwt2/wq7byYPQn6jGRRJWZ83j4Wq8y6mgDzTxVdX24Ung/dJ7/AP16lBpXOFj6CcI5/Ck3cgDlj0FNYgsEByByT6+tJsQhcKEB9R/jWV4kjAuo5jGVZkCk4+9j/wDXWrCVkvokYZyc1jfEGSSL7EiPjd5itjv92iHxHuZdBqnfuc4usRJ5ls6Fo2YFXHY9/wAKrS3Ns0XyyDIycYqiUwvA5qIgk8itHG56qfKdH4Z1SOC9WBgSr5D+4PWtyKFtM1cw9IZ1yh9x1FcJZytBfxSjorDP0r1MJDdwqZMHy2HPcHtT5bqxz1480HF9RkbAPz0PB5zVsPng/eHWqboYpCvJ9ML1FSBwwAJwR0YdvY1zu6dj5tpp2ZaBpSwAyTxUCmXPHlsPXOKfkL8zsGbsB0FK4AxIXb/Exzj09KY482VIgSMmlyRlj94jiq8Ds2pQnGY8kZA9KZ1YWm51UXnOEqjK3ysatznCVQkyUIq2fSIouCxPpUlnbLFeLc7NxAxUgizV2BRtxQnYq11YPLaaJBIBkdzUd1shtiFGKkluFQ4BrC1XUxGrDqB1xQ25MmFOFO7itWX7CRorflyCxJNWy5bqxPtWNFqNu0gRJ4i3HBOPoPSpp79YF+aRQcZAX5mP9KLHzNWlVqVG2tWXLm4WGMkfexkCrNn5SFmCFriJCSAeQcZK+9YMUrSXiSvDIUj+bZnhjjgk1PoUc2p+LWsJ9UmtCwlaMxR7tzhNwX2HB5Pp6mkonr4PC+xjzS3Zl+JmMllp2AVDFyR69K5wQvLKiRj5mOKvXk89xKBLI8rHlcnPXsK2tH0kw4mmXMpHA/u1onaJ3WuXLC2NvbJCg2oOuO59a0gwTrwBTW/dJzVSeYkcVm9SkSXF0hyo5NYt3JuLBQSB12jNTM7yTrEmNzkAE9BWsLCKGM2bJh1cqZj3JGQT7GrhC5lXm4xfLuczDZvLKCRnHOK6q0WOOMAW4z781lwLGrsqEfKcMo6g1oxyqBzIP8/4VMkz57ESk3Zl0sz43HA9KjnlC7Y8gM5Cj8age7VELDAH95uAP8e1Y95eSi3muUm2sjKItp+ZicjPsMVKQ8JhZVZXex0bJFaafcv5hPmEKQP73Tj8qyb27Vc4Oalv7a3g8NRXenavfzwyXH2b/SYVjS4YIGZ4h97arYU7u5HuBzt7c8HmrjE+jjZKyKuqXrSZUGsb5lcFeoORU0shdiaWOPL5PYVqkCi5M9F0+eO50uJmw2IgzA88VFND5EvGMdQxrG0G5E9nNZbsPHypB5we351vltsO24Jw25o2UdFGBVtcyseXiqHPdLdBHKGG1hkHqp71Mqp2klUegNUZFaCQo3Udwev1NTxyEgfOMev8zXM00eLKDWjLYYKpEa4z1J6mmswjjYk8dz61GZlQZdh9P1/wqlNM9zdR2qAjfnLZ4Qdyff2pWLoUJVZcqNGyt3a6jut6jAJxnqPauY8WSCQ2z+b5gMkpHtyK1tBnttQ8XHTrrUbm1s5n8qJ4pY40jUDqxk424zwOScDvXMeIoZ7TVLjTpftCraTvGqXAAdRn+LHGcAdOKuK1PpqdNU48q6GM0pJPpTcljj1qTys4yetKkeHyTkCtGjWKu7CxRjBJPXiu00i9e90n5GCyKBHJ7getcdIdse2r/h+8aC+8ochxnHrj/wCtVW0uTXauoroegA/aIds21JOSoJxkZxVY7o2Kt8pXqOgH+NSLNHNZt5oG63URkjrsb+L3xxWZquoSRzwzAbgx2SxnqmP4hUVIpq55uIwXtfehuaiuD1U59P5fjUgIOMDj1/z+NYtvq0E8ojR5FYn5d6dSfcd6lu70woflkk46KNq/QnrWHKeesJW5uXlLV3dgL5aHLudoGeSfQfnVqyuNs5tyQBjyw/8AebHJx+NcxfPeRQ/bYyqshUI6joD6f41e1vQtX8N6No9/eXNyk97JI0sRQjyMBCgY/wB5g2cdunUGnynt4XDRoR13ZvXPTFUn44oooZ1iLSu7KpwcUUUFIzJ5GCuc8ijTLOG6W3Myb/OkAbPpuAx+tFFXDcmexPpGi2Uti8zxkyLMyg57KeP51Yv7KBLMsE5PHNFFNmD/AIhqLYW8WlRlU5woJJ6/WuNvr+bRPE76hZhPPhncJvGR8ylTx9GNFFStzV7DdJgje9kZlBKIgUnt1/wrpI1APAoooY47Fe9Y71FUJyQvFFFSMhsT/pTn/YNbl5K62cLBjlo3Yk84Kng0UVvTOefxnJapI0WrmWIlHeNclffrVrSb25lDCSYvhQQWAJ/lRRSnuKtCLhdomnBN1E7u0h39HOQKl1i2hg0sFEAO8ZPryaKKzNaaShoRap4nfXJLaCTStNtjDEscclskilI1BwgBcqFycnA5PNc/escdaKKtbgih3FWsBQ2KKKs1pbMk0mZ4tQQocE8Gu+jkLW7BgGCMFUEdA3WiirW5w9TndYmkimtJ42KOWKNjowB7+tLp+oSXNy0ckceAcZUEf1oorKe5li4Rcb2H317LHO8Me1BtzuX7351YgtY/nYFhgA4Dcciiis2b4KKUFZFJtaOj6jcxf2dp97DNMrGO8g8wKyjggggjqcjOD3BrO168n1HUnvrqTzLi4JkkfGMsT6dqKKqPQ6HuZcxIVMHHFSWnzzqG5GRRRWhUdwvDmc8AfSorJimpwMpwQ4oopv4Tn+0d9p0h+32yMAyyP5LBu65rpBpttcak8UiZTYRjPqCp/SiiiOwdSW10WxtbC3RYtxA3b25Yn1zVbVLGD7DkLj5gpx3BoornZa+MwtduS2gywiONVhuIY0KrggHNYera7qV/o0Gn3V3NNBbzNKnmSMxLNjOcnnG3j0yfWiinHY1luf/Z", "info": {"video_id": "140336", "label": "pretending to put candle onto plastic plate", "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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qKOiimglxnBVf7xGPyqZPU87F39s0+grNiNj6nApmT50aqMnPAoZwzA4wq9BRYyBtURD6d/1qAwtNzqozPEUUsGoJcOB8yABgeu31/OsXVIl+RgflKgit7xbdQmG3kV8ou/n8q48az5sAini4QHaynnGehrVK8UfRK9xjSMsmD8oGDnNdpZTpdQQSBQCq8nHJNcYFOonbaRSSN0Py4AH1rsdOhENsiegAqHojosr6GsrfLVC9+bjvUk0/lJxWZLd7yzE8AVG5YIqcYIz6VfszEwOwAEdcVy9xqLRthevbFa+gNK4eWRSqY4JPWmeRmEKTg5dTeX7uelD/AMC/iaRSGXcf9WOp9fambicue/AoZ4JLbszXW1RkkVgroHnS7mcBc9MV0OkujtOxYAL1Y9BVaS4WFOOtOLPpcBDlpJMSK3ttOg2xqAcdaxLyaS+uTBCecE0upagwQ84rA0/V/s+qRyAFmL4FWlc7JSstDa0iVmikjONynJzW1AwC/Tn8Ky7qA2uoR3USkQXAwcfwt2/wq7byYPQn6jGRRJWZ83j4Wq8y6mgDzTxVdX24Ung/dJ7/AP16lBpXOFj6CcI5/Ck3cgDlj0FNYgsEByByT6+tJsQhcKEB9R/jWV4kjAuo5jGVZkCk4+9j/wDXWrCVkvokYZyc1jfEGSSL7EiPjd5itjv92iHxHuZdBqnfuc4usRJ5ls6Fo2YFXHY9/wAKrS3Ns0XyyDIycYqiUwvA5qIgk8itHG56qfKdH4Z1SOC9WBgSr5D+4PWtyKFtM1cw9IZ1yh9x1FcJZytBfxSjorDP0r1MJDdwqZMHy2HPcHtT5bqxz1480HF9RkbAPz0PB5zVsPng/eHWqboYpCvJ9ML1FSBwwAJwR0YdvY1zu6dj5tpp2ZaBpSwAyTxUCmXPHlsPXOKfkL8zsGbsB0FK4AxIXb/Exzj09KY482VIgSMmlyRlj94jiq8Ds2pQnGY8kZA9KZ1YWm51UXnOEqjK3ysatznCVQkyUIq2fSIouCxPpUlnbLFeLc7NxAxUgizV2BRtxQnYq11YPLaaJBIBkdzUd1shtiFGKkluFQ4BrC1XUxGrDqB1xQ25MmFOFO7itWX7CRorflyCxJNWy5bqxPtWNFqNu0gRJ4i3HBOPoPSpp79YF+aRQcZAX5mP9KLHzNWlVqVG2tWXLm4WGMkfexkCrNn5SFmCFriJCSAeQcZK+9YMUrSXiSvDIUj+bZnhjjgk1PoUc2p+LWsJ9UmtCwlaMxR7tzhNwX2HB5Pp6mkonr4PC+xjzS3Zl+JmMllp2AVDFyR69K5wQvLKiRj5mOKvXk89xKBLI8rHlcnPXsK2tH0kw4mmXMpHA/u1onaJ3WuXLC2NvbJCg2oOuO59a0gwTrwBTW/dJzVSeYkcVm9SkSXF0hyo5NYt3JuLBQSB12jNTM7yTrEmNzkAE9BWsLCKGM2bJh1cqZj3JGQT7GrhC5lXm4xfLuczDZvLKCRnHOK6q0WOOMAW4z781lwLGrsqEfKcMo6g1oxyqBzIP8/4VMkz57ESk3Zl0sz43HA9KjnlC7Y8gM5Cj8age7VELDAH95uAP8e1Y95eSi3muUm2sjKItp+ZicjPsMVKQ8JhZVZXex0bJFaafcv5hPmEKQP73Tj8qyb27Vc4Oalv7a3g8NRXenavfzwyXH2b/SYVjS4YIGZ4h97arYU7u5HuBzt7c8HmrjE+jjZKyKuqXrSZUGsb5lcFeoORU0shdiaWOPL5PYVqkCi5M9F0+eO50uJmw2IgzA88VFND5EvGMdQxrG0G5E9nNZbsPHypB5we351vltsO24Jw25o2UdFGBVtcyseXiqHPdLdBHKGG1hkHqp71Mqp2klUegNUZFaCQo3Udwev1NTxyEgfOMev8zXM00eLKDWjLYYKpEa4z1J6mmswjjYk8dz61GZlQZdh9P1/wqlNM9zdR2qAjfnLZ4Qdyff2pWLoUJVZcqNGyt3a6jut6jAJxnqPauY8WSCQ2z+b5gMkpHtyK1tBnttQ8XHTrrUbm1s5n8qJ4pY40jUDqxk424zwOScDvXMeIoZ7TVLjTpftCraTvGqXAAdRn+LHGcAdOKuK1PpqdNU48q6GM0pJPpTcljj1qTys4yetKkeHyTkCtGjWKu7CxRjBJPXiu00i9e90n5GCyKBHJ7getcdIdse2r/h+8aC+8ochxnHrj/wCtVW0uTXauoroegA/aIds21JOSoJxkZxVY7o2Kt8pXqOgH+NSLNHNZt5oG63URkjrsb+L3xxWZquoSRzwzAbgx2SxnqmP4hUVIpq55uIwXtfehuaiuD1U59P5fjUgIOMDj1/z+NYtvq0E8ojR5FYn5d6dSfcd6lu70woflkk46KNq/QnrWHKeesJW5uXlLV3dgL5aHLudoGeSfQfnVqyuNs5tyQBjyw/8AebHJx+NcxfPeRQ/bYyqshUI6joD6f41e1vQtX8N6No9/eXNyk97JI0sRQjyMBCgY/wB5g2cdunUGnynt4XDRoR13ZvXPTFUn44oooZ1iLSu7KpwcUUUFIzJ5GCuc8ijTLOG6W3Myb/OkAbPpuAx+tFFXDcmexPpGi2Uti8zxkyLMyg57KeP51Yv7KBLMsE5PHNFFNmD/AIhqLYW8WlRlU5woJJ6/WuNvr+bRPE76hZhPPhncJvGR8ylTx9GNFFStzV7DdJgje9kZlBKIgUnt1/wrpI1APAoooY47Fe9Y71FUJyQvFFFSMhsT/pTn/YNbl5K62cLBjlo3Yk84Kng0UVvTOefxnJapI0WrmWIlHeNclffrVrSb25lDCSYvhQQWAJ/lRRSnuKtCLhdomnBN1E7u0h39HOQKl1i2hg0sFEAO8ZPryaKKzNaaShoRap4nfXJLaCTStNtjDEscclskilI1BwgBcqFycnA5PNc/escdaKKtbgih3FWsBQ2KKKs1pbMk0mZ4tQQocE8Gu+jkLW7BgGCMFUEdA3WiirW5w9TndYmkimtJ42KOWKNjowB7+tLp+oSXNy0ckceAcZUEf1oorKe5li4Rcb2H317LHO8Me1BtzuX7351YgtY/nYFhgA4Dcciiis2b4KKUFZFJtaOj6jcxf2dp97DNMrGO8g8wKyjggggjqcjOD3BrO168n1HUnvrqTzLi4JkkfGMsT6dqKKqPQ6HuZcxIVMHHFSWnzzqG5GRRRWhUdwvDmc8AfSorJimpwMpwQ4oopv4Tn+0d9p0h+32yMAyyP5LBu65rpBpttcak8UiZTYRjPqCp/SiiiOwdSW10WxtbC3RYtxA3b25Yn1zVbVLGD7DkLj5gpx3BoornZa+MwtduS2gywiONVhuIY0KrggHNYera7qV/o0Gn3V3NNBbzNKnmSMxLNjOcnnG3j0yfWiinHY1luf/Z", 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", "info": {"video_id": "140336", "label": "pretending to put candle onto plastic plate", "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": "92b29beb415146d9da66d9ae00b782c6489423262435f95c0104ea89605cf5f6"} +{"episode": 79942, "episode_seed": 1251139188, "split": "train", "timestamp": "2025-10-13T03:44:07.263935", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1251139188, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bucket 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', [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": "180958", "label": "tipping bucket over", "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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Kb3D/AC/1H5VrMuGKtkEcHPrWc4RvcunOVrXL/h2KC91JrpHZhCu0AjhSR2/KvctAuvtT6TITlhC6MT6qMV4/4ZQGyV8AFmZjj6//AFq9Q8Jt/pWnjPaYfjWqiopWIlJyvc4zxVpD6wPELKm67sbl5YCBksuW3KPqAPyrxDy4kh858n37jPpX1rqdlbW17LPDEqSzMTIw/iPXJ/M184/EPw62ia7N9nUC0uczQjsAT8y/gf0IrOE7yaKlHRM4mFy0hzwhz+FdJoVncPqCDazxwncSG+X/APXXNs0jDChcL1C9vrXZ+E38myuJpdwj3D5ypx05qq7ahoXhYqVRJmjeQ3I8x2g3QYOGX7yfh/hXS6Na6bf6dAcBpSSGbvgViXusWY0x1SdWYjoAc8mrnhieKz09pnGcDAA6knoBU4RXTUkPH2Uk4u9y7qug26qcSrg9s1ylxFb2ysiOxXPKjOB/+v8ApWtNKLq6ywdNxztPHH+RVC7Zba7ZTbuEdRIgRc8Hpk/QfrVTWjsY03qrjWuZrfyZYkUtCfNdn6gjpn14yK9d8DzSX3hC51GaNozNLxGTnaAR/wDr/GvHQ8F1cLb7J8yuBypGO35Yr2DwvcLFot7ZA/KqrIg+mAf5ClTUlGz2NKji2mjc8ZyiO9gUnBMGf1NfLBheFLqQHKbdiH1JPP8AKvo/4imVNc0+RTlDbYK+vz//AF68b8d6B/wj+rixVcWUrGW3x2T0J9QSfwxVX96xnb3UzimctGvsf8irEDKSAV3ZGAKiv2C4hjXnjkdB60W0YdD5jYkQcBv4vatL6EKLcrHVaHZwmBZWJ82FiMA8DJzj60+3My6jbtLnAGFVjyDnrj6Y5rQ0rSHj0sQM6gy8nZxtz6GqVxaT2WrxCZy4PCP6iuSlNOrud9ek40UrHs3hacDTmUngrXHeKfswa834WcyxtA2CRjHz5/Gt/wAOS4tBz2rmPFoL3A2jksAOa1mrN+ZyRd7HNyypeTEfMSVwqjgMcjP48Hmum8LvEkyR7tvlzKmSBz0wfxrlI0kttzFhsjX5eOp960vCtiJfF9jGjukMcoaXceG54B9RyOaypNRkdFRXifQNtI6wX5H+sjt0wT6hWNeHfGa+udXfQo3WNni8/wCYDGc7Ov5V7huEQ1k9ktwfyU15ZqOjp4z8M3scGPtkO2a1b/awfl+jDj8q2b5bNnNa9zw8Fo7WZmB/1ioPcdT/AEqKZxI43dxg1p3qBxBDsaPaCSrfe67effg1l3hSJxHGQSOCOeK0iyGidIomiYE4wOOK6ixtpILT7a7rxCMDHIbbjmuYto5W2yx7iCQoC8kH8a7e2sruLTIYo0xKOWD8gjv071hiJ6JHXhKd25W6FSB3fV4nZW8korICcgnGD/KvbPDThtGdT3WvEIlmj1lRKpTgYQ9vpXr/AIflxYbexWqtemjGWlRnJeJIjJcSyu7MlpOiqh9Gy2R9OR7Vyl1FvmmMYUgsFJc5JY5wP8K3/F+Tc5X72SAa521IRnYKVKLtJI43Hpkd6xqb3NqW1jrPDVvGzQRbiyl9pOcnqSa9psUhRdQYgCNoYywx22nI/SvAfCU9/wD8JNZWChMNJ5khXjb8pyPx/ma98txhdYU9BGB/46a3i7pIxqKzZzcU/mJ5bH5gOPcVh+JNLj1jR7qwkx+9TCn+6w5U/gcVdlZo37hlNNnlE0RcfiPQ1y2s7o1Wuh4PoejSy6iVuFKtC5DDHRgeldLfIDq/k9CzRqPxx/jWzfWrrqsz28irvfLbl+62BkjHXPvXNamTa6jPIJXlkQhg7nkkAGmpc1Q6JwUKK8zpL3ShN4lmjkB8sO+8jrt6nHuen41b1vRxb6PJKLW2jVQuQqYaNcjnd1PHXNblr9n1SVdVt2V4ri2D/RgV3D68VqajbreaVcRyqPKaNlPHqK0cmmcSVzxiay+z65ZogAJnTAHY7xV65kDXM7Y4Lt/OltLWdNXNxdOrrYBpCw6EjhB9SxH61A+dh559a0buKGh1fhof8S2E+q5ruvDd6trqNt5hwqykE+gYYrh/DQxpsAP9wV0drte8NvuAMqfKf9of/WroexmtW0ej6+gHksByc5/SvNfHmgrr/h+aFSFuIcyxNj0HK/iP6V09nrcmpWiW1wMy24wJP74/yKguu9cM3apc6IL3LHy+lrJHCtwqnb/eHT6V12i3Ly6DeqSNg2bcHpk81B430R9J8QvHACLO7JmjUE4U5+Zcex/QitHT9ONj4ekz1d1JP4jrWlWacUXh4NOT8mZt8pNuwXr1rodAuIreyW6mZRHCoPPYnv8AkP1rFnxsYYGMYp2jwtqiw2jjFrE26b/bIyFX+tVe0GRFXqxaNrWLnJsLlRtaa1yR7Z/+vWesz3Kh5DkhQo9gOBVO5u2dlgc/8eSG2Hvh2P8AIirEOViAwOgFC0ikKbvUbLmmqG1eMcEBGP49K9E0Y7BdAHH7gn8iK890g51bp/yzPP4iu4spjFL7OrIfxFaxXumbfvHqWpW1veWcS3ECSo8WDvXPpXnvj3w0viPQmjjH+mWxM1uR1JA5X6MOPrivSNMlTUdEtZARnywD7EDBrnbiuareM7l02nGx8oXcb20+S+09OV5H4UWdvcTXCgDzC54IPB5713fxN8NR2etRahF8sN7IRjHyo+Mn8zz+dcWsb2Vz5bMBkclTux+VbxleN0Q4+/Y9CN8dPaGGWBnYICdrCsjWNSa4ktn8jYEkwSWyeau3uWlh3feECZ+vOay9QhL2rYzkc/lXLShG6l1O3EVZu8Oh6RodyselrIT2rnPE119oO2MgMTgH3rATxe9ppaW0cRaUjkms6yvbnUL8tKxKDJ2+ldlW26POp32NMC9VMCdMAYGI/wD69dH4WSZYpJ5XDsz4UgYwB/8AXrEYnrjnFdL4aTGmRfj/ADNRTSubTZ6/pkv9oLeccz2aZHuQRXMeHNEu9E+0R3Maqrqmwq2QcZz7jtW74Rk3Tgf3rRPzBIq5eIUYBu2Rn1rOs7RHT+JnhPxS8NS2etJrVqo+zXQ2SgfwSjpj/eHP1BrzFtyTsWh3t2yeP/r19Sa1p0GqabcWNyMxTLgn+6exHuDzXzZrmi3lhrE1rcJ88ZIwvoDjP0PX8adGd1ZiqRsrkOiu76hAuDnzQdoH9K9Ki1C0ilKyTorKOhrgtCuZYdRi2jLh1BOOSMgGunvQTqFww/v4/QVnXjzzszrw9R06V13Gare282r2jQvuJypIBA9a9G0ecRaeGJwMda8n1DdH5U2P9WwaunPi21t9LWCPdJLjnBAA/GumjBKnynDiJuVTmY/xVcgTCSPJIPGBk/lXPNexlf8Aj2uAQwP3fT/6/NNTVZNTvCWQKiZPrmp5AFRu3GRWMoq+ppCTtodH4GMUF+mpLCy4mA2v3APP4cmvaYcyf20qnl4AQfqhxXkGgxgaZD/1zB/OvWvDMhlmnVuc20Wc9+P/AK9aqNrWM2202cxMy3Kc8SAcH19qymlMLkNkDowqot1PYtsuGLxfwydSv19frVuXbeINrDzccH++P8a53GxrF3OfkSX7RMxGcux464zXHa7zcXTDrux/Ku4mkCXAXkHHJBri9XAkvrrIzukP1rKirVGduIlzUY2I/CHiubw5fMkgklspeHjUZKerAfTORXpA8RaZe2OV1azSHHJaUKcehB5B/CvOLO3gsvDl3PMF82aQxoT1wMYA+prB1uwFprkkIOQQrj8RXU0pOxwcrjG51F1rEV5IbOzx9mVvMllUczSevPbrge5qBsbeeap6ZB5UW5sAt/Krbg46daGETb0TVESyRARlflI9xWutwXKuJCrqcgg9K8zeSa0vy0LlSW5960/D09xrXiRtOn1Sa0DRyNH5abizqhYL6AcEkn09605r6Epcup6nosrnz2L55Uj2PNbZnE8Z/vjrXm/wqvbzVodWN1cvI6eUYw54GQ2cfpXaSSNDJkcMOxrnnH3rGqlfVmP4psUvLZHKxmWGQPHv6Z6EfiP6Vy9+lydKOSsUIZRs4LNz1J6Cut1mXzYotgzufJHpgVzmrY+wheh3r/Wudv30jvpq1GTOckXPTI44plpdmzPlQqxO8sxA71ZVAzAYPB5qy1jLHB5oXAzXfTimtTyasmnoYjJLNq0ufuO3mN+PNa4BC+9RooZskVMce/0pTVnYunqrljRh/wATVjnjy+n4iuuMnlRB+6kNj6VxFneR2moRliArgpn361p63qcq6U0lvKUcOoDKa0i/dJfxHp+jeIG0OXy3zLY3A8xdp5TPeta4wRkdDzXjGpTvbaFa3+na9qMyC5+yqbiNUWbC7maLHO1Sdp3eo9wPVIbry1COcoR+Vc1ZPRmsGtbGV4m0eHXNHuLCbA8wZRz/AAOPun8/0zXiWkaJK2qtBcxlHgcq6gdGBr3+65Bx0xXCavaEas8sDhWfG8MuRnGN3HfH8qxdRxi0dFKmpzVzE1QCK+2Z58tf61nvllx1H86uajCIdRcB3kLKuXc5JP8AntVcDnPH41pT+FCr/GzIl0rdLkHj064q5ZWywrtUEZPJ9asuMHkfQ0kQxnj36Vo3cwSQ9sgcmuo8Nn/iVQc9v6muXf8APPFdP4dZV02LJxgH+ZrWluZzO88K6ktpqkKythGzCSe2TkfrXZaui5jZVAJzkjv0rwew1D7b41n0q71W6tLWaTbHJFLGixkd2L8Yxn3JxXVeE9d1ifUNWs9Surqb7DKIkW6xvUZYYbHGcAZxmprK8WEPiTOuuR1ry34m6C8sKa9Zgrc2q7Zio5aP1/DP5H2r1B5FnTcp+vtWTfIskbo6hkYFWU9CD1FckZOLudDV0eD+HNPkvNTS5kO7awY7u5roLobbyfjnzD1rSttPbSLqS2tbcMFYiNieCM8bj2I6fhWTOH+1XBlYGTzG3beB17U1JyqNm86ahSSILhFmjZCOCME4rIOmybvurjua3QM9fWjGBu4roTsckoplOytltxwMs3UmrMrfu3IHalTtxgfSkm5jcZwccUgtY7bRgBp8A/6Zr/KvRfB06vd43cm1VT9VOK8kvbme08MRy28rRSDyxuXrg1YupPE3hXTtL1KXUryOa6Mgli248lcKVBOPvENnHb65rpaOe+ljflwyEMM1lKzW98sUbERtzt9D7UUVzdzXsRX4LTCfJ3kYOO9cfekvczuepdun1oorCn8TOyr/AAkVo4Uv5ltZ8mGCzkmRQcfOSeTVOQm81XzpjuYxx5/74FFFdC+I5n8Bq42oAOgpHYhD9aKKGCMe85vFbuSKqpqdxo2vNf2mzz4WbbvXI+ZSp4+jGiimtxdGdp8JiY4tVC9jEP0avRrz95bNI331IGaKKyn8Q47GHJykgPoT+IrH1li+mx5xzKv9aKKwl/ER20v4EjFtgAGbuAK34h5unPv52jg0UV6MPhPIq/EYTqAcgYJ601hkD2ooqKm5rS+Ex9TGYP8AgVZtxe3C6cYzIWQOMBuelFFKJb3LGs+Lp/ECWcE2l6damAJHG9qkilY16IAXKhecnA5PNe8v9z8BRRUVd0KHUbFIzRshOQBkVy16xOrXIPZgB+QoorkrbHoYT4jnNV/4/wCQ/wC6P0qvEgknSNujSKpx6E0UV0UvgRhV/iP1Luv2sVlLAsC7QwbP4NWeh2x9AeaKKcdiJ7iOTyBxVjSLqZYZkDcI5A/n/WiitYbmM9jOm1ptM1S+RrCwvY5pQ5S8h3gMo4IIII6nIzg9wa7D4eX1xqN7rd7dSGS4uHjkkfGMsd3btRRRU+EUNzuBK8cgKnr196ddAUUVySOiJxB5ldiOSzH9TXMzj/Spj6u38zRRUUfiZ2Yn+HERBkfjSOOAfUc0UV1HCNCgKT3zQ6gxZPpRRTQmauquf+EST/eirDbX9S1C2h027upZreBnkUSSMxJbHUk8428emT60UV0vY5up/9k=", "info": {"video_id": "180958", "label": "tipping bucket over", "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": "99a99dd3279da29e45ba9c548431e1ec27f303b17bbd6308148d66ea223f9f1b"} +{"episode": 79943, "episode_seed": 2878682386, "split": "train", "timestamp": "2025-10-13T03:44:08.264429", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2878682386, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 packaged tea bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "173329", "label": "turning the camera right while filming packaged tea bag", "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": "173329", "label": "turning the camera right while filming packaged tea bag", "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": "e95f62c30f8bc59b883893a175f5142a2686e8a24cffbbc205e44b7b4adab9d6"} +{"episode": 79944, "episode_seed": 639602423, "split": "train", "timestamp": "2025-10-13T03:44:09.906095", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 639602423, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy hulk closer to toy shredder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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i7O55Fqglu9JgiV1E1vKYiT/cPf8AMD8677RNOjOlW0siK6hFGCODx159waxbjwHc20jLaTtKH+V2ck8ewrsdIspLPT47Rx/q0woPtz/jWfWxVVqUudHL+I/Amna3G0ij7NdgcTIOD/vDv/OvJNc8O3+gXCx3cZ2MAUlUHa2fevou6Cx27vnlFLZx2ArlPD0Vlq2l39tdFboiQLKrjIzt/wDr1cajh6GM6akeE1638E9v/E7Lf9MMf+P1z3iD4eXltqGdLHnWsjcKTzF9fUe9dp8NfD1xojamszhjKsX3T0I3Z/mK0lWhKNk9yKdKUZ3Z6DJtUE7x9M8VC0sYXk49OKQQszbsfL0xUb/dbjp7dqwbsdNih4ggc6VdNEHYEblCgAnFebMYLnWI7l4nMlwqxkf3TwpyK9rS1haBd7ZLfwnpisZvClkmoLdJCkU7NklecVU4N7Et3jysq2XhbT7OCMEszr0VelaUdjAiBVRWD8cgHHatRbRYo1DkKlV32722bivbNXyog5DxB4L0vXrcLJF5UwB2yp95D/Ue1eP+IfBeq+HpHaaMS2q8i4T7pGccjqDzX0a0YLsezc/nzXMa3K41a1sGaMW821Zg2Pmy3C4NKMnD0FOCkfO1FeneL/h0ED3uiR5wcvar0A9V/wAK4a28OapdWslxHaSBEz1XGcelbxqxavcwdKSdj6NJZk77QenpSMiMh4yQOOaLRy0hDcrjiiWHywGD5HUg9K4t1c72RpsEi8Y4Gcn3FXUC7sg5A/vVXWB5DuiXKYyccYOR3qYKEBHmITjA/jP6VrHQzZKzSFGIbHp/9ao1RSMtn60BcHcFc49cD/GpAW7Kijr0yf1psERmPKkIMkd1GaJo1wScDODtznrz2/Gpthb7z5x2PSmphJQoX752n+YpCMO3sNNsrmSW2t9kkzbnKrjJ9Tn/AAqa8spEdWeEFGGd2elXZYBJK3yAFeh9at7jJZlGzvUYrJxvctGNaRCMOgwSSM47irbDyzk/gaq/M24Yxg4yP0q8mxoI0f5sZ496mCuUyFmHmAjHTBAFOgcCPDLzxwe3FL5JiJypWM92O0frTo4Y0UYl8w7Rgoue3rxWsbmbJdwCbc4H04prBd+4Hjpk0u3JGEPTA3Nn9BTlV0OA4X/cGP8A69XcB204B2H1zjH60zCqWZmXBXtlueo/lTwgJyxLHrknJpSAF3L9cGgCpcrtXIh3IRnkjp64qOzj+2ExHbGADjA/xq4282zANgq2FPoKjij2uJU6jrxWbWpSM2azkhbbKd7KflOK0T8yjJ4HAPp7U3U8sqyrx9KktmMiOHAwBxis0rSaK6DZI1KllDbh2FJFsWc4OAcck9Ov+FK8TRsNzbl75pUgdn/dKSvGGTnHXrWkdyGWkAySfmH+10p7vKY+uBnA9QKh2bFKsYwc4GTk/kKUcNuG9vwwP1rW5FhdgbJJOT3pCNuCoyy9gM5qTkjHloB/tHdS7GIOW+UdV6D8hSGV7m3UIySfc5XDccf/AKqxtM0fTdI3x2KFRId3AJyfxroIgu4x4yXGc+hHH+FUjBukMkaEMp496iS7DRQuLV1mKPEykjIYnj9Ks6Zbxxea2wEuAGHTp3rSuyJbXf1YdciqFlMMn5O+D7Gsrcsy+hdCbgQSR6VC6nDZfJUenWrM0bA5jwRjJz61Cyl4mZtzeoFa2EWk3BdwIwMgZHvVgMFYELuY+v8ASqcKsTxz8xHA561OxdCednP8ZGa26GYSO0rHdxg8Z60mzPU8dsU5WQ4JLMe+1ev50uC3RPf5mz+nApARbdygDGV+Xn8x/M1zWueGE1LUbXUJLl0+zEEJnAYjOD+tdUS68E7RncVAx0+ntVa8t4SAVJXf909/xqZLQaMlkAiB3ZAHLAZqtLY+cpAI6blbpk/hW5YqI0eB1GD696ruUWfaeMc89DXPJWRohgKKdwjbK9STj+VQm4lYkRGNccgqnJ/PNTFN+SH4cDABxTltcgMMJu6DI61or9BMhgDtK/muz8AfM2e4q+mOneoEhEDH5hkkVOp4zjOeKtLuIUqAoUH8qQHqB260ruc8D86b1HJ49qAG+YQTgk4oZjkEY3defb/62aj546gHsOKjDLGwc9Ac/wCNFwsSuSkxLjnOR+NSMxQly2efyqKYkyqpz0wD2OK5NLm81Lxbe6W2sXNpFmTyljUNkqhYL7Dg8mpUeZtIJSUVdnSbDFNIyBT060k8sirtVyM85j4/lXNeDdSvNUF39tuJJhtTG8jjOa6xIgWU4wp+U/LnNJRa0BNNXKBiU/Ox+bvnk5rRgUrGnHRR1+lKYItm45AHrxSqAxIGex59MCqSsBKvQEjHtTTkZIHNPywzj8BUeGYkck9OKoBrkAeppu/YRuOKc45x+fNRFfl4AwfwpbASKvmI21u3Q+o/yKbGQwYN0HPpSRMdzRjjI4J/I/0rE8TXdzYaE8tvI0M6yopK9cZNS9WF7I25wGDxk5wMjNOVokGVD4xg5OB/WuK1e6nh0i31Kw13UJQ1x9nzPGqLNhcs8ffap+U7vUe4HamJ9hBbIznAocHFijNS2IWuJXJ2JEMHH3dx/WpbdpJAwlkZhuHBPHQ9qeLNgPlG3IyM8U+KLyRjI+9zz7Gmk76gTIq4wODjoOKcRgBR+QoU8ZYZzSO2TgD86sBM5Bwab5hDe/tSk/KSTgdaiOcegxnApAS5IkBUcjn+n+FRqdsvzDByR0piEK65PU7c/X/6+KdI3mXDHoeCB7VLY0SHIBDY+fI4qnaQIsku5wuOma5uO/lvfGM+m3erXdpbNPtjaKWNFi6EklxjGM8dScVc8MzX76pq8F3JcSNbTBAtzt3pyw+YDjOAM44odN/EJVFex00k6oBne+ePlAAzj3/wqAXDq4KQoh3fxZY/4fpSmDe5ORuHb27VILeTzEBBwCPxp69AZaG6QnfIxGTxnA6+lOWJVOQoAApqDIAx1qUldvXjtVgMXv8A0pC23tS5BIGD14qN/vc8nrjtQA4uG5POOvv60yQ/Ii9NuVzTCT0zx7U93H2YbjknHPv0/pSlqgW4jLuVWA5HVvSs68iYSLIvIqr4nvLmw0BpLWZ4ZhKg3p1wSQa5vWl8SaNo2m3V3qN4JboyF4iuBDjaVBOPvENnH/16h0+dXE6ii7HXocLC3XduBB6cVOfliRh1J5P40UU47FMrxMZN5bk5X+bVYJIA56kCiiiIDpABsGO9A+eJie3QDpRRT6gRkY/AVEwHT1ooqXsMXObVs87RkflXm2oahPpfjC7vbfb5scrY3jI5XaePoTRRTp/EZ1PhNLwL8jXYABAMYwf+BV2CyukpAPAJYe1FFL7THH4RJJGZgCeuSatxjcrseox/IUUURGOjPfuRSgZLDJxmiiqY0OdQT+VQsBRRQxogP31/H+RrE8cnHh/f3MqZ/Oiis0TLZnI6t4hfWoLeOXTbC3MIWON7dHUqg6KAWIA5zwOvNepxcckA/JnkfSiitp7mdLYncCJYyoGSuT/Oq8RLoGbklj/6DRRUmhMZGBX3qV1AeMY4NFFCGR/fhJPY8AVGeme5FFFDBETjKH2HWpJTmJX/AIg23PtRRUPqM841LVm03X9VjNjZXcUs24pdQ7wGUcEcgjr0zg9wa3PBF7Pf3er3dzIXnndJJG6ZJ3HtRRWv2EYL4zuguzhWYZTrmmueY1HALgfrRRR0NOosX3R6nvT8A/rRRT6DERR5e88n3qI9GPeiipGNcAMPpSQqHMkRHykn+QoopMRzfjQkeHTz0nj/AJ1w17rWoXtnBYXN1LLBC7SKHkZiS2OuTzjbx6ZPrRRVQ+Eyqbn/2Q==", 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", 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", "info": {"video_id": "178984", "label": "moving toy hulk closer to toy shredder", "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": "178984", "label": "moving toy hulk closer to toy shredder", "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": "39660bfd8a8486787bbef8a78b15b1253bec350f047104d9e845f93d1fbb0dd1"} +{"episode": 79945, "episode_seed": 1993385272, "split": "train", "timestamp": "2025-10-13T03:44:12.730658", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1993385272, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'failing to put the console into a little box because the console does not fit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "107658", "label": "failing to put the console into a little box because the console does not fit", "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": "107658", "label": "failing to put the console into a little box because the console does not fit", "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": "09c8a96ea797f169b35ad1a081d73609864d7d8de64e79d019456d5e35f52b31"} +{"episode": 79946, "episode_seed": 3168070762, "split": "train", "timestamp": "2025-10-13T03:44:14.462083", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3168070762, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'unfolding a 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, 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": "50148", "label": "unfolding a card", "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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BZCehOK6X4dxlPH+iO3a4x+asKHsB9Lds03P60meKpX10ttbyTM2FRSSayAqL4ggOpz2sxWOCMlVlB/iHXP606PXbWfVVs4cvuBKyZ4OBmuTswt2HuMjLMSQPUnNJLJJp94l3CqmSLJGenTBrD2mp1+xTVzY+IGg/8JH4RuIoVzdW3+kQepKjlfxXI/KvnF7Vicgkj619ZWr77eKQEfMobivnv4kaEfD/AIqmWFCLS7/0iDA4AJ+ZfwP6EV0QZyNHFpbobndkmJl6571FdJuwI0YoD1Bzk0xw6tIrK21uQRzilikMR2ENyeBWgRSb1GpFIM5VgpFNZCDtIOMcVoAF14PPtTfJLZz0oA+oPC7BvCWjN2NjD/6AK02NYvg9s+C9E/68oh/47Ws7VkMUPzVLUYPtMXlqCBnJNSPJg02SQY9jQNM5/UNFWeMRrgqF9K4m/wBIfRNVTg+TP8y+x7j+v416b5oDZ6Vz/iiFbq0H99DvU+hqJGsHqVrKTdEPpWdriK0DHHOKl0+T92BUWsHNsfpXP1OvoeVW8SJgAdO3apy3A4FUrebPNStcKo45969E8xxadmWC4Ayx6VgagoNx5kZBQ84HrT7q6llbYrYQdcGqLuyt8pJANADTMxPP5V2vw4vturXVsBjzId4+qn/AmuIVdzDJwM8n0rb8N3KaTrtveyOPJQsrAEbmUgjpSNKU+WaZ7VpaGK6Zic5OT7mtHV5GZLScqV8uXafoRXnjfE6zszi3095WHeSUKPyANLZfES98Q6lDp8ltbwwMd3yAlsjpyT/SsZxb1KnU558x6zYyGSDBP0rj/H0O7Q7kkfc2vz7EV0mlz/uAKzvF1r9r0G+jAyWgbH1xXInaSZrumeJqsUmDj7ucEe9XI8KgwBisW0mZUKE5DEH8ef8AGtBZgEG4/QV6SZxuLVn3LLMck9KoXjxvGYicFqbdXhRMggHtmsh2dsvI2WPTmquKww74DuU4IP3h2NelfDnxl/xMItPv5MOxxHI38R9D715i5Yjac4zxUkScZEm2QHjnGPfNQxn1Z4lO+wsrsdY5ACfY8VLZy+bbj6V5jo3xFj1Pw5a6LfK0uoBgnnqw2sB0J75x1rvtJnzCBmuaqjalojodCKma5tJVDRSLyp7g8EV80+LdEm8L+K9Q0ty3lRS5iLH70bcoR+HH1Br3LxA97Hpdw+nXMttchDtkibDD8a+ddX1TUNUu2m1K5nubgDYZJnLnA7ZP41dGV1YVWNpXLSugADOrHPB/xqEQi3lMRUBlOCPSsxNwIIOPeraTGWQtnj61tclRvFvsXs+9dH4Ebb450U/9PS/1rlPNAHH51r+C7onx7oQD/L9tjzj60PYk+omIAry/xT4ve4imtokKREHPGWIHrXpUx2xl2IC+pOBXmXiu98Nw3TXMmp2MVx32SgsfwXNZcrY4zS3RB4P1Vb6wDg9yMe4rcuzwG61xeg65p95qjw2MwcgbmwhUdetdtKN8OPbiuSorSO+nK8TX8LauLpJrBjmW1OPqhwV/nj8Kz/if4b/4SDwbPKir9ssc3EBzjIA+Zc+4/UCuA8TeL9W8KPGunGGIXQIeXygz5X3PsfSvO9U8UatrMxe/v7i4z2kkJH5dK6qabimclXSTKcTqpAaQDjIOf51YDRyHdkHHGRWUxy3PFT2zshK56mtjOKcnZGsCAoxTgearLKAoycmo5LraQAcE0AfTXgxs+CNF/wCvRBWu5rhPCnjPw9pPgbRotQ1m1inS1AeLfucHJ6qMnNQ33xh8LQcQve3J/wCmduQPzYis7MDtpGqCR2KfL1FeZ3Pxp04tiDS7sj1kkVf5ZrLvPjJO8JFnp0Ubf35XL4/AYoswPVJDIcgttPOAKxtavrSJRE9zH5uMCPeM/lXiep+Otc1XIudRn8s/8s4j5a/ktT+FpfNui2MHPXPJqJRsrmsHqeqaeRtFO1UZtj9KgsG+Uc1ZvhvtW+lcr3O1bHiIcqMLnb29TU32ea5A2gpH6njNO+0W9oDtALevU1Tm1CWYlV4B9K9E8xtt3ZYlt7W2iId9744A4rPa4iVTtiBb1PpQ0bvjc3J7UfYX2bzkD3oEVWYk56Cm8jmpvJYnaPwqb7BIFyxAoArhWIzW34SYp4itc9SSP0rOSSOFMOOav+HnX/hIbRlPV/6Gplsyo7nvemSERjmtK7RZLdgeQRg1iaU/yrWR9svr/wAY3elnWLm0hzJ5KxqGyVTcF9hweTXDyOTsjq5uVXPJ9Qsjpus31o2cwSlV9MZyD+WKZH5rHCoXJ6HtV3UZWn1KS9vJDI8qKSX7kf5FUZ9U+XZEK74fDc5JPWw/+z1B33EwB64FU7mS1jkAiTI9T1NRlpp23FiPWmC0aVsLlveqERTXHmHCxqo7YFQjJNWpbQwnrzSRWjynIOB6mkBc8PSmLXLRv9sCvoLR5sIOe1fP1rB9lvoJC2cOP517jo02Y0PbArCsbUzrHQSwENyCK+efG2mtpPiO5iAxHIfMX8a+homDQ49q8t+L2mD+zodQQfPHIEJ9jWVGVpmlRXieTByM1MvBCR5wB07mtjW9E0q18N2+q6XqN5OGuja5uYBGtwQm53iGc7VOFO7+8PcDO+0RWy4QZIrsOa4ogmlQBgI1756mpre4TSbiK7tpnW5iYPG6HBVh0IrOkvJZiRyBUZQ4yxPsKYGlf+JdT1J2a8vbi4Y/89ZWYfkayGcsScAfQYqcWjEFj8o96hMeGwDQI3/BF0bfxJFzgSKy/wBf6V7lbSiWIc54rwDRQbbVrSfONsg/XivcdInDQjJ7Vx4ha3OzDvSxzvxD0z7XoMsyDMluwlH06H9P5V5DIVIGK+h9QhS5t5InG5HUqw9Qa+ftTsn07UbizkB3QuV57jsfyxVYaWjROJjrcrM5bGakgPDHvwAfStPwjp2l6x4jh03Vrma2hnO1ZkmjjWM9yxk4xjPHUnA71DcWy6XrOo2csc0Ztp2iCXAAkXBI+YAkZ9cEiuk5k7DY0lbO1Sc/xHpTxbwx8yyZPtUEt+zfKn51XIeQ5JNAEs1xGGHloAP1qvJO0p7D2FPW2aQ8Zx6mmyQiP+IUwIc+9AyTipo7cvznApzxCIjnNIERFGHXpXUeEeJfxrm2n3KAV/Guk8J/60/Ws57GkPiPTtPYECtOVQYCPUVyepXc1po5lt5WjkDqNy9cU7WrbxBomiaZe3d/drNeb/MiK4EIAUoCcfeIbOO351y8jlqjs9oo6M8oiUSEls1eSJEiBA5JoorvPOJ4YkUscZIPU1UvZnM5jzhQO1FFICvGxjdtvYd6fJM5RhngiiigCgxLHJrV8On/AInln/10/oaKKmWzKjue5aWSEX6VyOqahPpni68vbfb5sczbdwyOV2nj6E0UVyQ+I3l8JwuvcNbqOmCP5VTggQsoIoorrh8Jzy3LHlqwJxjB4AqWdvIgYxgDA9KKKsRkkl13MSTUsUzhVAPGM0UUAI8rmSM7ueP517ZoTsbeLnsKKKwrdDWmdjbMfLHNcb8T3LeF5UYAgyIeaKK5o/EjefwnkfiDxXJ4ght4JtI0y1NuixxSWqSKUjXOEALlQOSTgZJ5rHgUSP8ANzzRRXecZdWNUQEDknFTJEofp2zRRTGVLuV96pnAxVUkqcjrRRSETQyuHjIbncD+texQXktnpUs8e0ui5G7pRRXNiOh1YfdjNk2qaYZp725VmHSJwoH5CvNPEMAhvD87yNnBaRsk/jRRRR3HX2KWma82jGeM6bpt/FMyuY7638wKy5wQQQR1ORnB7g1XutQutX1O5v72Uy3NzIZZXxjLHnoOg9qKK6TkJo4kJHFShAwBP/6qKKBhcuYozs44rPbkZPWiimA5XYYGe1RysSwyaKKQDa6jwqdrEiiionsaU90bGvajcJYGIFdpdT05qjceJNW1HTYNPu72aWCB3kXfIzElsdSTzjbx6ZPrRRWcNjSe5//Z", 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BZCehOK6X4dxlPH+iO3a4x+asKHsB9Lds03P60meKpX10ttbyTM2FRSSayAqL4ggOpz2sxWOCMlVlB/iHXP606PXbWfVVs4cvuBKyZ4OBmuTswt2HuMjLMSQPUnNJLJJp94l3CqmSLJGenTBrD2mp1+xTVzY+IGg/8JH4RuIoVzdW3+kQepKjlfxXI/KvnF7Vicgkj619ZWr77eKQEfMobivnv4kaEfD/AIqmWFCLS7/0iDA4AJ+ZfwP6EV0QZyNHFpbobndkmJl6571FdJuwI0YoD1Bzk0xw6tIrK21uQRzilikMR2ENyeBWgRSb1GpFIM5VgpFNZCDtIOMcVoAF14PPtTfJLZz0oA+oPC7BvCWjN2NjD/6AK02NYvg9s+C9E/68oh/47Ws7VkMUPzVLUYPtMXlqCBnJNSPJg02SQY9jQNM5/UNFWeMRrgqF9K4m/wBIfRNVTg+TP8y+x7j+v416b5oDZ6Vz/iiFbq0H99DvU+hqJGsHqVrKTdEPpWdriK0DHHOKl0+T92BUWsHNsfpXP1OvoeVW8SJgAdO3apy3A4FUrebPNStcKo45969E8xxadmWC4Ayx6VgagoNx5kZBQ84HrT7q6llbYrYQdcGqLuyt8pJANADTMxPP5V2vw4vturXVsBjzId4+qn/AmuIVdzDJwM8n0rb8N3KaTrtveyOPJQsrAEbmUgjpSNKU+WaZ7VpaGK6Zic5OT7mtHV5GZLScqV8uXafoRXnjfE6zszi3095WHeSUKPyANLZfES98Q6lDp8ltbwwMd3yAlsjpyT/SsZxb1KnU558x6zYyGSDBP0rj/H0O7Q7kkfc2vz7EV0mlz/uAKzvF1r9r0G+jAyWgbH1xXInaSZrumeJqsUmDj7ucEe9XI8KgwBisW0mZUKE5DEH8ef8AGtBZgEG4/QV6SZxuLVn3LLMck9KoXjxvGYicFqbdXhRMggHtmsh2dsvI2WPTmquKww74DuU4IP3h2NelfDnxl/xMItPv5MOxxHI38R9D715i5Yjac4zxUkScZEm2QHjnGPfNQxn1Z4lO+wsrsdY5ACfY8VLZy+bbj6V5jo3xFj1Pw5a6LfK0uoBgnnqw2sB0J75x1rvtJnzCBmuaqjalojodCKma5tJVDRSLyp7g8EV80+LdEm8L+K9Q0ty3lRS5iLH70bcoR+HH1Br3LxA97Hpdw+nXMttchDtkibDD8a+ddX1TUNUu2m1K5nubgDYZJnLnA7ZP41dGV1YVWNpXLSugADOrHPB/xqEQi3lMRUBlOCPSsxNwIIOPeraTGWQtnj61tclRvFvsXs+9dH4Ebb450U/9PS/1rlPNAHH51r+C7onx7oQD/L9tjzj60PYk+omIAry/xT4ve4imtokKREHPGWIHrXpUx2xl2IC+pOBXmXiu98Nw3TXMmp2MVx32SgsfwXNZcrY4zS3RB4P1Vb6wDg9yMe4rcuzwG61xeg65p95qjw2MwcgbmwhUdetdtKN8OPbiuSorSO+nK8TX8LauLpJrBjmW1OPqhwV/nj8Kz/if4b/4SDwbPKir9ssc3EBzjIA+Zc+4/UCuA8TeL9W8KPGunGGIXQIeXygz5X3PsfSvO9U8UatrMxe/v7i4z2kkJH5dK6qabimclXSTKcTqpAaQDjIOf51YDRyHdkHHGRWUxy3PFT2zshK56mtjOKcnZGsCAoxTgearLKAoycmo5LraQAcE0AfTXgxs+CNF/wCvRBWu5rhPCnjPw9pPgbRotQ1m1inS1AeLfucHJ6qMnNQ33xh8LQcQve3J/wCmduQPzYis7MDtpGqCR2KfL1FeZ3Pxp04tiDS7sj1kkVf5ZrLvPjJO8JFnp0Ubf35XL4/AYoswPVJDIcgttPOAKxtavrSJRE9zH5uMCPeM/lXiep+Otc1XIudRn8s/8s4j5a/ktT+FpfNui2MHPXPJqJRsrmsHqeqaeRtFO1UZtj9KgsG+Uc1ZvhvtW+lcr3O1bHiIcqMLnb29TU32ea5A2gpH6njNO+0W9oDtALevU1Tm1CWYlV4B9K9E8xtt3ZYlt7W2iId9744A4rPa4iVTtiBb1PpQ0bvjc3J7UfYX2bzkD3oEVWYk56Cm8jmpvJYnaPwqb7BIFyxAoArhWIzW34SYp4itc9SSP0rOSSOFMOOav+HnX/hIbRlPV/6Gplsyo7nvemSERjmtK7RZLdgeQRg1iaU/yrWR9svr/wAY3elnWLm0hzJ5KxqGyVTcF9hweTXDyOTsjq5uVXPJ9Qsjpus31o2cwSlV9MZyD+WKZH5rHCoXJ6HtV3UZWn1KS9vJDI8qKSX7kf5FUZ9U+XZEK74fDc5JPWw/+z1B33EwB64FU7mS1jkAiTI9T1NRlpp23FiPWmC0aVsLlveqERTXHmHCxqo7YFQjJNWpbQwnrzSRWjynIOB6mkBc8PSmLXLRv9sCvoLR5sIOe1fP1rB9lvoJC2cOP517jo02Y0PbArCsbUzrHQSwENyCK+efG2mtpPiO5iAxHIfMX8a+homDQ49q8t+L2mD+zodQQfPHIEJ9jWVGVpmlRXieTByM1MvBCR5wB07mtjW9E0q18N2+q6XqN5OGuja5uYBGtwQm53iGc7VOFO7+8PcDO+0RWy4QZIrsOa4ogmlQBgI1756mpre4TSbiK7tpnW5iYPG6HBVh0IrOkvJZiRyBUZQ4yxPsKYGlf+JdT1J2a8vbi4Y/89ZWYfkayGcsScAfQYqcWjEFj8o96hMeGwDQI3/BF0bfxJFzgSKy/wBf6V7lbSiWIc54rwDRQbbVrSfONsg/XivcdInDQjJ7Vx4ha3OzDvSxzvxD0z7XoMsyDMluwlH06H9P5V5DIVIGK+h9QhS5t5InG5HUqw9Qa+ftTsn07UbizkB3QuV57jsfyxVYaWjROJjrcrM5bGakgPDHvwAfStPwjp2l6x4jh03Vrma2hnO1ZkmjjWM9yxk4xjPHUnA71DcWy6XrOo2csc0Ztp2iCXAAkXBI+YAkZ9cEiuk5k7DY0lbO1Sc/xHpTxbwx8yyZPtUEt+zfKn51XIeQ5JNAEs1xGGHloAP1qvJO0p7D2FPW2aQ8Zx6mmyQiP+IUwIc+9AyTipo7cvznApzxCIjnNIERFGHXpXUeEeJfxrm2n3KAV/Guk8J/60/Ws57GkPiPTtPYECtOVQYCPUVyepXc1po5lt5WjkDqNy9cU7WrbxBomiaZe3d/drNeb/MiK4EIAUoCcfeIbOO351y8jlqjs9oo6M8oiUSEls1eSJEiBA5JoorvPOJ4YkUscZIPU1UvZnM5jzhQO1FFICvGxjdtvYd6fJM5RhngiiigCgxLHJrV8On/AInln/10/oaKKmWzKjue5aWSEX6VyOqahPpni68vbfb5sczbdwyOV2nj6E0UVyQ+I3l8JwuvcNbqOmCP5VTggQsoIoorrh8Jzy3LHlqwJxjB4AqWdvIgYxgDA9KKKsRkkl13MSTUsUzhVAPGM0UUAI8rmSM7ueP517ZoTsbeLnsKKKwrdDWmdjbMfLHNcb8T3LeF5UYAgyIeaKK5o/EjefwnkfiDxXJ4ght4JtI0y1NuixxSWqSKUjXOEALlQOSTgZJ5rHgUSP8ANzzRRXecZdWNUQEDknFTJEofp2zRRTGVLuV96pnAxVUkqcjrRRSETQyuHjIbncD+texQXktnpUs8e0ui5G7pRRXNiOh1YfdjNk2qaYZp725VmHSJwoH5CvNPEMAhvD87yNnBaRsk/jRRRR3HX2KWma82jGeM6bpt/FMyuY7638wKy5wQQQR1ORnB7g1XutQutX1O5v72Uy3NzIZZXxjLHnoOg9qKK6TkJo4kJHFShAwBP/6qKKBhcuYozs44rPbkZPWiimA5XYYGe1RysSwyaKKQDa6jwqdrEiiionsaU90bGvajcJYGIFdpdT05qjceJNW1HTYNPu72aWCB3kXfIzElsdSTzjbx6ZPrRRWcNjSe5//Z", 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", "info": {"video_id": "50148", "label": "unfolding a card", "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": "106f816e7a4d0eacfeab7b28939557498ac1e0d700a11c88f166d51d34aa57a6"} +{"episode": 79947, "episode_seed": 3635598910, "split": "train", "timestamp": "2025-10-13T03:44:17.280052", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3635598910, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ball 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, 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": "212883", "label": "approaching ball with your camera", "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": "212883", "label": "approaching ball with your camera", "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": "14941a8c170d4c0207c6b21f2908f4ae5d828f7c3f0fe94d0f7f68843f37cba7"} +{"episode": 79948, "episode_seed": 3859506419, "split": "train", "timestamp": "2025-10-13T03:44:19.079038", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3859506419, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 owen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "207176", "label": "opening owen", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "207176", "label": "opening owen", "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": "2258e5e82d624de8484dc7e04e5c0876b372e4c9b7458c8a0eb6c01c63461b9e"} +{"episode": 79949, "episode_seed": 1232474723, "split": "train", "timestamp": "2025-10-13T03:44:19.929723", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1232474723, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) the cover of a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "99860", "label": "touching (without moving) the cover of a book", "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": "99860", "label": "touching (without moving) the cover of a book", "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": "eb3f748dc2dfed1a420da6338d54d5961662a547668f8a99eb29244a802c5475"} +{"episode": 79950, "episode_seed": 3213349093, "split": "train", "timestamp": "2025-10-13T03:44:20.695313", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3213349093, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bead and bead so they pass each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "172030", "label": "moving bead and bead so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "172030", "label": "moving bead and bead so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6764adc38074c53e376f8ac363d50ddad053167acf18de898c1fb27837aa364a"} +{"episode": 79951, "episode_seed": 2069659657, "split": "train", "timestamp": "2025-10-13T03:44:21.365942", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2069659657, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the letter from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "180108", "label": "pushing the letter from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "180108", "label": "pushing the letter from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1efb889603075299545c49cfe6a91142baa216cd9509b74194bc03f755d10cb3"} +{"episode": 79952, "episode_seed": 329496922, "split": "train", "timestamp": "2025-10-13T03:44:23.813159", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 329496922, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shoe 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', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "34020", "label": "pushing shoe so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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icbcNtY/kAa8u1a5Ot/EWR/vJbbnx79B+rfpXoniKYR6bqkh2kRwogz0yzE4/IVwvhPT0nlvNYXD/AGllXaDzGRksD+J49aUuhUdmdJZ2gjGcenGc1ftbYb8A9ec/0H61IlsCuz7h6D0qzGjBUDYJyQcY6UrhbQ0tPiVoI1ZcDdxk4rQeFQ6qEJGOPaqloGXgZ+X1HBz3q9JK33QMDHJrti9DBrUrG2RmbIHI4IFUdUtIk02QnoEq6ZGjfnp0xWdrV2v9nOhJBYAdKGwSPPrS4Ol6uJlOI3ZonG3O5X4x+eKxL/xhc+FhbTKLS9+0qREqFxsIwDuyB69B6VY1+Ypa3LofmjYSDHswP9K5f4gQvHZaFctLE6zxyMojB44Xrn61y81lJI1lG7iztLD4maXqTStdK1nKtvIqBvmV3YADkdO/WsTw/FFqmuzX0rATQBkjbjbIGPH4jB+ua8yibBq5DKyOCjFT7HFc8qjvqdMaKtoe/RQBFCyKOOo9KtRW5RG2MWBxjOevcV4zZeLdYsQPLvnYADCy/OP1r07wb4jfxBp8gnCC5iO0qOjZ7jNEaqk7CnRlBXOptgqEbjtU8kk9K11lZol2MGU/xe1eafEjWLvQ/CfnWnDTTrEW7rkE/j0o+HPjiLXGfTpHJuIYlkTPp0Ye/NdsJ6HNJanoUhOdwOSOwqC5uTHAzbScg4IpkkqiQrxkDHHas6/uttswwSQPXpVcxNjhtbKvJKhB+ZCDn3FHhKTTJdDtVuLVXutzRs7Dd8wOO/AqpqNx/pLZPQVz9trKaadZtl5lWZbiDtgEYasFK1QuUf3ep53b3L27ZU8elalvdSXEYBdsL95Qccn+lYtSRzPE5ZGwSMH3qZRuEXZm9dXs1rCy2zsjBNuV/ung/nXO1ba63wqSSJVGxs9HX/GqlEI8qsOUnJ3YVYsrK51G8itLOB57iVtqRoMljVevWfgV5J1jVQ0KNMIEKSFclV3YYe2ePyqm7CSuek/DLwDb+DNPM90Fl1e5AE0o5Ea9di+3qe59hXdSOCCQ5IJxxVKGRUiXOSvqxzn2p0twQrE9egxxmtYT0E4jtxVvlbINc74luS8ATaQFBPtWrJc/IG7DNcl4jvNyn0APSq5hWOLu5YjrmnpMf3ciSI30OBS+GtAbS/tEV65FzJIVjfPG0Hjb9RzXP+Jrox3li6nBG8/qK6j7b9q0BJ1P7yIBl9cj/wCtXnSerOyK2MSPTGl1+5W7uzbCad0j2nJJ7Ej0rj/Fup6nPqMun6oYpZrRzGJfLAfA7bhyR35qa5vLq41Hz0LNkg7geh6Vka7JcS61cNdHMwIVznOSABToJ82pWISUFYzamltJ4YIp3iYRSgmN8fK2OuDUXevX/hfpdtrvhDU9Nv4VmhS5V4lYE4Zlwcen3RXS3Y40rnj4619U/DlBa/DXRFP/AD7mT5u252NcLN8GLBlLpNLGN+PlbOPzr0ewtRpWj2enw/6m2iWNGHU7QAKcZCsajzhcEE8Zrk/El38pAYgYNast0FG3Py1yWuzboJWJOApwQepq3LQLanKa027TJZk/1kGJUx6g5rndAur67v8A7LZXM8MTf650kK5XuBitq6JntpI+TujaqnhWFdP8PyX8iYaVCRnsori5up0qN9DU13xZeebNpZlM9mxVmUnB3KMdfpWp4Y8YaTp9nDZyLcW7R7j5oUNkscknHb2xXnaRXN1FNqDAld1RxSZYYPWs3UktTZU4s+gtP13S7+IfZ7yFpcZ2g4z9Af5U668QW9rciGXCc4Brwc3G09cHHGKbrd9cT6DG/wBokElvMAp3clGHT8CP1p063M7MipQ5VdH0zZTxzw7lOQRknOQR7VdaQ8qX3HHIXtXivwj8cSXkh0PUJS02N1uxP3sdq9Xe5bap+9leoPT1Ndqk1oclrk8koAbn8M8Vi67dgW7Ybn9Kme52ZwQTnkAfrWFq0+7gMSDV8wrHI3jLcSSxtyHJU1wXia68/RdGUsS9u89uwJ6bSuP0IrrZ5sTSjd0fr+Neca87prFxEWO0SlwD6sBn+QrljK8mjaStFMjib5asRtkgmqKNgVZiNROJ0U2WGkJmxnivQfhfLIdfukVvkjtS7D33KBXnLt+84616R8NIxFb3F+xXM9wLXPoNvH/jxFTGOqZVWVotHT/Ei1a+8CagqjIh2yqcf3W5/TNeL+CtRn0zxjpc8BwzTrER6hztP86938RQXGoeE9Ttoh80ltIBzk9M4rxX4dacuoeLIWkGUtl8/wDEEYH5kV1R2OF7nv0s+zOWOfr3rI1K43xY7nI57+9U7fVoL6edESaPymADSLtWVTn519RkH/JqtqVyQm45VcjgDiruSzmdUmH2yXb/AHQTXMX9xFZeJJfM+YSWoAA7t2FX/Ed0Y/tjAjPlr0PrXParfWF9arLCqpcKw7YOK518dzSSvTsVLzQ5rawF9FLHcW24KzJwUJ6ZHatnwNo9vqU+oz3kavb29q/DD+Ijj8uTTvCca6nFd6dIwAuYTGM9N3VT+eK7Dwrop03wxJazL5V5crIz7vXBAH4cUObs09y1Bcya2PIKK7XSfCtjcabqEU8u7UEtjKhU/LGw7e/TBriq1jNS2M5wlDcK9l+CViFs9VvX4810gUkf3fmP8xXjYGTXu/wrdF8JxwBSxDtNnpnLEN+RUfnRJiieliRRCVU5Ibr/AJ71VluYyM7/AMMHFQtIA4VGODknce3SsfV72+itVFhbRTTsSSsjlV2jryO54A9+vSiI2aMt3k5HpXJ65OpgmJ/unGfrWrLdqYm2cL746dq4aMS614su9IuNVuLWJhJ5YRN+5lQsF9hweT6e9W3oScv4mlzd2I/2X/pW5oN8v2DyWbJPUVwN7ezXNzC0sjMVTjJ6Z5rUsbtoZkIbjvXHNNWOmGqLkslvG9pYW0oMZffI/cNnv9KwvEEMUOv3iQymWPfkOTnOQCabcStFNLs65PNUcliSxyTzmtKcbO46rTshFXLivdvhND9l8LPNGcvPdNuGcYCgAf414fAp359K9z8BywroGl+WMR3FsykA8ebGWOfqQWP/AAGqbuzJqyO7aYr8sgwWPGT+VZGq6paabZG5upmWPO3IBY5PsOuME/QHNXJJQpEivu9PfJHPtWFrmoQ2FqJ5Nh8slRu6ZOMgY7kcY96uJDLjzqikht3+0D+tctrNzutrgHBIT8qs2d7LcWYWVWhnX5Zk/unrwfTB4Nc34tuJo9NmlRtpJVcqeTTlsQnqZhvdt6luJQm+FiSQOeQMfzra1NEttCa3AAUoIx9K5XxNpOnR6Da6xYape3B+0/ZA1zCI1uCE3O8WDu2qSFO7+8OeoG14sneHT1VehxmuaUHFHXTldjbeWAeGLrbjIyorkYG+YVpaRK7281sckbTJj+VZcOQxBHtWVtGdC3LEjHzgap6xOfLSIdDyanlf5wO+KnfQ21DwvfavCzNJZXCo6dvLK8n8yPwzVUo+8mzOs7RZg6dfTaZqNve27FZoJA6keoNfUNpqP2/Tre9hkIiniWVQOOCM/lXyrXu/gu5S9+HtmspwBG8DkH+EMQf0P612M4UdNHew3cYnhuUngOdrxsGBwcHkcdRWVqNx8xHGDxx3qjYalatdXFtbwi32HcI8YDHjdjHHB2g4qLUHd1Q4yQc7hxgGmxM5S+uxbvK2AT54UBunLAVyfii3ddVN07o3n9lzxgAV0GlwafrniptL1a+uLa1uJyElSaOJYznJZjJxgDPA5JwO9crrkc9prN3YTfaVFpPJEqXIAkUBsYbBIzwM4JHpWEINO5q5J6FNDV2PgVRQ81ZV+1OaN6bJG++WzXd/DSZrzTtX04OFIdJoz3DHgEfiFrz+Z9sf1ro/htei18WLExwLiFox9R8w/lRBaE1nrY9ifUoP7LW8kPlq8XmFfRjkMPqCCPwrzzwYsaa5qt9AiwwXMnlxRg9Oe341f8S6qlp5tmyP9nmYyRlU3BWP3hgdM9R9TWVZy3P2ZRBH9ltVZS5cDfIMgED+6MHr1qrmDNmPWJJ9QdogHsIT5DMgxtYkAY9QMAH61aundkYb8M3JzzWbbQrp6T6eABFt/dY6bTwc++f5097j5Y5AwGUDDJz26mtOhmcZ4mnH+kAccqg98CuTHJrf8UTmS/dMAEsDwParXiPwTe+GvDuj6jeCVZ74yebCYyBb4CFAx/vMrZx26dc4iCtcuT2M/wAOyvFfKyHBDCvWNUmcaUJQfnABB+vB/nRRXPV+JnVS2R5pZTy/2y6CRlDnaSDzhuv865qiitaPX5BiunzHp94V7F8L5XGhW7Z/5erqLH+z5Qf/ANCUfrRRVs5+h6FJO8ijOASwyQOetc94luJYbFzGxUqDggkEYIx/OiinElmTpk7zaVCJDuKl48nuEYqCffAri9R1S50bxJc6halDPDIwXzF3D5lKnj6MaKKp7EnFyDF0F7AAVsQqMZ9qKK5qvQ6qOzK9/GotfMx82cZrMXrRRVw+EU9y1GAEP0r1bwFK6/D+KYH57a8Z4if4TuX+YYg/WiiiPUU+h6FPFGskwCj5Rx+deeanO1/rdwswHl2F4VhRchc7U+YjueT+dFFaRMZGhM7LcZHUw5Pvg8fzNc74pwfDjsQCQ64/PpRRTZKOR8SeLJPEEcEE2kaZam3VI4pLVJFKRqDhAC5UDkngcnn1rpfEn7yyhDc5Zc0UVjV2RvR3ZmaBj+0bnjopxWOhzI57lj/OiiudnYtxjj95mux+G6C7tfEllN80DxLlfqGGaKK1pmNfY8zYYYj0NemeFrqe3+GOozRSFXSd40PXaGC5x780UV1HEdBZwR2ulWgjHMbKQTycsdrZPfINTOPOmdHJwVzxx3xRRQ9hHm0mutouoXsX9nadfwyz7jHfQeYFZScEEEEdTkZwe4NYGoahdatqVzqF7KZbm4kMkj4xlicngdB7UUVMdi+pEvWrGPlU+tFFRLc6IEU56D2q34fme38Q6fLGcMJl/U4ooqo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", "info": {"video_id": "34020", "label": "pushing shoe so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2c7a2cf40640b7b95fb909e4854345a29bfe5231c5013190a520ab67829c97d0"} +{"episode": 79953, "episode_seed": 2712564320, "split": "train", "timestamp": "2025-10-13T03:44:26.234017", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2712564320, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 carton box without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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"info": {"video_id": "214226", "label": "lifting up one end of carton box without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "214226", "label": "lifting up one end of carton box without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a5bdcebbdec51701d89d0cf1386f4f51de8a7cad7656cfcb840381cf8e5e30f0"} +{"episode": 79954, "episode_seed": 2892620118, "split": "train", "timestamp": "2025-10-13T03:44:27.264034", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2892620118, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin 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, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "131804", "label": "moving coin up", "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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"info": {"video_id": "131804", "label": "moving coin up", "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": "73b3d3b7f5d4f3250537d1b6f98949e67b245c883e68d1d0ac82a9d5fc2c0188"} +{"episode": 79955, "episode_seed": 3457350342, "split": "train", "timestamp": "2025-10-13T03:44:28.872593", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3457350342, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hair bow and a packet away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "202363", "label": "moving a hair bow and a packet away from each other", "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": "202363", "label": "moving a hair bow and a packet away from each other", "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": "dde58b32d9f77a961e1e0b7957138fb12deb1d904889741f195e41d9bdd88898"} +{"episode": 79956, "episode_seed": 1252560656, "split": "train", "timestamp": "2025-10-13T03:44:30.112039", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1252560656, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lamp behind cellphone 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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", 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UwPrPToxb6ZaQDjyoUT8lAqZzioo5Rsqne63ptipN3fW0OOzyAH8utAWLUjcGsFPFekByhuW47hDg/SsPVPibotsHW2E10wHVRtX8zXDSXBWGSQk4VS3HtzWNWo42sb0qV/iPZdO1ey1QN9mkyydVYYYfhV0SBbi3B/hSRq+ftK8TSpMX3skhYbWBIIr2m0u2kgt3kYtJ9g8xie5bvVQm5aMJ01HVFuycRGHAwWhyfxYmsvxUpudF1KH/AJ6W0g/8dNX7UhnhA/hhT9c1n+INV0iwgcX9/FCzqVCZ3McjH3RzVsytdnzC/WmdK2p7fS42Ij+13JzxlViX9cmqUiQsTsiCDsAxb9TRcqNOTO++D09raavqV7dzxQpFbBQ0jAcs3/1q9Gvvido1spEAmuSDjKjav5mvAIMRjjjPNTvdcct+dS32N6dFLWZ6XqfxW1OdGWyt7e2U/wARy7D8+K4fU9avtXmEl7cyTuM4Lnpn0HasVrsY4Oa6r4feHf8AhJdadrkf6Fa7XmGeXznC/jjn2pNN6CbhHY7D4deDd6prmoR/L1tYmHX/AGz/AE/OvSLmYRxbc8mp02xxgABVUYAHAArHupC0jHP0rS1kc795mfeyNkgZxWHe2RTZI+dzckeldSluGj3sOT0qtfWDTqCoGRU2GmfOOqQ/Z9Uu4cfcmdcfiap12Hirw5fJ4ivpTEsMDPv8yaRUXkDPU1zktjFGMLdxyt38oEgfiQKoSi27Il0KH7VrlhbjnzbiNPzYV9WT6pZ6fGTd3MUK+rsBXyjYNLZX0N1BKUlhcOjr1BHQ1rTatd3UpmuZ3mlI5eRtxqXI1p0bv3j3HU/iZodkCITNduB0iXA/M1w2r/FLVLxilnGlnGfT5n/M8V5690TzuNV5Lv0bNK7NHThDU+oRIFQk1nSvvb606efGEB+tZN54g0rSgZb68ijxyEzlj9AOa0ZypG7bRCMZP3jU4UE15rqPxVhXcNPsyy5IWSZsZHrgVyWo+PdevwVN+0UTDlYV2Z9s9am6NPYy3PQviAdLPh65s7jUYIJnAIRvmbhgfujmvF5YNMiJEZurk92KiJf1yT+lK9y7kszlmbqxOSfxqnJIO5pcxr7BJXbGtFGTlVx9DmrkMnlqADwBgVQ87OABmnAyN1O0UtRc9OLuX3uuuWz9TVeS7ycDJoisZZkd0jZwgyx6YGetavhnQrfW9eXTru/a2WSGRojCm/c6oWC+3Q5PtQrEyrSeyKtjMwimYoWbAxjt1p8WXbMnJPA9qh0ljKjoiOXIHC8luten+H/DVtp1gtxfxq1y43Hf0QelZ8t5MpTtFNnF2WnPPxGkvzgg4716l4VsfsjqGbc20Z9qwNR8R6NpzGMTRlx/BEMnPpxVCP4iLZu32W03MeA0rYAH0FXFWeonepsj2Hyy8eAa8X+KGiXM/iSOdREqG3UFpJVQAgn1NVr/AOI/iC+Qol0tqh/ht1wSPr1rkrudrhxJMTI/99zuJ/GqbSFGg5Ipy2Kp0uoZD6Rkt+uMVNpM82l6rbX0OwyW8gkTcMjI6ZFRM47ngdqZ5yqeP0ouyvZwjuzr7zxlrOoktdX0pz/CrbVH4CsiS9aQ5c5J7msnzpGHyqfqaZK0gQ5fn0HelZlOtBLlWpfe5GcZFdrEBtw3IIwQa57WPD2mWvh621TS9QvZt1ybbN1CIlucJud4hndtU4U7v7w75A1XudoOPSufEdC6Eue+hckjsxtzDEdvTjpU51l4Z4Sk7jJCMAx5X0rlJb15JdoYL6k1ch0+SUXEnml/IAJCr61nCEr3uaTnBaGp4m8V6k11HFb3s0MZhVW8ttu4AkdvauRe6Z3LsxLHqScmr/jUi28RtaxDiGCJOOx25P8AOuePmNjLY9q7EnazOf2sIu9ieWZSSSagM2eFBNTWthJczJGqn5n272HA9fyHNXbawszA7T3m12LCAIvyuV65PYHtS0RMq05baGYDIT1AqzDZSyvGNpw5wrOdqk/U1aguVt0t54YEV1ysqyDIcH/EGq9xdgxPC0jvAX3rEDkJ9Cf8mi76EPXd3JY9PKCXzHRZIuWhB+cjuR9K9O+Ev2dZdXa2L+UwiI3/AHh9/g1534Ut9O1zxNDYatdXFtFPhEnWeNBH7s0nGAM8dScCuj8MeIYPBGpeIbS8ivGlE6xQwyqocbWcHfg7QeRnGR6U0ne7Jutkj2m5uNq7QfrWJeanZ2hVru5ihUnq7YzXler/ABJ1e9d0tTFaxkYyo3N+ZrlJb2eeVpp5pJZW6s7ZqmzSNPWzPY9R+JWkWiFbWOW6KjOVG1fzNcdq3xI1i/Vo7bZYxNkfu+X/AO+j/SuHMp3HJz9aia4AzgmldmnJCOrLV3MbqczTM0kjdXkYsT+Jqsz55PQVCZXk6DFOhtpbmZYo1eWRzhVQZJpW7ilXivhQvnBTx1p3mSP0GB71NHp77JixWNoRl0P3gOmcex/nVwCwhmjKq11DKnBzh4m46r9e3cUrroQ51H5GckLyyCNd0jHgKoJJq0NPIg89nRUBw4B3MvuR6f4UT39wlrGm9I5Y2/dvGcMBzwcVr+JvC2peH9D0rVb4zfatR8zz4jGVEAAQoGP95g24jt9c4NWZ+6t9SxrPjDWb+5nie58qJSRshG0Hnv3rnNzZDkksepPJooqmbwSshpYluaYzkIDRRSNehVklcsRnilCgrk8miiqOOo22WLSJZrlI2yFLAHH1rZW2gjXU4FiX9yhkR+rAg46+nNFFZ1GXQS3KIu7i7nS5llbzguC44LdufXiobPVLjQdWS+stnnRFtvmLuHzKVPH0Y0UVS3Mm7l7w1rVzotjqU1qkLSsI1DyJuKjnpUOoa1qOpAG7vJZMnpuwPyooqmaUymh28CnAnj60UVJ0R6Cu5AJ7iqryuTjPFFFNE1W0hFUOec1IqgMABRRTZx9TeTTLcWupSHezW23y8n1JHNUb2fFpaTJHGhnXEiquAcHH4dKKKyvqdNko6FnXvFcniK2toZ9J0y2NsqxwyWqSKUjXOEALlQvOTgcnmrkjtzRRUV+heF2kYM5Y3Icsc7xXWeGtRuINbugpUh0BIIyOOlFFadiHuc+zvq+r3txdMTIwkkJHHIHH4VYcLZReZBGiyRWqurEZO5iRn6jtRRRPoTBblNrqWSO1jDbFSM8JxknOSfU44qtcSGGTy4wqqPaiihEt3bLMtnGLuFSXYPEHO49zWn4h0q10yK3+zqw82BmbJzzmiil9odvcMjS9cbRUkU6dp1/FOys0d9B5gVkzgqQQR1ORnB7g1Fc6jdarfXOoXsvm3NzIZZXIxljyeB0HtRRWrIp/EQk8A+tNkcqowaKKRu9mRbmbqalCgLnFFFUc0mW7a3SYy7y3yW5lAHqMfpzVy6uZLe6uUhIj8mCOOMrwVB2nOfXk80UVk/iNY6Quis0rzSNcyMWlYbWY9xjHNUjcSuNu7C+i8UUU1uT0IJRsLAdjWpeeJdX1XSLfS729mntraR5U8yRmJZsdSTzjbx6ZPrRRVkM//9k=", 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", "info": {"video_id": "129220", "label": "pretending to put lamp behind cellphone 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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", "info": {"video_id": "129220", "label": "pretending to put lamp behind cellphone 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": "a44b4aac6aee1e325b2cd293e31ffc6f0dd558d5ec1118fefca25d20235490fc"} +{"episode": 79957, "episode_seed": 903778340, "split": "train", "timestamp": "2025-10-13T03:44:31.472607", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 903778340, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 rubik's cube from behind of bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "41335", "label": "pulling rubik's cube from behind of bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "41335", "label": "pulling rubik's cube from behind of bag", "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": "70a8f540f30d519fa797d5cafdb1f30c43903164aded3e0dcbe35e5015efcb5a"} +{"episode": 79958, "episode_seed": 2692392288, "split": "train", "timestamp": "2025-10-13T03:44:34.625162", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2692392288, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting hair oil bottle on a flat surface without letting it roll'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "116537", "label": "putting hair oil bottle on a flat surface without letting it roll", "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": "116537", "label": "putting hair oil bottle on a flat surface without letting it roll", "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": "363a5d20aa0cc107515426a26dc77092f894a26c60dec299675ccef46c57fe12"} +{"episode": 79959, "episode_seed": 715577133, "split": "train", "timestamp": "2025-10-13T03:44:36.637799", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 715577133, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hair gel down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11336", "label": "moving a hair gel down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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6c1iQeINMZxCtrC6CPeAwUgHIBH15zVwyeHrqfB0y1d+QWMCnJAzjj60aiVi4+l+Cb+6E/wBisvLA2DZ8isfwIBqQ+E/BkinGm25wP4ZGwPxzVGSy8MRxGdtLt9vydBkHecBsZ6A8fhUaaT4amSRYI57cxvtZoZWHYc4yeOfSiz7Duu45PAPhdpZG+yyeUeAftDHHuOelVbrwB4bY7Y7aZDjkic/mOtPm0DTRCz2+s6jHkbt4myMY+lZ0uj3cNgt1beIrtYnwwEq5JB6cetFvIV/Mpn4c6VICRfXMRycoQrY/GoH+HOmqo/4m0o+bBJjH+NPl0/xBthf+2A3mhmXKAcA9TVKZfE0DpCJYpurZGOnqfaqSJv5l6w8OxaDJKqXRnMjAcrjAH/666K2HA9K5bRrjULnc1/GFH/LM46+v8hXU254FZy3NI7FifHlnFczqkoAbmuguXwhrj9Zn2hual7msdjMu7oG3dc9a5VrEySswlVcnjI5q7dXROQDVHzpAeoqloZy1J7nSXa52RXCSdFDEEZrr7b4Z65Lbq6zWXof3p4/HFcfFcsrhsZIr1bT/ABLrz6ZbTRaL5sLxja0cgwQOOnaq9SLdjjbzwBr1oG+SGTbyRHMCe3rj1FZcvhTXYyS2l3XHoma9EuPFskMZS80a8iyMnK5H/wCqqj+Ook+VoLlB2LJimgdzgW0HV4Tl9OuQAMn92eK3p7nqM9q6I+OLMuf37Y24IZTzXB3t6FZiD1pSIZDqdySMcEeoPIrS8GXthYS311dMPtKxgQ7u/rj36Vy8sxkctmmIT175oSGjpre2m1jxC1/cIWiaXOT0YjoPpV/Uo5f7QJVSwbgYHeqOh6yI0FlIMZ6V3mga9FpVyty2mw3cq4MfmdFPrVRQ41nTlzI5A6FqbDebS4VCN2WQgY9ahTTPMkJ80b1GMDk161rPxB1TWLB7KOG1t0kQq+FLEA/XpXkFzeXGlT7BJIoLltwUdSMVdkX9ck9iteQCBRJG5Lbu3eo7fVWV9szEY6GmLdpONjZrPuY2WQk9O1SZSk5u8jr7bUxjh8g1jeKZUlW0ZQM/Pk/lWRBdSQt1OKXULn7QkPGNuf6U76GfLZ3KOcU8HPWmYp60ix4FX7O7W3ZSI3DK4YPHJsYY9Dj8c9qoL0qZB0oAsS3XnSySMZZJHOS8r7mz3571XYbulKy88ccUzkHFADD1qNhT+9NYYoAZigUuM0goA7TxG4jQoPQCtbw94c0m50mzlu4nNxKC3yyFSy57c8kVz/iZ8v7mtDSPFNolnbWs4ePyQMNjoR71ETSozqP+EI0+a/aO0v7uFdoKNkOpPcc8g+1RTeDdWt7gw2usW5lX51jmUpweMg8ipLPW0njJhnjkbBxhuvpmrh1BybORyxETuZHxnICcj8Se/oKppEXZhtp/iy0guYmshNFjyG8pgxAA7D8etRT+LJLKezgvbO5inQ5ZnQbpF6YPTk+tdZZawrPOiTh41fMYPBUY6fTOadeGz1CaJ7qFJXiPyFuStNRFzHIN4qtoRMFZwrSMVj24CA9vzzSp4oidAhJwOB83Su2ePT5N2/T7R93LboVOf0qk2k6HKVEmnW+xf4QgFOzC6OTXWkVlKuzbEEYyc4UUz+1/lnBcl5hsLN2T0H510s/hTw9cKWig8sA9Y5SpH51zFl4ctdR8XTaUdUuLaECTyiE3lmVCwX0A4JyfT3o1QtDS0m8W7klA6R44z0P+RXQwsAM1xXhFXRrsvIX3CMg/gc11wfEZrKfxG0NhLu4+U1w+t3HLV0d9cEAiuJ1ebcx5qDVuyMiV+pNV93TH0NPfnIPamYFaIxbHq5AOOwrv/DGs40eC3eUqIJcld2Nw6gfSvPFTDHB61v8AhzR5NYvXiS6EGxdxJGc01uQz0a81f7U8TlsoGGVVuMZGSfXpVWTUoZDPLLCnzsW2Lg4HQCs5fBeqYcwX8DBeAHBGaydX0fXNOtWlkVCgIG+KTPX2qxGpcWunzwgvbRrNOxY44KIOn49K85nnMjHnIruNa0+3tPD0Op6bqmoz7ro2pNzAI1uCE3M8QHzbVOFO71HfIHAd6TsCFHWrNpEZJdo7c8VWHBq1YTeTNuJIAHakBDM0kV0TnaynjHaum8P66WlWKb7wHBJrlriTzZ2f1pscjRSK6nBBpolq56lDfB74rwE74NN1vSo9QtGMY+dR8tcfpWqlblWd8ZPeu8gui3llSrFxwRVGWqZ5fNC9tMUYFWU8g1NHMsq7X5NdjrugC7WS4jB88847GuFdHt5SrAhh1qDVNMmktecpVaZWXAaui8IWunaz4hh07Vbye1hnO1Zo5oo1jPcsZOMYzwOScDvWTrtq1hrN5ZOk6G3neLZcACRcHADYyM+uDj0plGdjjNPFMB7U9OuKAJUXOKmRGBOBz2pYlCgsegq1bplg2MgjpnHUUWAquGBHqetRODuBzV+7wjRoDkgZbjFVZMjBI4FDEVmGPypOvFPK/eOeBUZOOlAxlGKQ+1dP4i8GX3hvw7o+o3glWe+MnmwtGQLfAQoGP95lbOO3TrnABD4iYm4welEdrDd2RkdAr/3k46CiipWxc9zJDNG2UYqc9QcGtS18Q6jCvkGYSJkf6wZP50UU0Qdba3Mk1tBM2AzAk4HvSi8nWbAeiirQmTPe3DzeWZDt8vPBwQc47VPDdTKkbBvvyFSO3fp+VFFNEskWRnvogx4UFse4H/165i+1a50fxDdala7PtEUh271yPmUqePoxoooYIteExxOe+EGfpmurkOID9KKKwludENjntQY4PPauN1FiXooqUXIz5FGM1HjHFFFaIxYtdJ4NmaLVJNuOY+c/WiiqjuJ7Hoy3MqLlXII9KzfEd3JNonzheXUkgY70UVozIwNa8Uy63b28cml6dbNDEEje2R1KIoOEALkAc5OByea4Ciis2WgNNViCcGiikMDSUUUICa2Jzj3ro9NvZ0CBXOFbj86KKfUT2O2W4ka2ySMk1yPiqzhTEyqQ5wDiiihmcdzF0nXm0YTRnTdOv4pmVzHfW/mBWXOCCCCOpyM4PcGq2qahdatfzaheyebc3MjSyvjGWPJ4HQe1FFCNSmKlj+9RRQBdiUFEB/ibBrW8tI9OLKBnzMfhRRTQmUHUSQCVvv7j/Oo3H3x7Ciih7iWxVk+6v+e1QNRRSKGHgVp3/ifV9U0i20u9vpp7a2leVBJIzEswUcknnG3j0yfWiigD/9k=", 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", 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", "info": {"video_id": "11336", "label": "moving a hair gel down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "afe31fafd047618b7a8768c8a6bdfc9e4803cd7d261eb01d1fe8b039086168d3"} +{"episode": 79960, "episode_seed": 3215994786, "split": "train", "timestamp": "2025-10-13T03:44:37.220842", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3215994786, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 washbasin down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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"info": {"video_id": "64967", "label": "moving washbasin down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "64967", "label": "moving washbasin down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7f64b2e001d4002acc78a348cf4987e36da86a41bccae17944192fdbb3c06cf1"} +{"episode": 79961, "episode_seed": 1158738141, "split": "train", "timestamp": "2025-10-13T03:44:39.096620", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1158738141, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 green folder 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', [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": "75066", "label": "moving green folder across a surface without it falling 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": "75066", "label": "moving green folder across a surface without it falling 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": "f96924478e381e4c304628cad3b84bb2ba06fec9b67927423b3caba850c3f885"} +{"episode": 79962, "episode_seed": 2907782450, "split": "train", "timestamp": "2025-10-13T03:44:40.351037", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2907782450, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 room door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "9671", "label": "opening room door", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "9671", "label": "opening room door", "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": "870621481e1abef02a25d4f1ea62ab255ee4899aae832028c74384647cac9e83"} +{"episode": 79963, "episode_seed": 754309029, "split": "train", "timestamp": "2025-10-13T03:44:42.328078", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 754309029, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "91257", "label": "pulling box from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "91257", "label": "pulling box from right to left", "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": "539246e62b785508c4ac5e1e82a31c12e5b3ca6cf995ce477b04ffe84134066a"} +{"episode": 79964, "episode_seed": 1961839396, "split": "train", "timestamp": "2025-10-13T03:44:44.569931", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1961839396, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting a torch roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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"info": {"video_id": "164595", "label": "letting a torch roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "164595", "label": "letting a torch roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "79ae1bbd45d8b1e1c9589f565565f8eee901777e99ff8777259c322c01ee65d6"} +{"episode": 79965, "episode_seed": 2688217915, "split": "train", "timestamp": "2025-10-13T03:44:45.869242", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2688217915, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet 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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", "info": {"video_id": "84593", "label": "pushing wallet 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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"info": {"video_id": "84593", "label": "pushing wallet 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": "9d81fb2cd752e192c5c3f7efe7749cf6813aa223b9ed5e3bf6bd7143659fb152"} +{"episode": 79966, "episode_seed": 548154395, "split": "train", "timestamp": "2025-10-13T03:44:47.706810", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 548154395, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 trousers from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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+X1q5AELB7ht79gBwKigs4bddsaAe9TEAVzTqOWiOunSUTQNxEB/FXFahqUsd9Kis6JgDMaZJ/HtXRuTj71cvHA93cSSnhBJkD+9irw6tczxPQs2dsZUD3VzcNu5Cb9vHvitJIrZANsYG3u3P86gKbFBJ59KVGxyeSP0roOYvrPhfU+tQyTkt6mofMycCgZyecfWgQrtK/U8UwPs5Y8UEE9XAFRySQgfMdx9qAsJPeLEny9+9VIPtF5cK7ZVAcgVet9MM7ebMpC/woa0Y7YRjCriuepU6I6qVK2rHpM6R4JY/jUMtyqKzytgL696c0gFZepRS3bxRqQI+TIc9vSs6fxGtVe4yxbyPqknXbbg9QfvVuieC1iADYAGAAKxoXFvCI41C4GM1FJIznliT61q6cpu8tjHnjBWibcmpoF4fFUJdSklbbGxwOprP8nHzSNtX9aY0hf8AdxDCD9auNGMXczlWk1YsveHd1LD9TVuylE+4MSuDwM9RWb5e1fen2ZaO5UngNxTqRTiKlK0jYKAHqaTaKlC5GaUx+9cR33K/ToahlztPzVNOpTGOhqnIWxTGXhczEcOarzmWZGy5OOnNWiigVG2FU4bjvmpjo7hJJqxmrbG52O8jIqnOF6sc9/aob6eO3uI24+csSe5NWXuQpwOnrWTcRLfXil8lVHArpU3e7MXSShyon/tGMD5AZJT0Rf601Le/uZRK0YViMBm/hHsP61p21lBEo2RgVbC0pVn0IjQXUpwaRDFEoCLuA61fjgEagAVYjT5AfanECsW2zVK2xXximk4qzx6VjWMT6v4qm0yXU57SMiQxeWm7LKhYL7Dg8n096cYuTsEp8quy1KVKknHFVWuECkdMVkaTdz3SStPKz4Ckbj0zmpWEk8jBeFHU1ajYpSurlC6uLmS/ZowdoAUYqdDqMq7Q2wVagt8P1Fa8MK7R0qvataIydNN3ZhJpU5fzGVZX9XcmrsWluW3Tykn+6OAK1xEoHWl246N+lS6smNUoroUYtFgJD7e9aqQhFAAwBTUlCLgrmn+eCfuH86zbbLtbYNgJ61HImEYgjIqQyL6frWXrt1JBpjSQsUfcoyDzQldg3ZXHyM2DWXbF0iCgAH2qxq9vDb6DDqWnazqEytc/Zs3ESxrOQm5niA52qcKd3qPcBQ6oo2jk9zXTTi43uc1WalawKjfebqaDjnFMMjfjSDJrYxFB5NKHz1FKBgZPFQgyXMnlW46fec9BSbtqxKLbshTulmEUS+ZIe3p9a2LLSlgxJKN8vqRwPpUdpZx2qfL949WPU1Y3erVy1Kjlojsp0lEs7MdqacjsKg34OOT+FIWPofyrKxrYglQh2whPPbpVWT5GyVIpNIMOo+LG0zUNQurW3lk2JJHLFGsfcli/GMZ4HJOBVNxcQarqFncNcf6NM0arcAB1wSPmxxngZxxXRTg00zCpUTTiTvJkYHFM81U6DJpAN3XpRtQHmug5mRMWkbknmpo128KKaSFOfypsl0EXOeTQSTk+tRW8ofUlU52p1xWa9xPdHZHkKerf4Vr6Za/Z0yRye5rKpNWsjopU3e7NxZkI70pkX0P51XUkjrilAJHU1ynULLtfAyQfaq7Qjn5mqrrU0ltYebDKyMHUbhSa9pGtaBoel313dXKzXpk8yEpgQYClAxx94hs47fUGrjByV0TKoouxrkcVSvXKqqjgNnNFFZx3NDIumIXg0+1RQ3TmiitXsSzcjxsHApTj0FFFZgOErjADEClE0hPLGiikMcXY965KbU7jSfEs19bbPOikbbvXI+ZSp4+jGiitaW5lW+Ei0gBYrgAYACj+dbGxY4lVRwRk+5oooluVD4URrw3Sr0TnYKKKhlE4Y04OaKKQwLmgMSetFFAACeeTWX4gJ/spj1/eLRRVR3RMvhZQ1nxK2uQW0Uul6dbGBFjie2R1KIucIAXKgc5OByeat96KK60cL2FUA5+lSKABRRTJKd27NJHHnCswBxWzbwpDEEjGBRRWFbc6sOTCkzRRWB0jxytFFFAjmJtbbSdTvozp+n3sUsoYx3kG8BlHBBBBHU5GcHuDTbPULnVL29vruTzLid/MkfGMsc9u30oorrhsjjnuy+oBBpNooorQyY7YpTkVSiiW4v8AypM7AM4FFFTP4R09zbitIIjhIwAKupGgwNooorjZ3IeAB2FO/CiikyjH8RDGktj/AJ6LXM3viHVNR02DTbu8mmt7eR5UEkjMSz4zkk8428emT60UVvT+E56vxH//2Q==", "info": {"video_id": "113214", "label": "pulling trousers from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "113214", "label": "pulling trousers from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "311bea57311844dfac1551d8c684251a9f6a8c5c59b212a629f69708de38064c"} +{"episode": 79967, "episode_seed": 1186650626, "split": "train", "timestamp": "2025-10-13T03:44:51.848223", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1186650626, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting 7up bottle roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "198802", "label": "letting 7up bottle roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "198802", "label": "letting 7up bottle roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "31004da5384356dff62b23a37cce11e996f250d154212e5217c06c332793846e"} +{"episode": 79968, "episode_seed": 1575254019, "split": "train", "timestamp": "2025-10-13T03:44:53.212539", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1575254019, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a pink flower'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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tdUeSMldtmkablzJGJ8TJ1m16CI8mO2UADtkk158BmUxnjdkdK7TxRN9r1eWdwyNIqiMMudygYz/nPWuOudsc6sCM+xrRu7Z5s/iZmXgcgI4WENhJX29sjr9MV0ZEdtpiRi7uDHGySqjsVEqY67Scf4CsbU4muI2GAU+/8uMkYAOP1NXIIG1aMTCRZbxgIEiQrlLdVxjb74/nWdRK13sclZXV2dl8PzLPdazM8SIkvleUFbOAA2Bn/PU130Nt5kqq33QFGfw9a5X4ceXJazeX/q4k/djGAoyQF+owc/Wu2tEGIYhnezHANbUXeCCn8KNPS9Pjt/MumjxLISFJ6hf/AK9LqbkQFVOMitCTCKFHRRiue1a7UIVHJpTeh201qclqbywT7yjMuM715x9a5+4WHXtAubaJzm5dG3Z5G1sn+VdHeTKZFG32JHpXH2xvNQ2PpiQoQZI3Gcc9AR+tc0NL2O+KTi7lRIxDAVQMVXgkcjNZ92rFd23b6VrRw/ZXKyqSyLgqTwD3GPyqndtE6sfmA/PA/wA/StIbHn1fiZllZGiWWJsEZU/j0/l+tN0GGE3l7viMlxDGZt7vhURcE5461LbsWSSNflzjHHoQcfpVaCBvtgTMzRXQDytECzOgOWGB15FW1dWOeorqxoXDrfzPZaY2yO8HnqFjOWUEZAzwAMfpXsQUOqv/AHQQPc4rypY4bK8t7o7I4LqciNRldmw4CkZ4GTg/SvYhb+XBbLjIDbiSMUsPK7lbY56PUYlqBbPlQz8A5NauhWqwWks4XDStgf7o/wDr5rLuJSYwIgd7P8qnvniukEa2trHCOiKBWsmdlNFO9kPlEA4rkdUjEkZKyFW3YzjNdBqN4qIwzye9czd3BaE45BNctXU7aehx1na6vd2N1YzqVSO6keSTGA67s/L7YxVK/VlupEUbsHj0rZ1XU00yOeaWXy1kkVP0yf5ViR6l9oQl7MiKWP5ZXO07uOR6jg/nTSs1bsGIg2rmPIClwAeMn6VS1GGZIHTeRGpJGOnt/PFaN8UDArnPbjpUV1EbuJEDkCQBdvI5GSB+v6VqjhZdt4tOTR7dPI8uO9iIt9zbnd1OCenHp6V1XgGeS9N9esytCypEgVSFGC2Rz1POa4zSrcX1vskEnnOFt7XcjFIhu+YK3Ykn9a73wBDHJPf2/mYe3lRHjzkcZ5Hrkg81ENKiXU5ErVLHViDLBR0JJNSX1siIMJwFGD9as4CTTsw5YgCocNe6pHajJDsCfYDr+ldMnodMTc0q1+xaVGhGHf52+p7flUGoylI8IOvetO4YKD2Arn9UuVVOvJrCb0OqmjlNZuDbHzZA21VLblGcAda5cavDd+HbTy0LXN0xPTkZbOfyrrrt1LICx54wfeudsY9O07TXijtQhDlUbJ6g/wCArnUL3Z17xOZu0b51K9CRk96z1VpI32n5ozuHPpW/dgTedIiOUTl2HQZOB/nmsSGRY7w7Txnrg/nXRF6HmtFK3hjm123jvRJIJGwiI23L8AfhWzd3VrZTRvF5K3MRNtKG5VXJ4zgc9P0rIm861uortJCZYWCK4P8Aq2x8pH6mtVbGFbQXEP7yO3QG5J3KXlYkbiG64PT6Goq2WrOSsurPfbJBFHMQAMKqg/ma5TXJgsj9yTXWGTZYs3dmP6cVwGtXOZHPYHit5vQ76SMxnJZuR06elU74bLSReSJ0UYHuMH+VKJNzE57VK8e5Ipj91VAPtyK5G9TvgZdn4w8TaNeLpSyRyxNs8tpo9zRoTjAOeT256V6HY2kY1VJ5n3zzRNuZurY2151rEZh1fTr6TCxkmJmPTkgrWxr2qXsfiHRks7kxgwSOwABBG4Dv9K0dKFVKVToUtLpdTc8c6AsmmDULYYe2UmRB0KZ5OPb/ABrya4wsgGScjj2/z9K9KXx0htrqz1GBpFZGjEkPOeCOV/8Ar15lhmBLjAU4IxjFby5Xqjzam5ct081A4j3uqldufX+fGarQa1LawyH5EFqoWJo0Ck8FSPckEnJpULiyZkLYimWQqGI4HXGP88VXkKBnNxbIYZHUruPzEZyeM8E9OnrUSSa1OeaTWp6L8H3d/wDhIghxEGi8pc8j7/BPrwB+Feq6Xbkyi4dceWvA9zXkHwZuFgtfEFwcxW7PDtDH+P5hjPc8r+de2P8A6LZrGTzjnPrWi0jYdOJWvboBGOa4vUrpnlPOBnqK3dRucQMc1xdxdEsTjvWczspjdQvFhhklY8RoWP4DNcRoGuf2PNaLNG5+2IbiMAZxlmGD/wB8/rXQ6gj39rc26nmRCuR2zWZp9vBc6Bas0Ya5W3jijJH3ME5/XdWUXa51xbS0LF6blHdpArGUF8g8c1kTukgKn/P+fpWxqMwZbdA3zImDtrDu4pmV5FGYlIDbe3pmqp7HBV+Nle2kInTgZ6FfWpdTaa1iX7NKV25hPlHBGeSp578H35qBlCSKhwfmB4xjFSXUMzXE0ERRWmJnVyuSPUY79PwrQwZQ1PUWuZjBv2tvj/e87t5yGA9j/QV9KTRuZYdnQLgj8K+ZtSuJJ2iiZU2vMF81lxjgBefSvpWa5KO4jTzJY4/lXOMsR8o/HmnSSSbRnGNkWNO06NrlJ3QHyssP97tU95cY3Yo0+YHRbeTcpd0DPtPAY9QPYHj8Ky7q4Hz59DTerOqCsjF1S4LsV3YxWNLLgKlF/dOZ29BWNf6ktrbvPK4CoM1zSR1x2KVpJFruqzPMitFbSMIwecnOC36Uuu7IJkVQAFBGAOgrB8MXrtPM9tbyOhYkYwByfetPUnmeaQzAJIR0PIApRT5ya8rxMe5K7g6jqeasWRDQl2ZFERyHYcKTwP5/pVaW3ljlcTjDqA3J6j2ohi+0wXMa4DOBg49DkfqK6DhYw39zZzXEU0sggiVgE3ZCsTkYx/tZOfTBrvPg7cG7vNalO0ZS3Zo1P3WIbJyeTnqfeuAkll2Pd4jEUqFfLVdxHTPOPTt2rvPg7OHvfEjtGkTbogVUcDl6Ipc9zLl9656SYZJNyuOC/X2q7pOnx2rTXm353Gxfp3/z7VR+1h7mwtUjlL3kjEMMYRVBJY+nA4+tbV1II4ti4AA4rSRtTRTvroKpOa43Ub1nk2rnr3rZ1K6/dE5GOlclNdKzHmsJnZTJZZVLKT/DyTXHzi91ho49PmjSJd5eQjOWJ6D8P51paxetHpd4yNhzEwX6kYqr4SmVNOVcAbcc1jdpO3U3UrIzbq2/s+R4jNIxkQbyTwfqOnX61lFtkpHAAbgn0rY1lpbm7kMAztBzjrgd6x2XYgYjlxwa2h8KPPqu8my9ciSG0M8IAfKzerAg/Kee2R+tZ1zrUr2iR3UjSyTBxJvYg7RuKsfUg5OKszqUWGUIrLJD5GOmDyc/qfyrOvpjb2bxXFvBLIiEfKpAGWGT+HAxTkk1ZnNOKZ9HarMLexRM4wOT7157qkgMj89f1rq9evP3jJvwR0rhryQKrdMj06VUmd0FYpb8M3rWtar5tttb7pOD9MYrnlfLgZ4710unHNqnqea5nudUXoUtatDdaD5JGXhmXPrwev5GksdNS+jd7q5FuthbrDFIxwzHZ0H1JJP0Fa1yn+sjwMzpgfUcVh3sYdGRTkA9ev8A9atIxbRnWq8qsc074+Vjn0NR3UxuZZZCNpYAHHQ471NNENy5/iPX/wCvVYjLcdMdfT8TWtjibGWxI3xDo6H+WKpXUpk0zTmiJ34MRUd26/zFa8Eas6nP/A+o/OqGj6RFrHiibSLi/ktY1854fLj3FnVSyj0HAzn0HvTWpLOy+D+G/teC5QIZ2jkjccksNxBA/wBnGfrXq0eri9tCGZfPiYxzAHow7/Q9fxrwTwNrf2RL/Pmme42NJKpx5ca5Lc+rHaPoTWlY+Lp9O8QedLJ/o92BvB9/umtuRez5upMJvnsz0bV9REZ2A/WuVur3LHnBqlqutLcSkh+PaqkJe6I4JHfmuSUjvgje0gCWGVu5PFQS6Mbe53LIVhD+YkYH98/MM+mefxq/pcHlBVPG6reqsm5QP4Rzj8KiCuaznyK5zevxWEJt1snZ3RCJWwdu70Ge1YbTuYpEUkBwAw7EA1s6hCC+/IIbPNYzgeWWx1JBOP6mtlGysefKV3cqyrvbeB0H+eakE/k39jM/IZHjY+makiAYZ647jp+ZqvrhCaOJInKyrKvQ8YOR/WmSzFME3mKYpFVIpto3HjKnjP1H8q99udXMmqwldiIQxQHuqD945x2Ucc9WIHavGNW0vTbLQoNV07Ur6dJLz7M32mBY1uWCbmeIZztVsKd3qOeoHpPi65+xtPDDIsSuEluZ2AB8kZIhX/Z3Lk/U9zW9KDb1MpNo6Gw8QWp1W602KXKSqLiH8fvAfjg/iag1i/8AJjIzz1rxy61yeDUbXVVYiUPvI9B6H0yO3vXT3viOO/iDq+cjOM1FdKMtDooO61LtzeGR87sg1majYx6npMpkJ2rMgHPU85plszXIwBwe1bIsftGlywfdMnI9iMEVxyep3QRj+FEjsjMm8MFcrn6HApNZulk1B2Tp92rNvpr2cuz5VYjk/wCFZ9zGFcDAOWxj2+laRjrcwryVuUpyyNI2WORsCrk9AKjtd0VymBgHrmpJMLJg8dsHj9BU0aqpG4ED34P5Vpscpj3EgOiRw9JLe5ZfThsjNd18JmexXX5bsqVJiDZPQjeMH2xz6YrkNNstO1bxnLpOp3txb2s8u1JY5Yo1ToSzGTjGAeByTgd6634f2kttc+KbdoJ2msrmJVhucB8KzABwuQeBkgEjjirindEM7xNRlkspbxAVntytyqlSvy44U/Vc8dgwrZu9QjubWOaFt0ciB1YdwRkV5Zq2urZi5sbS6ln8p2WW5Y/8fdw5y5+g4AA47DpT/Bvigy6TNp9wfntT+7z/AHD2/CtasFFJlUZ3djp9QvVG5C3Fc1PMoyQMD+dQ3mpb7g4PGaozzMw2oDk9645Pqd0UzC8V3N4fJt4wUgdd7SDvzjH6VteH9GJ09Ha5mwVyQGxUPiBW8q3iWPdvgMa+xBz/AFq/ZXjQacFCEMRg/Ws94mrVjKeZ7a5dYyQyFlB9c1nyIGVVA5H+e1XZvnkkYjLA+maroATtz34HU/kK6ErHnN6kE0pWxjdhlYp0OPbP/wBeqWtGSXUbs27HY4Dk54AYAH8K0NW/d6RMUYo+Rgcc81B4i8Nap4c0XSNUvHnW4vxKssJjIECgKUVj/eZXzjt065ppXJZ6He3s91p1tcSMDJJEGYgdTiubuZGGOetFFRLc64bCW6AhieSTgmuj03hUXtRRWP2joWxbu1DTRg9gwH51h6gPJuDtJ4Xuc0UV0R2OKt8Zz1wT5mM87sZqndfJOgHJIzk80UUzMmPBjOSS3UnmsIancaN4le+tdnnRltu9dw+ZCp4+jGiimtwZHoczrYXMIOEmkhRx6j5uKjupGngmeQ5ZGTafQHPFFFdEdkYvcs2E0jSqjOSDGG59TXd6OMxIx6nrRRXDUWp6NHY6e352fUVFc4kEm5QSe9FFFIWI+E5vUCQ8YHufyrJkOGIwORnJ5xRRWpyEKHZJGOu7rnmodeUDSZOpxtPJoopdQM7X/FD+IYLKGbSdNtjCqxRyWqSKUjXogBcqByScDJPNdh4zuZbi9ihlbdGAcqehwvQ/kKKK6qPUyqdDz6SRnhvXY5Y7Rk+5zT7B2Sa3QMcPFuOfXJH9KKKir8BpR+I7zRf9SOehxXXW6janHcUUVwM9NbFDUgPOdu44rl5iWVie+Tx60UV0R2OCp8bKbfOVzx7LxUlqfMU54x3HeiihkGM+tto+q3MR07Tr6Gd1do72DzAGTO0gggjqcjOD3Brr/hpqd3qk3ii8u5jJcXYR5X6Ek784x068Y6cUUVvR+JET+FnP6xcSC+CggLaxbo1A4yGCjP0H61hQXU1nqjmFypIINFFaVvhYqW6Ny2uJJ5U3t1ro4IkZFbGCfSiivNlsepT3NWS3iuIyJEDbTkexxWVdxrFbsVHVsUUVVInEP3TKlbBLHnjoelVoyeWyeT0HAoorZnCRapzppPT94vArD1DxHqupaJb6beXs09vazNKnmSMxLPgHJJ5xt49Mn1oopxEf/9k=", "info": {"video_id": "43981", "label": "squeezing a pink flower", "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": "43981", "label": "squeezing a pink flower", "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": "23253aff6f10636525c2d3f74677e8388f6386b4dee51ba6f3349856b58d5c02"} +{"episode": 79969, "episode_seed": 1505324259, "split": "train", "timestamp": "2025-10-13T03:44:55.151091", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1505324259, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 and toy closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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JPBIskTjcrL0IrzXT9V/s6SVd3+tic4I4yqnBz9Tj3zXReGL6GPSLWwjZjNGNiofvP3yPbk1fMlubrVXY/wAS2Md1KZYiA3CycYya5/y5tMv44rGZ7fznSPdCxXIHLc+mW/SrWoalcR6hLYSxgyJccgk5+np71pXHhvUxrFnKloXtoUzuRgeeT069cVw0cTOVW9rJJv7k7L1bsZ4qMlCy62In1vVDcsU1C5A3kAeYfWpbzX9TF1Kgu22hyANqn+lVItOvYrqJZrO4X5xnMZ9ahlgnlupNsEzMXJwIye/0r6OFKmq0IaNRj+q/yZ8o61fkk7tNvz8/8yfR/EkS31w+uXl0YkiPlumP3eXAJx9ABXT/AGa2utNe707xB9stwcksQSMkcEDBHX0ribfQJprXU47qymWU27FA8ZB4cHisPTtOuND8TWyTPJbJI+4xynbvU8D9fX0rzM3oNwqTg9FrZadOltfzPZwlSfLbVys9zv7jSry4uzZ6eIJxscCZpNq4wpJ6ccZHPpWYdJ8QaYZpZrJnRh96JhKqDpgbefzFVPFmu32kxW7aVdCO5Ub2KYbKniodO+IfiDyIZJLmOXIz+8jBz/hXh5VGfsFPlsrvT/h/8zrw1SpCiotWT1/q/oR6XfzaMXS0kdEZ8uuc5bGO9d2mrRf2jFYMG86SAzA9sA4I+tedX2oTapqt3ezxqrTMHIXoTjnHpWhZ6hcw3lpqU9u2PJEG5yMn7xIU55PT8jXs81reZ003zLU765vTbxblALk4UGq0Uj/Y5nY4DnYqjgZJy3H+etLZW6alax3cryIjrlEC84z1P1q5PpS3NkYLa4KSIrBd6/xHuR/npXiZhTxVeo1D4UtNd3td+nT08zWLSR5heR/bptRuUkaNvOVY3X2P+Aq5pviWfQLmGS4tob2Oe2WKcuMdHOcfpW2PBeo22mLFE0Fw3mF3KPjPGBjNZNx4bvkjk+020oGMIrHgdScV9DKlSlRajLZpLvZJRX4q/oeRTrVYVOScXZq/le9/+AdDDq3gnW5w1rCsGopIGEG3YW7ErjAPGe1SS6HZanqEjTapJaxIp8hQUUnJIyd3BIGD9a86gshoOraVe3MLRs37wk9oy20sfTFanimC38R67plpbXBkRM8x5wxY9BnvxXh4zC144yml70bPW17WTbWljRc7qxqRXfp/l3Orl8LnQrI6lDf/AG6KwQOFYhTtyN2NpIJwevtWPvlu7W8uIr4pPagrMqYBbacKSPQjuKqjwBcW8ZNvNcKxBBUT8EHsRReaJcw6pfCOCVFZ1WGU8B9wGUz36/pW+DVOopN3i00/0tr011+86q06kWm9SiZjJkkkn610ng+cq92rN8gCkZ7da5d7e4tgfMjIH97qPzqzpuq/2dLIu8DzY2O0jj5VJzn8ce+a9G9iot3PSoLqK4gSaGRZInGVdTkEVS1WeK4gNoQzgn51BwD6A459OKxPC97CmkWthE5aaMFFQ9WPXj25P5V0FtpNwk6yy+WxGW27s/N2z+NefjsRWjGMaC959eyNlFXaZxN/bi01iOJ2LKhKMfXjP/1vwqO3uLixvHhs7iWKJHDKqsQA2MZre1Symgvv9LEUahDIrs6/Oec4yfp+dYtjZTvJHIIZXjeTPmKhIPPXNd2VSTjz1NGk20/w/A8zNqtTkSj1a1LWseIbuO4/flZ7aKdWeBgAJNpyAcDnkCut0bxV4f8AFtq8cVw1leKDvhdgpHupxj9K4W5hkuLyQLE7tvJwEJPWs+x0hrPxJZR3Vu9vO8obDjaSoy3T8K6MThlHBxrJ2lGKb87K7+fnucOHxU+efNdq7/U7S8s7x9RsrK1UXBmmA89m+XhdwzjnqRn6GudvPCviuxuY5CkV1AHJaW1k3DcQfmI6j8ql8UeILvSZoF06YJdxDzOmeOn9amsPibqtvazPq9ikzwgEjYY3xnGc9e9fL5c5Tp87jbmfrr8z1MJKpTpXtZS17/Pv0IptZvLVI7R7dYm8pTu3bsjp/Ss/Tr6XRy/2N3jV23OA33jjGaj13XU1/wAQT6lCpSCRECL6YUVWLAjFfQQT5Vzbm0Zt6o6qWzibS4bfyd4DKx8n5SGz1/z2rUvtZt/Cthp9m1sbiV49xAbbtXPX6k5qh4dSW/8Asu5C37oSsB3Axxn8a6LUdK0zW9sd0uXThdxKuvsO+P0rmwzineqm4+R0Yu7VqbsxsmrIuhPqdtuRZYd0YYchjgDPvyfyrntN1jVJ2mtRdSS74Jdoc5OQpIIPUVf8TmO0021srfAiztAB4wo/+uPyrP8ADETvqU0iAkx2zkY9TxXq06cI4OdRrvbv5Hg169R42nTi9rX/AFK/hfWbmHWJLmYTXCC3KNhgNq5BHt26VreKNf8ALvvsZtori0Cq0iSjO8kZ69scVG3DvCoPmOoVFC9c5/xrnPGUzJrdwqMflk2/L7KBXh8Nzli6s1UXupaerO/NK04QXs3Zt/5mHp5NzqzrcSGK2dzG6KQx2tkHBP1/SvUbSweCwit45QkFsojDHAyF4yTXltm5+0HerE4JGR3r1a7tZdQ0aeBVYeaAQQMgHhuRXtZlRVNQ1sr6swweIqTc1LVpaFHVYUGlXUsckTH5XMkZBOVIOCR14rntT8gX88MiAoGyM9QDzx+daul6Fewx31rcKoiuIimA3fB59q5rUfPCWt3KCHmiEcntJH8jD9AfxrCnCGsYyvbr3ubRnOVpSja/T0uaOlWFut55o2uqrlQ/UH2rX0OwjGtT3zeZEkQd339BlRkr7YzXN6VcObrbgkGMk/gR/jXfaVCkOmh7gMouFyWI+UqR0P8A9euOakqzseimlRVzEsL3Q/EurtttLmK4Ub1LMNrgHgnHQ8ipNc169i1YR2ty0SRRqCF6FiMnP51q6foOmaVNLc2YVXlXaAHyAPYZ4Hf8K4m6nNxdzzn+Nyw+nb9K9XA0aM60pQj7tuvc8LMq9WnRjFy95vp2PQ7TWymj2dxcAvLLEXbbx0JGf0ol8RqunXVz9nkR4FUhHYfNuOB096ybmGSDTbOMo21LVBkDPJ5P86p6i/8AxIrybBCPLEikgjOCScV83SxNWrm31dfw+a23Q9Cc5U8Jz395R/Gw0+N7wA77WBj2ILDFYOq26+JbabUZYl+3wqIlxnaFzuBHv1Fc29zMXZgZevUV2fhD/Sop0KFtwjJB4z94V9bjcLTpUZTpqzR5WDxOIdaMakrpmDb+Gr9rGJ0vEEkkq7oGYDKZ5OOvrV3XB9jur1liVod8bYIyF3DH9K0dX8K3Tam95ZRgBgOGbbtIH5dqXXbGd7gIUyLu02/WSI7wPxXd+VeXCanypzu3962PSnOblK8bW/HcwjZQTDfC5RsfdPI/+tXSSxC5gt4FVJFBTIk/mOOveuOiuGHCnGRxiuz8OyQyJFdSXCeUsalXHzZfA7fSufFpR5W3ZHdh5JKTJPEmr33h210+204BIRGN8xQMMjgLz045rSn1OX/hFxfSKIri4twNq8YLY6fqa0VnhukPmRCRP70Y3D8uo/EVg+LpxttYFBUNl9p64HAz+JNdWFca8qcVFaa3XU8/FzlSpzqc3TRdil4VllTWYwsjCII7OueCAp7VF4n1u7e5QAoieURjaD1PPXoenNT+GY8y3km9VxB5akkDLMen6Grj2FzI7RfZJSXwAxj+Ufj2715nEderHFRjTWltfMnJXy4e77s5281jUPs8UMpTcLZYZN8YJbjnJ689cVj+F2S21u3nu4FkcTBQ4GNmeMjH171d8URyz+IZ4oY2djMyqvc4wP6Vn2ttd2F2vnwNGSNy7u+CK+np0aKhCDaUnHa+r019Tzp4iunOabaT+6zPUpvs8Fp9rvpyiKcZ5OD7CsrVru0u9He4tpzIkEsbkkYKEMPx6Gta5sBqWny2zMu1m3HBwVOcg1mW3hj7PZ31tJcb0uYyhJXAHB9/f9K8Om6UNZN8ye3Sx7FVVZtRilytb9bnO39z5WpXUeAQJGBXHHrUmm21rLeiYRR/IvT37YrM1WGWI20sh/fSR7JhnkSJ8rfngH8afpMzi6CY4aMk/gR/jWuISVJ8rNcM25rmOm0OxiXWri/PmRxxB3feOBlRkr7YzVzSfE9lrd49rBbSwSAFkZiDlR346HnNXdLhSHTQ9wGUXC53EfKVI6H/AOvTbDw/pulTy3dooV5F2qA+QPYDt/8AWrKk48jU0+boyq3M6l4NW6nG+P5Zr/UraOJS6wRgMqj+IjJP611/hq+Om+FNPFwjF2Rm2qegya4u9mNzdzXB/icsPp2/SuruIpLfTbONlICWq849eT/OjPIfU8KqlP4m0v8AM83AYudetNPZX/PQ15fEES6fd3KwSI8KghHx82TgdPevPte1031u01xZRNewgmC4jJRk/wAe9dBqEgOh3swP7tpIo1OOuCScV5vPLJIXG58E811ZFT+tYL2tZe87kY3EVYYhRpvRL9TT0vStR8QWVxOWj+0O8arI7Hfx17dCM/lXfXGkRzx+VeeRJkcJJjP5Dn+dYfgZced5atkiNsDp/EKt69od/c6o95bITu2n5jtKkDH07VOIpxjX9jKShFbaK19DphiJyoKoo8z2+RRlsY7OO+iKqVjljdVIyArDGP0FZj2MExLQt5bY+6eR/wDWrf1m0uTdKu3/AI/LMpkd5YzvA/Ebq5SK5bIwcemKKcVKCaNItptM2fC1jeaXoMSTPKDPiRdx6L2GfzP41tHVpLaaG3P73fztcbgPzrcg1fR5UVEv7MrjAXzFHH0NTy6dp8xWXyYyeqsh4/SvCngascS67bs76XcemmvkdMm5xtB6/ecT4s1EyXSbRtEUCgKOgY8n+Yqtp1xNFoDzCVlkmnVAynBIUEn+YrY1/wAJ3WoXU09tNGVkfftY4K+3uKZeeG7620qxtrePzzGHaTYR9449evAr7DD1qKowpuSvpf8AP8z57EYes51KnK76/wCX5GhaeNNO06yt7a++0y3Kxgu6oGHPI5zzxiub1mZJfF6yZGxrskE9McYqpqmg6udTlVdOuHUlVVkQlSMAdRV7xDpbRapOksTlS25Dg4II7Gqjh6Cuqb1mn+P/AA4Vq1ZQh7RaRa/Ji68ExaN8ud7Dj02111rdxRaZZSm48uR4EyNu4NgY5H9a84WzhibeAwPua7aLT7oabZN5bMBbqCAOR+FfPY3D1cry6NOm+dpvp38rndgq8cTiZTStojYW+My4SW1Zj6ll/Q1xfjOL7KkEilgC53D/AGscnHvgVPqIu4kUwq4YNyMdR+Nc+Vm1/XG0u81W4tYt8jQose751jLBfYcHk+nvXDgcROuoylZO+yeult15p6HoSa5nDUi0+yutQ1iyNqzhYQzzbe6cZz9eldubudGeVpZAVyeCeK5D4Ya7aw/b21G8WMssXlmT0+YkA4+lemwXuk6nlIbi1uGxkqrAnH860zLA1sTJTi2kv63LpzSXLfUwY9ckk0e9mMaq3llFcAA5JA6j61yFs8lxrEFoh+VnCEfWvRNQ0a2urCS0tysBZw+RyMj+nNYek+Driy1ZryWeJtgZkC55bHH617uWVqdCjPmdnd2V29Oiu9zx8Zha1WpFSV1bfz6kdnrosNYvL+aSZ7Zd5MaN97JwvB49Ks6x4ntNe0SRLaKWNopkLCTHOQ3ofasq68Nax/Z06pbb33IAqOCWGSTj8hTdP8O6nDo1809nLG4kjZUI5YANkgD0yK73DDOSqJq6st/Q5Y/WVQlTadnd7C+HHj/soAsgPmtkEj2qbwa8YvLmNyBGYWyc9MPWFLpa7iWtpFJ/2SK2fDNg8l5OsKlVW3ZeemSRgV5tTAfVnicTGXNz627NfM1o4pVZ0qfLblZ1q6km7at2jD/prGR+o/wqK8RrqMSFo8pzGYmzhvXP+e9Zk1pcQf6yFx74yK5jUL3U7G0kZZZI2EqhJF9MnjNfMYTG1qzlGqlG1vJ6u2nex7lRqLS1d/61MdGxcyIcEoxHT3xXdaX4Xm0nSLe1iAfau58HnceTXn2t29paaSmr6dq1/NvvWtSbmFY1uCF3O8WOdqnCnd6j3A762+IljhfPs5045KOrf4V7OIwM8bRVOzdt7GaqQpP3na4spvbe/hRI3RTwWxg1keK715L2YM3zIqw/iBz+ua9Ctr6G/sobu3y8Uq7kYrzWLqnhaw1SV5TJJFI7bmA6E+uDVZTTp4Kp7+llbRed7vz6HNjcPUrQ9x3u7/h0OStsxeG4Aes05b8FGP5sa3YfHJ0qOCwFh5vkoitIZcE5AJ4x71c1Hwq8ltaQ2UqhIIymJM8knJORWHdeC9Xl1aSSMQNA0oIcyY+XI7fSvcVXC11+8fd9vT8Dz6dDE0KjcF0S7+b/ABKeo3SR+KxczNtjFxIWY9uTSatf2l3Lbi2mWQqH3bc8ZArZ1fw1fNqVw0Ft50LuXRgR0JzjBrOPhrVFHGnOCfQL/jXPPC4atiKWLc7SgrJXVuu/3mfPXhTnQdN2betmda2owra237tmk8hCXV9pGVHekXU4JBsknuI9wwQSGz+OM0jaJILeAJIu9IkRgfUDFY2paFfTKpRPmQkgg5/lXyM62KWLcZO1O71tdJdNtT6BpqldRvK22xm+NlQfZZ4tpDFl49v/ANVYen2V3f6zZG2ZwsQZ5dvdOOD9en41O6xah4ni0XWdQurSB7kqjpNFGsRxksxk4xjPHUnA71oeBLyHStZ16z1O4a3eGYQxLeFVkAVmyGxwD0zg49K9eipSw7S3f6/8EV7Su9Doftk6M8zTSDbknn+lLHrZk0i8m8pEfyiquFAOTgdvrW9FNpeogrHNa3Bxk7HBOPw5qpf6Jb3GnyWlqVgLOHz1BI7fTmuDAYOphqqVSTtdO93t108+4sRzzi3T7P7+mp53bySXGrw2iH5WcIR9a6ez14WWs3d5cTTNZoXJjU5zzhcDp6UaR4PurLVmvJpYiEDMgUk5bHH61nXXh7V1064C2bu+UGEIYsM5OMdegr7KdWhWbi2rWt9589HD16LjKMWtfyNnWfEtjrmhyJaJKjRzIWEigZBDdMH2rH8OeW2l8hc+a2c4z2pmm6HqMei38k9nNEyyRkKy4JADZIHtkVkyafHuJMbqT6ZFcWNy2ni8LLC0p8qunffp6o2+tyo4j2tWO6/VnQ+DTGL25iYgRmJsnOMYeupGooG2rdROPWRCp/Mf4VyHhizZ7ydIAcLbsPxJGK1JreeE/vInX6ivBz7F1sLXjGEbqyuz08sSnRb82a94r3UYkJjBT5ozG27DDoc/56mvLVk23ciEj5GI6e9a2o3+pWVrIVlkiYSrtkUdsnisHxJoereHtM0/Ury4uBcX8kvmxGMgQY2FAxx95g2cdvqDW2EnKTu2tujuuj/U2T51dL7yEAnqSa9E02/m03wHp8sAQs0jL84zgbmoor3M7dsJdd/0Zw4H+I/T/I0dN1W4uvJMixje2DtXHeofFOtX2l39tBayhUZCzblBJOcUUV89kTdSo1U19deh2ZhJxw7cXZ6GzoF9NqOmC4n279xX5RgHFWzO/nhOMUUV11UlUaRrQbdKLfYcVVvvIh+qg0etFFYSZskiNlVgdyg/UZrxnxhqU+h+J7rULMRiaC4fYHXK/Mm08fRjRRTopc9yZ7HN+H8+XKNx4Cj+dd34IQN4stSc8JIev+yaKK+jp/7k/R/qeTU/3peq/Q6VddvpL/YzpsZ2G3YOAM/4VtR3kx0W8uQQJYkYqQOOBnpRRXw2EqTeNUW3bseq3+7kzm9F8Q6nLqkNvNcebG8gU71GcGu3u5WgtXkTqBnmiivqMwhGNRKKsedlk5TpScnfUq6fqE12jGQKMf3c/wCNWz9B+FFFedPc9KOw1utcx44VR4ddtq586PnHuaKKySVymeQ+IvFUmtyxW8mk6bbG3CxRS2ySKyRrnCAFyoHOTgcnmtJeKKK+jyz7Xy/U8nG/ZPRYmdNI0m0SR0hFoJcKxBLE9yPqasWV1cI4XznYLIV+Y5yM96KK+AzapNYybT6np0fhXoU/Ft5cw6xshnkjSKNSqoxAyeSa2PC2o3N7ppa4fzHWTaGPXGBRRX3FaMfqcXbsePh5y+vzV9NS1FcXFwskvnsm1iAqhccfUGpNNvJbqNzLtJVyuQMZxRRXBWilDRHoUZSc7Nlwk00nrRRXEzrPH/GGtHSNX1TOnaffRyXIby72DzAGUcEYII68jOD3BrndOv7nVb6+v7yUyXNy/myv03Mck8Dp9O1FFetl/wDFj/XQ4sX/AA5HZeCFB8WWhyfuv36/Ka6ca/evqkkJ8rZvcAbOgGf8KKK4eJpyhJOLtp/mLAfw/n/kbkV5KdHuroECSJGK46cDI4rnNC8R6lc6jBBPKsiSOFOUGR9MUUVrlaU8G5S1djPGzlGvTUXZM7WaRootynn3qOGZpY9zBc/SiisT0R21V+6qrnrgYoYc0UVjLUaOX8bxovh5mCKGE0fIHPWvGNU8SatfQJpV1eTTW1tO8qCSRmJZ8Zzk8428emT60UVvh0knYznuj//Z", 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", 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", "info": {"video_id": "86929", "label": "moving bottle and toy closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "86929", "label": "moving bottle and toy closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c36971d7c06a24436ab7c29f22abdbaadc4fae99bd6eb7d49f8f7ebd2713fa8f"} +{"episode": 79970, "episode_seed": 290274661, "split": "train", "timestamp": "2025-10-13T03:44:55.938321", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 290274661, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tree fruit colliding with pen and both are being deflected'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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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RsD9d1cIq5jOc17d+zxsX/hJXdQQotznHT/WUKXI+YiUOeLiZt1pR84oQeOn4VlXylASRggc13+sQFZZGVQWLk5B4ArjtRAJKsMHoTjqK7DgTOUmcMNuMdSAfSqIXYxxnmtG7hVZCy4+X1rPaRZMZzwOfXNQzaJWkx5gJwc88daW6gQJxyfX056U05MqE9MjpQrmSWVFbeQ351BfmRFQunzMf45VX8gTWfuxwOK0r35dLg/25nP1wAKySQR15qJ6GtNXVx+Tjp160zcSf6Uc5xSMMcismao+rdVmN1PIx3c9TmuP1ZYmLAE8DnI710d/eJuHXBzz0rmNQcSbyowBye3Nd9klY8mDd9Tl7tBgthR2Az1qjbTiO7KnP7wY69OQat6ieZDjj2rFkkAh3AgOvI+tY1FzRaOylLlkpG+7Ag89R1qMsGiwDnj0qrDdCSFSDkMM5ojfDHBP1ryz1bnP6wpR5D2INc1bt/k10mutiGRs8bTXKQtjit6bMJK9zUG4/dbk8jnrUbPwxBwDzj8elCOojJPQrjn+lX/C2lQeINe/s65vpLVWhlaMpHvLuqFgvoBwcn2rWUrGUYtnpnwOuDHZeJkAyz/Zvy/eV2t+AAWYDjPA7V538E7jbDru4bmP2cj/x+u6vrttz9Pb/APXXTQtyX7nBiL+1a7HLamFOSq4J9ecCuYvWVHG1s+vGOa6fUDgbmIyc9OorlNQYALnHWlVV4tF0HaSZNbyjGKtk5TNZdtIoX2q5JOBH1ryz2rmJrc2Ldx7Vxyt8xz3rotdnzCR61zIPPNawdkYtXZbX73HerRLBBzkHjr0Iqmhy6+9TXMu1FCn5l4yK3vZGDV3Ycz/MmTkcfhX0v4xuWuLp2zhFAGPTFeDa1oulWvh211bTNRvJ1a7+y5uYBGtwQoZ3iGd21ThTu/vD3A9f8SaiZd7AgA/zq6LTuzHEJpxicJqDAXNRLJxUd3N5lwTUe/Arhq6yPRpfCht1KNprn7t8n15rTu5eDWHcPl+aqktSKr0KrybkZSOAasXd5/xJ4bUcFn8x/f0qsHHzYPB6iqc0jORkk4GPwrq5rJnOoczXkSIcinp8zDnGagjbqKmicKdx9MfWoTLkizk8nnkdq9h+BMxjsfE4AyzfZh/6MrzDwjY6ZrPiOLTtVup7aGc7UmjmjjWM9yxk4xjPHUnA716V8J4jpWp+LLFop0aCeOMJcACRQpkHzYJGemcEiqg1KaRlVTjTbO31HaqszqDwcgVxOqAZOBg9811t9dltw4JJ7elcpqWApGQWK84/rXazzkjldQCYZQdwH4E1gK5yTwCM1t6lIEYE9AOo9KwJnDT/ACn3rKR0RWhDPL5bKfmBPWoIpjGJFU9T60tyw3qQcsKqSHDkgYOOgrJvU3jG6NjWnCaJokX8Rjlkb8X/APrVh/j71Le3JmNsC2RHEFHtzUAOTipm/eLpw5Y/f+Y4/nTpDwcnNRO+T8vB9q6XxF4Pv/Dfh7R9RvfOWe+MnmwNGQLfAQoGP95lbOO3TrnGbkloaKLep7bfsW3Nk5yP51g3WcuhZiAM8nrRRXoSPJhsc5eqCCP9kmuduuJCBxmiispHRAtae7C1GD0BqdHO3Oeuc0UV5s/iZ6sPhRga6x+yyH1rmEOGFFFXEhdS4/EfHrT9M1W50TU01C02efFuC713D5lKnj6MaKKupsRA9F+DhITWcHH+o5/77rtdQOeSB37UUV3Yf+EjzMT/ABn8jn71v3hTAxjNc3fncGJ6g0UUqmzHR+JFa2GAKkumITjiiivLPa6HK60xOB71jepooq1sR1J4jzT5uGPGcUUVp9kyfxG1r3i2TxFBawzaRplqbdUjiktUkUpGucIAXKgcknAyTz616frUrlM57fyooq6HwyMsR8UfmcY7sZm5oZ2A60UVxy3OyOxnXbHmseT5ptpPGKKK1pGVUhIGwnGMcDFUW+8RRRWsiaQ3OCanXlT9KKKmJUjS0rXm0YTRnTdOv4pmVzHfQeYFZc4IIII6nIzg9wa9H+FmpXeqX/iO/vJTJc3LxSSuQBuJ3k8DoPYUUVVH+KZYj+CzrL85YcDkCufvWJLjj5elFFeg9zzFscnrB/0ct3LYNc4hI3v3yBRRWEtzqp7EMyhssetVJDiQj0AoorKRvArP2Pc05OSKKKy6m72EPB47Vqah4m1fVNJttLvb6ae2tpXlQSSMxLNtHJJ5xt49Mn1ooqJbjR//2Q==", "info": {"video_id": "164543", "label": "tree fruit colliding with pen and both are being deflected", "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": "164543", "label": "tree fruit colliding with pen and both are being deflected", "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": "1e290b1a676638ec7f192587172250d2e27ad2366f79a2fa878d584a1aa61d5d"} +{"episode": 79971, "episode_seed": 1057168594, "split": "train", "timestamp": "2025-10-13T03:44:56.546612", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1057168594, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open a gate without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "38548", "label": "pretending to open a gate without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "38548", "label": "pretending to open a gate without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c8277aab507c574847c4263f1738a04ed2baa21eb3cc3693d2eef12601ee7528"} +{"episode": 79972, "episode_seed": 1984182583, "split": "train", "timestamp": "2025-10-13T03:44:59.550545", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1984182583, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending or trying and failing to twist a plastic pipe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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RVaJ+x7ZFePR6s2nXZUPs9+1btv4tMkYVpQ2PQ1lszCUbo0bjwFp88MslsZY0UY2K+eAAT1+tc1rHhceGmRVmeVZyx+cAYxj0+tdLF4pWCHahw5Rieepbp+mKo+MdSTU/s7xNuSHC5xjqo/wrWLuZK6kmzl4pWgmSRSQVOeK9D8O68IzteTd0KnPUV5w3SrVhqBgxGw+XPB9Kmcbo3a6nv9okWqwpdxhDLbndG/Uqa8o+K+lDTfFpvIvlTUIxcccYcfK/6gH8a6TwT4k8mRrZyNr8g560z4sae2oaVaavDytoxilH+y+MN+Yx+IqKbtImKtLU8uttZ1O0IMGoXUWP7szf410Wi+PNYtrzOo3Et/B5TxpHKQdrMMBvf/69ceq5NamnonmAsMkdOe9b8zta5pOhTfvcqudFpCxNfxuy7JSxck8Bj/Wux1O6QWaONigdcVwV65+y71YqRgjHauavdZv7mPyHuX8oH7o4z9axcHfQUY3R3zavaws/zLnYw69+KhbXYpYpjk8FNvoPvZ/nXCSv5ei26/xTGTn6EUyac2+nW4iXEkjnc2c5A7f59aag0Yytdo2NWHlanOuOp3fnVvR5j9nlUNjDdvcVH4lj2agj/wB5P5GsiKV4pA6MQRXRXjabROF/eUIvyO88P3i2d6FJ+VhjFaHj7RIL2xOv2z4kjVEnTsy9A31GR+H0ribfUCSu75W9RXV6dra3Ns9ndKJIJVKOp7iuXWMrmq0PO2+/ViA1PrGly6XfSRkM8OQY5ccMp6Z9/b2qtA4VgSoYehrW52x2N6xnUDk1k67MHmwCDx2qSMsV4JFZN6xMhzQSo63ILU4vYz6En9K3NE1qSPZOrbZF+9j19a5+J0SRmZguEbGfXHFGnSCORyxIUKCcDNDV0ctV++egeLdUF/pOjjOZEEjSc5O58NWfpcu6wZd2MEjFZ8pa406WUnOyRT+BBH+FUIp5IZN0bEH+dPl91Ew95NLoeheG75LW68sn5WxipPH+hROh8QWjfK7Kk8focYDD8sH8K5K01EsVJ+Vx6V1drq0eo2MlheDdDKu1hnkehHuOtZK8ZXHtoedTdaIuCKs6rp8+m3jwyqSqnCyAfK46gg/TtVSNq0budkFoa1rKEcHtTdYulkiVQee9Qo7SPknJqpqAKtii4mtbmWWKSBkYgg5BHauo0rWXs7ktG5DRt83vxXKuQOT2qe0keW8M6jakjfxEChq6OetfmVj222vdP1/w61pfqruieeCx+ZXOWyD2ODXk1yphuZY/7jlfyNXrPUZYZw6sfmI49faodbTytWn9GO786qCvBvt/wTCDSqcvdP8AT/MhtryS3JCnKnqtadvf5deqmsJDlqshtuD6VLSZtOHVHpGl6hDqNhJp94N0UybG9vce4rzjU9Pm0zUprSYHdGxAbHDDsR+GK3tLuGW5i2Njeep6D1P4DJ/CtXxdaG/0dLiHLS2hDSJ6KR/TIz+NZKXK7DpT96xxULY71s2tyqRHLAcdawY5MAgAcjHSpzuMRPpWtzeepQ1KUSXLkdM0y2AFjey8EqqL+bVWuGO+ljuESxngyfMlZNoA6gdaaMa3wD4ru4xkbny2MAZroLMy3Oi3k7ggKyEZ9sg1jWJa2hSR1Zf3wIJGOgP+NdVosXn+HZweS8ZP4ktVUVery26P8jgxNTkin5r80YBfIpE+9URNTRVJ6FtDX0u9e3mXaSCpyK9JtNTh1bRLqyufminiMbgcnngY984ryVZPLlVvQ812Hhycid/MbEKj5vxBz/46GP5VlUVtUZPQ4/UNOn0q+e1nKl1AO5TwaW2k2sDXd+LtKXW9KXWLVALm2TEqL/FH/iv8vpXn6MWCrxgdKqMrq50p80TSvbxPsTLnkjpXLs2XJrTvVKoPespuCaoIqxbv2AstOUdonY/i3/1qrtDNKQyxEqNuWHQZ6U2aY3YhSJGPkxhG475JP86vwuVnityMF3i4BznFKcmlocbbim/M6fxVH+6hk9GxXMA4Ndj4kj36a57oQ361xmcV24uNqlznymfNh7dmWgfkrStbghFkHUdfrWUrHZ+FXdJkUX0Ub/cLBjn25/pXJNXR31I6cyOvu7VNR0r7DJLieRdyNngMDjn1BIYfgK4YwyW8zwyoUkQlWU9Qa6OS8aO/AzxGiJ17gDP65qfU7JNXhFzAB9sjGCB/y0X0+o7VhDQdGdlZmHApAFYuoHbO4966CBdse4jNc3qTFp3x61qi+bUz5VMnC9iCa1dOQTrKsswRcAfKKoRD9xcMf7oH6irvhjSYde1z+zbm+ktVeOV4zHHuLuqFgvoBweT6VVjCdVJtNG1pMZfSdTgOS0YXk9+pFZGea1PBJae01DzGLbkjHPbhqy3XbIynsSK2nG1OL9fzOXBzvVqR9PyLMLce9bNpK4eMp95iAM+vSsGJvetbR5A115bHkBmX64P9SKwmtDrqRfxI6bVbNNW0/wCxpIftCqJIyxwCTyAfqMc9s1wWx4pWjkUq6nDKRyDXVm+xqc8i8IZDt9lHA/QCl1fT11SFr22XN2q/vFH/AC0Hr9R+tZQ00NKM7KzMCBc1W1fgr9KvWQyRz0rP1otvGewrWxUpamPjzXWMfxHH51LYtFb3KlwSsfJ9KbaDN3F/vA1Xct5MhU4PH86pIylVcZG79thkkVoAFQ/LjGMH/wCvWx4oj2Xsb/3k/lWfqWjaZa+HLXU9L1K+nR7r7Nm5gEa3BCbneIZztU4U7vUe4G34rjzBBJj7rY/MVvTjenP5HnOoliadttf0OYU81YJ+WqoODU+4lPasEetY3NAKSzFJWGEABI9GIB/TdW7pWq+ZcyPLgiVmZgenPb9a5TSZ1hecH7zR/L+R/wAatxSmJ8isJK7MGuWYniDRP7Lvg8IzZz/NE3931U/T+VUgp8ls9MV29n5Gr6e9jcn5XHyt3RuxFcpe2ktgJoJVxIhKn/Gqi7mrlocnPw5qEI2VmDbQpIz79aln++aR+LJPeRv5CtEiKkuVXNGA2j2Bilk/evnbk45PSuq8JT+fY3MTDmIKvHpzXK+FrDTdX8Twadqt1PbQzEJHNHNHGsZ6ksZOMYzx1JwK6jwtaPYanr1m6zr9nnEWy4AEi4LDDAcZ6ZwceldGGX71f10PMzKalTk+un5o5u5UxXUqf3XI/WliNWdbj8rV5xjhiG/MVTjbDYrKatJo9OjLnpRl3SJm5PJx9a3dLuduizMSdxynX12qP0LVgOSTzVqyuAsLW54LOGHvWU1dWKqQvG533hvVdhEchyp4IPesLxN4aOkXoubUbrC4bMZH/LM/3T/SqdncmGVSDivQdMlg1fS3srob45FwR6e496yjoyVK2p5JqK7YFrDduDXVeLNPl0q+a0l5A5RscOvY1yT8mtkaKWgqxeXKVZj8+Dge4rUlubXcklrgTRHJPPI6Vl3zMlwdpIK7Rx9BW3rfhDUPDWg6TqN4Z1nvzJ50JjIFvgIUDH+8wbOO3TqDh2OWdZOHKztNaAbTrgH+4a4HPFFFd2N+JHFk38OXqTRn5as2BxfIfQP/AOgmiiuGWx7L2Zo3LM9zMxPzFySfxq7pkzpIMGiisXsckCxrSLHMsiAKZU3sB0znrXC3/wDrSfeiitY7G0SFQDayj1ZAfzqGy1O40PUV1C02efCzBd67h8ylTkfRjRRV9DlrfEzqvAyhYtQA7eWP0NZuoDbqVwo6eYaKK6J/wI/M5sF/vVT0RHD1rU0dymoqw67T/MUUVyy+E9aXwslcnOe/WtTS5nVxhqKKxZzwIdWgjg1YNEu3zUDsB0zk5xXM6uf3hoorWOxqZ1p/x8L9D/I1EgDWc7HqqqR+dFFV0MKu5s6l4pfxDDaRTaTptq0EaxxSWqSKUjXOEALlQvOTgcnmus8TqDpbE9ipFFFdVD4J+n+Z5dX+PS9f8jiwc1Ov3KKK5T6BAeMYrUVi0KsepUGiioZlW3Rt6Q7K4was+L4lbToLrH71vkY+o7ZooqIbknmk/wDrKSY4toOB1f8ApRRWyFW+FE9nrjaNNLEdN06/hmKuY72DzArIDggggjqcjOD3Brr/AAff3OqXWr395J5lzcyLLK+AMsd3YdKKK3w38Vf10PJx38GX9dSj4oAXVFI6lOfzNYyfeFFFKv8AxGelgf8Ad4+hOabkqQw6g5FFFYM71sa4PQ10/h+eRcYaiisZHHHYt/EC1iufCwu5F/fwSKEYejHBH0rx/wDiNFFaR2NI7Ben/S5R/wBNOtWbnxJq2p6fDpd7ezz21tM8qeZIzEs+3OSTzjbx6ZPrRRWjOFn/2Q==", "info": {"video_id": "103932", "label": "pretending or trying and failing to twist a plastic pipe", "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": "103932", "label": "pretending or trying and failing to twist a plastic pipe", "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": "1ea91e6ea55ab9ec2ff8dd630f6d83e505146727e38c6ed69cedf3a0e78a608f"} +{"episode": 79973, "episode_seed": 1389045504, "split": "train", "timestamp": "2025-10-13T03:45:00.671099", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1389045504, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 comb from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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ql4Ib60i/hLBj/wB9DFXPs32IXjgDdLN5n0HA/pXN+I7oJ4iZS3yx28Z+nzmuuviTCX9UA/TNcuJWiZ3YR2ujkNfkMYhC/dwSRXnFwxfVCm35duc/jXouvY8seyCvO7htk7n0FckNz01JxV0cNfOZ9QneTsxUD0A6VHaI3zHt71LPJEZ5HzncxPAqE3QAwoOPrXrJe7Y8GbvJts7Xwf4uk8IRX8Tq01vfREBUI3RydAee2Mg/hXvNuCUXjHAr5NEzNIvTr2FfXltFtiUn0H8qLGbJ7WMsDknk9qlliH2of7Mf8z/9apLZQqr64p7gm5kO08Io5/E0mCKzJ14rH1W1hlhiklODE4Kn1zxitxw3PQVzXieYw2ltGDzNLgccDapakNHkvjnSPNUSquN48wY/vgcj8R/KuM0y6jtNShd5NvD7mbp04r1rWbf7ZpRwMyKodT74zXkeq2flXkkccZKsA6cdAecU2rpo0pzcJqa6O5sXPiC0XO2QyNj+EZrlrmRp7uW5X5QzFgCastDEGJGFHYFhkVEwhTq2ailSjDY6cXjquJSU9kWtOuri0e3urYkTxHcvv7fQ9K+k9I1q01zSdNe0kDKLVWZc8oxOCp9CCpFfMgv1jx5fGOmK9X+B8n2iXXXb737jPv8Afq7anE9j121jw5OO+KuzpgwD/aJ/JTTLZGxwp65qxLG3mw5xgBj/ACFPoSisy5qrPtRXLdACTn6VfZPUk1ja9J9n0PUZEwHWBipPrikUjgfEcC6hp8ksaAOmHVfooBH5V47e2ptJ5YIY924EIMc4Pp+Fe4WqCcmNehbn2G0GsGy0K2gmur+SMOEZoYM+/J/Lp+JrOdWMFqdFKhKo9NjzkeIVjt44lgkZ0UBgeBkVm3uoz3y+XIoRMggD1r0K48N2MMUs80a+bLlgMfdrhtStI7GUZ5RvunFZUnTlLRanbiquJ9nyyl7uxmxR4uF2A4HX0rsPBGvHwr4ji1OUFrQjyrhF5baf4gO5B/qK5H7Yq/dH61C907cdvpXVa55R9rKuYdvqyj9RVy9iEbkDp1qiHBVApyd65/OrV05m5L/98jH602Iz5yFQ5IH1rzLxOwuPEN2ST+6VUH0aME16a0agHjn1PJrgL22P/CR6jdTKQgaIpnoxEYH6VFSSirs0pRcpWRAl5cWfh+LT5JDtDtKF/u7ux+n9a5bUrvap5rV1K43sxzXIavciNHZjgKMmvLu5zuz2oxVOFkcf4ivjcXoiGDsHf1NYr7gxVmzj0NOnlM87yt1Y5qOvWhHlikeJUnzycgoooqiD2f4CDLa9/wBsP/Z69wRcwOPVcV4h8A+uvf8AbD/2evbhICmFOTkfzqWBNe2/ksUPasycfIfpWrfu80hbcoz2HNZM0YKNuJY47mgZ5j4mkM2vX7KeFUw/XABr0Fjv8P2c2cmS3jYn32ivOtYjL6lqzdzcPt/75Arp5dXMHhrTbU58yO3AfPrzXJiGuU7cKnz6GFrl2NpBPtXnWs3HkwzSA4+U4NdPrF0XJJNefeI7vcqwg8k5Nc9CPNI7cRPkptnPZz1ooor1TxByffX619lxRAQjucDrXxon31+or7TiAKRj2H8qTAtQoOBjinSQ4eVsdSB+QFLGwXqQPrU0jFrbKpuzIxzn8KTEjMkFcN4zm2T6XGCeHZyB6EFa7iQSZI+UfrXn3i0M2vRJkkLajn0PmH/CpZcdzKtJ1uNPjJPIXa2fUf5FeV+NdPNp4gl8qeJ4mgSVcH7oPG0+4Oa9A0eU+dNE6ghlDjI7g4P9K4Tx42dbl9oYlH/jxqkI5MuzZ3SNx0plFFUIK9p+AQ/5GA+0H/tSvFq9q+AP/MwD1+zj/wBDoA9wgX5QKuGHecj+GP8Amf8A61VY3XOAcn0HNW4mYiYcLlFHzfU0mJFGUYYiuY8XSCPQbpO8xWIf8COK6aZCW5cn6cVyPjRANNhVR966iyevAJNQy1uYOgWlyzySNgrLbYUejDC5/U1oNYxxaawbGUB2D1J6mtTSbb7PpNtJ3MIA/Ekn+dZ2tyGIqB90KSa82tK8rs9nDxUYpI8z8S6n9lt5HY9OB9a4DU9QS7giReSOSfSuk8bsXgGOnm/41gX2lJaaLFOR+9ZxuPsQa6cMoqKb3Zz4uU5ScY7JGNRRRXaeYfbrYEcY/wBsf1pxfimS8pH9c/pR1pPcCGeRY4mkc4VRkmvOdZ1Hz53I4BPFdB4p1cRj7HE3TlyPX0rhLmYsSc1wYmpzPlXQ9LB0uVcz6lO7l4PNcV4mmIsJAD1IH611F3Jwa43xG+bVh/tCs6EbzR0YmVqbOVooor1DxQoord8I6JaeIdcGn3d49sGhleMpHvLuqFgvsOOvtQB6X8A1DNr2RnHkf+z17e2BEo7FxXiPwB4bX/pb/wDs9e3Sf6tPrmpYdQd8iqsgyDUxNRSsEjZ2OABkmkNHAXluH1u7kkH7tH6epwKytRu/MY+lbGr3atLIV43H865K9l5avLrT55abHtYenyR13MbVbjrXnd9Obi7kfORnA+ldVr12YreQ55PA+prja7MLCyucWNqXfKFFFFdZwjk++v1r7ThXIUMxPyivlbWvD2jWnhy11bS7+8mDXX2XNzAI1uSF3O8Qznapwp3D+Ie4H1XBg49gB+lJgXYIwMYAFCvmHGeCSf1p8Rx+FQL9wCpe4LYglHzGuB8Voo1VGx85iwT7bjXoEgya4Xxmu28tmHUqw/Uf41Mtio7nDwZt9SiT+9lT+VefeOWJ8Q3Q7ARD/wAc/wDr13925TUIpcdHGcfXFee+NpC3iG7UjAWQD/xxf8atCZzVFFFUIK9p+AABfXs/9MD/AOjK828G6XpGteIIdO1e4mtoZztWdJo41jPUljJxjGeOpOB3r1j4LWJ03XfFlkY54vs80cQS4AEi4aQYbBIzxzgkUWuB7RCvFPJxLJn2H6UkPamuf3jkf3qmQIjl5rmPFoxpZbHR1/nXTtzXP+KVDaNMv8WBgd/vCoexS3HQJs0m0U9oUH6Vz/iAgo/0xXUXYW3tYk9EUfpXH65OGjbmvMqbnsUnseYaxardSKjjIEgb8qyfEZUaRs/2hit+/wCJc+9cj4nuN3kwg+rGtaF3JInESShJ9znaKAMnFdT4j8E3vhrw7o+o3glWe+MnmwmMgW4AQoGP95lbOO3TrnHpnjn1jJ/B+P8ASoL2Z4LCaVD8yoSKKKUtmVHdHlt/M8krlmySeSayJ2OKKK8bqe10Mm5Jya43xASVYdsr/WiiurDfGc+K/hnO07aNmaKK9A8sbV7SNVudE1OLULTZ58QYLvXcPmUqePoTRRQB638Aeuv/AEt//Z69qlJBjHrn+lFFSwRFPIYoWZcZA71i6zPKNPVt5+c8jtRRWNb4GbYf+Ijgr2RmZsmsG/YgGiivMW57a2OF8SMS0a54yTWBRRXrUfgR4uJ/isKUHBBxmiitTA6LXfFsniKG1hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1r6ztvuA+tFFAmXslYZCOoQn9KqySMkG8YzjvRRUPcaIoS067mdh7LxXJ+Mo1TyHUfNuYZJz2FFFS9iluebXrsWY5/jP8AOvP/ABiS3iK9J/57n/0FKKKqImc/RRRViNbRtebRkmjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4Nev/BDULrVtU8UaheymW5uXhlkcjGWJkJ4HQe1FFNbge2w9RVI3DhSeMl2H/jxooqJAh4jDqGdmbPbOB+lZ2txoNLnAUAbD0HtRRU9CluV9bciOPH9wfyrz7WJXywzRRXl1PiZ61LZHGXpJya4PWHZ9Rk3H7uAKKK6cL8RjjPgKAODkVr6h4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oorvPNP/Z", 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", 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", "info": {"video_id": "28378", "label": "pretending to take comb from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "28378", "label": "pretending to take comb from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "35315a1e66a187b314a40347e5f5d08cb960d5d2fabf9ee517260f6dd93901f9"} +{"episode": 79974, "episode_seed": 2565213943, "split": "train", "timestamp": "2025-10-13T03:45:02.427998", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2565213943, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 frame so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "85605", "label": "poking frame so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "85605", "label": "poking frame so it slightly moves", "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": "fe9e933c74942d138afc5d43f8321e0ea26d0c39bfd6a60a26dda55fdceddcb2"} +{"episode": 79975, "episode_seed": 139788125, "split": "train", "timestamp": "2025-10-13T03:45:03.262429", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 139788125, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 d vitamin jar against sofa'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "66331", "label": "throwing d vitamin jar against sofa", "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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iKvw4rLhcZAq2kwFbozZqIcAZFevfDVrKTw61rIF82SZmII69h+leJtfpFHliM16R8KFOoW9/LI5xFKnljOMEiubGStSLoK8zuPEFo0EAQ5JLYRh3GOlQzXieGtCm1S5+URosUCnqScDiuvjxLEokAZh6ivJPjVLdXVva29qXVLWQOy44ckH+VeVGhGm+ZS0e3kenCvKolTa239Dr/BVnYWrajPpx/wBGvLg3QX+6zgFgPbOfzr5h8f2dxpPj3XbR1IC3kjr7q53KfyYV9OeBLOWw8KaeZVIklXeQewPT9K8l/aC8OtBr1jr8akRXcXkSsO0idM/VT/47WuFn77T6nPiIpTaX9WPFJ5Gk27h0qGpp1K7cnNQ16JymjA2Y1+lWEPNZ8EoChSelW1lA5zWiM2W1YCpN6qMk8VQNwqjrUTXLO4A6VXMkHLcXU23yIe3NUKuX2TsODgDGap1lJ3ZaWglFBopDCp0UHrUFWBQBJn04FbmgSfuJF9Gz+lYNX9IulgkdW6Niqg7MUldHXRNnAq9E46HvWJDdITncMVctbxDdwoTwZFH610po52mz3P4e+Hvs9rHdO3zMd5GP0qfUbNW8T3ZRMNwM/hXQ+FY/L0qMf7PFYNzqCL4ru4m7Hn26V42IqXjzPqz1KKtLl7Iz9c8JWer6c0F1ArgjuOleCeKPh/e6JcM1sHlgzxxyK+pTJHJFlSDXM6rbRTMVdQwNRCu4IqdJSPk5xIjFSeR1B60+FmbOa9Y8aeBILgPeWoEUgGTgcGvKo4zFI6HqDiu2nUjUV0cs4ODsyQFioBJIHQelTiMKmSPm/l/9emINpB79vb3pSc4PQA1Yj0C2mM1vFI7ElkUknknirsSjI9axNMk3WEHP8ArWgkHWuqK0MJbmlGgAHSn7Mc4FQJMvTI5qQOqnLt8taJGbZx/jO5ZNTtkUHCQ5OPUn/wCtWBHqbofldlNafioifW3bJUqgAwawmjbodsg9+DXLN+82jeK901o9cl6OQ4qQ6nFKfmG2uckUA8FkPv0pm+VR6j1FHOw5UIfu1csr0wjb2BqsFyMVCTtaoTLZ0cepL170ran6d6wEk96njbceASarmZNkahuHlI3HvXpfw51efT7lrSMErMPMP/ARXmECbcFuTXpfw7g8y5vJ8Z8qAIPqzD+gNc2Ka9jJs3w+lRWPVNN8YxG6EU7bG7g11CtYanFudY3B9ea8v1PQRPJJeQ3BjkFsDtI6sP8AIqroOs6razeVLGwUY4rxYtpaanpTowl70XZns/lJ5aKgAVegFcx8RPDq+KPBGoaeqg3Kp51v7SJyPz5H41f0vVvPt0z1rhLvWdVuvHOoaYuuXdpCryeSsahuVTcF6cDg8muyj77vHRnn1ISg9T5luVJdVAO7nj0qtW74ntHtNVafeT9oZpRx0zyf1JrCr1E7q5g1ZhS7j60lFMQu41ND94GogB3qaL7wpgdv4etI5tPKyIrC4m2jcuegA/qav6j4P05SMxxqW6bcoelO8PQn7FpqDIZlL57DJY/4Vp3BukeGJ3T+JzvXOfSvOqVJc7szvhFciTOQu/AzIMxPKuemQGGPwrCuPDt7Cfl2SD2OD+Rr1Rbm5WPElsCAuPlODz9fSsLV7lbfSNis6yq+AXXqKuFad7MznThuecS2dzD/AKyB1/ClB4zXe63plhb6BDqmmanfTK9ybXM8SxrcYTc7xAHO1ThTu9R7gcEBXXFt7nNJJbFmaDyWQB1fcobI7ZqsSY3qdeQM1XmOWJqiSzFcOBwxrQ0ud21W0DNx5y5z9ayI42ODnFXbVfJmSUsSVYEUwPqzQfFVna2cYlfClMAk1zb6jDc6pe3aPkySnBH+fpXlp1157VED4A6DNdv4Z0+WfS7FsZZ2aUgnqM8fyry68JRhqehSlDm0OjOsXFmQWHy+h4NRjxDbXMipI2x896s3Vi1zbqj5Vj2xkYrDvfDB2l4HKnrgHIrmjFmrlF7l/VdktlIByCpr581CMRapcpjpIcCvQNH1aS48Yvomp6td2lvJJ5aSRzRRpH6ljJxjGeOpOB3rhNejeDxHqNvIs6vDO0ZW4AEgwSPmxxn1xxXo4anKKu+px15xloimvP8AnrQ/TNS2cH2mV0MqRhEL5bPOB0HvTCuV5ro6mJs6VqSxwLE/bgGtyG+jCnDiuESQqxGatpcOOjVvGbSMnG52TamiDJNRLqUl3dLGDha5hZWJ+Y1taPG7XIOCTjpim6jYKCKGuvu1ib6Cswmvf18D6frmmWdpf2UbSxQL+9BKyLkbiAR7sevpXKar8G5oQzWF0zY6Rz8H6Bhwf0rhjioSdnodUsPJK6PJ2Oe1V3jXqMg+1bWveH9S0Mlby2ki54JXg/Q9DVjxH4Pv/Dnh7R9RvfOWe/MnmwNGQLfAQorH+8ytnHbp1zjoTT2MGmtGc8Pu1Wft9aKKENk8SKcEir0QAHAxRRTJLMfUV6t8O41OjXx5y0yAkegU/wCNFFcmO/gv5HRhv4iPUmt4ja7ioJ2KP5UsllA4WQxjcDjgdqKK8ymjsZctII4wdoxXkviG+m07xxqN3Bt82Odtu4ZHK7T+hNFFdlL4jnrbI8w8cgAWGOwcf+g1yFFFd8PhOR7hRRRViHCpY+tFFAHsmk28a3sKBeI1CL7DYtb81rE1ygKg4XjP1ooryX8R6TJ5LSFoZEKAheh7/nXFeL7aKLT3RQdqEYGfeiitqe5jLZnL6/4nbXobaGXSdNtTAixxSWqSKUjXOEALlQvOTgcnmuUHWiiu5HKyYdKryfeooqkIli6VbXpRRVEm3oVuk9wu/J5r6L0W0ht7a2jjTCpGuPyz/WiiuLFbo6aHU2DEhbp0WqF5bRhHIGDg9KKKwWxozwTxTq40XxNqyf2bp19FLOHMd7B5gVlGQQQQR1ORnB7g1w9zqF1qup3eoXsplubiQyyORjLHk8DoPaiiu+Hwo5ZbjkJDZBx2p8nEB96KKOoyj1kqxGmTjJ/OiitCDSt4kUjjJ9TXp3gjS7WQLI6ZYnuaKKyqv3S4bntNvGiO+AOOP8/lVkxqSMjOaKK86B2M4X4mWUH/AAiUrbOk0eF7ck9q8N8U6nfXeiQWM95cSW9tK0qLJKz5ZwM5yTnG3j0yfWiiuqgYVNT/2Q==", 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", 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", "info": {"video_id": "66331", "label": "throwing d vitamin jar against sofa", "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": "6decd3846b09712e2382fbd0a874bb6c3cca6d8fc109b6190786c1f347891413"} +{"episode": 79976, "episode_seed": 3719032655, "split": "train", "timestamp": "2025-10-13T03:45:04.101113", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3719032655, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting wallet with candy on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 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": "51214", "label": "tilting wallet with candy on it until it falls off", "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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kiU7s8benPXr/AFzbubJJGgNf0WG11O3TVNJjKbhZq2VEY28BwR2bP4VzWtQTRam80rRu0yJKPLOVAZRwPbrTdX0PTrsahLAsvmyoWjkYv8zFQfmGOuc/nV3ULJLZbLkmSS0id8nOG2Aceg4HFYYqX7s1oRtPQwpIWcblXHuTVJ4ZcfOg55J9a0rw3BhaO2ZElIOzfyM+9VGSUJmVhkAZ2cCuKL0Ophpb21qbm4nYS+UUaG0Zgolk5wTnsoya9B0G+GpaZHNJtMuCJMkHDfMece2D+NeN61eNayQ7MHcxzlFPTHqDW14M8WSQXjWZjUxzg4CR4CsAecADt1NezhqUXh+ZbnnYmc5T5Xstjv8AxDqV14c0yC50a0tzcXV1ibchcyDaT65JzVdNaaRftt/aWjT2pXawYo/KhiM88ZJ46ZFN1Kd9Yi06WGaO3e2uWlxIeJMjGP8AIqtBYajDNIzRw3cEhQGESjGFUDqwB7HH19qlXWqJSVtTobfxDbS28k7wzRpGu9mGHwB1Pr+lWHk0DVbWJbueIOrFog8rQspPHByPSudkHlWixXFhcryFkcQthk46lCRnk8+1Zy3kWpXEtnNeRR7jJEsb7WJjJYqRnByfT8aRVl0OnuGK6JY3dxZXMc87iNoYzv2E5wSfTgc+4ryaG0WJ8rhSSSQSTgnkitbQrHUNJ1nRDZ3sxhnuwhiO5VzsJw4zjGaokSGeXzECyiRi208A5OfwrDFtNI6MMrNkIthncCCD79KpT2pa4wQrDGcHkVsuqyR5zz7Dmq7ABiuwg+w5rjR0szZQPL2ngjHNekj7INNR2jdNJjOYLRP9ZeOOrN3K5rzy5iVBnjnr/wDXqveeI9QmvgdRQB48KI2XAjGBwpBBA+X1Nd2DpRqztJ6GVTEToQfJu+vbz9ez6a2PdNJuBqFjDc42lwWIC4C4Y8c8/wANZPiGKOBLa6a9FlKZgsEvmfJuxkDJwR0zzkVg+AvFML29xaOzKw/epudmyCADyfqP1rR8bS2uoRaPp8r5jmllcsmDt2rgf4V1Vocs3Hoc2CxM6E1OG5Sv9H1XVNRtJdSKXis4QXUZRk25yecH3OOPwrrXiJAwCBk4HoPauNhvns4L3+ztwuEkGVjfBGEX7yHtnGSc85rUh8RSR2rteRB9rqhEY2vydoyueeo/On7RuKi+hWLqKvVdVRSv20HTmGPxRYSPPKhFq5WPy9yPyR97PBHXp3+tUPGskU/hqd434EsRJHb5q1tQbTZ7ManDJcS3Nqg3QQOQxXd0MR643HnGfQ1zvjW2RLKa1M6F2aJiqthupIOP+An8jU1L+zb9TnpW50efbCYiDJ3wMGoljBOQ5+hNaC237tlyME+tIbVlQgAbq8pHqFCaFfLIZ8k88cV2Hw3WJdRutvmeYoWThcjaA2QT26jFcjFAFYyOvJ4JznIGa6zwZcRWUl7cS3Xk2yNGWiUgNO/zbVz6dSa6KDfOuXcyqKLi+Z2R6LeaZFcSreW0htb1R/rlTIcc/K4/iHFed+ILWRdTlD2kcHA2xoSY8/7OeOTk4CnFeqRlZIFdWDAoDnPGCAev/Aqzr6TTf7Mh03xNqFqbqZGaJwSjFc44bA+bsemfSvRoThSqc9jgnWq1KXsm9P609Py6HnGhTXMGq28MDg+cwieJvuupbkMp7f8AAR9a6rUvCqrpd/BptwwmuIlCC4JZVw4bGR82DjHfFO0Tw01hrHnLJHPbIrPHNGcAk8DKrgAgfXPXNdM6bV+g4UfWt8VOE5pxMaXPGNmc74WtZoNT1iO5KvIpiBdT2C4A/IDnH5nNc54/tlTUbKUOVzG/A46EV1UFz9m8QatFHHarKzIxZUKu4Ax82eD7EeuO1cx45KXzafvQqy+bnBx3GK4MR/CZ1Yf+Kv66HI7MxH5+5HBpI4lPKufxNXktx5ZTcOTSPAI4wmVVmOBz1PtXmJnospSxR7Npbcc5rPvooJImjZdysMEGtSCARDzCi/MOW7n0qC5jDyZWtE0QzqryS8cOLOYBxC0UYc8KGOWx7npmuS231tdGFrdxKp5UJz7c4/rVXTvH1q9yPMVozkZ3Direp/EGQXsEWmmKbEf753UkZz0GMVph8RVoRairhiKUK3vN7Hpuj391bWVqs8ryyqmGwDgegz3wD1rRPiC5gUl2bYvOQOvFeQL421l8OskCKOqrF/iafZeJfEF5cSrJc706CPy1Aznr09qn6zXcrtK3zMPq9NLdns9prN/cIJEE4HUAgA1Ya+vgrOElDHjhzx+teWf25q0ZUS30/PJbI4/Skl12+RudQnYe8hFQsRXe6X4lfV6fdnos93f/AHnknVB1BYnH61m3PnXMrS+YG4wrHv8AnXIWurX075SWYhjyWY1txuSh3zgEDBxROrOUbSsOFKMHdEzxPkM7r74qhcxDYxEjEnpzU7kKwBlzVK8nKzeSFIDKcN2Pt+VQka3MHVbq006wuptRijnjXDIhPJOeg9zk1l6V438OWrsYrC7tnYDdsAbj6596w/HzAyWYDlvv5z68VyMZ2Mx78AVoou27+8Ts+h7Va+N/DdyhjF3coT18yJv58+la1v4g02SQCHWLZBjJ84kbj7Zxj8a8JsGZXZjxz1rftpldGLnhQTlulL95H4ZP8yeSD3R7xa37sn+j3tvOCOdk3Wp57m5Zdr23mrnJDqHBP45rwiExzL8oxj8K0YJ7mIfurmWP6SsDVqtVXVP5EOhTfkerpcxWlyt2bSGOW3O8bVK4PTOBx39K5yOFXmZic7iWz6knNc/aazPdlYbm8klZCMK53EZ966OBHfawRsdqmrOVRK6sXTgoX1HhUhJYDn0qitzLK0ga2aLD4y2MH3/WtKVJGDJ5J4754qBopSy42rt7nnFZxRbMm8VWK7u3PBxVTWdZ0BlszrG9JJFYK8H3kAIwWHp+dWb1JNx+XIweRXjTEk5JJ+taQv0dgsmmme3+HU0EsTpGpWtxOwx+8fDgHtjj+VdU1zNFFHBcWsc0Z+UoV3A1812zbZGf0H5V02h+JtXtU2QX9wI+nlu29cfQ5rV1qyd739TH2MH0se2xR6fKxe3kks5CxLKp3pk8fMp/lxTrhLpY4t1ulzBGrBHt23HODj5T8wwcdM9K88sfHQSRV1DTY3I486AlH+pB6/nXT2firS7kBYtQWNj/AMsrkbD+fQ1ccVFu0lYzlh5JaO5VvDcahpEjJqCxX0TRBmVWDxSZVTtYYYLnvj+XNb+09RutP1G31lVuby3a2jjuFUFgDubDMOox0+tdHPdidQ09rHMgACOedo9mHI/Os+5+ywWV1Am/zLuSJjvOcLGDgZxyOnWtZTi4Nxd0RCLU0mjFh4IJXCkdOtEkYByMtx90dKtxQL5fP4im3U4trZikLTED7qdTXAnqdzKDIsq7RwPToKgt79dNuChZ139drAcD2IIPWr7SGQZKbRjoRg9KxrqLSnnC6hqX2N2z5RYZU+uf0row9WNKopy2RjWg5wcUeueE/E0F9o4iaYmSI7G37ckE5BOOO2Pwqr4nntLzxPYrOAVhs0dHDYUuXzjJ9q5LQbSytomWw1C0uZXxucTcnqQAAeO35V0pvL2IojQpImMYIBH610zxFGc/dZyRozitUQxXDzWED2LLEI3Yu43RtgtgHPcHIzjgZrTGrahbC3jd9wBPmmdcgKRwdwPfIrNjudNmfP2VYZQMFoSYz/gRmn3lgbqCSOHUHIljEbLKuGABBGHXB/hHY1SfYT8zS1HxtYC4077fIbKPzjuYKJo5V2kFcjleSpyR2rlvFM/2uWC6t/s0lm8sqwyQPuDqNp59D7VLe6O91AiXWnW0rI5aRrYht2V/hHDKc89DWdFpi2uh2qyO6qby52QnIGNww2DznHB+lRWl+7af9amlGKU00QwfL8xGAw+tc/rsNxqviGx0a1PltPgiUgkL1JYD2UH866yCFPLwevcVHPut57e7trYS3Nu2UzwcEFT19ia86DXMr7Hoxm4Xcd7C32mfZGWFpGmTb8srqBux1yBwD9KxLheSFOCKs+Pda/tS40q10pWUQZnd8bP3x2xBCPbG444INQyRqoLHlh1Oe/etqqipvk2MlCagnPr/AFc8jt2xJ93dmtFJ/sh8x7Ujtnis2PhGNTxXAKeXLyvTNKQkjWTXIFUqUfP0rT0rxNZ2gIkE29upA4rj2Xa5wcqehp6DvS5VYD0SXxjp7oq72Ujj7vBHvViLxJobENLKM9M7CcV5qcEc03qpPYUcqC565b+I9B3Y/tBEz3YNx+laA8RaOEH/ABM7d2yMYP8A9avDz0NISR3NPkFc9rm1+w3M8d5GQT/fFVp9ct5VUmdB67nXjivHCzYHzH863PCOjW3iDXBp91eyWoaGR4zHHuLuqFgvoBwefal7PzDmL/jS7SdrMoytjf8AdIPpXMRlsFtuahOSeTmpYyuzBfFXaysK9y7Y+aWJ2gr2rTncvYyRsu0sQDjuKz7WS3iQL5gJzn0q4buAsq+amD1OeKjqV0NnTYwYIlZSXEY3ZFX0tQyl0kIWo7TULFI1U3EW0DnB5qSO6sZGZfPjHurjmpGXrGS3gOQo3jox6muls9QmkA8tSAeMk9a5eE2SkNFPGW9WcE1sWzl9u1kZDyCGFNq4rm3JJccksuB71UkuPIQyyEdeT1qlNcBYuJOc/nWJrGrPHpkoglKvuHQdj2zSSHc0tSlcbmVuOflzzXjzda9J12OCLw9Bqdjq9/OrXP2XNzCsazkJuZ4gOdqnCnd6j3A8zdvm4rSMbCUh6nAIHUmrtiWjUE/kKoLkJnI5q/ZCQKCGU+mTRISZsLcqsAZuCWCgHuasJskAbaM9xWRcb5jbpj5lb8OordhRTExaMhM9xzU20KuWrS8urD57a4aMdCqHg/UdDWzpl+b0q3mvM2OOvFYf2eNFUliw67c1q2N8kWBEnPTC0JCOlhilAJ8snj1prpIWD+WV44yajgurmRfvhBjON1JJJN0Zxz70rDuRzRyCFiSnLdMHJrgPGQZWs9wxy/8ASur0yaPUPF7aRf6ldWkEj7UkjmjRYvUsZOMYzwOScDvXDeLftNvq89ncNcE208karcY3rg4+bHGeBnHFUosV0YqOY1JUfNknNbel61qdnHiO/ukU9UEpIx6YPFYIJCdPxrQs/NCglQT2pyV0CZ3Fr461a3iVpZo5xnbsljHP4jFbVr45SRAZdPCk8EwS4/Q15tOWmltgBgo2T6df8K3YUTyWJQhCe4wc1kqajrHQd76M7pPE2nSruM08TDnbIuR+YqFNYXV7hGgMkkar8m4YIz1/lXKfZ44wrFiw67c1rWV8FKrCmSBjC9BWvNJx5W7kKEVK6R1VvbzBSQgPHc0PFLu8xlROPriq1tPM6nfMqYHTPSlmLBgrTKc1nYu5UudLEtzFcmTLIS2zaME4xnP+e1Z93FIYipIDe3Sna/fTW+nSLDI0ThkIZfTocVmeItH1rw/oelX15dXIlvTJ5kLIQIMbCgY4+8wbOO31BquVsJTbsmear/qzTSfl/GiitAew9xgJ/u/1p6ciiipZKE7fjSkfKaKKBjSMqfpUbHn8KKKpE9RD90fSrekarc6JqcWoWmzz4gwXeu4fMpU8fQmiimhMpjv9KdC5RxjucGiih7D7ElyoyG71AKKKUdge49elAJB4JoooGIWPqaBI69HI+hoopkscLmcdJn4/2qPtMxGGlcjOcFjiiinYRveIPF83iG2t4ZtJ0y1a3RY4pLRJFKRqDhAC5ULzk4HJ59a5yiigCdEDKM5rTgUKEAHQUUVlItFiEk3aA9Mk10qndbSMeSoyOPfFFFAxIYI50UuD+BxVuCNYn2oNo9qKKEJl+F2eJmPX/wCvTZpGEh57flRRQwOel1+TTNRvEfT9Pvo5pAxS8g3gMo4IIII68jOD3BrmfEF9canqD393J5lzcO0kj4xlj7dvpRRVolmcqhhgk1rQIFCY9BRRUyKRYtzm9QduTXTDm0dzjK4xx70UUhksVrDKi7l79jVmGNUbC8AdhRRQgNG0YvF8xyf/AK9LdMyynDHkZoopMSMfxDK503ls/MprntS8Q6pqOmW+m3d5NNb28jyoJJGYlnxnOTzjbx6ZPrRRVRBn/9k=", 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", 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", "info": {"video_id": "51214", "label": "tilting wallet with candy on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b59c1bc39996db8afb05802e4f4bc6b9b37e1f584d10887e548a39ab160fac41"} +{"episode": 79977, "episode_seed": 3749776839, "split": "train", "timestamp": "2025-10-13T03:45:04.782010", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3749776839, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'burying video cd in cloth'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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BwefahCMy0Xl/wqwR0qCxywfPtVk8U2IaRwR7VLpdpKt4vmRuN8DuuBzjHBqPqQPWlm1CcJ5SnYPL8plB6j3NONrO4Nu+hJPMttdSSyOskzfeWM/J75I6n6fnWeQ7yjIGB0xxiopMs2TQJHQYzxSbXQafc0zMpRFBGVXFV5AC3FU1kIbNWN+4A0rDuNkTK1XYEHk5qyx4qGT7uaESR1rEYFaWuaBo9p4at9W0vULyYNdG1zcwCNbkhNzvEM7tqnCnd/eHuBmseKYDaUEjpTM04HFSxhKSVJJqqeankPy1XY4FJANJqWO5ZMAnIqsW5pRxzVAmXt2R7HpVd+ppEk4waVmpAyMjNS2Q5kz7VreEdO0rWPEcOnatczW0M52rMk0caxnuWMnGMZ46k4Heq11ZnTtZ1GyaOeP7PO0Wy4AEigMRhgCRn1wSPSqQiM0ZpM0ZqWA4cnJ5PqarufnNTA00opOTSGVicUwnJp82MnFRL1qkFx2Pemnk0pPYUh6UCGUUHPaum8ReC73w14d0fUbwSrPfmTzYWjIFvgIUDH+8ytnHbp1zhgZp6U3vRRQMKa/3aKKQFVicVEaKKAFpR0oooAlBOKl03VbnRNVTULTZ58W4LvXcPmUqePoxoopgNsTxJ+FWGPNFFAhpPFQkc0UVI0RN96o360UU0JjR1qWMnOPeiimBI1RyHCZxnmiikgNnX/FsniK3t4ZtI0y1NuixxSWqSKUjXOEALlQOSTgZJ59aqHpRRTASiiikMa33TVR+lFFAEXel70UUAO9Kk7UUUAXtL15tG8+M6bpt/FMyuY7638wKy5wQQQR1ORnB7g019QutW1C81C9lMtzcyebK+MZY5J4HQe1FFMQlIaKKTAO9I5ooqRlV+pqKiiqQhwoNFFMBjcCtO/8AE2r6ppFtpd7fTT21tK8qCSRmJZgo5JPONvHpk+tFFAH/2Q==", 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", "info": {"video_id": "108974", "label": "burying video cd in cloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "108974", "label": "burying video cd in cloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8489fb08a095240f5f5334c6c7b7e8406e456d3508c934b447494a96cbec8d3b"} +{"episode": 79978, "episode_seed": 3982789332, "split": "train", "timestamp": "2025-10-13T03:45:07.295956", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3982789332, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing clothespin into plastic 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, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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7M2Siqn6Z/rVU4ThF8zv/AMOdLs5pIw85/LmnsvyA479R2pvfJp7HEajpzSNRYCN5I7Dmup8Ltk33uEx+tcxAoGWHSuk8LMu299BsH86qn8RFX4DTmiLBgOB61myssQIUc+vrWpO7N8q+tZU0RJOcjHYdaJCizqPAU/mTajZu21JYQ/HZlPX9adq9l9mlYSvNCq/NFNFJja3qB+JzmqHgyYQa6I2IXzYnRQPXr/Suk1CYxBkIWRMZZXGRVJRspvpoKhiPq+K52rpoybCeR7dIr5Irx9x2SxDaSOxI7H6VBbIb+/8AL2f6tuZT/CM9/WpbPU7WCVjFZImOMo2KinvJVSS4ZVjjALBF4ArbR2bZ7NfE06lNrk+/+v8AI5HxDfnUdcurpR8gfbHz/Avyj+VZa9efU0Alm5JJJ596F4Irmk7u55UVZWHzLtYEgcAVPathCwHU8+1QSsPMGT1xVmJdkWfWp6FHZyqZGz2qlMFRSuM8jmtOYKPlHQGsq6cYIGOKuZnAoy5P3RjPFdf4SdpNEu4A2PLlG0f7y/8A1q46QsoBzkkgV1Xg8k/b4Qef3bgfQ4/rUQ+IWI/hlLWg7SJGoK89/QdapwlWilfGdnCj3rb8R3AtUdlVXbhQGGeO9czNdutoI8Im9uiLiqpWsddP3aasYmsyrNdlQACgxkd6qhyI9j0yd/MupG7ZP86cxDpzn60OWplclaVTGAO1Z8x+ald2iJBOfSq7S5zmrQ7nY+A2ONR9f3f/ALNXTyR8Etn1Fcz8PQrrqRPby/8A2aurnKgFj+tKWxj9ozZypY/L2xiqZLK27H3eR+FWLglpOD161XBJaReMKKwe5qtj0nUGLwRyj5t0YcgDnpXOQ3DJczzO3C/Io9+9dDAVl0y0nLcC3X8TXMX19NHdiCOXgLljgE5+tXKzqWMcFHSVjT8Qar/Z/h6Vxw4iCRr6k9T+teVxkF+O2K3/ABNftPBtLk5cDk+gzXOwkrgY6gVpVd9EbJWZMo+fGRSzR77iMoeB1qPOJD2yec1cC5lyB0FYPQtahdPtjCj0rQkQuck8YrJnYtKgA4PWt2bAO3GAO1a09mY1d0Z8uFUqBxnrVGXJ6DFW7lwcgc4PHFUXypTB5Y4pSEjt/DL+Z4aeMtgpMyj8eap3Uc/26LMbiNCWOOQcdKm8JESafexbvuzK/wBBVfXbxY3aO3k2yM4XCtggCiVtDGhFe2kakN+LbTmmnBUFi208FsDivK7i5e7u5J5OXlcsfxrodQu2W0ZNxOEYkk1y6Z3Z9xWs3okjeSs9SY9B64p0oDQ7R1z1qNugJ64qdBlFHvWQD1/d24HetzwkpcXg7nZ/WsGfOwr3zXSeEPlivP8AgGf1qqe5NT4TYkULjbyw71nSvuJyRz1NaNw4Hyjr3xWXIu5yT26e1EiYE+jsYdbspM/8t0z9M4rs9XgZlkMZA5IK+vauBtJNkkcpPSUMPoDXo2sSxW0DPKwAZ93P5ij/AJdu5lO3toNnHx2U8LJF5T7nOXOOB+NUfEd55drLGj5ZiFOOgFOErSXD3LOSm4kc8VgaxOZIkGfvEmtE7RO6pexTjJY56AEGnAjeeelRRZBx9KcT+89Dnt+NZGRNMglkjwMYxU87bYlUHtQq7pAc9BUNxlyo6c81KYzvbhwQzE7R6etZk4XChTgdSTU8jGSQgn5QOTVK5YSHYBhB94/0q5K5MHYrMwaQNjKJ90Dua3/C0/kajOq53PbMSfoQf8awgN0pCj5V7Vd0Oby9WiOOJkdfw2nH8qmPxIVVXg0XNStri41aSaRH8kuWH93A/wD1Vzl45aYHP3AT+ma6m+v3hllXJKNwVJ7EVyOrukdpPIjc7SPcZIFbcllZBh6iVNxZiq2TkdTnP51MxwpAGB2rOilwat78oDWTRSZMkaSqUbkE/lWfe2ctux/iT1FX7dht56dzTtGtBrnid9NuNRmtUZJGi8uPcWdULBfQDg8n096I3vZBKSSN34dSBY9THUny8f8Aj1dXcFCwDc98dhXE/Dyd3TUHZsswiP6NXXOwVS7mqlsTF3dypO4Qs5OTnCqfWoIVwSrDJJ3MfenPnc0jghiMj2pm1hGAwOZDg+wrJqxpe52VpcSXHha1ijAy8ToMnpzj+Vc9cWc1lE7zIyu+AM9cCtDSrrfoezgeVJIv4EAis25v3dPKkzIvBGTyK6IwWkjmoy9nVd9jl9Xl+aFG6ks39Kpxk7cDB4GKj1uYNqjAHhFVfx6/1qK3lyRz2rOaOrmu7losPMz78VfjYCIsTz0rKVv3o5p2q3Elvp7NC5SQMORWTV9B3srlsvuuCRz6VuTyAgluPQVzeq2lra6DBqmm6vfzBro22bmFY1uCE3M8QHO1SQp3eo9wNlzuYFj8oHetoxsYSlzWsRTsu1c/Ko61RLEyeZj2QHsKsTFpTnHyDt6molXc7P2HSpY7nQeGLgxtfxrx+6U59wf8DUd1psnnzXpkjcElyAfmBPtVDRbnyL8ozBfNhYHPqeR/KpL25dJ3aNsc4rWCTRzN8tXmMLU32QSlu+FH5/8A1qyo25Bq5rk+5IkIAZm3YHoO/wCtZUUnNKaOpzUndFxjxgmrEBHf0zVJnz3qzG+FHuKyaGmOlbLgenWum8KEKl3kgD5M/rXM+HLey1XxQmm6nfXFrBM2xJo5Yo1jPcsZOMYzwOScDvW34eimtNU1uxk+0L9mnEQS4AEigFh8wHGemcHHpWkY2aZnOV1Y6GSQHfhR061lzEODGhOP42/pV6dzjy4up4zVF1O0RqOSf8mlJCT0sN3FYmIA4G1BXY6pG2pWUA81QNqP83QnYK4+UbDjPyopP49P8a6GK7Euh2jbgxVEU49Rx/QVdKzumYYhbMy9St2s41gOMheSvQ554rk9TkCzxp3CZP411F1dGRdsi78ZCnuPQVxOpy7tSn2nhDsH4DFXNaHSqqlCK6lmM8EA9cUFsvn1NVoJOeakVv3g5/GsGh3NONgI2JOT0qBn3TZ7AY5qrqM7w2LGJyjBh8wq1rvh3VvD2haTqF5NcLPfGQywmMgQABCgY/3mDZx2+oNKMW9QcrHUmRnYgntnikc7YiQB60UVchQGsojgJXg46/hmqhZo7pGQlWjHykUUViUzQvpDJKWOPmVG49SK5TxLI0aW8SnCyEs3vjp/OiiuyWxyw3MFSdxq0jEqOe9FFYs6kWID8uKoR6ncaPrx1C12efCzbd65HzKVPH0Y0UUo7kz2Oh8BExxXwXt5Q/D5q68sdm4nJ96KKt7ExGbvMkXcB0zj6UyY4fj+FSR+Q/xoornZsVra6ktZIVjxtmfY4PcH+tTXkjW9pNOuC8SFl3cjIooropfCctT4jz9nZyzsxLMcknualhJBHPpRRUM6UWVPzim6u2dNJP8AfWiio6ob2ZHrPih9eht4pdK022NuiRxSWqSKUjXOEALlQOcnA5PNdGV5GST9aKK3OdFaSVgQueCanlGI8DpkD8KKKykaLYoysRJIR1HT2qBNTnlhmeQI7pxuIPP1ooq6e5lUMCWeS6nM0rZcj8vYUxeKKKDREwY7sVZDEADtRRUMtble311tIuLmM6dp1/FM4cx3sHmAMmdpBBBHU5GcHuDXQ+F7651W91a/vJTJc3Miyyv0yx3dh0HtRRWsTCXU3pXaNht4pLc7lLkDJbH4UUVEyola4Y7JD33YpLa7lS5jswR5MvJGOhHcUUUU/iRNT4WJrMz2emyzREb8hQTzjPce9cQPuA0UVtU3Jo7E8fB/GpozlhRRWLNw1NibA/7y1Xu/EWq6lplvpl5ezT29tI8qCSVmJZ8ZySecbePTJ9aKKIbET3P/2Q==", 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", "info": {"video_id": "195379", "label": "stuffing clothespin into plastic cup", "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": "195379", "label": "stuffing clothespin into plastic cup", "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": "a55b2f242922d5764afa0dd9fd21a432159be90f1d710b3c3e9bd59630de0350"} +{"episode": 79979, "episode_seed": 2106300669, "split": "train", "timestamp": "2025-10-13T03:45:08.550302", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2106300669, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chopsticks behind a dish'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "34678", "label": "putting chopsticks behind a dish", "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": "34678", "label": "putting chopsticks behind a dish", "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": "b38219f64c313e2aa850b2638a0703e15d8a66d711a10ed3129c40c15f09907e"} +{"episode": 79980, "episode_seed": 2542400150, "split": "train", "timestamp": "2025-10-13T03:45:09.947231", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2542400150, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending or trying and failing to twist tap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "194311", "label": "pretending or trying and failing to twist tap", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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mW0V5GKfOQS3O1c8Hj8qWgWOhtvkuZrx8ZRMP6JGOT+tRxXiXaJIiFIyuSG4I9iK5TUNXMVjOfPUG4O0qhPLYyMH3OBUllqMen2ltatJ5mYwzSFs5YnLHnsSTWcI2bNJapGz4d0uOGwMcgDOJGBbHuf6V2llCIowgHFef+FdcSXXL/SZztcSGWIdih9D9c16HGcKMV5U1y1GmegneCaMHxDGMhj24rjdLUW3iWNmOMxPH9e4rutciMkR+lec30/2W/huJCVRXIcg4wCDUUnasmXPWi0eLrcyTySTSzOzAnhTwD/WrTaltG1rYSKDwG64IHWuZZ2RmQkjkkgU3znycsxP+8a9S55p1TwNf2scKW8igZbL8qPbIHAFZr2qvLFCUIkdQ5Vckgc8c1Rh1GdPl8yTAHH7wjFSNe75Ek2bWQYL7iSad0B1/hvTp/wC17O2niVrd5VSRPLG1ugG7+tep2Qi8P65GiiOBblxBJbDAKMqAoRyeCoI/4CK8Y8M6w0HiKwVsqJruIuwJ5+YZ/Suh+IeqQwfE9r5d48hIn3xnlTtOOO/b8M1lWjzxsjWjPkldn0TbATqMc8ZBqjr1kJLYMV4xtNU/BWv22taZb3MLgiVA2PQ9xXTXkSywSKehFeclodvNZnzD8QVu7HU/JWeRIZY2Hlj7pKn/AAIrgZbiVuBK23AAGe3avbPitobz6W11GhYxHzEIHpww/L+VeGsMduvNd9GXNBHJiI2nfuaul3bw2VzGJzGJHTcR1xhun5itiKc2ykRhmbbnLNuA9z61y0R/duMDghj64FOaYkZ3MSevPWtUzA65NQ8+6ANnyG3B42Ctz26VDdWDySm5eLYspOS2QVwCc/pXMR3MiEMhYEdwxFXotUkABYFx0KtISD+FUmgL9jYNclri2jDAkgbkyoB49evNejeFtKutQ0TVhJvEqqNz7MEKMnjJAwMD6V5XDeFImhC/IxyU3H69R3r1P4c68LnQfE3nNjZZgAE9PkfP8qJWtYcW07m/4B8Q2uq6VaHzU+0xJskjzyCP85r1GynJhznINfIFtq91p+pR6tbSMlyGDMM8SD3+tfQHgTx1Za1bmMTL5mAShPK+1edVpOnK62O+nVVSNnud9fQCa2YYyGFee67pq3dvJa3Ue4DODXoMM3mjYDkdRVHVLBLmPeqjcOvuKy80aLsz5o8SeGdS0iJruO9ea1VhkAkMgz+tUWu5bm6llknY4Y8J0HpXtWu6KHimiZA0boQV9RivnhpGjkdSzLkkkD9K7qFVyWpx4ikoNW6nSNqSqu14DIvBwTyeD/WmvEl7arBHA6lmyN6jA9sgZ/Oua+0SZ+Z3PGPvdvSrcGp3MfyCaUDHGHxXSpI5rFmW0Q+XGRsd+QOTgAkE/pW7o9vcxXMEDRhYXdVcbCdwzxnrjtmuce+8yWOXDrJHnMhbJrT03XJIL5GLPulkQk7iR1A6duKaaA6z4iZ0V7DTLWCSGJYnbYzE8ZAAHOSOvP8AhU3w28bNbXg0bUpCT0t5W6n/AGTT/i1qnl+LbYREMn2VC3Q8Bm68Zx1ry98AiWOY+ar7t2Pmz9axqU1UhZmlKo4Suj7F07UVCjJ+V+9WNRiEtuw/KvGvhz47Gp2o0y/k23sXTd/GPUV6rBevNAq4yV6+9eY04+7I9FWl70TltZtReQFD95ema8n8U6edEwYJcfbpPmVzlUK9wPfNe4ajabiJE+636GvGfixG0DaWD0DSEn/vmtMO2qiQsQk6TZzkN40A+eR5Dwdp+Xv+lBubK4uAWjcMCclk3gj6Z9K5trybB/ethhhsfyp0OpTwuHSVt30Br0+Y8uxqyWn79po8oshLKykYGOTS2X2lJWkhlldScACVhtGeCT/nrUB1l5o9tw8jxlSMYA7EdfT2pLXUpLa28mOWVVB3DaQGGOapWEemeGYVu9OutXu2laWDIIQ7kOFyAVPcYyD2JJrgm8R6i0RKXEkcoweCCCCP0xXonhHWlvPAfiqRmGEhIXjtsOc/rXld3crepEu1I1DHKhduR2HHTHNK+rGa2jeL9SsvE9hf3M7PDE+xieoRjg5/nX1NpGopf2qMDn5Qc18d4WWDyd0cbKOX7OR0Fe9/DPVNSs9L0+31aJozcQiW1kY/62M9D9a48TBv3zqw8rrkPTb9DJA3t1rzDxZaM0NzCODLGQn+92r0+SUFTnoRXHeKLEyW5lUZ281xN63OuK0sz5Yd90jMAACeg7UqsCecD3xTKK9U8sexVjnHT9aQuT16U2tfS9Oge3a9vQzR5KwwIcGZwMnnso4yffA9gDMhmkglSSNirowZT6EHIqe81K61C6lubuUyyytuckdT0rRm+w3cghazhs92BHNC5IU9t2Scj36isaWN4pXjkUq6EqwPYimB3nww8ZyeH9chsrmXFjO+35uiMe/0NfUVpcpd24ZTnIr4er6T+D/ixta0RLaeTdd2eI3yeWX+E/l/KuSvC3vI6qM7rlZ13iDS0eCWJ03QTDp/dNfM3inw1No2viARk28j/u+OPUivr6eNLmB0YDDCvCtd0k6/40vtGvdQmgjjeQwbIwx3qhZQPQcHn8O9TRbjLyLq2lDXc8dvHX522qJJD8wA4Xnp+gqkGIp8/mBysgIYVH2rsucRKJFCZOCehGOtMDBD8v8An2plPiieeZIo1LSOwVVHUk9BQAhcn61ds9ZvrC1u7e2mMcd2gjmwB8y/0ret9N0608yD7JHqE8cEkks0k5jQMoGVTH3sZ+p7YrEv7SBoPtdmjRoG2Swsd3lk9CD3U8/QjFOwFJp2Zw5+96iprDUrrTLxLuzmaKZTncO/tVSik9dxptao+ivh349/t2ARz/Lcx4DjPX3FepxOlxEGGM4+avl/wah07wdrGvxOftNveW0Ma9iCHLZ+or05vGctz4OF9p108M/mIpKn5hzyK4alPlnZdT0INyp87Oz12yIiaRR0Br5FmYGdyowuSAPavoPWNVvhocd9aeINRmR5jB+/RUWbC5Zox12g8HPqPoPnk/eOa3owcWzlrVOdIcjDIBwB6+lK5Vj9P1qOitzAeZD07ULIyEEE8HI9q0NL02K4je6vJGS1jO0BPvyv12L/AFPb8RVy7ttNkljgSzlsWeNGSV5d4yygjd/snPUYx3FMClqmt3ms3r3V6ytIyheBgAAcAVTjnZBjJA9qZLG8UzxyLtdWIZfQ0ykBs+H5Hm8VaaEk8p5blI9/93cwXP619G6PqFxY30un34AubdtkgB+8P7wr5p0GFrjxDpsCOY2kuokDj+ElwM16N4i8SXsfxI1S/wB5MVtKbcgDBMasV59TnnNYYiClHzO3BxlJtLY978lJIeMFWGRXiHxzjWFtIwPmfzR+Wz/61bmg+J7nUfEradNrV5a2kr7YWjljRY+5yXHTGeOueK8/+KF5fz6lDbX1xcym2lmRVuMb05A5xxngZxxWVKm1JSYVqi5XE4PPtTxs2ZI4PYHmoqK7DiHhtnHWjzDnIJBpERpHVEUszHAAGSTW+mkabaLLFeyXU9zHEXcWmCkZBA2k85Izyeg96YFaw8RXWnaPqGnQKvl3wUSMeoA6gfUVmtOTIHwPp1FTX1nHAqTW8hltpCQrEYZSOqsOx/nVOkBbW7wvQZ4/hFe/eC7qXXfgXNebfM1DQDMLds8lUAcL/wB8nH4V87V6d4W1m+0P4P6ybeQBNQ1D7Lt/ujyvnYe5GB+dDatqaUoSnNRjue2eG9dh13R4LiMghkBweoq5qEQMZVhmNxg+1eD+HtU1bRdJuBbzSxQiVFSZD91jyV/Ec122r3HifSdG067vNUvRLd7/ADIiuBDgKVBOPvENnH/168/2Mj0KslTm4s+exRRRXoHlhW/efugIkOEghUIPTK5J/EkmiimBZ1Sxt7bQPD80UYWS5ikMx/vYbArG1YZuo3P3nhRmPqduP6UUUMbKFdt8KtQubLxzaxwPhLgFJF7EYyP5UUVnU+BlU/jR9UWsjNEM14t4rvZdM8d6hfW+3zo5327hkcptPH0JoorlpnTVPJPEcSRXMW0YyCP5VjHpRRXXD4Tln8Qlaugjbc3E4/1kMBZD6EkLn8mNFFUiTa8O2UGoeLNMs7pPMt3YlkPQ1mxKD9ujPK+XKuP935h+qiiiqGYVFFFSI6zw1PIfCXiS0LfudtvNj0YSbQfyY0aZf3CFoFYCKUKWQDjK9DRRWFT4kejh/wDd5f12O51DxC+sWsMcmn2NuYUVI2t1dSqAH5QCxAHOenXmvGz978aKK0hucMhKKKKsg35f3dtbRJwsduHXH95huJ/P+QqW7sLeDw1o10inzblpllJOchduP5miiqAytVGZoZDy0kKMx9TjGf0qhRRUsCW2nktbqG4hbbLE6uh9CDkV2XieVk8YawVx+8mZzx3Jz+WTRRUT6Hfl/wAbNm71k6L4jv4Y9PsLmCcxzGK6h3hXCAgqcgjljxnB7g1zvjm9n1G4try6ffPO0kkjYxknFFFOf8RnK/hOR7UUUVRkamhjbdTTj/WQQNJGfRuAD+Gc/WtHR7db3W4LKR5FheNw2xsEjGcfoKKKaAzo/n066VunlrJj0YMAD+TGsuiihgFdfptxI3w2vbcn93HqkUi/VomB/wDQRRRUy2Zvhv4qOo0eVrvwD4mhl5WKa2njx1VwWHH4VXTxBqeo6Vb2V3dyzQwM0q75GYktjOcnnGOPTJ9aKKifwo3xP8eR/9k=", 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mW0V5GKfOQS3O1c8Hj8qWgWOhtvkuZrx8ZRMP6JGOT+tRxXiXaJIiFIyuSG4I9iK5TUNXMVjOfPUG4O0qhPLYyMH3OBUllqMen2ltatJ5mYwzSFs5YnLHnsSTWcI2bNJapGz4d0uOGwMcgDOJGBbHuf6V2llCIowgHFef+FdcSXXL/SZztcSGWIdih9D9c16HGcKMV5U1y1GmegneCaMHxDGMhj24rjdLUW3iWNmOMxPH9e4rutciMkR+lec30/2W/huJCVRXIcg4wCDUUnasmXPWi0eLrcyTySTSzOzAnhTwD/WrTaltG1rYSKDwG64IHWuZZ2RmQkjkkgU3znycsxP+8a9S55p1TwNf2scKW8igZbL8qPbIHAFZr2qvLFCUIkdQ5Vckgc8c1Rh1GdPl8yTAHH7wjFSNe75Ek2bWQYL7iSad0B1/hvTp/wC17O2niVrd5VSRPLG1ugG7+tep2Qi8P65GiiOBblxBJbDAKMqAoRyeCoI/4CK8Y8M6w0HiKwVsqJruIuwJ5+YZ/Suh+IeqQwfE9r5d48hIn3xnlTtOOO/b8M1lWjzxsjWjPkldn0TbATqMc8ZBqjr1kJLYMV4xtNU/BWv22taZb3MLgiVA2PQ9xXTXkSywSKehFeclodvNZnzD8QVu7HU/JWeRIZY2Hlj7pKn/AAIrgZbiVuBK23AAGe3avbPitobz6W11GhYxHzEIHpww/L+VeGsMduvNd9GXNBHJiI2nfuaul3bw2VzGJzGJHTcR1xhun5itiKc2ykRhmbbnLNuA9z61y0R/duMDghj64FOaYkZ3MSevPWtUzA65NQ8+6ANnyG3B42Ctz26VDdWDySm5eLYspOS2QVwCc/pXMR3MiEMhYEdwxFXotUkABYFx0KtISD+FUmgL9jYNclri2jDAkgbkyoB49evNejeFtKutQ0TVhJvEqqNz7MEKMnjJAwMD6V5XDeFImhC/IxyU3H69R3r1P4c68LnQfE3nNjZZgAE9PkfP8qJWtYcW07m/4B8Q2uq6VaHzU+0xJskjzyCP85r1GynJhznINfIFtq91p+pR6tbSMlyGDMM8SD3+tfQHgTx1Za1bmMTL5mAShPK+1edVpOnK62O+nVVSNnud9fQCa2YYyGFee67pq3dvJa3Ue4DODXoMM3mjYDkdRVHVLBLmPeqjcOvuKy80aLsz5o8SeGdS0iJruO9ea1VhkAkMgz+tUWu5bm6llknY4Y8J0HpXtWu6KHimiZA0boQV9RivnhpGjkdSzLkkkD9K7qFVyWpx4ikoNW6nSNqSqu14DIvBwTyeD/WmvEl7arBHA6lmyN6jA9sgZ/Oua+0SZ+Z3PGPvdvSrcGp3MfyCaUDHGHxXSpI5rFmW0Q+XGRsd+QOTgAkE/pW7o9vcxXMEDRhYXdVcbCdwzxnrjtmuce+8yWOXDrJHnMhbJrT03XJIL5GLPulkQk7iR1A6duKaaA6z4iZ0V7DTLWCSGJYnbYzE8ZAAHOSOvP8AhU3w28bNbXg0bUpCT0t5W6n/AGTT/i1qnl+LbYREMn2VC3Q8Bm68Zx1ry98AiWOY+ar7t2Pmz9axqU1UhZmlKo4Suj7F07UVCjJ+V+9WNRiEtuw/KvGvhz47Gp2o0y/k23sXTd/GPUV6rBevNAq4yV6+9eY04+7I9FWl70TltZtReQFD95ema8n8U6edEwYJcfbpPmVzlUK9wPfNe4ajabiJE+636GvGfixG0DaWD0DSEn/vmtMO2qiQsQk6TZzkN40A+eR5Dwdp+Xv+lBubK4uAWjcMCclk3gj6Z9K5trybB/ethhhsfyp0OpTwuHSVt30Br0+Y8uxqyWn79po8oshLKykYGOTS2X2lJWkhlldScACVhtGeCT/nrUB1l5o9tw8jxlSMYA7EdfT2pLXUpLa28mOWVVB3DaQGGOapWEemeGYVu9OutXu2laWDIIQ7kOFyAVPcYyD2JJrgm8R6i0RKXEkcoweCCCCP0xXonhHWlvPAfiqRmGEhIXjtsOc/rXld3crepEu1I1DHKhduR2HHTHNK+rGa2jeL9SsvE9hf3M7PDE+xieoRjg5/nX1NpGopf2qMDn5Qc18d4WWDyd0cbKOX7OR0Fe9/DPVNSs9L0+31aJozcQiW1kY/62M9D9a48TBv3zqw8rrkPTb9DJA3t1rzDxZaM0NzCODLGQn+92r0+SUFTnoRXHeKLEyW5lUZ281xN63OuK0sz5Yd90jMAACeg7UqsCecD3xTKK9U8sexVjnHT9aQuT16U2tfS9Oge3a9vQzR5KwwIcGZwMnnso4yffA9gDMhmkglSSNirowZT6EHIqe81K61C6lubuUyyytuckdT0rRm+w3cghazhs92BHNC5IU9t2Scj36isaWN4pXjkUq6EqwPYimB3nww8ZyeH9chsrmXFjO+35uiMe/0NfUVpcpd24ZTnIr4er6T+D/ixta0RLaeTdd2eI3yeWX+E/l/KuSvC3vI6qM7rlZ13iDS0eCWJ03QTDp/dNfM3inw1No2viARk28j/u+OPUivr6eNLmB0YDDCvCtd0k6/40vtGvdQmgjjeQwbIwx3qhZQPQcHn8O9TRbjLyLq2lDXc8dvHX522qJJD8wA4Xnp+gqkGIp8/mBysgIYVH2rsucRKJFCZOCehGOtMDBD8v8An2plPiieeZIo1LSOwVVHUk9BQAhcn61ds9ZvrC1u7e2mMcd2gjmwB8y/0ret9N0608yD7JHqE8cEkks0k5jQMoGVTH3sZ+p7YrEv7SBoPtdmjRoG2Swsd3lk9CD3U8/QjFOwFJp2Zw5+96iprDUrrTLxLuzmaKZTncO/tVSik9dxptao+ivh349/t2ARz/Lcx4DjPX3FepxOlxEGGM4+avl/wah07wdrGvxOftNveW0Ma9iCHLZ+or05vGctz4OF9p108M/mIpKn5hzyK4alPlnZdT0INyp87Oz12yIiaRR0Br5FmYGdyowuSAPavoPWNVvhocd9aeINRmR5jB+/RUWbC5Zox12g8HPqPoPnk/eOa3owcWzlrVOdIcjDIBwB6+lK5Vj9P1qOitzAeZD07ULIyEEE8HI9q0NL02K4je6vJGS1jO0BPvyv12L/AFPb8RVy7ttNkljgSzlsWeNGSV5d4yygjd/snPUYx3FMClqmt3ms3r3V6ytIyheBgAAcAVTjnZBjJA9qZLG8UzxyLtdWIZfQ0ykBs+H5Hm8VaaEk8p5blI9/93cwXP619G6PqFxY30un34AubdtkgB+8P7wr5p0GFrjxDpsCOY2kuokDj+ElwM16N4i8SXsfxI1S/wB5MVtKbcgDBMasV59TnnNYYiClHzO3BxlJtLY978lJIeMFWGRXiHxzjWFtIwPmfzR+Wz/61bmg+J7nUfEradNrV5a2kr7YWjljRY+5yXHTGeOueK8/+KF5fz6lDbX1xcym2lmRVuMb05A5xxngZxxWVKm1JSYVqi5XE4PPtTxs2ZI4PYHmoqK7DiHhtnHWjzDnIJBpERpHVEUszHAAGSTW+mkabaLLFeyXU9zHEXcWmCkZBA2k85Izyeg96YFaw8RXWnaPqGnQKvl3wUSMeoA6gfUVmtOTIHwPp1FTX1nHAqTW8hltpCQrEYZSOqsOx/nVOkBbW7wvQZ4/hFe/eC7qXXfgXNebfM1DQDMLds8lUAcL/wB8nH4V87V6d4W1m+0P4P6ybeQBNQ1D7Lt/ujyvnYe5GB+dDatqaUoSnNRjue2eG9dh13R4LiMghkBweoq5qEQMZVhmNxg+1eD+HtU1bRdJuBbzSxQiVFSZD91jyV/Ec122r3HifSdG067vNUvRLd7/ADIiuBDgKVBOPvENnH/168/2Mj0KslTm4s+exRRRXoHlhW/efugIkOEghUIPTK5J/EkmiimBZ1Sxt7bQPD80UYWS5ikMx/vYbArG1YZuo3P3nhRmPqduP6UUUMbKFdt8KtQubLxzaxwPhLgFJF7EYyP5UUVnU+BlU/jR9UWsjNEM14t4rvZdM8d6hfW+3zo5327hkcptPH0JoorlpnTVPJPEcSRXMW0YyCP5VjHpRRXXD4Tln8Qlaugjbc3E4/1kMBZD6EkLn8mNFFUiTa8O2UGoeLNMs7pPMt3YlkPQ1mxKD9ujPK+XKuP935h+qiiiqGYVFFFSI6zw1PIfCXiS0LfudtvNj0YSbQfyY0aZf3CFoFYCKUKWQDjK9DRRWFT4kejh/wDd5f12O51DxC+sWsMcmn2NuYUVI2t1dSqAH5QCxAHOenXmvGz978aKK0hucMhKKKKsg35f3dtbRJwsduHXH95huJ/P+QqW7sLeDw1o10inzblpllJOchduP5miiqAytVGZoZDy0kKMx9TjGf0qhRRUsCW2nktbqG4hbbLE6uh9CDkV2XieVk8YawVx+8mZzx3Jz+WTRRUT6Hfl/wAbNm71k6L4jv4Y9PsLmCcxzGK6h3hXCAgqcgjljxnB7g1zvjm9n1G4try6ffPO0kkjYxknFFFOf8RnK/hOR7UUUVRkamhjbdTTj/WQQNJGfRuAD+Gc/WtHR7db3W4LKR5FheNw2xsEjGcfoKKKaAzo/n066VunlrJj0YMAD+TGsuiihgFdfptxI3w2vbcn93HqkUi/VomB/wDQRRRUy2Zvhv4qOo0eVrvwD4mhl5WKa2njx1VwWHH4VXTxBqeo6Vb2V3dyzQwM0q75GYktjOcnnGOPTJ9aKKifwo3xP8eR/9k=", "info": {"video_id": "194311", "label": "pretending or trying and failing to twist tap", "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": "ff48c9877d776c71544d91ad1fad1ee68a4d0d609aaebf165e11fc6399680ff3"} +{"episode": 79981, "episode_seed": 1056924375, "split": "train", "timestamp": "2025-10-13T03:45:12.371847", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1056924375, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leaf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "60779", "label": "putting leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "60779", "label": "putting leaf", "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": "fc896b4caa361cc1eaed7416f3248ff21634f6076a078048ababbadc5b0b9cae"} +{"episode": 79982, "episode_seed": 4105673807, "split": "train", "timestamp": "2025-10-13T03:45:13.464343", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4105673807, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 piece of paper out of the wallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "128029", "label": "taking a piece of paper out of the wallet", "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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IHI6Cs1JN3GCM+grQSKC1QtJIzOV6kYApoho52Tc1w525+c/zrYtis92N/wBxASf6VnQwMCWDgMeQcdOa2dOtvJAJTMmQwyeB/n+tUldk81kzQ279jNjjaBx/n2qteQl7d0wM7d2B65qweBu2kHnvycdMVBMcEDBChsde3Xn8a1a0ML6mHg0o471dvrcRmNl6MvP1qoBg8sKwOpakiN6VowEugI/Gsvf2B/Snx3HlsMscfWi4mjSf5QCeeeBSvNGisWbqQMDrVb7RG3CYb3wTilS1SQmWV3VBjI29f8KEybGfq0hkeJlBUEE4J57Vb0IeWtwZCVBUY9B15/WoNRSOe6Tyj8qrwOuat6enl7wG3DcCdw6DnpVolmoCGOSSFLcA/wAXFIwHlghuynHfr3oGTGGypG0YbHXntTZVbG3aADnjHJ44qzPcwblNtzKB0DHGKYFzVy8h2jfgBgAGHbNVV29d35CsHozpjqhVX0FWoV3OBnHNVS6g8Z/E0JMA2ep9KVx2NglFPLDGOlNE4jVd4I54AFVVvSV+Vdp+oWhJIZHPmsjKDzySTRqLRDbu4aaxmOAqAYHrWTDCrcs2E/nWxd3Uc9mYIosR9RgYyP51UCIi5CAkDIGc8GrRDZqxZIBD5Py544Hrj9acc4LA5680xE2kJgnIJA7DHQZ/GnsCPm4JBAyRxz1rQzZDCCsy7hwSpB/nmnM6C5mBZVG7IJpNuGBC55Iyfb0qncOqMWKPlhkBcCs5p9DSDXUuGSNRxIT9AarPcA8b8fUiqMsxBC+V3xy5b/Cokklxj5c4zwMDPpU8rL5kaQlXnAZvoM00z7uCNozjBIGaokktywPOCS2eKaFB5BRRzk55zRyi5jTja1t8Pw8nP8WQKzjGjzyyMuAT3PY9KMnZwQFA4AP6VoeGtKh8QeIf7Our+S2VopGiMce8s6oWC+gHHU+nvVLQTY7TJBGs3G3GBge2aSWZ55RHHySeBWXYTOUcEli23ArbtbVYkLuSZmGQF7Af55pct5F8/LBFqK2WBMAbiSQWYe1NYlWEmwk43HJ5qcOH29z1Cg9ulITyD1bHI7CtbaWOXmd7syLiZI3KGKQnP8OAKy7u66ERbW64LE1r3gHnMQSxJ59uOn1rLuUXaAMkZPzdqjlRqpMpieUnAxn2FOWWQ9WY9/YU0gDoAB60oA9SB/SlYq49NzPjc3oSauAgHKpjnGT61WiTPzZIUDnP6VJP5qQb+R0xz0PpTsJsnVmJXYNoySB6/wD1q3vLOwOOdi7h2A2/zqDWtH0218O22q6bqd7OGuvsubmERrcEJud4RnO1SQp3f3hz1AtRZSBdwzwflxk/j+tXHUzloPwxPU5zt3fXngfhUTngnkAjJyMk9qejlJiCQwJ3LgdBQMkbRjdgjOOKszZQuwhQBiQF9cmsWeeOM5QuynkHbj+ddDcgPbuBj1JPesG7RSAc4XJ4rKUUawmyn9qZjwn5mnCeQjP3foOtNKAc4BPYUDHc/wD6qmxpdlmORypBMhHTAPrVgZJAZd7Z444BFVrdSWIDNnHJHb0qZUckqpy3fJ7+lVYhkgZzjaozyQcdPar+lLuD5O4DaRk/WjwvY6dq3iWPTNUu57WCdtqzRyxxrGepLGTjGM8DknA71LbW50/WdUsZBcRG2mMapPgSDaxGGAyM4644prcT2LiptYoDkAkZI4wOmBQ3AzjqAc98mmyEkq2SHTJCg8EU/eXGQcnAHXgGqIZWlTKFDH6j1rBuXMUzosR47s3+FdMSPmKkkepP6Vz2opiY5zg5+bufeplFblwk1oZzzylsDCj1xQHkYZLHGPWpGUcZyOeKTHzcgk9hmosaXZJDw+Dtx0xmrIJUgll3c9D0qtEAZAMDdjHPT61ZITJ2kc4z7U0iWLuckYcbsZB7D2oKjkK3zf3qZOfLhJjc53DnPT2ra8QeFNR8N+H9I1C8edJ74yGWFkIFuAEKKx/vMHzjt06g0wQs6/KFyfuM2c88EilJ6jngxn8+tFFUQBXPc8OV6+1Ubs5BkPUREgdutFFDBFVkUKT7r39aYyhNoBPzOQaKKktEbAFVX1iLZ9805kU7uMY2kYoooABGPM6nhwv4U2x1S50XWE1G02efEzhd65HzKVPH0JooqRkuhRI7uWGdoGP1rdAClEHQZFFFXEiQqcMyDhflpWJEhHoxPT2NFFUZvcy74kMqj7uwjFZk5LcE8ccf5+lFFSzSJB1c59acqhsZJ4yOtFFSWWoIVMBlJbdsJ698Uy4Xbbs+SSMYB6UUUxGjr3iuTxBb28Uuk6ZatbokcUlqkilI1zhAC5ULyScDJPOavx8NDjI3FmIB9qKKqBMtgb7pXJAAwCDz1qYMXznoCOB06DiiiqIIpeYyxPIDY/UVz9zIxjD98CiipY4blbsT6nFO24IwTznNFFSalmCIEFdzAbc8HvUxiHmFAzAbR0NFFNEsW011tGuLmE6dp1/DK6uY76DzArKDggggjqcjOD3Bq1aX1xqt/qN9eyebc3bb5XIxksCTjHQe3sKKKI7g9jQhO+bB4G7HHsRilTh3QdFJIH1ooqiGIwBjIxxt249s1h6ozG5OTnkH9KKKHsOJQzgg9ee9NHT8KKKzNCSMnPbkDnFWnfAOFX72elFFAmV55i0IG1Rgg8DHOat33iXVtT0q20y8vZp7a2leVBJIzEs+M5JPONvHpk+tFFAH/9k=", 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"info": {"video_id": "128029", "label": "taking a piece of paper out of the wallet", "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": "fa6df3935fdf56fc0f7cbca322cfefc534ae6ba2fd19e64c2135e2c028221323"} +{"episode": 79983, "episode_seed": 1866113056, "split": "train", "timestamp": "2025-10-13T03:45:15.991190", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1866113056, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 socks with facric container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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"info": {"video_id": "155843", "label": "covering socks with facric container", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "155843", "label": "covering socks with facric container", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "409e1221f18eb57501cbd9bff3d0168bd45498613111f7e775120246e7a8fd56"} +{"episode": 79984, "episode_seed": 3458383593, "split": "train", "timestamp": "2025-10-13T03:45:16.750896", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3458383593, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'coupon 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', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "190417", "label": "coupon falling like a feather or paper", "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": "190417", "label": "coupon falling like a feather or paper", "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": "807416f7e49597be22cc87657b39d545724d91a184c7fa9b7e4d4826ec5da1a3"} +{"episode": 79985, "episode_seed": 369050796, "split": "train", "timestamp": "2025-10-13T03:45:19.586684", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 369050796, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wrist watch on top of non sparking pliers'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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Z1xZo+o7FVQRGcZGeadn1ZV12PMdRsNNdFZNIgUI2R5a7c+xx1FcpPYzQsF06GSN8HOW3FgP89q9gurUo5E9oCjH78fQ1yd7bqlzdX8UIaHTVWRgOhkZgEX8zmndxKpQU5WMDwks92kk100n2NuMW3yF39GI9hXQnTNMgljntNAQEOMeaxZQduBwe3t6mmfDy3SLWpbGWEmB8NvUfdfG4AfmelesjRI3gfEATKZQEZOeoz+NZSmrvUqUHFK3VHj2o+Fta1t1e1tIYHXlFiXYreoPYH3r1rQYNQt9GtYdUeJ7tYwrvFnacdOvfGKuWoWKFdgGDVpGQgpwc1nKbasTYpuWUNkc46jvXjXhbQNTu7S51WxKxz8xWssgyFOcOw9wMge5Ne2NGDnkdCOnSs7TdIs9KsYLSCP5IUCqTzn1P4nJ/GtKGzRM+h5bbeBG+0PPqLS3s7HL7mIDH35yfzrpLbTodMQvBpdvCgHVYFz/jXciNADtRV/DFVNUjAsiMdSBmtHG+7BS8jhryfUpCQY9u7oAuAa4vU7GTDD7HAmE2DEYGAOw9Opr1y/s5CwMEoB2glH6H6Vy2q2ct/c2umxxqk90+zI6Bf4m/AU/hVxwjzyUV1PM7DTrz+2YbH7WwEqLIvzcSKe2fXjH14r0OOyjeIJBotqoIJV5Ey2SCM5/GudlS4fXYbi2AAhn8u2yOBEpOD+PX8a9t0+yiubKCWKNEiZFYEc7uKynUjzcretjWdNJXhtdnmM2j6zrdkLXaiW+0L5SIAFHTA9K6bwJ4V1Pwzb3Ud3epNDIwZIQv3f8AaJ9SOMdOK6xbZba7lVVxzuX6H/6+anSUAgnr34rNy0sjO3chl+9kEFfr0rh/G+jya9rWg2e1/K/fPMyjJVBsz+fA/Gu/fa5yD159qY0O5tyoCwGM45A9KKek0wktDibjwRp09wLoWY844GX5wAMDAJwAAAKsr4bkQYEuBjoB0rqvIlP8J/KnfZ2XO/aufU10csXuRzM4a80mZpHi88KsYByfU+tYN9oNxJHlZCx9VORXoAj3XV5lQwIxyODWNd2kUSNNEzRfLllzxTSQrs8ov9C857iNyxkjgeUEsMKQCRn64xW54H02b+y/MsMxSynbNx0IAIx+dWruyF1oMMyE/aL2czyY/hhTIRfxJz/wGtj4dQiz1Oa380q10WAHZSPmAA+meaxq1YwinPa52OkleK3SJLjQNUnKebczYOUYE44PIpF+F9tqAWW6uZQAQwZD83uM+9elT2KCzk2LkgbwTyeOf6VXRsAMvI/xqXKz00OdR01G29qLWzjgUu0aIEUscnAGBk9zSbWBxnOPaphOuNrZ9qUbTnGR9KgZm+GNC/4R/wAPWthtzKq75mH8Ujct/h+Fau1yelaMUqSHAYH6VYAXrXS5mfKZDwssTEjbxnk1iJGracwdAy7+QR2roLxUjbC5JPJyc1lRxtHGyt0zkfSmmBymuQxafp9xcxFgFUnaxzzXN6toypbabDESzRWxaZuzSyfMfyG0VueOZMaRP7Yz+Yq0IluLFXbH7xQfwxx+lC1kbr3aDa6sk+GiQxWz6aXZvl88At94g7W47djiu/vbbFpvVceWd4x+R/Q1w3w/thb+KJ0P3TAxUY9xXpjKGVlIypBB+leZQnJynCTvZmlZ3al3MEE43KeOlNW5I+U1EGZS0BzlDtOfXpTiiNjPy8ZG2uixgWUjEv3iVPb3p4sQf4v0rPe5ezKqSCucgY5xV+xvxdIxCFMHHNbQeliWlcSS3EPIjLcZLE8Vjy7Rqhf1TgDpW3dSkrsB+tZdwiojSY3Ec1ork6GTeKIYWOcjniuP0of2hpVxGT8st48zj128L+WTXW6mQ9vuU8EZFcn4OyNPu1PJW5cfyp9Ub03anNr+tSGzilsNetkiBXdMm1gMkEEH/GvbvJwfevJrpoYb+2eRipMy7WAzggg160kqzRpKucOu4V50ouOKk+jX4lXvSXkYksYgupoj90Elfx5/+tULhm5QcZ6Z5q3rEO2aCYdGyjfhyP0z+VVu+3IweARW6M2LC4LbJAyt2JrRWCJ/4RVBhk9ORzk1FazXsdwiMpWIdQR/WtIMlmubVQp2BQ3qRmsbVNzwlM7yrAgeta0k+IsgnJqgyg9q1VyX2My4CModuoXFcTcXDSeL1jBORaOqEdtxwT+VdpcMcyxsOhyPcVwpTHjuNh0+zN/OiWxtQdpN+T/IdqunmFFlgG10IIx7dK9O8IQhfClgx5yh75xya4bUpFit5JCASgLYPtXb+DrgzeF7c+XsVeFBOe/NceKi/rEJLzCk70mi3qkYRoZhgdVb+Y/rVJ8SE7cAdRx1rX1KHztPlGMlRvX8Of5ZrGj5jUryR6dDVkiIWiILoGT1Bq2LiOJlBOFI6npUPAXAP1yaR7NbtVBcgp3HvVR3JNSOSOSMMjBhjqKq3vlj7qjeepptrAbWLy1Pyjkmo3YsxOa2iiWzNaJkneQnAftXO+KJdmmXPbEbc/hXT3iGSH5T8w5H1rlvE3OmXG7j922fyqhw+JGbocYn0C0kbvEoAx0xV7wjZLD40gY5CMH+mcGq+goYfDtmp6+UKdpd8bfxlZRtP5Syjao9TyT/ACrlxsOfD8p0Rb9vI9ZwM9OK57PkzSwDOVbHP6fpiuhJy5rF1OMRagspHEiD8xwf6UeZkysYwxB3bT781LCzrlHGSPummKVXLcbR+OPWlV1DDnnHFMQ2SzvkLbeM90bFa8EjiEB8llAyTUu8s5G3AA6+tRXDiOPA6mtEiWV3bcxY81n3oZSjqOAcMParufkzUEx+Q1sZo4PxwgfRbkY7Z/Wrtj/yCbXPXyV/kKqeNnxpE/bOFz+NXrMCfTbR4SGjaJcFfoKF8RvL+B8w8M3kqeMkhVU2lOCw9eTg/QfpXqGckivFtdjk0Txh4bvVBELMUkZlJQNuwQffDV7Qv329c1wqnabl3LnJcqMTUYxDqRfHEqhv6H+X61ErBAWyNvoOoq9rcRazjlA5jfB+h/8ArgV5mmo39741u9NGs3VnDmTyRGobLKmQvsODya1jG7sYtnoUKwzbhIFPTGR/Kp0to4uUUKo5OK4r4c6jeaqb9725kn2eWybznaTuziu2un2xYzyau1tA8yszB3JqCTDAginZC8gHn0pHU4zmtSDB1JVSBlB4H6Vy/hUD+y55Bn57iQ/yrrdStmkQqBnNZHh3w3LpNtPG1w0yzSb1UrjZ/wDX/wAKFujWMkqcl3MTxSJrXR31KMD9xKuCexPGa9b0W8GoaLY3QziWJWwVwR7Vg3fhuDVdGn025QbJkxnrtbqGHuDg1u6BpX9jaHY6cJTL9miEe8jG73x2rnnGLm5W1Ku1BRJ9Ti82wmxyyAOPw6/pmsSOUhQSR6YrqAqklWHyng/Q15r4vnutM0qf7O8kM8UypvX64/WklrYhnQyHaAY33DryeQa2EG9FJXbkZwe1eU6lqN3b6RBqFjr+ozBrj7PmeNUWYhcs8ffapwp3eo+g9WZ9kO4+la8riJO5VnkBk2joOKhc4oJ70BSV+Y5NWtiepnXxABOOcda4WCWN/G8kbMA4t8ID3PU16Bcw71PFZMPhy1/tAX7wKbpRtSTuBTZpTmo3b7FM2DX2+PkfK354OBUvwhvpbrw3dQTFi9vcFTuzu+bJ5B/H/IrqbTTfKXJ6nk+1X9M0iz043L2sCxNcy+dMRn53I5NZVGpSCDtCxfA6AjI7/SuWIFtLLEx5jYr+RxXVkYrn9ZgZNSEgxslUMc9iOD/KoYiuzB0yOHPfruFWNPBJbJI28Y7GuBjv5p/G1xplzq93aW7TbI3hljRY+hyS4xgDPHUnFbngu6v5NU1u2vp7mT7NKqKtzjenLDnHGeBnHFaKDSuK51dy5VAo43VTzhcE80+eUNITngVErK7DjkdKuJL1I5MhDx2rkPFaTS6VcpEjO5Q4UdT7V2rruHFVHsFmfLDoaY4y5Xc5TRopp9EsjJA8MnlhWRxg8cZqt4m0S9h1Xw9qFjCz+TciKTy878swweO3Xn6V6Fa6cC29l6dK04bYRkcflWc5aJItSvJz7k6j5j9az9ahLWSSAZMb8/Q8fzxWoFG3jpUNzAJ7SeE/xocfUcj9RWQHMpMdwOMD35pTy3mLwM881g+J7yew8PtNa3MkcwlT51PIB6isDWV8R6Lo+nXl1qV4st2X3xFcCHAUoCcfeIbOP8DWkYNq5Ldj2AfdqndH999BRRRHcHsVSx84J225olUYxRRWxmjndUsbe8zBcRiSJ+GU9CKv6dp9tbJDbQRiOGMAKo7UUUim9EjZfS7LUFiW7t0mWKVZow/8Ljoa3AOCe9FFcqNZFe/UPpt0Dn/VE/iOR/KvBtQ1CfTvF15ewbPOinbbuGRyu08fQmiitae5D2Os+FgCyaoo6ARD/wBCrubtj5uO2KKKp/ELoVtx3YqQ8rRRVIhkXlqzcirdrCnmjjpRRTewLc0hGoXIHOanT09KKK52aoUivO/if8mnykfxSxMfriiihboOhwGr+IH1eGCOTTrGAwqqRvbq6lUHRQCxAHOenXmvabtiIkA6YzRRW8t0Qik2SOpqVfuiiigB20HqKu2sEb8sM4oop9CepehUMuSKkwFAxRRWJoOPesjWkDwwM3Xcw/DANFFSyjxzWNWOm+ItUQ2Nldxyzhil1DvAKjggggjqcjOD3BrovAV7cXlxrt3cSF553jeRumSd2fpRRW/2TPqdggBNSqgwD3oooQDwBk1oW9vH5YYrk+9FFDJ6lhVBI4qSiismaIXoDSD76n3FFFQyjzbx4gj0O4ReAtyoH/fRrz+41nUNQsIdPurqWWCB2kXfIzElsdSTzjHHpk+tFFbUvhIluf/Z", "info": {"video_id": "24673", "label": "showing wrist watch on top of non sparking pliers", "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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Z1xZo+o7FVQRGcZGeadn1ZV12PMdRsNNdFZNIgUI2R5a7c+xx1FcpPYzQsF06GSN8HOW3FgP89q9gurUo5E9oCjH78fQ1yd7bqlzdX8UIaHTVWRgOhkZgEX8zmndxKpQU5WMDwks92kk100n2NuMW3yF39GI9hXQnTNMgljntNAQEOMeaxZQduBwe3t6mmfDy3SLWpbGWEmB8NvUfdfG4AfmelesjRI3gfEATKZQEZOeoz+NZSmrvUqUHFK3VHj2o+Fta1t1e1tIYHXlFiXYreoPYH3r1rQYNQt9GtYdUeJ7tYwrvFnacdOvfGKuWoWKFdgGDVpGQgpwc1nKbasTYpuWUNkc46jvXjXhbQNTu7S51WxKxz8xWssgyFOcOw9wMge5Ne2NGDnkdCOnSs7TdIs9KsYLSCP5IUCqTzn1P4nJ/GtKGzRM+h5bbeBG+0PPqLS3s7HL7mIDH35yfzrpLbTodMQvBpdvCgHVYFz/jXciNADtRV/DFVNUjAsiMdSBmtHG+7BS8jhryfUpCQY9u7oAuAa4vU7GTDD7HAmE2DEYGAOw9Opr1y/s5CwMEoB2glH6H6Vy2q2ct/c2umxxqk90+zI6Bf4m/AU/hVxwjzyUV1PM7DTrz+2YbH7WwEqLIvzcSKe2fXjH14r0OOyjeIJBotqoIJV5Ey2SCM5/GudlS4fXYbi2AAhn8u2yOBEpOD+PX8a9t0+yiubKCWKNEiZFYEc7uKynUjzcretjWdNJXhtdnmM2j6zrdkLXaiW+0L5SIAFHTA9K6bwJ4V1Pwzb3Ud3epNDIwZIQv3f8AaJ9SOMdOK6xbZba7lVVxzuX6H/6+anSUAgnr34rNy0sjO3chl+9kEFfr0rh/G+jya9rWg2e1/K/fPMyjJVBsz+fA/Gu/fa5yD159qY0O5tyoCwGM45A9KKek0wktDibjwRp09wLoWY844GX5wAMDAJwAAAKsr4bkQYEuBjoB0rqvIlP8J/KnfZ2XO/aufU10csXuRzM4a80mZpHi88KsYByfU+tYN9oNxJHlZCx9VORXoAj3XV5lQwIxyODWNd2kUSNNEzRfLllzxTSQrs8ov9C857iNyxkjgeUEsMKQCRn64xW54H02b+y/MsMxSynbNx0IAIx+dWruyF1oMMyE/aL2czyY/hhTIRfxJz/wGtj4dQiz1Oa380q10WAHZSPmAA+meaxq1YwinPa52OkleK3SJLjQNUnKebczYOUYE44PIpF+F9tqAWW6uZQAQwZD83uM+9elT2KCzk2LkgbwTyeOf6VXRsAMvI/xqXKz00OdR01G29qLWzjgUu0aIEUscnAGBk9zSbWBxnOPaphOuNrZ9qUbTnGR9KgZm+GNC/4R/wAPWthtzKq75mH8Ujct/h+Fau1yelaMUqSHAYH6VYAXrXS5mfKZDwssTEjbxnk1iJGracwdAy7+QR2roLxUjbC5JPJyc1lRxtHGyt0zkfSmmBymuQxafp9xcxFgFUnaxzzXN6toypbabDESzRWxaZuzSyfMfyG0VueOZMaRP7Yz+Yq0IluLFXbH7xQfwxx+lC1kbr3aDa6sk+GiQxWz6aXZvl88At94g7W47djiu/vbbFpvVceWd4x+R/Q1w3w/thb+KJ0P3TAxUY9xXpjKGVlIypBB+leZQnJynCTvZmlZ3al3MEE43KeOlNW5I+U1EGZS0BzlDtOfXpTiiNjPy8ZG2uixgWUjEv3iVPb3p4sQf4v0rPe5ezKqSCucgY5xV+xvxdIxCFMHHNbQeliWlcSS3EPIjLcZLE8Vjy7Rqhf1TgDpW3dSkrsB+tZdwiojSY3Ec1ork6GTeKIYWOcjniuP0of2hpVxGT8st48zj128L+WTXW6mQ9vuU8EZFcn4OyNPu1PJW5cfyp9Ub03anNr+tSGzilsNetkiBXdMm1gMkEEH/GvbvJwfevJrpoYb+2eRipMy7WAzggg160kqzRpKucOu4V50ouOKk+jX4lXvSXkYksYgupoj90Elfx5/+tULhm5QcZ6Z5q3rEO2aCYdGyjfhyP0z+VVu+3IweARW6M2LC4LbJAyt2JrRWCJ/4RVBhk9ORzk1FazXsdwiMpWIdQR/WtIMlmubVQp2BQ3qRmsbVNzwlM7yrAgeta0k+IsgnJqgyg9q1VyX2My4CModuoXFcTcXDSeL1jBORaOqEdtxwT+VdpcMcyxsOhyPcVwpTHjuNh0+zN/OiWxtQdpN+T/IdqunmFFlgG10IIx7dK9O8IQhfClgx5yh75xya4bUpFit5JCASgLYPtXb+DrgzeF7c+XsVeFBOe/NceKi/rEJLzCk70mi3qkYRoZhgdVb+Y/rVJ8SE7cAdRx1rX1KHztPlGMlRvX8Of5ZrGj5jUryR6dDVkiIWiILoGT1Bq2LiOJlBOFI6npUPAXAP1yaR7NbtVBcgp3HvVR3JNSOSOSMMjBhjqKq3vlj7qjeepptrAbWLy1Pyjkmo3YsxOa2iiWzNaJkneQnAftXO+KJdmmXPbEbc/hXT3iGSH5T8w5H1rlvE3OmXG7j922fyqhw+JGbocYn0C0kbvEoAx0xV7wjZLD40gY5CMH+mcGq+goYfDtmp6+UKdpd8bfxlZRtP5Syjao9TyT/ACrlxsOfD8p0Rb9vI9ZwM9OK57PkzSwDOVbHP6fpiuhJy5rF1OMRagspHEiD8xwf6UeZkysYwxB3bT781LCzrlHGSPummKVXLcbR+OPWlV1DDnnHFMQ2SzvkLbeM90bFa8EjiEB8llAyTUu8s5G3AA6+tRXDiOPA6mtEiWV3bcxY81n3oZSjqOAcMParufkzUEx+Q1sZo4PxwgfRbkY7Z/Wrtj/yCbXPXyV/kKqeNnxpE/bOFz+NXrMCfTbR4SGjaJcFfoKF8RvL+B8w8M3kqeMkhVU2lOCw9eTg/QfpXqGckivFtdjk0Txh4bvVBELMUkZlJQNuwQffDV7Qv329c1wqnabl3LnJcqMTUYxDqRfHEqhv6H+X61ErBAWyNvoOoq9rcRazjlA5jfB+h/8ArgV5mmo39741u9NGs3VnDmTyRGobLKmQvsODya1jG7sYtnoUKwzbhIFPTGR/Kp0to4uUUKo5OK4r4c6jeaqb9725kn2eWybznaTuziu2un2xYzyau1tA8yszB3JqCTDAginZC8gHn0pHU4zmtSDB1JVSBlB4H6Vy/hUD+y55Bn57iQ/yrrdStmkQqBnNZHh3w3LpNtPG1w0yzSb1UrjZ/wDX/wAKFujWMkqcl3MTxSJrXR31KMD9xKuCexPGa9b0W8GoaLY3QziWJWwVwR7Vg3fhuDVdGn025QbJkxnrtbqGHuDg1u6BpX9jaHY6cJTL9miEe8jG73x2rnnGLm5W1Ku1BRJ9Ti82wmxyyAOPw6/pmsSOUhQSR6YrqAqklWHyng/Q15r4vnutM0qf7O8kM8UypvX64/WklrYhnQyHaAY33DryeQa2EG9FJXbkZwe1eU6lqN3b6RBqFjr+ozBrj7PmeNUWYhcs8ffapwp3eo+g9WZ9kO4+la8riJO5VnkBk2joOKhc4oJ70BSV+Y5NWtiepnXxABOOcda4WCWN/G8kbMA4t8ID3PU16Bcw71PFZMPhy1/tAX7wKbpRtSTuBTZpTmo3b7FM2DX2+PkfK354OBUvwhvpbrw3dQTFi9vcFTuzu+bJ5B/H/IrqbTTfKXJ6nk+1X9M0iz043L2sCxNcy+dMRn53I5NZVGpSCDtCxfA6AjI7/SuWIFtLLEx5jYr+RxXVkYrn9ZgZNSEgxslUMc9iOD/KoYiuzB0yOHPfruFWNPBJbJI28Y7GuBjv5p/G1xplzq93aW7TbI3hljRY+hyS4xgDPHUnFbngu6v5NU1u2vp7mT7NKqKtzjenLDnHGeBnHFaKDSuK51dy5VAo43VTzhcE80+eUNITngVErK7DjkdKuJL1I5MhDx2rkPFaTS6VcpEjO5Q4UdT7V2rruHFVHsFmfLDoaY4y5Xc5TRopp9EsjJA8MnlhWRxg8cZqt4m0S9h1Xw9qFjCz+TciKTy878swweO3Xn6V6Fa6cC29l6dK04bYRkcflWc5aJItSvJz7k6j5j9az9ahLWSSAZMb8/Q8fzxWoFG3jpUNzAJ7SeE/xocfUcj9RWQHMpMdwOMD35pTy3mLwM881g+J7yew8PtNa3MkcwlT51PIB6isDWV8R6Lo+nXl1qV4st2X3xFcCHAUoCcfeIbOP8DWkYNq5Ldj2AfdqndH999BRRRHcHsVSx84J225olUYxRRWxmjndUsbe8zBcRiSJ+GU9CKv6dp9tbJDbQRiOGMAKo7UUUim9EjZfS7LUFiW7t0mWKVZow/8Ljoa3AOCe9FFcqNZFe/UPpt0Dn/VE/iOR/KvBtQ1CfTvF15ewbPOinbbuGRyu08fQmiitae5D2Os+FgCyaoo6ARD/wBCrubtj5uO2KKKp/ELoVtx3YqQ8rRRVIhkXlqzcirdrCnmjjpRRTewLc0hGoXIHOanT09KKK52aoUivO/if8mnykfxSxMfriiihboOhwGr+IH1eGCOTTrGAwqqRvbq6lUHRQCxAHOenXmvabtiIkA6YzRRW8t0Qik2SOpqVfuiiigB20HqKu2sEb8sM4oop9CepehUMuSKkwFAxRRWJoOPesjWkDwwM3Xcw/DANFFSyjxzWNWOm+ItUQ2Nldxyzhil1DvAKjggggjqcjOD3BrovAV7cXlxrt3cSF553jeRumSd2fpRRW/2TPqdggBNSqgwD3oooQDwBk1oW9vH5YYrk+9FFDJ6lhVBI4qSiismaIXoDSD76n3FFFQyjzbx4gj0O4ReAtyoH/fRrz+41nUNQsIdPurqWWCB2kXfIzElsdSTzjHHpk+tFFbUvhIluf/Z", 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", "info": {"video_id": "24673", "label": "showing wrist watch on top of non sparking pliers", "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": "a1896ec5d3ae5880fb42f6e7a45824b67b83766b860201616fe7c559d6eab70a"} +{"episode": 79986, "episode_seed": 1961485768, "split": "train", "timestamp": "2025-10-13T03:45:20.878757", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1961485768, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a toilet paper roll over a toilet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "175911", "label": "holding a toilet paper roll over a toilet", "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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SeofA9uOfxreijdUVI1LANyc4xXO+Nyxlsyx5IY/hxUy96opGUI8qOSzU6fcU1AeKltzlxGTw3Q+hq5bGqeps2A4FfVPw/wBJGi+C9OgZcSyJ58v+8/P6DA/CvnXwjolvfapYWtz5kk010iCJeEKE85PX8vSvqDUbxNN095QowgCovqegFeZUactDqeyRTvdKme4d4NrK5z83VT/hUR8K2lxamK8aSRmO5trlRntx7Vy8mr6hJMZWvJQ2c/K2APwrr/DurtqdrJHOQbiHGW/vKe/1q5VJ8vKS4WfMfPvxI8NQ6V4puUSSTyzDHLGT1x3H5rXn7SebJI+AN7YIHpXsHxzhaPXtPmQkeZbMpweuGz/7NXj8KZn2n7uc12YeV4q5jWj1Ru6YuT711sAZTsQcgdff/PNYemWirbxzrkEnkZ49a14nlCy/Kwznr/T9KKk/bU3y+hh7Nwld9jynpx+FJUkgHDDv1poXJGOpra5rKNnY29KHkxRn+/nNfTvwytltfAFi/eYySt+LEfyAr5whsykETMPl6flX014ITb8PNIUdfsn6815lezlc6rcsUjnJnN3eTTuflZixqpDcW16HFuTuj6gjGRVuOMtbOAOSpp3hTSt0s0rr8uABkd6luxaO0hc3XhmMvyWtip/AEf0r5Guo8swAPWvsGcLbaRLjhUhc/oTXyXLGWORV0Ha7M7dB/hyJpL5FAOQDyeldXAp2Oc4JOAR6+1YGmMmmr9rfIQRvuPpjpXRWkZlAQYVmXIz24/nXVTTdWU3tZfrc5K+kFFb3OO8bbzNaFuFCsF+nFcoa6/xuMakkZDBANqA+gAz+ufyrkQOSDW6stEEU+VMnsE33Qz0AJr1b4Twi78c6fu58hXk/75U4/nXnGh2rTzPxjtXqvwehCeOBkYYWso/lXHiWnodVOLULnq/i6YiK2gH8TFj+HA/nXJ3V1bWHlrMrMz9wM4rqvFSZvrM9tjfzrldSsJLu6gCIx3DAwPeudbI0Wx0XhQtDq7qufLlhP9CK4P46xg3+kPjkwyD/AMeFetaTZR2wXAGVXGa8p+NzB9U0mPusEjH8WH+FFN3mmKS1PFhGVmBI4NdtYwsthag4AcdD1H+RXPQWnmXCoc4OR+ldDZXSzFLcAhoI13/jnH6CutpzlC3R/oc9S0Yy80W7kOYZDHnlcH2H+cV5OwwxHocV65fwsNHmkTlpFUDacbRn5h+WTXk0wBbcOhNdOnQ56KbTbIq6CwAgSIeow2fesWKF5XUKpOTjIrrRZeXDFJjO4YrGvJWsddGD1Z9J+DYxZfD/AErA6Wnmn6nLf1rl1PyyXEnOAW+veuv0FN/gPTkTvpyAf98VyyQmazZFGSyGuCOiNVuUbK6OqLIBAUdDwM5yK7693SeEJvMHzfYWBz6hDWD4X0hrWOSWaPaXIwD1wK6HxBItt4X1KQ8BLST/ANBNJu7shy2R8jzwsR0xxWt4agL3LA/KAmSw6ioGgLAYzkVfgZtMtBcLGTvj8sD+8S2B+prrnedNwW7M9IyUn0N2FQYDn+LJOfSuR8aoyz27Mct82eegIGK7ezhEsnlE47/U5GBXF+NBjUirbQXdmAHYYUD+Rrs0R59JNy1ORNWbCMPdDPQAmq+MEg1s6FZNNO2QRnj+tROVotnVCLckeh/CaEXXjqwDDPkLI/5Kcfzr2bxdMRHbQD+Jix/Dgfzryj4QwiPx0gYYItpR+gr1XxVGTd2bdtrD9RXnNLnOl72OUvL2LThGjRGQv1IxwK6LwqGj1jKA+XJEwP6H+lYV/pkt7cQCOMsCMZHbmu+0u0S3VVUfdXFRJlNaO55L8do83ejsBk+XL/MV4x5bLMDjOa9r+Nzh9T0mEdVgkY/iw/wryu3tPMulQgkHIH4iuqjLlSMpR5kb9jAV0+1zxvH3fTpzVy4VmikMZxleT7Z//VVKxufNdbbbj7PGu4/XJ/kK0r6AnRZpF5aRQOuNozkj8s10UIcsLS7/AKnDXlzT93t+h5ibAlSFYfiKuWFgI3O/Dd+lb0ujiJWZZMgeopttagSjcOp7VlKpoegoq5pRWZe2toyM7jnAH41754BYN4KsIycmENGfwY/0NeP20P8ApkQA+VENepeBrk26vYSnHmjzY/r0I/lXBz3djerD3L9hIbEw6jNbkfccgfTqP0roLaAKAiqB9Ktz2EctwJxgSYwfepooREM9TTd2zJTSRh+NL4ad4P1KbOD5DRr9W4/rXzjZQrJKQy5GK9X+Lmuq0cWjwvkqd82D37D8v515hYYFyOcZFapWiKnua15plu2j26+WAhdw4Hfof6VPZLl92QOpBPoBmtK9iV9Dg2kZM+M/Va57TLdtS8VS6VJqk9tHtkMXlx7izKhYL7DjOT6Y711YWd4WOTGR/emP42tRNd2sjN+8ZCWA7Zwf61y66bl9xfpjtXQWLSa08rXU8jvGFwSemR0/QU+SwEUpRSGx61U52djWlH3Fck0W13TfLwAuSa774bxfZvF9ncHIEvmR57HIOP5VzGkxBLeVlXnGB+VddoEMkRgki+/CA4we4rz6s9TujC8bHp/ia2MlrDOBkxSYP0bj+eKh0+3CxhiOa2raeDVNOSYYaKZOR/MUR2SxAAMSopPY54y5dGLbptQse9eEfFa8F74zeJTlbaJYfx6n9TXt+s6nDo2kz3spAEa/Kv8AebsPzr5p1G6e+1G4upG3PI5Yt6mtKUepN7u5raFZxPdwFolJyMHHfFQw2scM7hVw7sN59ccVqeGCrXEAJ/iX+dZmul7W2uZ4pSkgmKqV9MkVthp2m0ycZG8I2NGeNZNOdGcCNoize2flFeXGwRhj5hXca8sNp4bh1LT9Xv50e5+zf6REsa3JCBmeIDnapwp3eo9wKVxptvHEXUEHsM8V01ZctjDDxaTMKxtUhYhQeveuuisNxt4sZwu4g/596zLO3AnRcbskfzrq7SHdfbuwQKAK4K09T0aK0PYvBbiTwfp8feFPKIPsf8Kz7ewNvqE0DDhHO33HUfpUfhC6FhKNPmbCzrvjJ/vdx/Kuvlto5XDkfMBjI9Kzi7xMpe5N3KdvFlgAOB1rnfiZqAsfBd3Huw9ziFR7E5P6CuwVFjXArxD4n+Il1bVUs7d91vb5UEHhj3P58fhV043ZDldnEabHmVuK6LULdRY2TsgwNwxjuCDWDpzBbgE+lddqCpJplkMcCVycfQGrTtVTLqK9FozLUhEJY4O0sPr2rmPGVtDLew4BLKCrNnr0P9TW1pRt7/xe2l3uoXNpbSOESSOWONY+5LGTjGM8DknA71kfZZJdZ1SxvPtH+hzmNFuMCReSPmxxngZxxXoSfu8x51CD50cuunJv3Fm4xXTaLbb5uMgKuc0yWxSOYoh4HrzWzpMW23lZV5xgH8K4q0/dPTpJcx03w8j+yeK7G6YYEjOmfZgQP6V6z4ltDLZRzKMmF8n6Hg/0ry7QbaQCJoz80Q3D6jp+tewafeRarpsc4wRIuHX0PcGuWMrtjrxs1IydPtwsQOOa2rdNqFj3ojs44+FztHQVT8QavFoejzXkhG5RiNf7zdhVKLbMpTTVkeJfFO+F/wCM5Y0OUto1hB9+p/U1R0G2VruAlAeR29qxb65a8vpriRtzSMWLHvXS+GChuIQf7y/zq6ukTWluZ0VskU7IqAMzfOfXHHNaEojaxcO/7sx7mA9zgD8jVDXma1trqeORkk88gFfTJFVPEula14e8O6Xf3dxcia8MnmQFMCHAQoGOPvENnHb6g16UJcyPJlB8zC6/49z9RVe0UNdRA+tFFcD+E9OPxnV2QBuRn0Fdjcu1tBbXEJKSxSKFYds0UVwv4kdj2PQtOuHutOgnkxvdATjpmq+u3sun6LdXUG3zY0yu4ZGaKK6Vueb1PnDW7ma71J5ZpGd2OSxPUnqarWoxOv1xRRW8y4HWRuZLW3hb7nL49woFcTLqdxpHiaa/tdnnxM+3euRyhU8fQmiitMJs/wCurMcX8f8AXkR+GVA+0fRB/Or03+vf6miiit/EZdH4EbOmIBZHHc123h7hG/KiivNqnpR2Oi8LXs1vrM+no3+jFzhT24zxXcGiitYbI4q3xnjfxL1i8n1CazaQCCA4RF469z715oEAHfrRRXUvhREToNCkaKRXXGRkj8DVXxKf+JKjnlnZWb3OaKKmh/F/rzDE/wAP+u6MPxD4mfXoLWGbStOtjDGqRvbJIpRFzhAC5ULzk4HJ5rWux+4j9zRRXViOhjh+o3T1BvY811WmqDdL/vCiivNrbnp0vhOu1EbNOWZSRJGwKkdu1dZ4Z1S51C1YXJVjGdobHJ+tFFRR+FmeI2MLx9rl9ZRfY7ZxHHIvzso+Yj0zXiF25luXZ+SCQPpRRXbD4TkW5JajEoIro1ldjGjHKiHIB7E9T+goorN/Eay/hnGza6+k31+p0/T76KaQO0d7B5gDL0IIII6nIzg9wam0e9uNU1HUL+8kMlzcuJJXxjLHJ6Dp9KKK9Ct/DZwYf40TTf66Q+5rZ0tB9i+p/rRRXm1dj1KG52/h0Da1a2kahcadr8ltAw8mSQbkbkc80UVzU/jNavws9BJwufavDPHut31/dypNIPLibYiKMADP86KK7aW7OBHCqi46Vu6LK0Um5TgqpYfUGiipq7G9LcreJGP9ixnuxRifU5rmtS8QapqWnW2mXl5NNbW7PKokkZiWfGc5PONvHpk+tFFejR+E82p8X3H/2Q==", 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", 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", "info": {"video_id": "175911", "label": "holding a toilet paper roll over a toilet", "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": "a5619d0b2bda39caa397af901c881768ff0344f4130104974372f85543d297fa"} +{"episode": 79987, "episode_seed": 1094551004, "split": "train", "timestamp": "2025-10-13T03:45:23.603061", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1094551004, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a bottle into a cabinet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "218021", "label": "putting a bottle into a cabinet", "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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izeFrG9MECSvcEbolAJUqcAn14r6/f7jfQ18XeINYX+yv7AMLeZbT7hJkYI57fjSaDqYGmyFbwd8An+tdz4PvmY3MkxZoyPPdB3IJb8ua89ibZIGHUZ/lXYeEQ0qXCrgDylBJOBz/APqNBT2JdQ1KXVtM1GWSGJCQGMpH3QG6L781u+GPEAntbdc4nHyvz1I7/jVfV4dOttKdJPIRQCQWJ+ZsdgOtcLoV0ttrNtK4yinB+bb7ZzWVWlzxszejV5JadT6e8PXC3Nur+tdH5AZOg59q4HwfcnYVxgZyBuB4/CvQ4G3KKvDQ5YGWJlebOX8Q+EbTXLdlmiUt2OK8z1f4ZRvC8YXZKn3WAr39YRjNVZ9PjnySoz64rexhzM+NtY0W60a6MNwhAzhWx1qvZWpuvOVc7kiaQe+0ZP6Zr6T8Z+BbfWLKWPZhm5DAchuxrwSOwuPDXiARXsR4Lx4/vAqV/rUWszSOoyyujH9nnjG0xsG49Qa+yfDWoR6n4fsrqNgyyRKcj6V8f6vp9vpF8Le0klktniSVGlGG+Yc/qDXu/wAEPEgvNBbS5X/e2jYAPdD0rlk+WXMdkvfpJo9fIB61h69of9pWUkSnkjg4zg1u0VrKnGRzQm4O6PkDx1pl5ZeJrhLm0eIqq/NjKsPUGuTYcV9yT2Npcqyz20MqsMMHQHI9814T8VfhNDp1tJrvh23cQqc3FqnIjH95R6eo7UlCyOhV1J6nhr8Iarx9R9SatTjERqtztGPQD86cRz1aOt0d9+nRH0yP1rSPODWfokDLpiH1YnFaoToO2a4Kmkmd9PZGFZ6xeWPhGF7SXa8V28LcZ+V1DD9Q1Yd1ePFJOIpg5nj2TEDg5OcD8QKnsm36FqcHceVMB/uttP6PWZLGyBCybQy5HuK9OUE3c8xScU0jqbHxtd6f4Wi0qz3LMCweVsYC5yMep5PXj61zE7vK7SSuzyMcszHJJ96SIZOMUr96SilsSkSaXObe9VxLJEc/fjOGH0rc13V7q7t44riSMpHCiKEjVcgDgnA5PvXNLw1TSph+WO0Yxnr+VZyppy5jppVuSk4NEJxtpvUj2pT9KQctyM5rQ5GOFOzTO1OFI0TNXSHBt76HaGPliUDHXaf/AK9VL+6jv38yOIR7VGcAAdMdKl0aUR6tCrfdl3RN/wACGP54rNlUxyPGf4WII+lNxW5k3aTFaQGQlF2KR0zmrk2qXN0wkncySjo7nOB6AdBWfVq3eCPcZkdgQNqrxn6miwr3epFICCSWyTz1zWxperyWtkYmBeLYyqqPtIY9CeDkc1jzzmeQsUVR0VVGABTUdlBCnAPWlKN1YuE1GV2PupDLOzkYJ7Cuh8FeKp/DOuW85c/Z94DjPQHvXMnJ5NJVR0M5e82fdWh6rFqljHMjBtyggjvWrXzZ8HPHzW8iaPeSnKjERY9V9Pwr6OhmWaMOpyCKuSvqjKLt7rFkP7tvoa+KL42MspurglZZoleMg9G7/qK+1pf9W30NfDF4RLpVpJ3ieSI/nuH86hxuiovUo7UUPliDj5OOvP8AhWhpOtXGlPL5GxfNUIWZd20A9QPWsx2LnJpB0NKxo2uheuruS7LMS7serOctj+QHsKjsZvIv4pPL8zafug4zTpPs0MRw/mSsvAUnav19TVMHawI7UNDTSaPdfhtfxXayCLGQMuoj2BW9Opz9a9f05t6qa+ePhDqirr81lJhTKm9ffA5r6A0luNvoaummlqZ12nO6OhVP3dGzFSxr+7FIw5qzIz7qIMuCOteBfHC0js7/AEW5RArv5u4jvt2Y/nX0PLHuWvB/2hE2nw9/28f+06mS0Nqae5wHiy8t7s6O0c6vcxWQguEHVGVjjP4EV1PwWnePxZKgJw0QJx9a8/uLNGsIdS+0AyyFEaLHIwuM5/Cu7+DhaHxojsh8qWNk3ds9a5Kq912OyjpGx9SKcqD7UtNQYQfSnVvHZHGwpCAwIIyD1BpaKYHgvxa+Eoihn17w5bEpkvdWcY6eroPT1FeGLEQW4+73r7t614t8TPhMk851zQYAPn33dmg685LoP1I/Kk0awnqkzze1gMMEMY42IBgfSrAjG/gcVNbjzjwDuyeAOae0eIye/UmvMkmevA8ytJxbNcK/AkheM/iOP1AqCVzJHGD/AAjFLOQ0zleQTxTCflxXsHltD7dQWOTwBmkb5mwO9EaN1wQPWkIIz1qGNIYAQ3GCf0pzKxfAJZj39aWONjzwF9TVjIVePlB6n+I/4CoZUY6FYx7Tg4Leg7Us20bAgPAwST1qaOMzSbEAz3PZa7Xwv4Lm8UQvZ2sZWBHVprl15dh/Cp7Dk/19BLmluV7O60OCKkHkYB5FJ0r2rx/8MV07w/DNYx/NbL27ivL/AApoltr+vf2dd3klruhlaMpHuLuqFgvt0OSfSnCansRNciuYnmGKaOReqsGH4VPqZUancMn3XbcPoRn+tVGJOM0PI0jBmOSAB+AGKs55O7uNooooJCiilAyKAE60oHNLjjinRoGPLbV7mlcpIfZ3ctjeRXMDFZImDKfpX1H8NvHsWt6XHvYCYKA6luh718v3tuYXjfyjHHIoZATnI6Zqzouu32h3Jls7h4s9dhq4T+4icOh9xi4jliYqex/lXwwrb9Ou4j/DIsg/UH+Yr29/FF7H4eh1LTfEupyxvObcNOios5CZZ4x12qflO71HuB4KshTzB13jafzzQ7dBRXcYccYpAcUUVJQUUUd6ANHQ9Uk0bWrW/jJzE4Jx3HcV9XeFdSh1WygvIG3JKgbNfIOK9x+BPiAyJd6JM/zQ/voAT/CThh+Bx+dVFikj6FQfuhTMc0+A7oQaY3D1SMmO2grXg/7RUeE0A+hn/wDaddVd65fyePL3TJdavbS1M+yMxSRosfAPJcdMZ9815R8UL3U765S31C6uphaSSqouQNyfMowccAnA/Kpvc2pbnnrNmK2OeV3L+uf616Fovi1fDvh7TxFAGmjuvODDg4/iH4jArzscwqPR8/mP/rV1ttDY3vhiQudk8SBoz/tDqPxrOpG50p2Vj6w8O63Z+IdDttSsZRJDKv4qe4PoRWrXz58D/EkNhfLpbTHF7kGNj0kHQj6j+VfQdEdFYxmrMKKKKogKKKKAMQ+FNIF+97HaRxzSHL7RwT64rkfGvgFJ7Z73SFVJQMyRdn+noa6Dx/qF3pnhh7iyuHgmE0a7064J5rgdW1DxVpelWNzc6xeiS6374yoAiA2lQTjqQ2cf/XqZRUlZmkKs4O6Z86xKHmVT0JrpfDuh2V42qS3Cu/2RAY1J+Uknv60UV0R3LquyMjUz/wATDyQAqAgcVWto1knKMMqATjPWiisanU1p9BGYkbuODgDsKiyWbk9TRRUGktzovCel22p69bWVwH8l2JYI2CcDPWvpLwvbQWmlKLeFIlWXYqoMAKOwoorlq/Gi18J0WsQR3ehOJlDApzXyNql5J4a8bXN3pyoskMjhA67h8ylTx9GNFFaUvjfoc0v4XzOXam0UV0nMxyAM2D6UEUUUDQYG7FKaKKQ0Ietbfh2zhu7yTzl3LGoYL2Jz3oorOrpBmlL4yz4pQeTbSfxZI/CuaBwc4zRRRQ+BBiP4h19540uNdFvBJpWmWnkIscb2qSKVjXOEALlQOcnA5PNcgepoorYwEpQKKKQ0BpVGaKKQ1uBrrvhjdTWnj/TGhbBdzG3upBzRRTW4z7C08lrYE05/vmiitFuc7PFfEmpmw8X6yhtLS6jkudxS5i3AFRwRyCOvTOD3rzjxze3F3Mk88m+S5MjynHU8GiipW5rT3Rw2SCB2roNI/e6fNG3K7wMeuaKKmR1M0NLuHsLZJ7fCTWuoRmOQD5ucjB9uP1NfX1lI01jBI/3njVj9cUUUnujOpsT0UUUzEKKKKAOO+Jv/ACJ7/wDXxF/OvI7jVr67sorK4uJJIYXZ13uWJLY65POMcemT60UUAf/Z", 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", 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", "info": {"video_id": "218021", "label": "putting a bottle into a cabinet", "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": "84ed13c2c0a52a6ec5b034d88d3d2ecfc559a7571be6a5568c89dd6e7c985872"} +{"episode": 79988, "episode_seed": 2294385494, "split": "train", "timestamp": "2025-10-13T03:45:25.078861", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2294385494, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "127080", "label": "putting a spoon", "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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05Pv+lauixfZNC8RX/wAoMWnmJGx/FKwX9RmmlqJvQ5uI/uY2bJfAOOy59fauy8XrLaeHvC1gzN+6tGkwT/ExXj+f5VylvEjvBCAoRyqDPXBODnPauq8e3EWqaxbLYyxzQW1qsW5T8ucnI/LFNWSZLTclYXwTrT6Pp+uSLloobfzljZuDJyq5+pI/KuOlea4ne4uZDLcSHfI5b+I9fwrbs1Fr4U8QMwUSyCGNB1LDeP8AGsEIoXcdoHQZ7HPOaG9ECVmwUEgBUAHGTnsO4o37BkbVPcj17A+tJLIC2xQAvQjPQe360gH7wD5GZjk9wQemfepLFAIJzgY5ZSTk/wCcVetEwrgsC6gbh39xj/PSqjcAKQCerA/w+nPpxWjpal/NdicEghwcnvj6YoQmNdXPAGPQA9+n+feomXanzE/QH/PPatJ0DtwMEZyNvTp1qnPEo5By2euP1/WnYLmn4S+bxJb3BB2WyS3DH02Ixz9M4rnIS5tkbBAZcnPVs8mup0wLp/h7xFfnaHSz+zJg9HlYDH5A1Xg8Py2mnR3VyoLlFZE7AY4z70SaS1CKcnoaHjYR2ml+HLBWy0NmxZRyQTjOfQ8Gs6UeV4EiY9bnUSSO5CoQK5q81Gf7a6xpuI659as6jqTvpGn2RfJR3d1zwCcdKFO7uOVHlW5GHGNq7znge+PX60bdq7pC3y/Nt9D6H1pokjMQbBYt154bB4/Go5GZm3tnaMnJ9fSkIfuLZVVLYyMf3venbSPmOW28Ag9/Q/pTFGTkKQinJBPJJ9P8KezAFRggAE7um6gZ2J+U5IYEqeg59wPTHT86guBhCCVDdckcLjv+RqR3MJIlA3jsjd8Y59BjFU5JXlYZBCjGAemPT3x1/GqIsW7S++xWGpshC3M1q1tD7BiN35KD+dYlpbFlSFI9xbAwDyemD+Zq7EGfOXyAAd5HXrgge9FrIsOoQTMgIjmVmUHksCMjn2FAzpPiRLnXrSzUkLaWiJx/AWJJP5AVxpJX5yxHIJB/h7AcfyrT13Uv7V1271BkZPPcFUbkhVwAp+uM8etZMjMwUknjG1T3z2PpQ3diirIidy4I3AYIBOM4Yjr/APWpgzIcAgA4+uO5H609VLqhDn+6hI/MYpdoT7m3nhcHODnnNIYY2ptULlhggH7y/wBKMbsEAcnaH54HvQcAlQuCTgIONvuPx/lSLlGJPLqoA9Mf40ijW0dCVmd2A5AHp/8AWrTZQWwoCqBk84wM/wAx1rL0g5M6Krsi4yT754+netXIwoV+eMEr0OOD7e9VYllS6jYoQq5boTnoef8AP1rT0SaPTrXWNTJO6106RY27b5MRgfUZNZtwyDC7QRg4U5Ge/P060zzGfT57XIEMxQuOh+XJT8OcmgRm2Fq8q29v8wVmVPzIGfYc12XxIuAPEkFshwtrZxpkdi244/lWJoNuj6/YQupCG4XvzwwP5GpvFlwL7xbqkmSMTGFDnrtUA/TGDRtET+I6f4eeHkuLOa9mXhztXI6Af/XrI+IWmLpt1DcRABJMoTjo3b+ten+D7NbXwjZBV274g351yHxIiMmlSEY3IwYfy/rVte6RF3keTsTvPOW5UKB0Pr9KkBw4clCzEbABxjv+NNRPLGWK8HGfQ/WhySjHA+Xt7+orI2I5JyJVG4Y+6mB93t0raxhcksfcc8Z4x6+n4VzpIM+5QQF4Unqa6HKlNxAUZ6E9OMMP5U0JkFwvADbj8xOBzz/9fpVu/uWi8Em1jGZL+/XIxnCRr0/76b9KoSO0hOxX5x7kj3+lX9AQTa3bBhvVTk55CgZ5H1obsCV2VhZHT7TzpVzK4yN3UD0rmJ764luX8qTbGemTXp/iWyEiEAdsivPo9EVb7zGyVDZ29qwvd6nYlZWQst99m8PT28rBrmZ0Y5HYEED9KpLM00fJGeRycZ7kGjXipEkmMZcIo9MDP+FZ9rKRgYGM9DWsdjnqbmoMuflGFJxuxyBjpUhGE2hFBf74znIHoD9aam0KGUckALnqw/8ArUh2jseflAHVf/rf4UyEPxuHA4JwH54HvWlpKndKWIzkYweoH8qylbazbhlwBgdBWppQBM6hzkY5YZ55x+HFNbgzVI4wBgcd+nXB/D/PSqtwcEDLLznnnJ9P60r3AQELtkYnAJ9eDj39arOpOTJvwwPIPzMOuR+NMk0beJ9VsE0aLcBLcLcTOR1RRgA+4yx/EV3N9B9o0/aFyVGBXDaJdtY6jFO33S5jYDpzXokLAqQeVasqhvSPKL/SPL1DzypyPyNc3rRCXoA4ODmvYdU05XDDaM15n4s08xOJQOVO0/Spg9TSovdMm2nAB3ng9cHpV+Mb23kZP3vY8VjRDAGe/wClX7e4A+UsQp5Oeox6VscxcZhgA7sKM5J6e2KcoBfHcncV7H8fypmcvtDAZyc92HpiheRhTw3QDr9T7UgOs+zMzBXHGeQpPTPy5P55pzxRrwQ24ZYAdAQefrmkluUSMsQcMCQFPO08/hzVCe5cyMWkKNuwEU/xEDaf89/SqJJNzxiReuc4DDGenH4VG7rtOMnsSf7mepFQmd3IIKktyAO3PP50gG4rhcbRu6fdAP3cf560DI5GzJkhgxILAc854x6e9OChuXYHGAc88nvS7cBfmLEEEZ53Z7UH7gYnIABUk8v6/SkAxnxkABiAAcDofUVE5yDtGeNoC/xCnkvIQqoFRB8ufc8jNDLHB/q8khsbm5OT2/z60ANRVjILfeGAoB4P1/SlTEbDJBVAQV54Pr/PmjdwN2CQPmXrz6//AFql0HTl1rxI2nXV/LaqySNF5ce8uyoWC+ijjk+3vQFy/pMoXzScH7oB6d8irUsrZbyo2BPfuRnn/H6VjeGWe+hnEp3qoXCk8KCDnH44roSoUkn5SpJz/tYGSPr0/OmBV8llbO7e/AYH69SffpUYddrElS/IweO2GAqSa/RSUTOOf15/SqjuhJ3lTnqT6djkUASxM8EiTxkoyEMrqcEYOBj3HNU5ZD5rDc/znBbPzN1O7357052JwGxu3A5zwHJ5z61CQCyAMVB6A8dM5FID6P0Bo38G6RLH917VD+lcR48Yf2dcZ5GOgq74B1r7V4Vgst/NsfLweu05IrC8d36CGWIMMkcc961fwmMVaR5m7YI4BwO3AY0wAt820lFyRk8KacyYA81SgPLDvn1qvqEjR2+6M7WyG46H/PFZG5CF33HPX7x7ZraKySuN2OOvsf4eKi1fS7C38P2+qaZqt9Or3Rtc3UIjW4ITc7xDrtU4U7vUd8gXGeNAWblSMHHQLjrj2oE2RPbrj5AyD5u+TnPP0BrT8LXEQu5YmXDMgKH05yVrCkvHkYkAqAyls84Pb/69Fpfm1u4p1I/duAfTPU/TIPSlJXHF2dz0+9tlubVWxzjFclf2PlscDFdfZTpPbgqQyMAykdwao6jbo0TnvXOdiZ5B4gRhOgwNmSfxrNjbZtA7dM1u+KYRHKpzxurnVYZAA6dTW0Xoc9Re8XoZvKJIOF6H29xV9Tx5hYjHqPvfjWUpKEHOT+lXLeTfEAwGOp7H8PaqMy2g2EK5+VT8y55z7+9aGnkyNIo56AgDBYHPUVH4Ys9P1jxOmnardz2sM7bEmjmjjEfqWMnGMZ46k4HerNjCdO1XVbGRZ4zazlFjuABIoDEYYDIzjGcZHpTQrlyOD5wSQSvG70PPI/lTZTGoxtG7t83foR9KiluGP7qNAxHXHT2/KqLMA5yWaQsRu7Zzndn3xTAl3mIZDHCjcMnqoP8AOvRdEvvtunRy8gkZ+leZ72LBg5BJDcjGDjp7+tdX4QvNsc9s3GMOuffr+tZ1Fpc0puzsdbeMBFuJrgfFaLPaz8D7uRXW30+6IAGuM1q4T7PKC3XP4cVijoexwik/gf1FSI2TweexNRRqWPPfpUmc8AAAGug5TVhkzHleTkAnqR9P1qTfsclRgrwCDzWWsrIh2MQQMZ9q6fXvCmo+G9B0jUbx51nvjIZYTGR9nwEKBj/eYNnHbp1zQK5cmzG/mAndy2f0x9KoxEuiFmOXXBP/AAMjP6UUVQiRQHRGIA3AEgdODkVIw2y8E9d386KKAGbycMwDHasnPYtnNNVBIxZs5Cl/x5oopAIhIVccfIzDHY8f4molYkx9PmTcSO9FFAD0AEeV4JypI7jPSs+HVLjR9ffULXZ50JbZvXI+ZSp4+jGiigDT8H8JdH+7sA/JhWjduyrGqsQG5OD/AHelFFMRUlkaJBtxkrGcnk/N1pIgJBGGA53A+4U8CiigpAB1OeikU4Et5YJ4kC7vyzRRUoGdx8NzzfP/ABMsTE+pywrn/FM8k2qyh2yBJtx260UVp9kz+0c7KzM5yekgX6jiqOoOWtnBxhSMCiioLLWteKX1+G2hl0nTLU26LHFJapIpSNc4QAuVA5ycDk81O4Dyru5CvsC9sDnFFFAilI7b0j3HaEcj8BkUbt0mCAf4OmO3X60UUij0bww7No1qSeQpX8AcVY1Fjtbmiiud7nVHY8y8Wchf96uai6Kcck0UVrDYyqfES46Z5yas2Z/fjPOcjB+maKKsyL1lrz6RLPE2nadfwzFXMd9B5gVkHykEEEdTkZwe4NTWmp3eq3t/fXknmXFyfPlbAG5sE/gPYduKKKaJLcvybgpIweD9TzUKr+9ZMnAIU89QAetFFAxYzviWUgb2UsT7itDRnMOrwbOPMGGH1HP8qKKUvhKj8R1s3+qFcNrn+pm+poornR1PY5PuR7U5PvKPcCiiug5BXYhevRuPbrWrfeJtX1LSLbTLy9mmt7eR5U8yRmJZ8ZySecbePTJ9aKKBM//Z", "info": {"video_id": "127080", "label": "putting a spoon", "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": "38774e0c84f25b99a305579bbd9fedb3c1e3791d419832f7fe99358b448ffb96"} +{"episode": 79989, "episode_seed": 701065696, "split": "train", "timestamp": "2025-10-13T03:45:26.675153", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 701065696, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic glass up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "187820", "label": "lifting plastic glass up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "187820", "label": "lifting plastic glass up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1f85381225250eeb76ffcefc3ecae5391217cbb102a946a9337d43547f35dda5"} +{"episode": 79990, "episode_seed": 1950307685, "split": "train", "timestamp": "2025-10-13T03:45:27.384213", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1950307685, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen next to lotion'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "187299", "label": "showing pen next to lotion", "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": "187299", "label": "showing pen next to lotion", "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": "76990b385a60eb4c5c533fba51e278d02f9910c6884b93990542b0ffac647e74"} +{"episode": 79991, "episode_seed": 682976746, "split": "train", "timestamp": "2025-10-13T03:45:28.339478", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 682976746, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 soap cover from flush tank'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "186787", "label": "taking soap cover from flush tank", "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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f61ma1H9k0yaQhyka7iACSQPbua6QKBQ5BBBwR6Ghw0shKVmcNoGiXE9yNV1BNkzDEUR/5Yp6fU9zW7qEvlRkZrUuGSGPll+gINcnrd8qxvz2qWlCOhabnK7OeuLr/iYyoqkqw3ceveoXmx1Vh+FZL3TC83AnJ/xqXVLt/wCzJW3fw8fnXlyrWudyp3sjO8SkzLCgBzhiOO+R/wDXrsPh9ODpDq/DiU54x1ArzSad7mSIO4wpxyT3rqPCN3LaSzJvzlRkA9cEj/CowtW9fm7mlanalynpVxMFyE6VgX1jZXCziaBWE3+s46+/sfpUwvg4681G/wC8+8cA9q9SbUjhirHGRWJ0XVoVXzZIZJVEbr2yeQ34V2sWnl3LoxbIwA1Qm0WT/VnBHqa3NNQJGgdhkDnms6OHUbroa1arklcw5dEvtQvfskgMVhgNIwPzSf7HsPU/hXUx2sVjaiOJVVVGABwBVpZbZAS7kEDjaM5rM1G+UI2DgV0qEYXZzOTlZGB4guwI8ryysCKyXmyNxUgGqWs3pmkfDcDiltbtzFgnj3rzqlX32dkYe6TNKvTP51yNo8wcN5a4RmAJT7pxxj8alk1WeO5lAfgOeCeOtNto5zJcqgckEbT6kdvyJrhqVfaNWWx1Qp8m57HYax9psoS55KA/mK1IWjdN5xmuF0idGsokX5QqgKPbFb8Vy8cYweMV71KpzJNnl1IWehrssbtyRirNvao3O0YrnUv2DENnrV+HWGRQueK2UkyHFnS/2fbXNu8U8KyRupVlYcEHtVgwR2sCqsYRQMAYxWDFrXyY3YqG51olT8xP1NTy63uT5C63erHGcGuHiuVlv5WZ2UvirGs6k0zEE4XvXPwS7rpznvXFiamtkdVKGmpsXlwtoqtJKCrHA4rl/E88d3Haosi9WI5+lWPEspMMCg5yxPP0rnhFLcuGBwsWScn+VebWrybdM7aVNJKZa0x0TULe5Eo+Ro2YMMEhWAzXvkV4txEoU8EV8/2kaSwIsalXdmiBLcZ4IzXq2k3rpDEx4yoyM9D3rry6drxOfGxvZnWtaJLGRIoZG/hYZBqpdWUJQEwq+z7obkL9BUkeoqyjmmT3ibTyCfSvVsmcCuZsl3yRmq5nz3zVl7eOZDjC5Oc55FUZLSWI5yGX1BrKUZGsWi/b3E0kgUEnPXNXrkKICsigqRyD0NR2cC20QdyhcjoGziqGrXqpEct0qr8sbsneWhzV1tjuZYlOQpyPoarn73NQi5SW+dpB1wMg0Xs8VnGshckFgMd6811Yq9zrUW7I4mwufKMMoCjy5MHA5AP/AOo16pp18RAjI2QRXjaXEsalVchT1HrV2HXdUgQJFfTIo6AGuPD4hUr3OmtR9pax7hDqZHU1ci1kICDtOeORXhH/AAk+tDpqU/8A31R/wk+t/wDQSuP++q7f7Rh2ZyvBS7nur6xzkMAKrSatx9414n/wk+tH/mJT/wDfVJ/wkusn/mIz/wDfVP8AtKHZgsE+569camSpwa5TWLt5Adx4rij4i1dut/MfxqGTVr+b/WXUjfU1jUx0ZK1maQwrizUkvEW5G4gZHerV9Oj6U+D2rlnkeQ5diT71v+ENJh8Qa1/Zt1fy2qvBK0flpvLuqFgvoBxnJ9K4nUvc6uRaGQIvNbapAbPU1u6a5tZzMXHlytzzg7u/Fc0HZWDBiD60/wC0z7NnmttzuxnvU05KLuOceZWPTLeQOcg9KWeVwRhq87TWdRj+5eSj6GnNrmpt1vZT+Nd6xsOzOX6tK+56LFdOO9aEF6wGK8pGt6kOl5L+dPHiDVV6X0w/GqWPiujE8NJnqz3r461lahcu6MC2BXn58Q6set/N+dRSazqMow95K31NEsfF9GCwskat9chNxJ4B61YsbuN0OGFczJcSyjDyFs+tMV2Q5ViD7VwuteVzp9mrWJ5SGkcjnJJq7Z6h5SxbyS4k4rW13QdItfDVvq+maheT7ro2u65gEa3JCbneIZztU4U7h/EPcDlC7Eg56dKyTad0aPU7fR9QE+ozKrkxuA657HuPzrr45SqDPzDFePwXlxbPvhmZG9VNXR4j1cDH9oT4+td9DGKEbSRy1MO5O6PTnnQSHLbfrxT1kXqGB/GvLT4h1Y9b+Y/jSf2/qv8Az/S/mK2WYQ7Mj6rLuesJcKp+8uPrSTXCbThs/TmvKR4g1UdL6X8xSnxFq5GDqE+PrVf2lDsyfqku51usTkg9vSuVXVpLe8fuu6qcup3s3+suZG+pqqSWJJOSeprgr4jnd4nVTp8qszpbyabVo1kt4i6xjDqOvNZkVyLXeJA24/wmtPwRbWGpa/DpmpX1zZwXDALNFPHEsbd2YvxjGeOpOB3rN8QC5g1u8srg3INrO8SrcgCRQGxhsZGeOcEj0rFyu79TRKyt0NTTYLdgkagjI8xWzzu4x/hXVaFqK3ERK5ADcqexrzFJ5Y2DJIykDAIPSrFvqt9aFjBdSR7jk7T1Nb0MQqcr2MqtLnR7QsoYZBqCSdw3DV5OPEusg5Gozj/gVB8Sayeuoz/99V3f2jDszmWEkup6uLlx1NO+2NxXkv8Awkmsf9BCf/vqj/hI9Y/6CE//AH1S/tGHZj+qyPX/ALe+yuf1a8d/vtgVwH/CR6x/0EJ/++qhl1jUJxiW7lb6monj4yVrMccK07nUQyh7hjnnOKi8ROfssSg9Xz+lcql5co5KTOCT2NdX4p8MavoXhzRtR1Ga4M96ZfNgeMgW+AhQMf7zK2cdunXOOGdVSi1Y6I07STONooorE1CiiigAooooAKKKKACr2karc6JqcWoWmzz4gwXeu4fMpU8fQmiigCjRRRQAUUUUAFFFFABRRRQAUoOCDjNFFAHQeIPFsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tc9RRQAUUUUAFFFFABRRRQAUUUUAa2ja82jJNGdN02/ilZXMd7b+YFZc4IIII6nIzg9wap6lqF1q2pXOoXsplubiQySPjGWJyeB0HtRRQBVooooAKKKKACiiigAooooAAcHIrX1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRQB//9k=", "info": {"video_id": "186787", "label": "taking soap cover from flush tank", "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": "d283c32c115be29625220f90e2659027d3ebef323b958548e7c3b21e558a8a62"} +{"episode": 79992, "episode_seed": 3069587669, "split": "train", "timestamp": "2025-10-13T03:45:29.226076", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3069587669, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 oil 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', [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": "101287", "label": "pushing oil bottle from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "101287", "label": "pushing oil bottle from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "edb26669e707ab84b64426d265b1411fe2f6a92b29c8d672a0f1e6fd32f281b2"} +{"episode": 79993, "episode_seed": 3588623009, "split": "train", "timestamp": "2025-10-13T03:45:30.806044", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3588623009, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering a lemon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "161805", "label": "uncovering a lemon", "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": "161805", "label": "uncovering a lemon", "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": "6335683afd80e6bbc149f3f738e638722e5a4a7fa029b3708ed61a9229944693"} +{"episode": 79994, "episode_seed": 3879054547, "split": "train", "timestamp": "2025-10-13T03:45:33.802962", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3879054547, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a yellow and green ball in front of a blue net'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "77685", "label": "holding a yellow and green ball in front of a blue net", "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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XFLGQguaWyOz6nNp2OokJvZ20+4KqEUNIqkjzQemPbjkf0pd8qS/2ekoZ9u4SN95V6c+p9PzPvii5aVpIhdk3IX7xYFlbHBxWnZzQNpQkZNk6th1U5bzfY989vas8JmFPEtxirNdP1MqtCVPV/wBeQ8NJYGOyRVcMD5BJ5AHXd6gZ60keyzilgnO7cS4OPv7jyAPXPb3pyJmyNzMwW5UZdyc7WHb6e3vTELTvBfSkBCPkTGNgbuffp+tdxiVsmLSXuJgBNGcncem0/KM/TH50rk2shY/PLcLjA7sOg9gBmpP3d5eyqGDwKA3HRn5B/Lj8aqKWDw3Mr/urdjCOeO4LH8cD86ZLNq8AuRbJFIAS/mLIvONo/lkgU0Fbx3jnGGiXY209GPOR6cAGqkkq22ouVQCHYA5X+BieuPQjGao3N15Jnuo2AaViv+8AMA/UY/WnKSirlQTk7FO8u5ZrhxJIWVGIH+12yfwArndT14QINpwec+1XLm48uMmuOvJXjXz0b5wxOeuK8ptzd2evBKmkkdpa3C2+jjULrJcLu9xnsKv2V0l/Hb3tvIybX2nPGRnkH3HUf/XrCjR9W8IxLuxK6BhjoSP8ataUP7G0ItdyAEEyMB/D7e5rwpSlGTqp++pEzvKfK17jV/mdpbg3kX21nBlGRHxgLg4P59/Y0gY3EtvfMcRDIVR2DD7x/SokcSm1RHZYrmMO+OMnbwPbI/lRL5rmXTbcooC7i3dEboAPXOfwr6+L5kmeW9NBZCby6ntUkxAVy5C/ePQgH8s4qKWQzmAFPkhkHmsemRxgfjg1LPOuLcW52y5CHC5CA8HP+fSq86mCC4tIyzzS5dCx5JI5J+hH8quxLZY0+8WOTUlWQHZ80a9ycc4/E1KQtjHBa78wyuECsfukckD2ODxVEeW1vCINqyN5TLkdAMnn8j+dMv75HQK6YZAdyZ6MeBz+uabkoxuKKcnYh1mZHvWWMYAO58dGb1/pXJ6vqLxSPFGeWT8q0Z7ksHckknJJ9a5m7kae6IWNnZhhcCvKcnOTZ7EEoRSNnwurM000rozsABtYHA9/Q+1SaJrc97rM0DsDEdxQY5AHT9KyvCAltb2+jmVkYbflYYx1res7G1tNQmu0X95L09Ez1x9a8XFKCq1FNatKw5KrUcJRdknqdHpyoTFaAMsBJZl/hLA5A/nx7Cr8nz3L2StiMp5jAdcE4IHpnrWD4b1BtQtdUJUAwzhIsdc44/WtVpFt9Pju1BM2fmHUsx4YH6H+VfR4LneHhz7nmVXHnbjsFxKYbHyIVPnwgAAD7oHQ/TFDj7HIgizI8/ALt95hzkn6Zp6Zs5H89zLJNg/Kv3mHGAPTFVUTZb/apQd8DnCnnYoOMD8DXUZMgn2w28Nvk70l+YqP4SeT+IaululFzcwGKXaYkMiOvIyeB9RgGubdj5t00qkedGrIMc4GRj68g/jWsJxbXdwSoFuXA3D+BgBnPsSfzq0T1JzNDdR3DThfkOxgD90p6enNctNOWZ5XYszdSas312EjYqSrTZZx6gnIz71g31zshJH0rz8VUvLlR6WEhaPMzDv7+W4dUEyRKGK73JwPfit64uTYeFEe3Y7tqqrr2z3/AM+tc1PpWpXtrN5NjMfJ5f5cED1x1rodJ2TeGbe2mGVaIKwPWvJzCPKoSktLnTd1FKEX0L2h3baho6PcnzGWQgk+xBFdZZ7JLGSadsSk5kZjyCOnP0wfxriL25Gk6BItooTy1wp9yevua62Ih109pV+Roo/N9N5UbM/jn8xW+UJ81RrSLZxYhcqhCWskidCZIIr+T5pANxB42r3A9KjYC5v1eRCIGT5Ax+8w5BI+mcUSobi8ls1dktyC77f4ieCuf1OPWmXErzWwjRTmJgJJM424POPfFe4jkZG26cSorDZaycAfxEfMPyzU9pOJGvCvC3Cxxx/7Qycn8jUcy+TMLaBQomTGR/DjqfyNR2ZLQwWyMUlhOcjnG3KjPrnNVHe5EuxpzSR2t1bouVhldmIxwrDp9Mk/mKxdYukmvjjGEAXPrUuoX2RJ5igOi+Vt6jceSfpjBFYDzFtxznr+NceKqbQO7CU9ecytbuXedUQkDackUnhC4tzeTworiYIC5Zs55PT0pyaNfamyzxFFiLmMkgk8DJOB1A/rRY6Q+g69IxnSaOWL5ZFBGTnkYPQ152MpSeGk7HZGqvaKKeoad9qXxnKZEYtuZmI6BSOD9Oldtpzj7aHOCicH/ZLdD/MfjWGs4EhYYDEYz3IpfCsjz32usWJ82RYY89OM5/IEVx5ferioz2srHPVpqhTcd+Z3Op3xz6lxzFt4PZpB1+uB/niop1kuI7ixjYBVGGc9QG5A/wDr+lNd5P7OFvEP9Li+T0wVH3uPUfzoDQ2bW0dpsH2gbU3HrxnJ7k4zX09jgYk86t9lSElHchWCj7ing/TkYqteRnZLZQKAuBKc+np+JH86sFFt7W7Ejr5m4yFumSeR/LH4VXYvHJFcZDSXUZBHbPBUfQDP60/Qh+Yq3QNlcTtgyEtvHbP3QPp0/CueupmCpCXLLGNoY8ZrWv0WK2tgOoOCfUAHj88GsG7b5s9q4sVU+yjuwkPtMqXpUwguxVN3zEDJAroYvDOiS6JJPFbiUzgmNy5JBJwuPTtmuVvw01s6oTuIyB64qbwlrE8V7BZ5Z4ZXDeVuA+bHUZ71GHavZm1dScbp7E9tKmmWptJXEYtyYyXOOhxTtREuoac1tbgNJKVAGfcVN4o02y1XUDKXeMA5dVGCSBjn0P8AhUWjRxrcJa2qF3AKoGYn35/DNefLAWraPW5q6jnSemljroCE0NkVWaeMhIl7kr9zH4YP51amkS2FpJG4824cICwOHLDPOPpn8MU1ZY5NVhmh/wBSYtrE8AMfu/Q8EfjVcRJOl48jFDERJbsx+4nUEDt8wP4Yr6BKx5NyYbbS1uIZ5SXLl1YryxbkYA9wahWZl8vULpwiSJt24wEB5GffIp8c7yzW+oXAjiieMqoJ5XPOTkDHTFVZpWngm8kA21rLvDg53EENgewz1p27ksWydFCM6sp3OAW4xzwD6cYrK1WXfdSSA9cD8B/k1q+YGuryULmAou0noxGQTj8vyrn7l96se9ceKm7WOvBwV7lWSQbCG7g1oeEtXt5pF02ZURkLmP0kJ6598ZrFeQjIrDmdrC+EqEqCweMj+E//AFjXNRk4u6OypBTVmdr4hhNldtqKJi3YmMhR02/48/lWNp2uR35cxqy7T0Pcetb8mrLe+HIIJFQtMgLEEEYzzn0JIrAkuVikEcKKijoFGAKyxWGp1Kja3YYdzUUnokdX4fsF0uO3ABbzXaWVj1Bf7gP5frWtbbZLq6d1xE/zR56FSMMfxI/l61Rti50mSCVf3l0gaIdPvADH4Hn6GprpjLFahwGELD7T6bfukfng49BXrU4csFE8uT95iWzi4gt9Q8xykLMqqeMLkqSfU8ZofN9cyxK0iWzpuJxjzD0IHt05pJI3lurmygYJBINzttJw3Rgp6Z6Gmy3gb7MkBDXIbymyDtU4wc/iBx9KslkTXAlu7dip2xBo5HIwN+OB+n61YluFfRmIB3SjawbqGbrn8yaoXSmO3uLMfO4kExLf3eCx/MEY96sauQkkDKQvDE4H3hwB+WaUnaNwgrysY13IxfJYk8cmszULjyoC3G5CCMjIq5dtkAjrWbcESxNG/wB1hg/415F7yuz2UtLI6zTNTt9c0ZgoC3wYKxIyVZj94e3X8sVzGtzXXh+drcwGVnf93tzgg8//AFqzPD+oSaVr8CsMlW2OM4DA8f8A166nV9RFzdvP/Ao2xqf4R6/ia2xHJVprn3TMKdOUJtQ0TKdjCNbWKC4ieOJsSSB+CoXk12CM7abNbCNRO7MI1PTDcqfbA/lXGaN9ovtTWOEgNy2T0GPX+X412vnrLqEd4o2RRp5cueoLHof90j9a1wNCNKDt1ZhjH769Bt5cxwW1kVyskkiqCMZXdwxOfqc0uI7BpYFR5PPO9VByzMeGyT+BqILGXvvtShVnUPHxzsPGPrnnH+1TUaVIodRvJCDHlHQJjaCcHOM5OQDXbY5LjEzBaJfXBZpozhgGztGdpUfp9TUljKYZp/Pj8su/mHvtBGAD+R9qieN76S6jIaODhgjLguxHU57ZH4kUqXDT2Nzc7cKYdg9S2CD+px+FMnZmZfSeY8kp6u24/Tt+mKy2kIGRgnNW5mChk5woCisqR8MQDXkVHebZ7NNWikN0fXpNH1p/MBaBm2yIeoB7j34/Guo1nTvtthJqkEvz7jKoPRl6D9AK4HVY3UCdFJkA2kY6jtXTWWoXX/CO29lcLtVTnn7xGcgGtVNOm4T2ZE6b51KO5k6emrJI73zxhXGVUnkfl0FdzpyJa20FzGwMUQ3TMB94sOT/AMBGP1riJpnublUTJJOBjvXb2dvJY6dDZFiTdr1P8LEDcPpt5+oNPB0YqbqJGWKfLBRTL0cv2aWW5uDtFwoKjGSuOAvuSDn61XtcmynnljWO5hlZj/sgHIH0Kn9TTpUkaFI0Df6AVfH9/HQf985/Gl8pby9Wf5hayJtGGK+aRyCQO2Mj3r0LI4dRAjXF7Dc3CoI3U+XHjOD1BJ9cZ+lVJJX3SSllEFlMRgck+ufoGqR5JZ4Gt4QEhtpgjyq4ztHp6HBH60y5tszSWEfyQyxAtg9AMg4+uRz9aZDKWqhoZBACSiJuQnsCcYJ9sce1Yd0/GCc1t6jKJzI5DLltpU9VKjBH55rCn+YV5mI+M9TDr3CiTuOMkEe1R2Glyx6ot8JREqEOAvXcD29KtImHzwasMxCYzisVK2xuR3105ydxLMSST3rY8LadJb3kF5cJxIp8vnlc8KSPQ84rP0jTF1bU1jkJ8mMb5MHqPT8a7CIBrO+jGTIjeWpJ5IA+T9ePqDXZhaV/fkcuJrcvuRCMZsL6PaN8zs8Q5+YMfl/Uf1qUvHc6naOE/dqm1/QOeVU+uMH6EiniQNLZTqMKg2ye2Rt/Rv5VBMWXTrlE4lNwWTBwQM5zn6A13HAJNG96LmJWAit5shccuww2PYZqGW6E915FnsKzR5dmB2rjtx3wentVqZTDeR2tkyRCWI5O3O1V6Ee5z3rltO8658TNojavPaCLzRCIkDFnVCcewOCSTUt2QWuzYmZUsESKQB4UETqOh7fnxmucnPyHA71Hoeo3NxFcRXVw0rsyzDd7g5/XFPuD8zVw4rWSO7Cq0WZz7t3rSnTobog3C5UEHAOKkKgmpgNsZJrlvY60NnkWOLbGAqqMAAVb0HR1vYLm/mYbYxtiB/ic9CfbJ/GqARriXy1HQEsfQDqa7wwQ2L2CRqFhUhHx0AH3Sf8AgRH511YWlzPmZzYmryrlQrOXeyl2bfs4JmXrt/gP5HJ+golkbN4ioCbn5YePvNjac+w659AakD7bm7Vh8so+QepAww/UfrUcYZDYhyMwExyHHttz+ORXeeeNaQR2unxxEJIzeX0zt4IY/n+pFRTFbCOe2XzJJH/fRDqzt3/UD86eAi2+oTOArMd6HHO3qv8A48CayPEFxc6fpqakbl0uJ1VMqMBP4to/l74oYF3e0Z+03Db3uYgoRUxz1A6+5/KodSJWR4GLMYkUKx7qcnH1H+FY+qEQ6Ha6rYa1qUqJdm3X7TEsazkLl3iHXapO0hvUfQa99KJozKucSMTz1GMDH6VjWf7tmlKP7xGHdEkcelUgrM5HGDVyYcVCq5bivLPVQ6C2t7d/P2KZsY3Y5H0qvds0jKi5JY9PerMpCIK1PC9os+oNcSqCFQlAe/OCf1/Wrpwc5WJqTUI3NbStOTRprdF2sTHi4f0Zj8p+nBH61bj3fZbuIr81yzSR8dQ3Az9OD9DSQ4Npewfx7tqZ6lcYT8jkfhUhkLm0m/54cSjHTI2kfnz+FeuoqKsjyXJt3Y0yNPeWcpQbbf5JD6Owxx9Mf+PCmmJNSnu4WkPkKw2qp4Y45Oe4BHT1FJMGa0vLdAPNmkJj/Hv+amnTnNxZRWrmISIQzIo+VMZHsORj86BFZ7qa7nt/I3ICTHNKAMBvQZ68j9aikxDbGCLc7wSKhBPDKTu59wBn8Pesqwlil8WSaBdapeWtr52yKSOWNBFzu3M0gxjr7k8d6ZYSTW2t6rZXc1wZI3batzgPlSVwQOM4Pbip5lZ2Dld0NuThnGeprLlXJrSuCC5OaokZOK8h7nsLYfAqLzjJpLiUsDUigKtRQW8l5OyKCVRS7Y9B/nFEYuUkkNyUY8zNnw9piR2FxcTqftE6iOEY5CtxuH1/pXQESyNCSQZbIEsem89P1XJ/GnXG2JrSWIAxwjc23/nnjHH5g/hQWaO5lkHKzkRr6BhwD+OT+Qr14QUI2R5NSbnLmY1mlZ3MbcXw2L/sgD73/fOT+VRyyf6JDaAMfszgTEcYjU46+pGP1qQL5IijBJFk2fqnQfjgn8qcp8pblnXc1yN6r6/w4/8AQfzqiBlzmK7+x2qIDNESQfuoAcbiPxx71SCiygt2Xa907eQzMx+Zjx+WRnFVNeeTSfD1vdW8hjvTIsburfM5PDDJ9xWZrml67omjafqd9eXIurtpHaIrxb4CFATj77A5P5etK6Wgcrepo6kiRyNsULvLO2O5JPNYsv3aKK8zEfxGenQ/hojj5pLkkJkUUVibHQaFGttpcd5GMTGRVY+oZsEH/PUVusoS808L/wAtCVb3AG4fqKKK9ml/DX9dDx6nxyHkDyNQwAPn/wDZQasLGovl46Q45/D/ABP50UUDM+Fyli1wOZI5Sgz/AHR8oH5VwUmpXGmeILvU4CrXKys4LqCMsmDx9GNFFOexENxdBUbro45VIwD+J/wqxMxNFFedX+M9DD/CRKBkU5ydhoormOpGx4Xt4nguZWUMxkSM5/unkiuhtFEyXUEnzJGWhXPXb7/57UUV6uH/AIR5df8AiMSFi1lpjN8zPIpYnuTkk0sgDJqBI9B/47miitXv/XcxWwtwB/aVmn8JRiR67cEfrXOeKMyabMGZtltdIsaA8c56+vpRRS6B1MHXvEj61bxwyaZp9uYESON7dHUqgz8gBcqB34HJ5rpb+GOGJPKQJuXeQO5J5NFFYVf4bOil/ERiud3WkAweKKK849FDJuRiuwjjWy0+GWAbWiWML7hsbgfrnNFFdmC+JnLjfhRckQLcWBXIy20+42lv5gGkZvk1LgcEfj8maKK7H/X3nD/X4Eqqq3tuAOkJA/8AHapg+Xp17Ov34pHKZ7bTkD9T+dFFNf194P8Ar7jjLjVTpWt6mjWVlfJPIsjrexeZ8yrkEEEEdenQ9wataDfXGp/21f3biS5mMbu+MZJLE8dBRRWU+pcPsjZz85qEUUV5Z6qEkOF4rovC8SC0klx87zqhPsBnH50UVthv4iMsT/DNu2QJc3UQ/wBWoUqp6DOSQPaqVtI39mWWDjZcBB7gMRRRXqr/ACPKf+ZbYnfqAzwEXH/fJpu7fd6VuAO6Jm/HYP8AGiio/r8Cv6/ExvF0a/2ReS4y63Ee0n+HoePTmuNvte1PUoYdKu7yaW1ty8qh5GYszYzkknOMcemT60UVJS2P/9k=", "info": {"video_id": "77685", "label": "holding a yellow and green ball in front of a blue net", "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": "b983d8f0dcd9468291f93740f3ad6e68cf4d2d2721d808d7eb55fbf6e46bd3e6"} +{"episode": 79995, "episode_seed": 2831473128, "split": "train", "timestamp": "2025-10-13T03:45:35.646851", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2831473128, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into 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', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "162869", "label": "pouring water into bottle", "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": "162869", "label": "pouring water into bottle", "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": "9f23c94c47bb12e84f3742d6a5c368630158972caab4225af47f64a69c85f673"} +{"episode": 79996, "episode_seed": 460879265, "split": "train", "timestamp": "2025-10-13T03:45:36.954796", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 460879265, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 burner from gas stove'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "29893", "label": "taking burner from gas stove", "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": "29893", "label": "taking burner from gas stove", "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": "e9fc7233f5804bd4f6d2a4b52991b3265274244f179a8526b6fb6e0bc3117071"} +{"episode": 79997, "episode_seed": 3636503214, "split": "train", "timestamp": "2025-10-13T03:45:39.803056", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3636503214, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 comfort fabric conditioner in front of led bulb 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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", 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dR5ie4d13FiucjJqKKIu456kD8KLnPYhAAcZCOcZwwOGqncQyxvjyycjtmtRwAxQcNjHTmre5EtQZyd7Hbu3bWxzn600DOZSeW3m3x7Q5XbkjPBrpb+wt58G0mgt9oZZcjA4AOOO+KydUiSKTCbhGygq2Qc/XFQbG2naxJ+tAjUaw1G1txDGTJHL852EEcepq2ulxzLDEJcukZZ3KHB6dz9ay4p5oypjcqy9Cp5zV6PWruESZxcMcDEnRV9MCi4E09rpVpP8AO37xRkR5z/Ktu1aCC9trCcR+QYVUsDgo5HHP1wK44XN293JIqRqJPlfCgKo6de1a5ha4hiuYAGmkMjvmTqc/KPbI4rooOybO3CuilKNbZ6E2pWUGkXUcd4rywBW8tj8xJz0P4VNPdww2kj7OQg+R1wRu6fQ45pmsXt3d2lmxdfOZW3OuORx82R0PUH3BrFubye4BE0u88YOMY+lZ15Xm2ZYi3PZdEl9wy6kmkfc67GYYxu/h7cVVKCRGVUDMeAdxyuParSRMw3NzgZpFJEgaIgHOemc1mmYGLIGVyGQjB71qaFc2y297a3CkJKAwIODkdv8ACtKSK3kdISWQnDELjDHn8vpWPDGFmkUoVKnBUj7vNNiNf7Dpskcptrkh1OFEg6j1yO1X7XTGt7WYbBM0pALrIAMcYx+dYUalFK7jgnJxU6O9vLFIAPMBJU4zj3x61Fx2N67+x6bEYzbmQ78BQvJPXqakSSOCzikltsx3E7B484KqCO3+elc1dSXt2B51w77fulm4X3q5bKZrR1kmzLBGAn7zAJLMW69T6VvQauzrwcqcJt1XpY29V002Y+32krT2u5ZQCc/L7VFa3NxLDJI9qkUalVUbuRnufQYqBbq4GjXlq88bwqn7ra3TOCCD6HPI7dehrIkRkkJ3s7sdxOep9feivK7VxYjl92MXdL/hyxeXT3U8jmULGG2qhGSR0/xrOXKlcbhyeQAcH6VOkZkcsSQT396fKuxtgBx2xWFzmsUbmzuHZHUbnc54HU1nss8LrjcrqcgjsfaulX/QrN/MAAY4UPkgnj8vrWdqQiaKN4o0EfIZASCD+NUSXfkySACw6elTwnzAEGB9fWo0iAIQnHP3hzgVbhtVZuSRgcHGM1AxgQrnIBXoD/WoHAZnATJzwOxrYZAsL+WgIzwaqRWrSbWb7ucnFFwK+nTSKJICwRWOVcnoa0cTWkRYXhcfeKKPvfU05dMfy8rtGM7sj0q2IFto1lVPvDHPetI1WlY7aWLlThy2RhxQHywzruLVYhtvMx6ZxkVemtg5d0BEfJOe3rin29q8fzYA6HANZnI3d3Mua3mt4XXjaec9x+NYsm6KNWBOT1I9a6aZkMrjax3KTgngmsu7RZIowV2lRjb7U2Iy7MLulBx1BJ+uavoURh8uQOQT3NMFtGsaSIDu/jBNTxwhhuyCMnC45A9aBDzGSA4UEngY/wA9KSUKI/u45HFXoLZUQEkseMCo7mMtPtWMD/GgDNkXa58vPzcFhxuGc/4UiWe6VXJIG7JI5rWt7AvtBPO48HjFW7ewcPtkXBK5XbxmgaMYwMZQpySRzkYqZYQGG1cH0rYlSN0IxiVMbTjr7VW+yP5oG07xj8KAKZtHAWRBnBzVG+3y3K7l2gA4HofQe1dFMDHBh2ZDnOR/npWdKIjIpKkkp94jpQJHMzvvA3HhDVgRqAAx/EGrAso5ZvLc7d2ee2RUEcQ4c/dPU0gY+MorcLz0GamMO1vudeT9KEt92MkEtjkfw/WtGO3VMA5ckHNMDHnjB4HBKnHHftU7i7uWWeC1Q5UEqWUlW7kfWpjA0rsAgHb6CrqadvBYKrtx1HWrp1nT2OihVjT+KKfqUPtE986mSMQNEvl7FBPcfmajigDZJGVHpW9b2nlRhtuChIKjoKjmgRyDAvDDJQDkGolLmlczqSUpNxVkZaQdQOhIpwhe2dz5eVIxkcY9/er0Fs24lQSDnJ9afcsPMRTJjJAK4oMzmJ93mSzOPmLc8frTbVw8krscFgOPWtK4hiaCVUX5g2cnqRVOC3QBvmww9elIZKrBSCqjb346mrAUyJvyC3pSRRhznkNxhex9TV6CCJI9xHzEcA+uaAKUqFYirdQMVF+9aNlTZGNwZHYk4PcEY5Fad2jvKgwAD6etTW9h/fznIJPUY6U4zcHdGtKfJLmtcxlS+P8AoxnSWBuXVAR+uPwqy9qwkQbGAboSevNbkenFZlV/mDZAHpSyKMPbsvQfLt6g0Sm5u7HWq+0lzWt6GN5QUgEKCDjPrUxsGeP0YGrTWbbgCAWIJ+gqeSLyoCr/ADBvQ9f8KRic/fpIZEEpGBwccZ/Csi53EvG3Qen1rpncYjdYySCSSTyKyngiN1ll3IW5+lDA07WFQx6MuO461dRVRmKj5ugHaq8beWAMHLcc9KsK2/5UyH/hJoEPS3G0c45zjoAat29s2GGFKt0YHPSmyKSqjjcRjBq5aIXjCEYOSRgHmgZPHDD9mkZy+7GSp4bd3qBkE0GN42j5cn1zSu11IyTltylgMkYzUpRViMjqQPvdOOPXFIZEFRLd048xSRuz+vtUUUyLuBO5RETgD7uTjH8qgmSYAsAdoYkkdOarsq+WCMhl4Ye1FwIxGrLJIDlgeBiqE+5iwlxnqNvatNwy/u2QRkoGG3+LPIJriRc3t942vNMm1a4togZPKWNA2SE3BfYcHk+lUlcWxutD82DwRxg96vpCvlgnhjjJFcr4U1G+1Sa7lvbuWfATY0mCVyD/APWrrUlUgED2wP50WtoIk2b3UKQNvRx/hTxbOSGA3HPryKfbAtuwBsx8p9PWpIQVnUlTtB6560AWoIQ0gzlcgMox1I/lViZVgudqSbm29OOuO1NLypHsjKt5vOD6+3FMiEkgCyIQwbIODwKBjBBtuN742kgHHriifbHM5XaAFJwe+O31ouhgjy23EtuYnr0qjlnfExI4I59PelewEmoMknkKpAYqM578Vn3KtCCioGXuTVgg/OXQybF6gn5R0BrC8YXV1aaBJPazMj+ag3LwRnqKa1BkzIu5iDkY9MVUhiOVO4Zz09KxNRuriHQY7zT9c1CUPcCA+fGqLOVXLPH3AU/Kc+o+ldKieXyc4AB7frRKNhFlYowVwdoz25qVYy7l1OzPGAev+FRpIp6jg88dquIrfZ/nAznqPTtUMBIIGSUNt3L3II/Ctaztg5wXwVypHoOvWqNmCC6sNpIx16Vane5KmNcMIuM45APNAwX5laNWDLnvxxzTLeBUDrJ125GPSpUTfl2zHkBWIBqlcGRSxi6AADHOMCmgJYmVJYw20gyEYB5Hf8qz54xNdSBWyo5pwJILhiHU5Gf1pgwoU7WDNn5yeD+FNMLFCc7jtZNq9N2M/jVZIgSAeT2x3NYkd3Jd+Np9MvdUurW3aXZG8Uscax9Mli/GMZ46k4q5or3Z1LUrW6muJFtJBGqXAAdeW4O3jPHaqcXa4rnQwxr5GCMnHpzU4jVwEwfLHXI5zUEcvbB+U4GauWgLvvXhcYx/WosNCC2BOEcByQOa04IPul0YoBhsdvQn2qmqMZgVAIB6Hr+NaB34UxMytIdpwOvfpmkMfcmGOSIqT05YZxmq0kSq+9mBKBdy9M5NOijlDNG7K2SOQRRcoOI0BVjhiCPQ/wAqAEuHj89CH2rzggZx74qleTrLZQKRyRnj6010eKUecpx97k9BTFjYTEJGr4UsA44wBmncViC5jaNcRMMEcsaz2XeS4ByFy3cf/WqHxXd3NnoDXNpPJFKJEXcp5Az0rC1VPEWiaJYXVxqF4lxeCQSR7cCIfKVVjjqQ2cdvqDVqNxHanCW0cigZK5q1bRKZVHPOM0UUgNdYUwqYznByeop9sMLv7h8Y9eaKKljRPdW6LDGwz8uMDPHJqmHJ3KeVIfiiikhlV5HVSm4kD1780+aNUgnAHTaQfTJGaKKYjNgHyM2TwehNeYavfz6Z4xvb232+dFM23eMjldp4+hNFFXDcGb3gWNTFcNjBCJ09s11iqD8uMAKDx3zRRTluJbGnZoCB1xjp+VWvLVJtijALEcUUVIFuFQ6hjww3AEemKrrlE8wE7t/9KKKQyG4kZLmEg8vH82e/JqJ/3rO7/MykHJ7/AFoooYIraivk3zJGzKuQCAeo44Nc143JHhhh289Bj8TRRTjuM4661062IYptNsYDCgSN7dXUqi5woBYgDnPTk8130IDQuSOQoxRRVVNiCSMB/nI6NgDtxW1bxIYckZyOh+lFFZDJI1AdgOMLkVamjBtnYZUnBOPXbRRUjIVJjnVFJAbbmqkcrq8yKcKrEDHYelFFWthBBCjnJHWIt9MDNZQdy5QsSijKqegNFFAzz3WNXbTPEmrRmysryKSfcUu4d4BUcEEEEdTxnB7g1seEbya/vr27uW8ye5kV5WI6k5P4UUVq/hEzqyo3Mp5AJ4rUsYUcAkUUVmNFuRQUV8DJYA1dhjU9eeN364ooqGBWuoUt5dsY4JU89qquzPEkmSGR8DHfLY5oopoGRxDzid/PyZ/EGqmoHfInGMhen86KKYHP+Ol2eGzgn/WxH8zXCnW9QvoLfTrq5lmt4ZGkUSOzElsZzk84xx6ZPrRRWtPYTP/Z", 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", "info": {"video_id": "198741", "label": "putting comfort fabric conditioner in front of led bulb 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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5PUj8awqv3jnqau7IVyjAr1AyCUBBqvcWVwJflj3HHpmtF1+fywDnoMCrBdba1VJ1yWOAHJzjPOMVKM2c1ungkDIWRwuNwHIBrobhtLvpBPI8qSOFGAQccdx3xj9aztUWMMpjX90yjAVskHuDTFjHy44wc4pMRqjSIpbnbDOkkClTtBwzD2zWuLONppJ54NvllQBu3A/XH1rm0Du2epByc1JHeXcVuIradokGeF4znuTSuOxt20sF5qUcENsVXzQGlKgDIz/h+lXLaC31mG4jBe3vFbKlH++o/wA/rXIwGe1mabzcfK3BY5yVIz+prXAksL4SWVwq7Au3LhmweG47kZ5GORXXRdo3O/D+xdJwqOzb0JTLdWFzLaC1WSTfuDk4AU4xz+FS6ndyW8LwhdkjMEPoQBycememaqawzXWoSM8gA2IzKjZGRnkA84/lmsxtzLt5IJzzzmueo7yZzV3z1HLuJMMygNIJCCcsoHPfrTFiluI9ik4+8VIHX61ZSELGWGSRjH5c0QRPNKrKrZUjvjHNQmYsxZLW4jAcodmTgjHWtXw7HBJFcpeBduVEe4dC2en1wKtST289w0bLGSBtVyCMHHf8axFT964PDA8lT1NVsI2E0e5aZWjuopHRdwVTggDOOD15H6VLa29xNdPPflwNhIBXJfPGcCsqIvHIWzx2zV2K/u4YtqTyKg9CMY7gZouBfTSLWO1824kAQoGDDjaCKsaatlGLia0KHyISQz5+ZmYYH6Vk6jqtxeRGPyIkUcBgMtgdBmpdMeS6ljt73aqMR8u4JgKDjPpyfxrWjrNG+HlGNRSm7JHRSWaanpkV5b5S5hDLLErfKWx/+o1k6fcWIRxHG6siZlYrwD6Z+vAq3ost3Y3HlttEMyZddwzkZzjJ6r19wT7Vi/a72FWPnbVcAbQOw74q8RO6RtiVTStT2bb+8t6nds88kEUQKooEjD5f8+lYjZJAcgknaNzH+dSktLIxB68n0Jp7oseFYDOc81zJnHYzrqNhiRItqkjABPFUi2xlbYMq24A/1rpbUDyn875lQZXGARx2/wAKp6lDGIVnUu4ZjucgHafTiqEXQqKScfMOwPFWIsSL5aqORz71DHDhghIUk9T0Aq3Bbb2xuwcfgagYxUxnKjA4BHrUUioxf5STn7vrWq8arC+1C2DwTVWK3aR0JG0ZySBQBneU03ByegGT6CporUxwMNzHqSMVrLp0gjBRVPXI+lXRCsEYcgsjDkE9fwoKMGO3G0FhnPANTx2xfC1fmthufy8+UMnOPu5p9tbvHyFIXOcdcfhQJmU6TW8DoExnow69Kx3JgRSMDP8AOumnKM8iszMNpO3+grJvIY5I49q4wMEdDQCM2y2gyg4PIOD+NXkZUYYUYHT601LNEjWZGBLfeB7YqxHEG55PP3MdB9aQh3lllDKQS3+c02bhD8vPHFX4LeONFx8zHGBmm3MbvcBQoHpQBlSbkkWSJejcE9+c81sRh7siUXSx9ynXmiDT9xUNnO7nNWYNOYSbZAGLLkY+tXGo47HTQxEqLdihd+dcTxxSStLtydxHXNMEI3jCgHp9a15FV0MW350I2Efyqv8AY2Mm3AyACT6ClKXM7mdaq6kuZlU2LsisnUHvWdeq73K78D2HAz7DsK6KdPLg2vu/vDaaz5GTcjbCRswzUjM5ediwwx4Q5Aq6DGccBuOOKlFrE0+2T7pyNw7e9NWMLkA5BHUdvekA6FycIcDPXipRGysSMFRxn1qWK2RnA5K8kMetXlQKjiILjGM+9AGM+5ZSY1DOMFcngkdj9aGS5EjSQ3EMWG3BGBYg+nTkVfhtXl5PQHnFaSacWHyHad3f0xxVQquGiOijWdLon6mLDb3M4aacO8zckg4yAP8AJp8UBC7igPOMVurb+RbrMFAIGMkVFLB5zmRBtBGWGe/tUt3dzKUuaTZmxW4k6cqDgkUslrLbh9v3W6jv+fatC3tGHzAADHA6Eiop2j+0glSc9Tng0EHMSqyRF85bPJH6YqK2TfM7EjnGc962LpQ9uEZQpByBVAwJtRVGHJOeevpQDECoBnk9sZ4FWVVZUwFG1eetRxRZ+XIUgc7v0q9bWoJ3FioHUfhTEVdg28rg/wBKjtyy+ZEiBvNj+ViQCjD68HrWlcRgRIBH14JNNhsmbduAAIHykdacZ8juaUpcklK1ytFcX+n7g9lGqy5XcoHyk+gHqaY0JVIwW3YGBx9K2U03y5lJjUJnAYDnpVh4IwnkyjnBKsecGnUquo7mlepCo04xUfQwvs6gYwc9T71I9o0ikgZIPcVce2ZsFlPzHjHerSRtHEd+VJXGfT8ag52YN+XaBIim0ZAYdRx0P/1qyp2IDxdPf+tdHP5Torud+H9OPxrJu7ZDck9EJ4I9KYzXtoBuIbDL3PrV5EVCxByegU1XhYRgL1JGAD2qyG3fc5f+HPQ0CHJAxQAOcHnGelWILdgGUpgdjnjA60sinau1eT2/rVu0G6IKDtYEnr/LigZOkCG1eRpCBjOcYOT7VC6meAKCCAMA575pXmuJZFlKBlY8lRjPt+WKf5aCMljtBO4LggGgBgjQWrg/6xSQajjkQblYgr5WcjnHOOfcVWlaVc9cEnOPSoWGIwwY5xhh3xSbsFiLy9yvKCG2k4FUJ8uW8xQh7YH6VpkbcoEMTbQeed3fNcOJ7u/8bXmmy6tcWkQMnlLEoOWVdwX2HB5PpTSuGxv+UGYc8joPWtBIk8sZGTgZI6muU8J6hfanNeSXtzLP9wqzEAjOc9K6xJgwBx2xgfzoasIl8sSMoB+VejY5qRbYsRsKliehNPtQzFmH+rI4HcVJACJlbaCoNIC3DAC4LhgCMjHTI6ZNTTiKK5AjckkYyTwxpD5qqEhc/vc5G08kUyFJWzHIASGz2OKWhQzyVSfzHYEAhWHTnFJcMiTMysFwpI44+n4+tLcr8wWPO4Hcc5z0qgVZJNs4YY656j2ouA+/dJVt0+6dq9vaqF0rxArHt2dye9WQjDzMRrIEXJ3dh0zWF4uu7qz0B7m0neOTzIxuXrzkYprURMyAlmGcY5z6021iUSKRnHfI/Sub1C8uYNBS707XdRkElwLcmdFRbjau5mQddqnA555HuB1MZMPzdWzgn1+tNxsK5aVUVshTnGBjpUggUgl+CTzxgVEjg4THJyAT1+tXijCBASC2MZ7VIxba3beSGUoflz6VqQRRLE3mqyvtyVbqx7Y/Cqdmh27HXq2cgde1OlW4dN4l+VTtG4+hHT2qRi/K8LDcQqA7twyRSxhIkkiJBcHhs8mpfLBR5JFODnJGOKz54ppA0iZ2k7yRxgf4U0IkgnRJIwDuG1iVI6cf1FZ4RJpJXBPXgY608qGjOAQ68kexpCGCoGRVV1JDL1Iz3ppg0Z8+8sRKQQR0U4xVOaIho1J28ZyRjrzWTHfTXPjefTL3Vbu2tml2RtHJGix8DJYuMYx2HU4qfS5b6fU9Tt7ue5f7I4ijS5I3oAW4OOM8DpkVbjpcVzYtIV2ncAcHj1q0qL5RUfMWPOeMVDG4X5Pxyeoq3Ad8q7B3+YH0qGAfZyRgtuAHGTV63hIVBJ8hztY4zjNV5FPmYA47+1aaSPGnnRMAQAuDk4zxzxUjH3ESwRxN5mD6HHT3qtcRNI/mEDjJOD2pQJi7xyx/Kw4GDj/OKdcqFiOGzJt285GOlNAJOiBothAyRhm96rXUkbafxhX3n9KgleTzMNkAHjFMK5kWP5pEzlVU9fWquFivLG0KBgodm5xnge9ZzqGYNwD3UjFR+K7y4tNAM9pK0TCRVBXqAT61g6pb69omjafe3WoXSz3Yk3xMnEQwpVWOPvENnHb8DVKNxHdFVRFIGcKSM+tTW8Y8wdcnvRRSA1liQwBiMsCCCfpUtvwye7Y/CiikNEk0QHkICQucY7daiJJSaMnKBHODRRQgKYnka1+Y5zjI9eadJCgtbkgcqVIP1NFFDAzoizH5mLc4Gewx0rzDWNQn03xjeXsBUzRztjeMjldp4+hNFFXDcGb/AIFjTdcDHBRf0zXVoA7MpHCqCMd6KKJbi6GvZwoU3c5FWDGu6MgY3vggUUVDAvQxK5YNk7Qee/IqlIohl2rnh+p+lFFSUiGV2xHICQ23B9+vWoh+8Ejtyy4IPvRRTEVdQAF5hcqAR0PsK5vxz8vhtwOgnj/nRRTW4HH3OvnWmghl02wg8pFSNoEdSqL0UAsQBzngdea9Ch+a1R/4t3WiitKnQkntkUyAEdep9a2440VVUDhuv4GiismUh0CDfIBkbScH6Vamto3gZiOVG4Y9aKKkCgJGWUAYxvIx+FVnJjZogx2gkDJyegNFFNbCHSBUgYhRl4txz2PHNULZATM2Tlckc+lFFMZ5rq+rHTfEWqobGyvIpJ9xS7h3gFRwQQQR16Zwe4Na/hm8nv5b69uW8y4nYPI+MZJJ9KKK2fwks6iQBZQgHDEDPoKu2Ma+bt569fxoorAZoyRqq5AwQvWrMKgjYRkYB59c0UUmMZcRgSzHJJAJ5Puar3Ur+QkufnEuAfQYoopxEyOUmZgr8jYce1VtQHkRwSRMUcpuypxg5I4oopoaOX8YkjwxIe/nRHj8a4qTWtQv7a30+7upZoIHaRRJIzElsZzk84xx6ZPrRRWsNhM//9k=", "info": {"video_id": "198741", "label": "putting comfort fabric conditioner in front of led bulb 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": "b40b8176c1d8c0f3e8bc2acd440b1ae6106bd897fa472ec1be01ed8038524357"} +{"episode": 79998, "episode_seed": 2468900675, "split": "train", "timestamp": "2025-10-13T03:45:40.334180", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2468900675, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mini box next to big box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "56986", "label": "putting mini box next to big box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "56986", "label": "putting mini box next to big box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d07206df5d856c6e3dc005e6f752ccb2a44ff40db7fe60870856e543d9bf5526"} +{"episode": 79999, "episode_seed": 516335640, "split": "train", "timestamp": "2025-10-13T03:45:41.842377", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 841, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 516335640, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leaf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "126304", "label": "uncovering leaf", "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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rkfFNjHqfiDQVlGYYjLI49QNmB+JwKun8SM6mkWW/DGlLY6ZbpcKPP2h3APIYjPP6D8K6e3V5bcmK3R2Q8Bs8nPf04rOhgUT8qQwH3/Qn2ro4QsMUUa/KAuOetd6RwtmVq+haXd2c13eROJRHyyqOOOAR0P8A9euHi8MXTq8+jRNheXRAO/8As4x2rvtWaa6gNtE4PmIQ4Y/KABnOfXtWN4Z1FtOlkG0v5iBQCec5/lzSA466tJkfF1ayCQckD924H0OQf0qpbXAN2lvIs0JLABmXG7P6fka9T1VV1a4sIP3cuJC0gYAZUDOM+lZmt6Xp1rpk96IRC5dQm1jt49j070BczdL0yW9mS3Qb3I5b0969T0TToNJs0tYh0GST1J71yXgaNB5k5Ocx/Kfxrq5bny2V933TRoNXueO/GPwn/rdSgjAOCWwK8n0y5kjuVRC7Qom5sc7fevpf4g3unN4UvZZ5YwBCcBjznBr5e0jbly7kKR0rKaTNqTZ7H4MtYraxUsxE0jB2X2I4H9a7uKeIRF2GDjAyOCe2Pxrj9CdJJAAAD98+X0B9/wBK6eCJGtZEJbeW3726H/D6VqtDF6j79ftga1icrcsmeBXLeJZ/slxBbM8QkWFXy4OJDznGOh+ta9nqDW2uA3EoOEMbE9Bx1H5VnePNMF7FbT2oUShjyhycY/xNErcrJ5VL3ZbMboXiK3i1VGuW8lmTy8EcfUeuDW3q/iiDQNIU2dxG0y4JbblSepwDyST2ryGe4ubKT7Pd4IPZhW/4avvDkN99v1m4mYwpm3hkRpELf3vw7D1rh9hd2jKybu/l5mX1DkVqcvd/H5EHh4anf6nqDw25ld4WnkjUdATnOO/J4FbdhFJFbxX6OS/JIPp6fWpfB3i21ttd13VZYJJI5ykcaqoXA5wPbgZqzZTR3FrIwGFZmKj0BJIrSvOzVmepRhe91obkUwl0sPFOQG6MRj/Peuddbi1if7VKR5fzbgctzyc+vapbC9kt4ru2GHRf3qDuOfmx/Os5b1y8jO27c3Q+ma6ITUopnJUhySaLVncDVNVjmiLyfZkcEMmDlsAHn0Gea7K0twYVRSASMM3euN0vc1yzCRsux4PTPH9MV1kCyus+35CF+U7uc4/lVdSGcF8QNGeXVFuxEximVQJgehUFSuPfg1gWvg6QWkd3eYt7ZmwoP3nPXgf1NelyXsb39lDMpCLJtfd0Jz6f1pPExjW0VmYeWjHam3jJ7H9aTjo2NTeiMPRbC1+zzWkIPAADE5+b0z+NE15LE486RhOsoJBHBx3qidUFmd8RK7ZNwweG4xj3rYvWtNSs0vYSG3AFlGN3p09RXmTlOlXUlszVRUokqSTf2xNMjEmSLasoHHY9O9YmuadPG/25EIlLEuirjK/StS2heA7UlAh6YPardiXnvTGZGHl5JdjnHt+Oa9FpTVmZKThK6MHS9X83aN1ddazeYnWuW8TaNDpd1HqNnlYpG2yx9lY9CPY1paNeCVACa4KkHCVmelTmpxuixqlssrIWJC7sHFW9EslgtooigAijCbQMBj3P40+5hEsJz6U2yaTyE4ZyzAA7scepPb1rowz3RzYpbM3YozEc5UMVyoA4GK4vxFqAh1tzI23yoMe2SK6S8untHcSFjuQiPb1BxXlnjOSeS4E4lyHVQQep4PP6frW9Rc0bHFOk6kXBO1zLuddN9fx2jM0dpkhh6+/0p3krDqRieTzUBBi285HtWVY6bcXc4McZZs8n0r0jwvounKk0dy4kvlXKsf4R7fj1rmqctGlotDfDUoUUoUx8Frt0mVkIaTcFbb1x1rUvRPeGN8BQoyHA+YDHQ+tVFtGhlkaHKSKSrKehx/OrUtzPHGpdyQxwQvQmtqTXIrCndyuyW5sW1vSVgZmM0a7opiMYcD+RrldN1ySOU290Ck0ZKsp6givQrK3EMaGST5lGBt6AeleeeMbALqH26zBaTnzwB1xxn/GitT5lfqVQq8r5XsdNDqAkUc5qyFjuJo/lHmdmI6L3x+lcBp+sEqAW5rsdDu2nY8/KANx9K56Pxo6a3wM6mO1VSXCgAEb2bkn/ADxTNWuhawEv8oBChuvHvTBcSrYrKQwjY/NvHO2nWc8epX11G774kQFARjqePrXoI85syL2GW0Ailn3PIqkbfx60kULR2sd7D87JkPnuPWptctUfUhJMFBK7VCnoAOc+3NGn3sFvJDbOVELoseCO+P69Oa48Yp8l4brU0p6vUNM8yXUV2EMgiILDjbn+tUPGWoRCCHSs/cbc3PJJ/wD111sNnDYQ/u8Asd5J9K81lvIL/wAeWrTndEZ+R9TgVUakm4p721M27VOVHa6XcjSPDtvdfwlth9uao6h4kjhvAsU+YpBkgn7pqLVbiJrKLT+MiZ9wB47/AP1q46/0WSQNPbzMGjHyoTkNk9PaiabdkddKSjqzsr21tdetDDeRLNER0P8AOuWb4babDvliZmycqjk4+mRU/h7WnRTbTgrIh2srcEV1lrcpP8g61gpOLOlpNaFXT7eGKFjBEdgwpVfQev1rbSKRrYOVKs8fXtj2qew0+OS4RYxhMbTznJ6g/hzW7DZNFbJvXJwK7FI4GjzPDQ6nFI2QrPgM3T0wav3TwwyCMHC8dT0J7frXU3Ok28u5tiFlOWb0YVzWoWcgcvhTj5Qoxmq6E9Tk9dsI9QmYELuXjcBVjSfB80tjjdvhYZBDEYbPQ/8A1ulX7S0a4vDbgoJCfm3fjzjqeld3p0H9maMBMVEcW5iV6Bc1mopsvmaPLdX8J3mjW6yWzYjZwZYsccd/161PpdwscZQniu98TsBpFwXGV2ZOBnj2ryZ70W98YThZAMlA2eKxr0+x0YerrZmvdOEuDtbhsiqtxO8EDssRd9vykLuwfpTkYTpk1l6U02o+LZtNfVZ7RcSGLy03bmVCwX2HB5Pp70qEr6DxMdpHTaBpzR3bzSTSTOAC4c7QDzj6f/WrsrYZCupVsEhmHf6VwXw1urq/bUXuJmm/1QCvzjcG5/QV6XZ2bBGUpgq55A/zxXVc5Gjh9XuJm1FSwAIYYOeT3pmr3M723lSS74m+ZCevHrXTar4eWfzCGK7myMfez61yOu2xDbGMnCkEk84p9CTm72Y71UAjZ27V1XhHTLe4Pm3MDEsMxkg4yOv1PNcobd5b3OGZjhAByTzXovhC3ez06RZY3Vt+PnBBAwDx7d6zSuy76Gw+i2Mif6oxgt/AcfhVCO1jsL2UK4IZdu08d63WmREMjAgKM5zwPeuW8UTzfaUaNgElRWDMCMsBj/H86vYncZq+LrRruFj1GMf3TnrXOaDOUfy34dTg/Wp2vJZ1beF3MByPaud16efTf9It5Gikl2nK+vesKy57M3oT5G0eoQOJI+fSo7GERRRwMe3IJ6nnNcLeX01tosGoadr2oyq1z9mzPGqLOQuWeMddqkhTu9R7gekafZme4hleMBT8re5A5ooxcL3KryU7WKOtTSrYrHsySOee/aucbS4tXsQZlDNExYYIHy9TzXe6jo6XEKoG+YH5c9PxrmZ9NbT4ZgHfy5MkKAMe4BroWpzaoxkitdNhkWGMKOgIFZ9kv2y9RCGABySo5x36d8U3UC4iaPe2WIz6CpvDiSPrFvJtk8pm2McHDcHIJqGrlJnoFvotgYECRkqRuU7iTgjPWqV9osUMYeKY5z1fnkGtyKYMO+T79Kqatc406dYMM8JWQIR6HnP5g1VhXuUp7jEyhcLu7+tctfSD7fcMxCASHnpUbXsyny22tHkMOTkf4UxCZZXLAYY55560ua5NrHNanprOZr7T4QkUZIf5h8xzyQB0rovAs5njuXBJZAgx2wc8n8qyrNobvxdJo91f3NlZSSFEMUsUax92LF+MdfckgVc8C6fLbav4j051nzbyqESfG9VBcfMF4z06HFS4WkpI2524OLPQ/MMVrJwXGAyhuQT9K5+wupU1Zmi+XIONwyCPQ+3GK7BNPElqF37coM5PQ461gS6DNa3KTqwCqMNkZ3Dsa0TuzFrQjvpTc3ETzx7GQYKjr61mpKkmrpkKyoc5x2FSXjOty8gc8Nnp1OOazrEsk0jMdxKsR7ZqKsuXUmUuWDl2O31G/MHh6a7kI/1WEPueleM290YNZOpOMx2+3j1fGQK6PW/EbPaxaUzblBOeewrk5YGbUZNOz+6Z/NLeoxiufDc0rzkRhvfXOzrdIle6V7mYks5Zsn1Jq/dwi3SAEfM6lmI+tULI/ZLKJUUHbjgmpnnMzR8HCjbyc46mtluzpn5GZqMLzXCS2atJdIu5yCMFfQ+9aPh3WkkY7jhhxg1S19/sGjSXNp+6uWkRWkQclc9KwPEOh614b0rTdYluLlLi+Mhnh2Y8nAUpuOPvENkj+uampT5tVuaUqvLo9j6D023jhxKi4YKCPQZromAZBnuKKKuO5DMi8RUgkCgDOSfc1xEztudu5JH60UUySlC5huEu1A85JBhvXgmu5VRdWDwzDcjrhge44oooiDM3xDEraRcdRtgcDHpg8V4Nq8Yg8RkoTnCHk+qjP86KKcxwOhsyQuK5i71KfSPFE1/a7POikbbvGR8ylTkfRjRRXFR+I763wHafCVis99ED8rNCD+Zr3ZLeIQthcZ60UV19Tg6GHMmJ52yeMKB2GBn+tcPrDGS8aJsFMZIx14NFFUI56SNINQhljG0gqMdjyK9Ct1D6VcKAFGx1AXt16UUUoiFkUDR41Pzf6MwO7vheK4nUbmW4vB5rlsKoHPTiiiqewIp52tGB0LY5rK8ZqP8AhH4ZcfN56j8KKKl7BH4jK1HxI+twWyS6Zp9sYFWON7ZHUoi9EALkAc54HJ5r6C0ICWxEjj5vMP8AKiipRq9ia/TbjaxUvIoJHp/kVj+IWMUI247dveiirRmcDrEKSWbOw+d1BLD8a1PCBzbLnlt7DcTz2/xNFFLqLodJECuqXxBOPJQ7T0BAasXxBcSweesTlBKIy+O/FFFWCOcP8J9qktjuXkDpmiipEzlLrVzpmuahGbCxvIpZA5ju4d4DKMgg5BHU5GcHuK7D4W3U2qa9q93eP5k9yVeV8YyTu/Kiim9ikesPEqvGBwM44+lUYpDLp5lcAuzMDx23Ef0oopIGc9cwxXLMHRRtwRtGPWuKvZGgknMZxgkUUVFXYyqfC/66nB6ncSecjbvmLHmtGwYz6raNIclk2n3FFFOJ0LY62MfucelOjP7w8DtRRTRkyh4nAGhNj/nsgrl9S13Ur6yi066u5Zbe3keRBJIzElsZzk8428emT60UVQ0f/9k=", 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rkfFNjHqfiDQVlGYYjLI49QNmB+JwKun8SM6mkWW/DGlLY6ZbpcKPP2h3APIYjPP6D8K6e3V5bcmK3R2Q8Bs8nPf04rOhgUT8qQwH3/Qn2ro4QsMUUa/KAuOetd6RwtmVq+haXd2c13eROJRHyyqOOOAR0P8A9euHi8MXTq8+jRNheXRAO/8As4x2rvtWaa6gNtE4PmIQ4Y/KABnOfXtWN4Z1FtOlkG0v5iBQCec5/lzSA466tJkfF1ayCQckD924H0OQf0qpbXAN2lvIs0JLABmXG7P6fka9T1VV1a4sIP3cuJC0gYAZUDOM+lZmt6Xp1rpk96IRC5dQm1jt49j070BczdL0yW9mS3Qb3I5b0969T0TToNJs0tYh0GST1J71yXgaNB5k5Ocx/Kfxrq5bny2V933TRoNXueO/GPwn/rdSgjAOCWwK8n0y5kjuVRC7Qom5sc7fevpf4g3unN4UvZZ5YwBCcBjznBr5e0jbly7kKR0rKaTNqTZ7H4MtYraxUsxE0jB2X2I4H9a7uKeIRF2GDjAyOCe2Pxrj9CdJJAAAD98+X0B9/wBK6eCJGtZEJbeW3726H/D6VqtDF6j79ftga1icrcsmeBXLeJZ/slxBbM8QkWFXy4OJDznGOh+ta9nqDW2uA3EoOEMbE9Bx1H5VnePNMF7FbT2oUShjyhycY/xNErcrJ5VL3ZbMboXiK3i1VGuW8lmTy8EcfUeuDW3q/iiDQNIU2dxG0y4JbblSepwDyST2ryGe4ubKT7Pd4IPZhW/4avvDkN99v1m4mYwpm3hkRpELf3vw7D1rh9hd2jKybu/l5mX1DkVqcvd/H5EHh4anf6nqDw25ld4WnkjUdATnOO/J4FbdhFJFbxX6OS/JIPp6fWpfB3i21ttd13VZYJJI5ykcaqoXA5wPbgZqzZTR3FrIwGFZmKj0BJIrSvOzVmepRhe91obkUwl0sPFOQG6MRj/Peuddbi1if7VKR5fzbgctzyc+vapbC9kt4ru2GHRf3qDuOfmx/Os5b1y8jO27c3Q+ma6ITUopnJUhySaLVncDVNVjmiLyfZkcEMmDlsAHn0Gea7K0twYVRSASMM3euN0vc1yzCRsux4PTPH9MV1kCyus+35CF+U7uc4/lVdSGcF8QNGeXVFuxEximVQJgehUFSuPfg1gWvg6QWkd3eYt7ZmwoP3nPXgf1NelyXsb39lDMpCLJtfd0Jz6f1pPExjW0VmYeWjHam3jJ7H9aTjo2NTeiMPRbC1+zzWkIPAADE5+b0z+NE15LE486RhOsoJBHBx3qidUFmd8RK7ZNwweG4xj3rYvWtNSs0vYSG3AFlGN3p09RXmTlOlXUlszVRUokqSTf2xNMjEmSLasoHHY9O9YmuadPG/25EIlLEuirjK/StS2heA7UlAh6YPardiXnvTGZGHl5JdjnHt+Oa9FpTVmZKThK6MHS9X83aN1ddazeYnWuW8TaNDpd1HqNnlYpG2yx9lY9CPY1paNeCVACa4KkHCVmelTmpxuixqlssrIWJC7sHFW9EslgtooigAijCbQMBj3P40+5hEsJz6U2yaTyE4ZyzAA7scepPb1rowz3RzYpbM3YozEc5UMVyoA4GK4vxFqAh1tzI23yoMe2SK6S8untHcSFjuQiPb1BxXlnjOSeS4E4lyHVQQep4PP6frW9Rc0bHFOk6kXBO1zLuddN9fx2jM0dpkhh6+/0p3krDqRieTzUBBi285HtWVY6bcXc4McZZs8n0r0jwvounKk0dy4kvlXKsf4R7fj1rmqctGlotDfDUoUUoUx8Frt0mVkIaTcFbb1x1rUvRPeGN8BQoyHA+YDHQ+tVFtGhlkaHKSKSrKehx/OrUtzPHGpdyQxwQvQmtqTXIrCndyuyW5sW1vSVgZmM0a7opiMYcD+RrldN1ySOU290Ck0ZKsp6givQrK3EMaGST5lGBt6AeleeeMbALqH26zBaTnzwB1xxn/GitT5lfqVQq8r5XsdNDqAkUc5qyFjuJo/lHmdmI6L3x+lcBp+sEqAW5rsdDu2nY8/KANx9K56Pxo6a3wM6mO1VSXCgAEb2bkn/ADxTNWuhawEv8oBChuvHvTBcSrYrKQwjY/NvHO2nWc8epX11G774kQFARjqePrXoI85syL2GW0Ailn3PIqkbfx60kULR2sd7D87JkPnuPWptctUfUhJMFBK7VCnoAOc+3NGn3sFvJDbOVELoseCO+P69Oa48Yp8l4brU0p6vUNM8yXUV2EMgiILDjbn+tUPGWoRCCHSs/cbc3PJJ/wD111sNnDYQ/u8Asd5J9K81lvIL/wAeWrTndEZ+R9TgVUakm4p721M27VOVHa6XcjSPDtvdfwlth9uao6h4kjhvAsU+YpBkgn7pqLVbiJrKLT+MiZ9wB47/AP1q46/0WSQNPbzMGjHyoTkNk9PaiabdkddKSjqzsr21tdetDDeRLNER0P8AOuWb4babDvliZmycqjk4+mRU/h7WnRTbTgrIh2srcEV1lrcpP8g61gpOLOlpNaFXT7eGKFjBEdgwpVfQev1rbSKRrYOVKs8fXtj2qew0+OS4RYxhMbTznJ6g/hzW7DZNFbJvXJwK7FI4GjzPDQ6nFI2QrPgM3T0wav3TwwyCMHC8dT0J7frXU3Ok28u5tiFlOWb0YVzWoWcgcvhTj5Qoxmq6E9Tk9dsI9QmYELuXjcBVjSfB80tjjdvhYZBDEYbPQ/8A1ulX7S0a4vDbgoJCfm3fjzjqeld3p0H9maMBMVEcW5iV6Bc1mopsvmaPLdX8J3mjW6yWzYjZwZYsccd/161PpdwscZQniu98TsBpFwXGV2ZOBnj2ryZ70W98YThZAMlA2eKxr0+x0YerrZmvdOEuDtbhsiqtxO8EDssRd9vykLuwfpTkYTpk1l6U02o+LZtNfVZ7RcSGLy03bmVCwX2HB5Pp70qEr6DxMdpHTaBpzR3bzSTSTOAC4c7QDzj6f/WrsrYZCupVsEhmHf6VwXw1urq/bUXuJmm/1QCvzjcG5/QV6XZ2bBGUpgq55A/zxXVc5Gjh9XuJm1FSwAIYYOeT3pmr3M723lSS74m+ZCevHrXTar4eWfzCGK7myMfez61yOu2xDbGMnCkEk84p9CTm72Y71UAjZ27V1XhHTLe4Pm3MDEsMxkg4yOv1PNcobd5b3OGZjhAByTzXovhC3ez06RZY3Vt+PnBBAwDx7d6zSuy76Gw+i2Mif6oxgt/AcfhVCO1jsL2UK4IZdu08d63WmREMjAgKM5zwPeuW8UTzfaUaNgElRWDMCMsBj/H86vYncZq+LrRruFj1GMf3TnrXOaDOUfy34dTg/Wp2vJZ1beF3MByPaud16efTf9It5Gikl2nK+vesKy57M3oT5G0eoQOJI+fSo7GERRRwMe3IJ6nnNcLeX01tosGoadr2oyq1z9mzPGqLOQuWeMddqkhTu9R7gekafZme4hleMBT8re5A5ooxcL3KryU7WKOtTSrYrHsySOee/aucbS4tXsQZlDNExYYIHy9TzXe6jo6XEKoG+YH5c9PxrmZ9NbT4ZgHfy5MkKAMe4BroWpzaoxkitdNhkWGMKOgIFZ9kv2y9RCGABySo5x36d8U3UC4iaPe2WIz6CpvDiSPrFvJtk8pm2McHDcHIJqGrlJnoFvotgYECRkqRuU7iTgjPWqV9osUMYeKY5z1fnkGtyKYMO+T79Kqatc406dYMM8JWQIR6HnP5g1VhXuUp7jEyhcLu7+tctfSD7fcMxCASHnpUbXsyny22tHkMOTkf4UxCZZXLAYY55560ua5NrHNanprOZr7T4QkUZIf5h8xzyQB0rovAs5njuXBJZAgx2wc8n8qyrNobvxdJo91f3NlZSSFEMUsUax92LF+MdfckgVc8C6fLbav4j051nzbyqESfG9VBcfMF4z06HFS4WkpI2524OLPQ/MMVrJwXGAyhuQT9K5+wupU1Zmi+XIONwyCPQ+3GK7BNPElqF37coM5PQ461gS6DNa3KTqwCqMNkZ3Dsa0TuzFrQjvpTc3ETzx7GQYKjr61mpKkmrpkKyoc5x2FSXjOty8gc8Nnp1OOazrEsk0jMdxKsR7ZqKsuXUmUuWDl2O31G/MHh6a7kI/1WEPueleM290YNZOpOMx2+3j1fGQK6PW/EbPaxaUzblBOeewrk5YGbUZNOz+6Z/NLeoxiufDc0rzkRhvfXOzrdIle6V7mYks5Zsn1Jq/dwi3SAEfM6lmI+tULI/ZLKJUUHbjgmpnnMzR8HCjbyc46mtluzpn5GZqMLzXCS2atJdIu5yCMFfQ+9aPh3WkkY7jhhxg1S19/sGjSXNp+6uWkRWkQclc9KwPEOh614b0rTdYluLlLi+Mhnh2Y8nAUpuOPvENkj+uampT5tVuaUqvLo9j6D023jhxKi4YKCPQZromAZBnuKKKuO5DMi8RUgkCgDOSfc1xEztudu5JH60UUySlC5huEu1A85JBhvXgmu5VRdWDwzDcjrhge44oooiDM3xDEraRcdRtgcDHpg8V4Nq8Yg8RkoTnCHk+qjP86KKcxwOhsyQuK5i71KfSPFE1/a7POikbbvGR8ylTkfRjRRXFR+I763wHafCVis99ED8rNCD+Zr3ZLeIQthcZ60UV19Tg6GHMmJ52yeMKB2GBn+tcPrDGS8aJsFMZIx14NFFUI56SNINQhljG0gqMdjyK9Ct1D6VcKAFGx1AXt16UUUoiFkUDR41Pzf6MwO7vheK4nUbmW4vB5rlsKoHPTiiiqewIp52tGB0LY5rK8ZqP8AhH4ZcfN56j8KKKl7BH4jK1HxI+twWyS6Zp9sYFWON7ZHUoi9EALkAc54HJ5r6C0ICWxEjj5vMP8AKiipRq9ia/TbjaxUvIoJHp/kVj+IWMUI247dveiirRmcDrEKSWbOw+d1BLD8a1PCBzbLnlt7DcTz2/xNFFLqLodJECuqXxBOPJQ7T0BAasXxBcSweesTlBKIy+O/FFFWCOcP8J9qktjuXkDpmiipEzlLrVzpmuahGbCxvIpZA5ju4d4DKMgg5BHU5GcHuK7D4W3U2qa9q93eP5k9yVeV8YyTu/Kiim9ikesPEqvGBwM44+lUYpDLp5lcAuzMDx23Ef0oopIGc9cwxXLMHRRtwRtGPWuKvZGgknMZxgkUUVFXYyqfC/66nB6ncSecjbvmLHmtGwYz6raNIclk2n3FFFOJ0LY62MfucelOjP7w8DtRRTRkyh4nAGhNj/nsgrl9S13Ur6yi066u5Zbe3keRBJIzElsZzk8428emT60UVQ0f/9k=", "info": {"video_id": "126304", "label": "uncovering leaf", "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": "5445c68b5caba00b959a1d523ea4b0e8ea798cec0fe4032a96a915afbea3e2c4"}