diff --git "a/video_unshuffle/reorder/train/batch_000193.jsonl" "b/video_unshuffle/reorder/train/batch_000193.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000193.jsonl" @@ -0,0 +1,100 @@ +{"episode": 19300, "episode_seed": 3996845464, "split": "train", "timestamp": "2025-10-13T02:59:25.983959", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3996845464, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 marker from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "181480", "label": "pushing marker from left to right", "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": "181480", "label": "pushing marker from left to right", "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": "fdebb3237df9d977f1d6cfb7a9f4dc66c787514bfcc9597da888de44c11dcacc"} +{"episode": 19301, "episode_seed": 3914460766, "split": "train", "timestamp": "2025-10-13T02:59:26.446805", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3914460766, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a palm tree so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "173974", "label": "poking a palm tree so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed 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": "173974", "label": "poking a palm tree so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ce564e49cb62074a201e6e1582d75bd6de7130f07e6c561ceb0b5607396b066b"} +{"episode": 19302, "episode_seed": 2245009681, "split": "train", "timestamp": "2025-10-13T02:59:28.954638", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2245009681, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 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": "208396", "label": "pretending to put cup on a 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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eGGa5W6v00qB/trMbMsiqw/5Zbjjd9AeoqI6hNaajBFner5wF5B75HsRzXRGopK5EqbR3d3drZ2cjz7IE6r5rhcn0qn5f2i1huopJSjuufLlBxk4zjvj+VaoaC+ja3vIY5Rg5JG5WH+eaw1NpYm5jisJltEcxkY4LtgADPP8AhWSbNkkXNVsYptLlguLt920AsVzjHqBXG6TaLCmnyR5SSRH80D7rheASPXkc13UzlNPt/P8A3qkJE2ejk8En171gyQJbaxLbIoCW6EIB6M2f6VMnpqKwOOKrP0qxKetU5XArAZFJjFVZOtPlmFVWlBouIfIolj2Hj0PpVBtTKXMNjdbhOyHy526SMCcoT64xg1aEnPWrcdwAhGBzVRk4u6DR6M0fASvenVFnL5hlTy5QcEZB/wDrV2bWkCMkk3mTSRqQrNknBxngcdq5DwArRTaxtZZJCY2K5xz835V1VnLczebDd2jQnnBD5BB9DV3u7gloSSC0iiIFpuRx86xxA8e4rA1a9s7hTCj/ADpGWgJBznqV9R0HWuX8ceI7yG8FpZTtElsAHlR8O7juWHYenrmqtpq8nibQWuDu/tewJ3SIMGZQAeR64P6GkpLVI3hTtZsvpcGUhgehwatFsrXPWV+sly4B4f5h9e9bgcbOteZPSTR9JTtKCaJIAC/506RBk8VHZtukP0q0y10UPhPGzP8AjfIq+WDz0YcqR1BqvFfi2lki1F1j+dFhn24zu4G72zxn86v4Gae9lZ38ZivII5oyMMjjIIrojNxeh5ySejKI1Se31+1t3UlXBUccjB/+vXe77ogl/KAeTYq57ZPOfX2rz3VEks7yCWyTy44l8tNvzEDj157V38zMmr20bqGiky6H+64U5/Q1s5cwkrMuuBFb4TICgAc1WZM6suOgiLH6kgf0qzcf6hqYgzfSv6Iqj9T/AIVHQDyjx/ql1Nf3VtI/+iwNtSPgAHHJ9zXFaRqrxxSWfm7ovM8yNSfuk8HH1ruvGPiDT9HvbuK0sobm4ZiZLiU7vmJ5UcdunauFuvEUGtMtve2FsjH7s9umxlP9ayaWup2QnyNNLY6Sy1SEXJgMieYQMKGrRgDM2T1NYfh/wqI5VvpJC/8AcXbj8TXXJa7QOKypw5TbF4h1krjEU4q1ECvOcU9IeOlSiPFbo8xmdf20l/cwWkYjzNnc7jgKOtdxoVpFaWjwoq8ABvkxn6+tYdmkImDTAZAIUkdM10mmjhyHRs4Pyn7vtVJ6WKWxTEk7QLG9qkcdxmNVB5VeefT8K0p22CLIB3OE+YZ4PWsyHcfEn2aYfLAjSwH2fGfyORWhfHD2v/XUVo9WgMxkxq00YA2wphcdtx3Y/SnMKenzXt7L6y7R/wABUD/GhxzUNklV14qnMOtXpDxVCY9agdis44qA8Gpnbiq7nmmImUQzRmOeNJEIwyuoII9CDWLqitbXcctnGsUUKFUEajgcdq0g2KbHYreairTIzxImQF9ScU4ys9B76HoCIsbqq7NuMYA5z/hXN6zLKuvW2nvkW88guFI7lQQV+mcGtea4Ml1p08Zwrhy+f7u3P+FZ2vSpJFpl6yYkjuF59FcEH+YrWKd7hcl1aUjT7Uf9NlH5Gs26cPrGoS/7ap+Sj/GrmrndZ2Yz96cCsX7SJI5J/wDnrI8n4E8fpilU0QXCeYAmsq5ucHrRd3WCeaxbi6yTzXOxlmS6yetRfaMnrWabjJ606N8nNAjVWTNWI35rOibOKtxmmI7XwJam3iv2IGZZA2e5HOK3tUmktoZbjzSkcULSbRwWI6c/lWH4JkJS8DHgFMfrWxr9nBf6c0FxMYYieZAwU/TJqolLc8O1G485ZDIcP3+tUfDPiCbQNUklRfMik++o7H1/I4r0G++HWj6mhWw1YGcdmkDHPuQf6V55q/hPV/D10yyW7TxD/lpEN3HvipUJQ1R086kTjV4heSywqRucsqjoue1Ni8R3s+orBJOyRn+5xWRZQT3l8kEUTJ5hxukUgDkZ/nXcw+EP7Fuy08bTzg8SBCV/D/69c80k+Zo7aE5z9yLsbmhGRogZSd20nnr1rWY1S063khUySjaWGAp6ge9WJG561dNWicuOmpVXZ3sOHJqReKgDVIGqziBLBb3WLd5ozJBEhYL23ZwP512l+uIopgOYZFf8Oh/QmuXtbhoCSOQRgiusc744gRlJBtYexFXAY+f/AFLZpiFQJpGbau45YnGAOP6GoYbhZbB8t80RKP8AVTXlXxD8eEWzaLpso2EYuZlP3ieSoPp6nvVvRAlc4TxVfxXWp3AgffGJGAYdDyat+BPC02vaqkjR/wChQMHnc9D6KPc/yrlkzLL619GeFtIXQvC9nZlQJSnmTe7tyfy4H4Vjub3HGxjjwqKAoGAB2ppt1x0q6+M1CcVViJMp+WM8Ck2+1THGaaaaMmRhea2tFLIZ2z8uAMe+eKyQKv2b+XbSH1liH/j1OOrEaF2PL1mwm2/eDxMfqMj+RqTUGAmtMnAEhY/QDNV9SkKPOx58mNbhPbaTn9Kg12cPbWzQtnzcqhH+0MZ/WtUthjrYlrVXPWTMh/4Ec/1pHbrTuFQKOgGBVeV/es2BFM9UJXqaWXmqcj96kroMc1AzUPJ1qHdQQP3Vatbv7OSCMhuuDg/nVLNOFALQ6MTXFmL6xuVU+TZsYXH8SgY/PFNvT9qjsbcnKXVkyg+jqAyn8xWjrkiNo1zcR7X3QlEYc/e4/rWRayR/btIjLf6lWVge3GK6VqrgUdX1RJ/DdrdxMMlsgejYxj8zWVJKIoEjB4RQKp3cTWkctizh4UuXkjx9eKgM+775zWFSomzdUJNFa8uck81kTT8nmrF+cZZT8v8AKsd5Mmsr3M5wcHZljzeetWYnzWYHyauwNTINaBuKuxnisyBqybKa61Dxdcaa2rXFpF+88oRoGyyoWC+w4PJ9PemB6/4KUSRX6nodn9a4/wCI+qtc68bUEbLcbFA9Tgk/59Kg+F/iK5h0vXNRv7uSWO3WFgjEck7+B+OK4vV9VmvdTmuXbLyOWb6k0S+GxtSWty280sDJJFK0bIOGQ4NdBp3ilJ4fs2qPl3xsnPf2P+NcO19vUrntzXe+A/BEupmHWNSBWyRt0MTDmb39l/nUwk09DWbVtTQ8PaENWEt3OwEUU5COhzvwOQD+VdddSdea0JI4reERQxpHGo4VFAA/AVj3LdauTuYN3KM0vWqzS5onbk1ULnPWoEy0khJqzG9ZyMd1Z/ii9ubHQHntZnilEqAMp5wT0oJOriOT1rtQAscKkj5cfoK8GvdSvLfSIb+w1/UpVa4+z5njVFmIXLPH32qflO71H0HQfED4giVH0rSZcRAbZrhT9/1Vfb1PerjoNK4zxp42FhealYaPcK63LDzZkPCkDkKf615JczmWQ5OaLi4yTzVUNuPNKUrmqVjq/AuljVfFdhbuu6PzPMkGP4V+Y/yx+NfQU75NeS/B+zDX+oX7L/qYViU+7HJ/Ra9PuZOeaEtCZPUa7jNV3kpkkmDVdpOaZLZOz03dUDSUK9Ikshuau2/zw+X/AHpUY+wGSa80/tW5uPHFzplxrF5aWzTbI2iljRY+hJJcYxjPHUnFdb8N7m+udT1631Ce5lNpKkca3ON6DLg5xxngZxxVRdncR2ciJeXFzGDkPb7PpnNcfZXUrSaTp8ynzIDKHDdRtxj+dd0trFHI0gGGJBPNZV3Z2pvvtYXM+0ruP+fp+VaOS6DGO+BVOaTrUkz4FZ88vBqGJEcsnOaqSS9aJJaqSSe9SxitJk03fUO/mjdmpuBYVqmX61zfie8uLLQ3mtpmilEiDcvXBPNZGrDxJomj6beXOpXizXe/zIiuBDjaVBOPvENnH/16YHuC6ZBbWEsCGQxAhgrNnBBzVHUbKBFkuFXEgiYe3rRRXStmOPxI4K+JzWS7sM80UVxdD0pfGU5iWglz6GsVid1FFKn1MMZvH0FSrsBoorQ4jRg61yN3qE+l+Kri9ttvnRStt3jI5XaePoxoopoB+k3MsGlXlvG5EbvGWHqQGA/maoSuSxJNFFTI3hsTaFbpea3BBNkxsxJHrgE/0r6b00AaRaAf88V/lRRTiTUK933rEuaKKbIMic9aok/NRRUsCVDyKyvGP/Isuf8AptH/ADNFFCEclqevtrEUEcmnWMBhVUje3V1KoOigFiAOc9OvNYV3KzOSTRRTLgZznJoTrRRSNDsvC/ibUtCs3hsXiVJpCzh4w2SAAK2ZfH2t8ZNsf+2IoopolpEf/CeauV+ZLVvrGf8AGoh471UyEGG0x/uN/wDFUUUyJF2HxhqDyKDDbYP+y3/xVa0HiG6dATFBz7N/jRRSJOJ1PxDLZeIdTDWFhdJNOHZLmEuAyjgg5BHXpnB7g0Wfi3W7S5ubuC9eOa8kEk7JxvPOOn1PFFFN7FQ3Oks/iB4kC4a/3g/34w1XIfH+sv8ALIto/I5MRB/Qiiimi5JHWWV/Lexs0iopAB+UHv8AU1HcscmiiqZkUZCeaqOxzRRUMCPJpyk5oopAY3jA/wDFOv8A9do/51x1xreoX1hBYXN1LLBA7SLvkZiS2OuTzjHHpk+tFFMD/9k=", 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eGGa5W6v00qB/trMbMsiqw/5Zbjjd9AeoqI6hNaajBFner5wF5B75HsRzXRGopK5EqbR3d3drZ2cjz7IE6r5rhcn0qn5f2i1huopJSjuufLlBxk4zjvj+VaoaC+ja3vIY5Rg5JG5WH+eaw1NpYm5jisJltEcxkY4LtgADPP8AhWSbNkkXNVsYptLlguLt920AsVzjHqBXG6TaLCmnyR5SSRH80D7rheASPXkc13UzlNPt/P8A3qkJE2ejk8En171gyQJbaxLbIoCW6EIB6M2f6VMnpqKwOOKrP0qxKetU5XArAZFJjFVZOtPlmFVWlBouIfIolj2Hj0PpVBtTKXMNjdbhOyHy526SMCcoT64xg1aEnPWrcdwAhGBzVRk4u6DR6M0fASvenVFnL5hlTy5QcEZB/wDrV2bWkCMkk3mTSRqQrNknBxngcdq5DwArRTaxtZZJCY2K5xz835V1VnLczebDd2jQnnBD5BB9DV3u7gloSSC0iiIFpuRx86xxA8e4rA1a9s7hTCj/ADpGWgJBznqV9R0HWuX8ceI7yG8FpZTtElsAHlR8O7juWHYenrmqtpq8nibQWuDu/tewJ3SIMGZQAeR64P6GkpLVI3hTtZsvpcGUhgehwatFsrXPWV+sly4B4f5h9e9bgcbOteZPSTR9JTtKCaJIAC/506RBk8VHZtukP0q0y10UPhPGzP8AjfIq+WDz0YcqR1BqvFfi2lki1F1j+dFhn24zu4G72zxn86v4Gae9lZ38ZivII5oyMMjjIIrojNxeh5ySejKI1Se31+1t3UlXBUccjB/+vXe77ogl/KAeTYq57ZPOfX2rz3VEks7yCWyTy44l8tNvzEDj157V38zMmr20bqGiky6H+64U5/Q1s5cwkrMuuBFb4TICgAc1WZM6suOgiLH6kgf0qzcf6hqYgzfSv6Iqj9T/AIVHQDyjx/ql1Nf3VtI/+iwNtSPgAHHJ9zXFaRqrxxSWfm7ovM8yNSfuk8HH1ruvGPiDT9HvbuK0sobm4ZiZLiU7vmJ5UcdunauFuvEUGtMtve2FsjH7s9umxlP9ayaWup2QnyNNLY6Sy1SEXJgMieYQMKGrRgDM2T1NYfh/wqI5VvpJC/8AcXbj8TXXJa7QOKypw5TbF4h1krjEU4q1ECvOcU9IeOlSiPFbo8xmdf20l/cwWkYjzNnc7jgKOtdxoVpFaWjwoq8ABvkxn6+tYdmkImDTAZAIUkdM10mmjhyHRs4Pyn7vtVJ6WKWxTEk7QLG9qkcdxmNVB5VeefT8K0p22CLIB3OE+YZ4PWsyHcfEn2aYfLAjSwH2fGfyORWhfHD2v/XUVo9WgMxkxq00YA2wphcdtx3Y/SnMKenzXt7L6y7R/wABUD/GhxzUNklV14qnMOtXpDxVCY9agdis44qA8Gpnbiq7nmmImUQzRmOeNJEIwyuoII9CDWLqitbXcctnGsUUKFUEajgcdq0g2KbHYreairTIzxImQF9ScU4ys9B76HoCIsbqq7NuMYA5z/hXN6zLKuvW2nvkW88guFI7lQQV+mcGtea4Ml1p08Zwrhy+f7u3P+FZ2vSpJFpl6yYkjuF59FcEH+YrWKd7hcl1aUjT7Uf9NlH5Gs26cPrGoS/7ap+Sj/GrmrndZ2Yz96cCsX7SJI5J/wDnrI8n4E8fpilU0QXCeYAmsq5ucHrRd3WCeaxbi6yTzXOxlmS6yetRfaMnrWabjJ606N8nNAjVWTNWI35rOibOKtxmmI7XwJam3iv2IGZZA2e5HOK3tUmktoZbjzSkcULSbRwWI6c/lWH4JkJS8DHgFMfrWxr9nBf6c0FxMYYieZAwU/TJqolLc8O1G485ZDIcP3+tUfDPiCbQNUklRfMik++o7H1/I4r0G++HWj6mhWw1YGcdmkDHPuQf6V55q/hPV/D10yyW7TxD/lpEN3HvipUJQ1R086kTjV4heSywqRucsqjoue1Ni8R3s+orBJOyRn+5xWRZQT3l8kEUTJ5hxukUgDkZ/nXcw+EP7Fuy08bTzg8SBCV/D/69c80k+Zo7aE5z9yLsbmhGRogZSd20nnr1rWY1S063khUySjaWGAp6ge9WJG561dNWicuOmpVXZ3sOHJqReKgDVIGqziBLBb3WLd5ozJBEhYL23ZwP512l+uIopgOYZFf8Oh/QmuXtbhoCSOQRgiusc744gRlJBtYexFXAY+f/AFLZpiFQJpGbau45YnGAOP6GoYbhZbB8t80RKP8AVTXlXxD8eEWzaLpso2EYuZlP3ieSoPp6nvVvRAlc4TxVfxXWp3AgffGJGAYdDyat+BPC02vaqkjR/wChQMHnc9D6KPc/yrlkzLL619GeFtIXQvC9nZlQJSnmTe7tyfy4H4Vjub3HGxjjwqKAoGAB2ppt1x0q6+M1CcVViJMp+WM8Ck2+1THGaaaaMmRhea2tFLIZ2z8uAMe+eKyQKv2b+XbSH1liH/j1OOrEaF2PL1mwm2/eDxMfqMj+RqTUGAmtMnAEhY/QDNV9SkKPOx58mNbhPbaTn9Kg12cPbWzQtnzcqhH+0MZ/WtUthjrYlrVXPWTMh/4Ec/1pHbrTuFQKOgGBVeV/es2BFM9UJXqaWXmqcj96kroMc1AzUPJ1qHdQQP3Vatbv7OSCMhuuDg/nVLNOFALQ6MTXFmL6xuVU+TZsYXH8SgY/PFNvT9qjsbcnKXVkyg+jqAyn8xWjrkiNo1zcR7X3QlEYc/e4/rWRayR/btIjLf6lWVge3GK6VqrgUdX1RJ/DdrdxMMlsgejYxj8zWVJKIoEjB4RQKp3cTWkctizh4UuXkjx9eKgM+775zWFSomzdUJNFa8uck81kTT8nmrF+cZZT8v8AKsd5Mmsr3M5wcHZljzeetWYnzWYHyauwNTINaBuKuxnisyBqybKa61Dxdcaa2rXFpF+88oRoGyyoWC+w4PJ9PemB6/4KUSRX6nodn9a4/wCI+qtc68bUEbLcbFA9Tgk/59Kg+F/iK5h0vXNRv7uSWO3WFgjEck7+B+OK4vV9VmvdTmuXbLyOWb6k0S+GxtSWty280sDJJFK0bIOGQ4NdBp3ilJ4fs2qPl3xsnPf2P+NcO19vUrntzXe+A/BEupmHWNSBWyRt0MTDmb39l/nUwk09DWbVtTQ8PaENWEt3OwEUU5COhzvwOQD+VdddSdea0JI4reERQxpHGo4VFAA/AVj3LdauTuYN3KM0vWqzS5onbk1ULnPWoEy0khJqzG9ZyMd1Z/ii9ubHQHntZnilEqAMp5wT0oJOriOT1rtQAscKkj5cfoK8GvdSvLfSIb+w1/UpVa4+z5njVFmIXLPH32qflO71H0HQfED4giVH0rSZcRAbZrhT9/1Vfb1PerjoNK4zxp42FhealYaPcK63LDzZkPCkDkKf615JczmWQ5OaLi4yTzVUNuPNKUrmqVjq/AuljVfFdhbuu6PzPMkGP4V+Y/yx+NfQU75NeS/B+zDX+oX7L/qYViU+7HJ/Ra9PuZOeaEtCZPUa7jNV3kpkkmDVdpOaZLZOz03dUDSUK9Ikshuau2/zw+X/AHpUY+wGSa80/tW5uPHFzplxrF5aWzTbI2iljRY+hJJcYxjPHUnFdb8N7m+udT1631Ce5lNpKkca3ON6DLg5xxngZxxVRdncR2ciJeXFzGDkPb7PpnNcfZXUrSaTp8ynzIDKHDdRtxj+dd0trFHI0gGGJBPNZV3Z2pvvtYXM+0ruP+fp+VaOS6DGO+BVOaTrUkz4FZ88vBqGJEcsnOaqSS9aJJaqSSe9SxitJk03fUO/mjdmpuBYVqmX61zfie8uLLQ3mtpmilEiDcvXBPNZGrDxJomj6beXOpXizXe/zIiuBDjaVBOPvENnH/16YHuC6ZBbWEsCGQxAhgrNnBBzVHUbKBFkuFXEgiYe3rRRXStmOPxI4K+JzWS7sM80UVxdD0pfGU5iWglz6GsVid1FFKn1MMZvH0FSrsBoorQ4jRg61yN3qE+l+Kri9ttvnRStt3jI5XaePoxoopoB+k3MsGlXlvG5EbvGWHqQGA/maoSuSxJNFFTI3hsTaFbpea3BBNkxsxJHrgE/0r6b00AaRaAf88V/lRRTiTUK933rEuaKKbIMic9aok/NRRUsCVDyKyvGP/Isuf8AptH/ADNFFCEclqevtrEUEcmnWMBhVUje3V1KoOigFiAOc9OvNYV3KzOSTRRTLgZznJoTrRRSNDsvC/ibUtCs3hsXiVJpCzh4w2SAAK2ZfH2t8ZNsf+2IoopolpEf/CeauV+ZLVvrGf8AGoh471UyEGG0x/uN/wDFUUUyJF2HxhqDyKDDbYP+y3/xVa0HiG6dATFBz7N/jRRSJOJ1PxDLZeIdTDWFhdJNOHZLmEuAyjgg5BHXpnB7g0Wfi3W7S5ubuC9eOa8kEk7JxvPOOn1PFFFN7FQ3Oks/iB4kC4a/3g/34w1XIfH+sv8ALIto/I5MRB/Qiiimi5JHWWV/Lexs0iopAB+UHv8AU1HcscmiiqZkUZCeaqOxzRRUMCPJpyk5oopAY3jA/wDFOv8A9do/51x1xreoX1hBYXN1LLBA7SLvkZiS2OuTzjHHpk+tFFMD/9k=", "info": {"video_id": "208396", "label": "pretending to put cup on a 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": "9b732fe753d7fcd5a1b04ce3c4f0e6706833a01bec3cfb77058f3a496de607b8"} +{"episode": 19303, "episode_seed": 857106581, "split": "train", "timestamp": "2025-10-13T02:59:30.614345", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 857106581, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 vitamin jar 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', [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": "184433", "label": "pushing vitamin jar so that it falls off 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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", 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", 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", "info": {"video_id": "184433", "label": "pushing vitamin jar so that it falls off 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": "95595c30672c44f8b58eaede1409c68ea7407a7d698c0188993da9f24ca3774a"} +{"episode": 19304, "episode_seed": 333660428, "split": "train", "timestamp": "2025-10-13T02:59:32.119792", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 333660428, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 duster up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155228", "label": "lifting duster up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "155228", "label": "lifting duster up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d79314900f795efbdb34d1353101533b4f17427aeb72a8b24770eb5788b7efc3"} +{"episode": 19305, "episode_seed": 2754221228, "split": "train", "timestamp": "2025-10-13T02:59:33.939074", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2754221228, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154789", "label": "pulling remote from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "154789", "label": "pulling remote from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4e36b5a60199cd580e33e649b176f9b2fb7f0537d5830192972903d97da65e63"} +{"episode": 19306, "episode_seed": 3984472830, "split": "train", "timestamp": "2025-10-13T02:59:35.048853", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3984472830, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 figure'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "151535", "label": "taking figure", "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": "151535", "label": "taking figure", "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": "0051b97b0f4d395d7106dd096d0189a691ad25a9a033b7b465d8a21b1037c92f"} +{"episode": 19307, "episode_seed": 3121698812, "split": "train", "timestamp": "2025-10-13T02:59:38.632156", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3121698812, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 computer 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', [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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PyoqnHA9Sckn3r3VZEs9WeJmAU7DGfU/MCPyxXhHjaSCPx9rRjjWUST7hnscDI/PNYRfvs1ex1vg68ur7wdGHUiSF3iE+w7mQDIVmHUYJHPpUOvPHFcafbxKTLJH5n3f9sZJPYAE9j07Zp3gHURa6MEkDGN5JFOCMJnGDj65z7Vb1PTH1C6ntow8Qh2m3lRixC55UjrhgOV5+6DXLFuNWSlouh3U1zxSRn6en2aztvlKMURkDdSeST+Zrd8J3S6br7WLkx2d+AyH+44zj+q/gtVJ9GTzbWSAuRDbqqqOfML5Ocf8AAayrjUrddSt4bOaSW/SQAeUcxxYzkZPU5x0rqpy1OOrCzaZ6ddxmQkRhwARtIOc1SvZAjhWHDZV+Tz/nrW2IZoQVCjdIAp9M45rLu4A8bSLJuCfL8+ATj+YrsumziZgXcJnuYPlUMVKhs45/+vU9jZsF+Y4ZmGVAz8o5pZbUGaJ0J25JYEdD9auRBW3iNmDEbSCMce1Q92jWOxDcW0seJpGXcWD8MDkHjj86yvipq1zb+A8W8jL9qmSGVgeSmCSPxKgGt2/tWXSZHjGZ1B2ADuOR/SuS+I93BL4HkTBXNwjIGXByDzjPbk81zzfvI2jseX+Erm4tfFOnyWxKs0gQ4A5U9ev5/hXpVzE0c00kyMGMLyIp6A85wPTrj6ivNNGuCdZspGi+RJAxCZBIHXkcivS7u5lv9K3Rqq3cKhd6knI7lSOhJx7cDPWsa6aqKVtOp00GrOJyenpJNiQRlA8DSIHOCUITkfrj2FXZVF5A6x8kZkjI6kjqB9R+oFaS6RFb/bpxCqtPG7IjcIGwA2327/jxxVC+S00OIw3MreWBtjUYMjgd8cYHuePrWkZXehNanytXO70nUF1XQYLgrm7YbJB0BZeMj69fxoMJgEjMh2nsfTHWsXwCr31lfzIojgMgEUJfdtPPGfpj9K6e7XJUzswMhKKc4+X+orsTujgktTnWdijAgKSpQkjGatWtksohfevlkAuB2OcflSTQR+cUJ3KfuuvBz+NaNvGkECoyM3OSQcUPRhEsGzLIMyKuMyFXOCfQ/pVnQ3EE00Ifcu8gN6854/A062tfMnVnxgnHT24qlEz2mqTKYn8lirqwHCjad2fyFYVndG0Nz588V3lxf+LNVuLly8pupASewDEAfQAAV33hpry98EWnml2jg8wxnj5VB/PGAR36CuD8RXXmeKNUkgwVkuXcEr3yeldr4Hvja6NFBJGPLlDK2WO7kkhgOnQN+fesa6k6acVqbUWoz1ZBrpP9oW0MMUhCW6ys46Ku/BJPfkjn3FEGbVYUwofy42UDkEBAM/nx+dal5pLXs80bxZWOdZIPLU7lwMlcHgArjI6ZAxyKZc6VGbhruERqqRRopDjbs2g7mPRf896IzTSsa1qbSuXvB90lhrUunS5WzvE82IgZ2sAePyyv/ARXVXMLTTAqrKN/ykNkY9favMbbUbe61+zt9LMj3XnKPPztT02qD155zx3r197eSPzIk/1chOSOcqByf8+lddN6HBUWpzt7IPNCbfldcY569j/KordBPdOGIQmMMuB3/wA5q9eQBovtCybgeArEBuOO386bp0CR3BdMsMZAIwe/H6Vb2IjuaFpZpHGAXK7Ml2z3PA+tLJAlrPCVlV3DY+UEgg89fwqxbx+cuAm0A/N1OaXVLYpZW8sSbnidJD24Vuf0zWVR6NGsNzhfjbezvpOjxI5+zySyO6joWCrt/m351wHgCW6h8VRC3kaIvFIGIOONuf5gV2nxcuW/sfSYXikjlWUyYIztBHc9M8foa4LwzLKdbjkYA7Y325HCZ4B49Cc1hbmpOJqrKabO/wBWiNhY6kfJIlW337MgkKeSBjjt19jWBZwyQtM8yCLYAzKzAsqFy348YPautvZ59StoLmHakolUOQpIPPY5yB8rEg5B5qh/YVvDa3Nl5Ii+0uuEJxsRpOQvcY54+lZUptRtLc7Jwc4uS7ffrv8A5mXI0piS6gO2a1YTRtjtkZ/I4P516XFdxalplrcwIQ06B3UnBQkcgeorzLUryw0geReKZpARi1Rhu47Of4fp19q7bwFDPP4YincjBmLRrnO1QOfrzn9a7KTPOqLQuyxtBasCpzztzn5ay55PMtpSAAWAYkjqehNdFdxea4WeQpLIu8luFwOme+aw5oE/e92QEjjIYVtuYnoscEj4EnH9446Vajm2+WoAGGGR3xngVj6D4gPiAPGyrC8LjYoz8xJIHJ+ma2EhJYEfe3Hj865qbUlqbvcS/cW01tcNgh3ZCB6Ht+leSeMvBE8viRr6ytWEcoAZI8YVgMFjkjrlf1r2K+thNp/lZMZDZVyPXnp/wGsO6eWRHkZVUTQ+YjbwNm0Yct6DKg57dz0rjxc5Ul7Smrs3pJS0ZxOl6HHpVhY213cFfMOzzgvET5DDOcZXmti+1Kw0SEz3U7QFgFVAMu4AAwo79OvT3rB1zxZatCYbKOK8mYhzNImYo224+UH7/fqNv1rjZjNc3DTXEryzP96SRsk/59KqnRnL3qr7jlUjFNQL2pa/c36SwxL9ltHPMSH5pB/tt3+gwPrUvg/TxfeJ9PhjhUmOQzMfUKM4rKZQmSewzXpfwv8ADd4l/Lqc6CNWiKRZ7g4+Ye3QV2KKWxhKTk7s7qV1Ryx3xFgRkt8oJHWsoaeIHzJIuM7uuQRjvWzdWhcptVGyAu5ecfjVFolYt0YsMAZ+72Na7bGDMKS1nFwWVW8tuQBzmp4wbYqzcsc7s9PpWd4i1W+0C5sVhTe9wW3DbuIxgcDNakcavEroxaJmIJPY45rLmvNo0ivdRYtG81QjN1ckH146VzmsacmveHrjTWRSQxiV35ZCTwR+X5V0tnD5YWYLkKdwJPHWs68gIu5oLeQBp1YAtyEZMEYHfgYxWNePu6bm1N66nl+i+DJra/SW4zEoBCAOGzu4BPtg9K6Oxe0WzlcnynRgtyhYbY8Yw2T0DbfzFTa9rdnpdyDPkTPGsi2cPLKQ2VyT90fUEkdq4DVNUutYmLT7EhDFlgiGEUnqfUn3PNc1KNWsuapou3obucKb9019a8WRO3k6UmdrZa5kUEZH9xWH6n8BXLtK0lx50pMjk7maQ7ix9yetLswDnrWjouhXmvXnk2cZZUwZXwSqL3JP9O9d0YKKsjmcm9z0zwPp7WfhGBniVlucz8nG3Jx/ID8607qCG8RGVwvlDG3k8Z7HvWzb6WLLSra2Dj5Lfy1DJnGP5cVnXNsYh++G3f0BHYdP61rHYxluY91arLCIom5ALfNxjJrTjs3TZ5g7ZVSfvEVFNbeapkyqxqueD6DIqj4Zub/UYQmqLMtwTmEyDHy4yeMDqfbtUzlqkOC0ZswXDedDyTsbjsD70l84t7mzmUbg4KFj05PT9DUscIMqoVxKBgqeORT9TijlshE5GVLBNh5z94AnvzU1IqxcHqeV+K/Ast7r819D5Q80/vcErtI+XKqB3xnnuat2mm2ekHTrWfcIGHleaWyyOpGPXgk4I9K6XWLpYNLlvbu5ihtriETLMRyHwF2L/eOVLYGTn0Fee6z4wuLwGDTFe2hLFjM2PNYkANtx/qwcdsn3rz6Ua0pcr0itPlY6m6a1tqzf1fxFp2kK8cytPeE5FujDKntuPIUdevOO1cBf6reamMXDqItxZYYxtQH1x/Efc5NVxDg9MCgryFUbnJwo9TXbTpxgrIxqVJTbbOl+H1g974qt3jjT/Q42nJI6nOBn869hnMYaWMgwGRSuS2cZ9uvpXNfDXwleaZBe3V6vlTTR7djAghRyM+meuK6y7s2eTcqgxkAllXHAHQ1vFLqc82YZsVtt2+RcgE98c8daNM0+fzbhjgRgBhlug7nFW3hEyuEwXfH/AAHv/Osq6j1C01i1MJZrbrdDzMcenXnuMfWicmoigtTdVvKVfLPylMZB6+pNWY1WaxaJuQInwPb3qMRKIUlIxHIudo/hPpVy1RY1Qho/3ny465B4Ix+dJpNFrc47xDpZ8ReGhbXBVSj52t1DICRk/iRiuT0jwWmmPcPN5bXXlmOMoTtBAzwDyScD6Zr0F0+eYWx24jF4ik5DlSQ27PG0hjkccCuF1nxja2V5OmmMt7PkETZ/co20q2Mcv19l+teZKNb2jhT0T1v5nYnDlvLcvpqWmWukxXk7LboxLOrE/wCs5yEHVhzkY9TXH614uuNQmK2CvaW4yC/Hmv26/wAH0HPvWRdz3WoXBubuZ5pTxvfsPQDoB7DiodiqvNdkKMYu5lOq5aIiB2FmVQTtIGRnrXveh6cdK8MWVnNGrCKJTuDbcZGT+pNeV+FPCV74ivI7hYnFgkgDybDg+wPc5/KveLmyKoUDBmKocbevHTJreO9zCWxz15axXEv2oSjAABXBJGBjArNvLN5ABA43RgAvnHb+dbc9uIiEmwDwxB7+36CqV3ZuYJZWZUUjIGe/StNjI6Owi8u4TyYEhij5VQoGK02Dq6SvLuLBScdelVYpkvBMCu1dgbIH8SkN17jAPFW7GN5/tbklizeZAo5BUgHHvjJFc8GlZWNW9STUAi2onjkZsyh+eoH+Sa8p+INzdpqUOki6kj014jIYlOAHyc7v73OPavYpw32doHCGR4GBwO/UflivHfiWmzVrRvmbCMoz35B4/HNOUdUy4vSxxkagEDr7mpo4pru4jtbOF5riU7URBkk+1afhrwxqXii/MNkm2Ff9ZO+QifX1PsK908L+C9M8Nw5gj33LgeZPIvzt7ew9hVJCbOO8I/C2O0NvqOt7LidcN9nIzHH3yf75/Qe9ehfMIWWJRlBtGB2/+tVyZl8soSRvOBWfeMViWBAxkAIIAP500iWzMvbmSGVOdp2bT2HPWq6wRh0DMPMkycjqR0z7VN9mBzvbaATg53HOOleenVL+78aXenLrV3aRhpViCAMSQm4L7Dg80N22ISuzodcVw6GLbu27CR1Uf/XpLaJvsvlPKUXaSdvTPGK5Pw3r19fPefbLiS4YhCm/B2k56V105STZHG6pLII53AIG8qQjgfUZ/IVnzcvQvZFmzWF8xShgA2/cOg7Vja4JY7DUnheSKeNWkhkj4ZSVzkHr+PpXTRRrHJ5ySgW+zgHB3tjofU96x9fQzWEkp3OxtgmB3Azk/l/OqnHmWhUHY8F4dElZmaZwTISc5JPU+9SAhVyaS2tri6mS3toJJZXO1ERclj7V7H4M+GMFtFFf6yY5piNywggpER3P94/oKaQ2zjPCPw/vPELreXwltdOPIwMPKP8AZz0Hufw9a9g07SrfQLSCxso44wpxtjHZvfrn1PWt2aOKCGNYwdpJfnjiqMjK7S3W1toyrADkcdf8+tOxDZn3jOhlPmABk2qoIzisSI+fkyNlY+x6AdfzrQmiaWRWYIpYjYG6/XFc54vu30vRxcWcskcxkALggcEkED2p7Il6mnMsRtN5ygkUgk9cH2qlaQSiZmkY73bYvbcxHSuW1fULiHw/Fe2WvajMn2n7ODcRqizkLuZ4++1Sdp3eo9wOvs7wmzuJ5ScqBNHk5KlP4h+DH8qhtrUdi3iOG4SSINIMhsHPJ44qbUYlSCF4onUJIC4I+7uyOv8AnvTNPit2jmhhmTzJJDJE2/HyE7se2AT+VXrkiW2ltkmZ4vJUFvXDA5/WmvfjoEXrc8M8fRKPFkiSMxg+zDy0JztPT5fQZGfxrm0AB+ldT8RYnXxKhEeC8RKjPYEmrfgv4dX3iOVbm8ZrOxb5kZhh5R/sg9B/tH8M0oxa0NGzmtL0bUfEF8LLTLZpH6u54VB6se38z2r2zwp8N9P8MhL6Zhc3qLh5ZV4BPGEHYep68V2eg6BpehWSwWUAiSMbyqjIJxgknuT60+XbIi2xGGkbIY8jPp/OqSJbKMxlezOGwfu7jxwOmP8APasO+uH+2FTJgOoQkc8fh1rW1DfK3kojZRRv3YGPestreNYS7HAAYoE7/jVJJEMhW3jEnl5w+zc2339az7i0a4vQ0T7txAKqOmOBWFbapJdeNZNOuNVu7O3kk8pGiljRY8YOWLjGMfiTijQrq/8A7d1S0nluC1tOABcYDptY9QvGeB7VN2CR1kUcDQq/3if9WR3xkH9c1fsRm3G+DOzIRwM8n/69Z8lxaNqYZyqeTIZEjbIVklTPH4hf1rVzFFHPJHMWacZQKTwhOfzpQlzKwdTgfHsDL4Pv4nUrJDJjGfu4YcH1HOK8lIjyGRccAMfUgYzXtvxCgZ9B1GTZuLKXc9cZAH868j0Pw9qfiC6W3sYNy8M8pOERT3Y/060lFpmt7oqKGZljjRnkY7VVQSSfQAdTXpng74TSXirfeIkZVfBjtAfyMhH/AKCPxPau78HfD/SfDaJcMwurzaGafHzL7Kv8K/qfWuxuDHBJGEXIiXhSeSfSqsS2ZMFvHZCOztwoiiTYwjXauBz+WegrO1F3WKcNKp3MCVDDsf8AHFakxEVq86qxWQcAfwnPf8e/tWNJbHziX2B8EkdSBjmrSIZQ+WSJp5jnHHI/AY9e1JeQI0PlM5Tfg89cjt+tZXi29fTdHmNlJJExaMCTPzetc94iHiLSdD0u9vNQvBNd798TLgQ4ClQTj7xDZx/galvUSienWICmBcZDMuc98kg/oaPDqh7sg52xRbkUE4BBwKKK46v8SJokjfRFVm74wOffrXE+NdJtdS8S+GbeUOqTLMz7GwcqARRRXYyYne6VplpY2FtBaxCGKMYVU4ArThGI9uScZGSeaKKTGtyN4184DHAANZpZpBPvJYxgbSevJ6fSiin0EzKuQUhZlYjhmwOma8c1y/m0rxjfXlts86Odtu9cj5l2nj6E0UUpAtyXweAtzff7CrjP411F5OzxhCqfuy5Bxzzg4+mRmiiuev8AAUt7HTrCkVtCiqAFQHPck9SamYK++JkUptcYI6UUV0rYT3MjwV4X0zSra2mgjdpp4d8kkhyxJ6geg9q7E28cF1GIwRgHnPrmiil0GyWYiRXyq8DAIHTtWbe5jhgdGZGL9VNFFOOwmVbuCPZvAx8obA4GSa4Pxygj0GUDJCyR4BPuaKKSJOI1vxG+s20ccmm2FubcLHE9ujqVQZwoBYgDnPA681332mWC1R4yBn5MY4wVwf50UVEvhY2avhxF+yXc5GZAxjyfT/E1rxnbFlcAnd/If40UU6HwIqfxGXf+GNL1nxAuo3sJkltrVRGgOEyW6kdzXZfYbdLIOE5CYHPaiitOoiaJtloigAgjv7ComiUyy8YwDjHaiikgZkRr5tpIXJYoflJ7DPSsnUIhEp2s3DbcE9s//Xoopvcg8v1XWG0rxHqMX2GyvIpbgEpdw7wCo4IIII6njOD3Bq/4PvLjUdV1S6upS888iSSPgDJO40UVL3K6HTWIN7rVtbTuzR7SvvtXoPpzXWyHN5ICAdhOPwFFFZ0Ovqxy2RV1K1j1HS7vT7nc0E6LG2DggH0PY1raBoGmaZDJaWdqsUCHaEH0HJPUn3ooraQI0IUSO/lCIAF4H4EU6VvNh3sBuJByBRRS6jM/UB5d7EFJA2HIzwfb6VS1C1jBcDIG4rgHGBjNFFN9CDhPGgxoErZOftCd/c1wGoa9qV9pFvY3V3LLDA7yL5kjMSWx1yecY49Mn1oopMaP/9k=", "info": {"video_id": "26171", "label": "showing computer to the camera", "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": "26171", "label": "showing computer to the camera", "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": "cc837672dd2765a4077ba51688c5b69a90fd8b6f670257310cf3fc94e62e4a70"} +{"episode": 19308, "episode_seed": 1606784376, "split": "train", "timestamp": "2025-10-13T02:59:39.049305", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1606784376, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) shell of table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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"info": {"video_id": "3447", "label": "touching (without moving) shell of table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "3447", "label": "touching (without moving) shell of table", "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": "678b80f195e4d5477ba5b550e3bd5c34a1f8fda3052728edb2834d347b4d6b4c"} +{"episode": 19309, "episode_seed": 1207939203, "split": "train", "timestamp": "2025-10-13T02:59:42.357764", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1207939203, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'attaching headphones to door handle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "86031", "label": "attaching headphones to door handle", "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": "86031", "label": "attaching headphones to door handle", "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": "71041b5ad4f08c64ec95e397a3ec8fa3083dc57f6a893c1040e5b913493b4d9a"} +{"episode": 19310, "episode_seed": 2685984093, "split": "train", "timestamp": "2025-10-13T02:59:45.921928", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2685984093, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glasses on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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0Uc/WlfeSfmwxGAM1QdgkbLEh28Nyc1JbXGGVmTcOtZ3NS0jJES2MYPK+p/Gqt24nmjOMMoKnJz15H8qbdfvZd5kJzkYX1piZdiHAbBDEDjGP/rZpxunykS25jMvtpdQFG3PGKW18sOA6ttYY4POf61Ynto0mZQdxBxnpnBqJI2c7ipG5sjOBkew6U1oNtNGpYgRNKC28Nhg+eo/pUrXauzBR0457GqcJMUb7vuNjAPWnRur7iCFLDIBocuhPL1ZbedSSCdxqF5wSFPbmo2wELbsn0qrMxRdxGGKnikm7jSRe058zFu5NJ4i1i608wxWq/NIhJcnAHOBTdM6g+lL4jtFnW2lK7guVxn8q7YaRuZyl71jGtvEGrXltZ/a7LZA05iBRsmQqpP4DjNdpo8sjTqWUqrjBUjP61gnTjHoVvbBgjxMsiNjo45B/z2NOgvp2+Uvtxk5TgVM5paMxlTk5Nxdxl2glv5ZYuVEjdBnuT/WqTXAhDQ7GJz/EelX5GbDM4yWx90Y656/lWYFYylx0Ayc+lYTd5XXU2ow5aaj2LkbqcgcK3XmrktzIqkqMtjgevNUbeQGMxTKCnY45B9QaWectJiPnsSOamcrIuMbt3RYWdigZh27UhkZh04BzUSOjRgbW3Ln2zT26DbgKOeaha9SnoUpZGeTA67v5VuaYQUUiubEgM/XjNbdixWYKp4Irpoomq9Ce+05bzVopT0TDnk4JHA4qrcm4/tRpbO4ELKBHICm4MByPTkc8/hW4cRK0jdhnNZOV8hZC2XJzx3+tXVuloZwaasSvD50DPMRcSbTjzQCPy7Vk+SWUyYyHGTzj3q6J2bDHKtxjPp/hVe5HlxbNhI5GQeuDj+Vc8pcyu+hUIcjsupUW63MqeX8q+vNauny4DrnCjnp9axlR0By2Mnbj1P0rTtpy8WJGxt7gdvTPehPqXJdEavn7jgMCM9B3pHbOTuOfQVWgi2wgqCcH1qZlEabm4FUm2ZOyIro4t5iCQFjZj+VSIMqpxg5xx61DcgLbSE5KkYIHfJAqMTlY8ndkOdxUZwTSloioas0FkKORlTjk5pJbhPlkHc8+1VTKvmYOcEZNOC/IZF4xgc8ZFJt2HZX1J2Xz4ZFYDa6lefeucCFhuOQrr079K1xe8HyjwvOPX61Rmbyo2XLLgnoPfr+tK6aBXTKouItqxDJOck4xVhdrLjIG3ndgcVQRWyx28DuR3q/GUliGVCSJ90gfeA7EdPxpxYpqxoxyHewY8jir+UijAAGRge9ZdoQx3j73cVfBRVyDkg9fenFhMRvl3Oe2Tz9KybYD7LGrEYEa7s9cHpV27nUW0xzx5bdPoay4ZoD8zs28BSAuMdPSio9EKmncnlQq4Dcdsd6tlUFu0cUYDDncOap/eJ3OzE9DjvSvdNAhaNwJCSGz3rNaGjbZFM5SZxubkZI9x6etWrX7QPNLsAso2gexHWobyGOdxJv3HjODkdO1Ohkby1dcfeBIPeqirSuTKXNGwsQUko4dSVycLnnvUixyxw4AG3OVA/oacXZQzKwBz27g8/1riX1HUL/xle6Q2s3lvbhpPKVAGyQm4L7Dg8mr0WhGrSZ2MgY5VkA2549fwqMMrE/JggYxXKeDtX1HUUvWvbuSYKEK+YRxnOcdP8iulj+dzITkZGawnubw1RdK7VBJyT296zbp/wB5jNXXJwGc5IOcVkXEm6c896qO4ja059pHPWtiRROiKRkA5rnrVuUxXSQY8sGu+GxyVHaRQ1Oby540ABwhIBGc1SE0Uqk5ABBYemannljurl8ORKuQFAyR7/Ws6L5pCkiEKMk8dciuSs/e0NqexpBlS0VwQ/mggAdiCD/jVSWMsFGQAxxwM4H0q4Y0MWE4CYwM+vH9awfF91d2Phgyw3IilEyLuThsE9M1VtiYy39TW+zMrEMRkgDPXI9arhdqEqQCeeevT0ritT1C8t9IivrDxBqUgNwYP3yKizELlnjxztU8HPqPcDrZWKopOWPAJxxmsp2NoNsswESFQTnufelvp1it5NuOFzxUcO1U6kKetUtbulhtfKH3pCOKiBUytATK4IHeuksjiZAOWxWFpy4jU47Gug0wAEyE5LHFd9KJzVZ9C9qR/wBGSLeFDtgk+nWskzG3DKoJVSNwHPFTaldGa88hcbUGM+p6moZWjuYHMIbcpG5ScYP0rKq7t2Cnotdhpmjxy2DuAGecirVyQn7lDuHDbvqP/rVSs8Mw86PJyMDsMd8VbkQSIHjYBiCM+mDnn8zWUNmaTfvIrGFmnVN5Xvn3/pUiwY4Y7QDyPQ1xzajPd+OLjTLvWbq3tjLsieKSONY+BkneMYxn3Jx61f8AC17fHUNZtb6a5l+zSqiLdYDIAW644zgdvSm0g5mddFxkq5Kk9PWrBQovzY46VTtWYHJ6A5x61acs2CwxgHiqhsRPcqXzZgTc3y+agP8A31n+lVUZ4pCdx2uCSam1F1CQgHA8zP5KT/OqyzRmM7wUGAT6s3+FRUeqKp6JibmaRNm8noRirZl8mLy5uQD0+tVoJDEzYypI+XHU1LcoGiaQujEpg564/wA5pJaXG5a2ZGdhBKYIX0OM5NTToI4gsg3O2GX6EYP8hWfAI7g7WYqBgHHrnpWhLGSqunPBUDt6/wCNOnqmxVHaSKTwlpUQBQSc8jv2qYQHG3heTyRyDWX4wnurPw/9ptpDbzCSNd8TcnJ5FczrDeJ9F0nTry51W9E10X8yNl/1IAUqGOPvENnH+BqmkgUmz0C1UBe/bvWiRkn8KKKmJU9zJ1VRHp9wy9fLY/Ssk/Pcx7uSScnucD/61FFRU2RVPdmlbEt83fbnNUly3mSFjkZbHbgmiik9gjuy6W3iEkD94xzx7CtWz0u3ktgzbx8xPBx0ooraCTOeq2loJIFtIrmSJBwqkA9ORXjWta5d6f4yvL2AR+cs7Y3LkcrtPH0JooraaVjKm29zb8C5W11Fid2BGACOOjV1tpnA57iiiuKp8R3U/hLM64jfHGDgflWHk7+tFFFP4hy2Ni06JXSIdto5HUKT+lFFejDY4KvxHK2d1IbgyEKWGQMj2z/StFky0XJGSM4+lFFcSeh0taonwCWOMFkOSK53x58vhucgDieP+dFFW9hR3Zwmq+IH1i3hjl0+xgMKqkbwI6lVH8IBYgDnPTrXoc0hkhjLY+9iiisqmxrT3LVuB6dq5a9mefXCshyqLgCiinS3HUNmFiFUA44rYtpGiRmXqqkj8qKK7onHMoTOyLGyn5nYFj65xn+dW7ZmVMbiQ0nI9cD/AOtRRXC27nSloLE5N0o6ZTPFWosZA2gDf2+hoorVbmT2PLda1dtM8Taqv2Kyuo5bjcUuod4DKOCMEEdTxnB7g1ueDbufUJNYvbmQvPK8bu2AMklu1FFZvY16nb2zERdScZxn6VNM7KnXsKKKcfhIluZOpysDbDPHmN/6DUcFxLPGm9sjAGMepxRRUy+IqPwkqOfkPGQwHSn2p5uWxztH0oorRbozezGE7LtVAGCeffmrqxhWKhmxvU8n1PNFFVEl7L+upzfjg7fDExAGRcR4PpzXn91rWoX9hb2N1cySwwuzqHdmJLY65POMcemT60UVBq9z/9k=", 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", 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", "info": {"video_id": "219281", "label": "pretending to put glasses on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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vJPzYYjAGaoOwSNliQ7eG5OaktrjDKzJuHWs7mpaRkiJbGMHlfU/jVW7cTzRnGGUFTk568j+VNuv3su8yE5yML60xMuxDgNghiBxjH/1s043T5SJbcxmX20uoCjbnjFLa+WHAdW2sMcHnP9asT20aTMoO4g4z0zg1EkbOdxUjc2RnAyPYdKa0G2mjRtd0JkAbeGwQ+eo5/WkNzI0wXHy44J61CrGGNic7W+6CeajjmIcM6kjoBjtUuXQFHS5aMxBAAqC4kZUwepPNSLsycA+oJNVL1iiLuIyTnihK4+pJYtm4+box4roJEEunSxnoyVzVm2UJB5HSujs90kAJ6V20loY1XqZy2Mdlo8qSDInPzDkn5v1pbL7cYxDcXzSLjA2oFJHuf68VdvGUzww7lAALEGqLzGNmSMMV5OfT/wCtWdSTjLTYLKasyO+tkEyRxxoqsu7KqASQcYPr1qlI5tXDFCWIx96tBvnPHzgEqAPTH+IrMnDSyAgdwM1jJ3fMXTjZcvREsM2QH2gODn5a2ZLlI0yQeelYlvK8UuQwb+Fu4P8AQ9quzTKzlcc9cjtihysgcbsti4HzHOB6UwzqORjp1qJsFhhxtPQioXyWKKPlHf0qG2CSFllDFBjqcmtm1l8u1Z+uxSw98DNc4j7p1A6AYFdHaLug2HuCK66KJqSsrHIr4o1ttRt1gtVl80+X5ZfG3vk+1auj31zdiRpYGEpldXY9AQxGMe2MVV0nTBFqgk2cw7gST1yatOZLC+neN12zSeYy46MepH14qnOyMqkHNqz+Rt606vo1qHP7xnwpIx2Iz+tc26G3RWZWwh6jitB7iWWLltwwWw3P/wCrpVC+OSVAbjPX29awnJSSaHQpuDlfr/ww1LhZmYldueAc81p2UgJZi2CcE98dayY2khZCCNw5A9v89q0Y3iO5x8hON4XgH3xST0uayWtjS8/ccBgRnoO9I7Zydxz6Cq0EW2EFQTg+tTMojTc3ApptkOyIro4t5iCQFjZj+VSIMqpxg5xx61DcgLbSE5KkYIHfJAqMTlY8ndkOdxUZwTSloioas0FkKORlTjk5pJbhPlkHc8+1VTKvmYOcEZNOC/IZF4xgc8ZFJt2HZX1J2Xz4ZFYDa6lefeucCFhuOQrr079K1xe8HyjwvOPX61Rmbyo2XLLgnoPfr+tK6aBXTKouItqxDJOck4xVhdrLjIG3ndgcVQRWyx28DuR3q/GUliGVCSJ90gfeA7EdPxpxYpqxoxyHewY8jir+UijAAGRge9ZdoQx3j73cVfBRVyDkg9fenFhMRvl3Oe2Tz9KybYD7LGrEYEa7s9cHpV27nUW0xzx5bdPoay4ZoD8zs28BSAuMdPSio9EKmncnlQq4Dcdsd6tlUFu0cUYDDncOap/eJ3OzE9DjvSvdNAhaNwJCSGz3rNaGjbZFM5SZxubkZI9x6etWrX7QPNLsAso2gexHWobyGOdxJv3HjODkdO1Ohkby1dcfeBIPeqirSuTKXNGwsQUko4dSVycLnnvUixyxw4AG3OVA/oacXZQzKwBz27g8/wBa4l9R1C/8ZXukNrN5b24aTylQBskJuC+w4PJq9FoRq0mdfMpLKrpt2n/OahZisgBYEEcfnXLeD9Uv9TF219dTThQhUN1yc9MfSuhjIeUhgQR04rGe5vDY0UKLDvPU/NzWNqNxuu9mOgFam5QrFjyOvtXPLcC71SSQDIzxVQVxN2ZraepVWZuFrp9P5gHYY4rnoF3bI84B61uvci2sHdcZA2qPU13xVkclSV2ULlszyXBcMd2AB/CM4FRNcksRIGyp/Q02GeNV3TZ+cjaR2PTk1FcJIlwQFOxjjOf1zXFUfVG8OzLts8WJpVkB8oggAdcHNQybn3PjABzip4ViZRGFCCQkHJ6/5FYPiy7vNO8Py3FpdNDIXjAKgZwTz9KaXuoV/eZqx258tXLE8557H6U1sJ95AxIwTXDajf3Vvo8N/Ya/qMga48jM0aos2Fyzx452g4B3eo+g7OWR2wjPyQO/FZ1NjSGrLUShjxwAM+/tTLhgqHk4HeiLKqQDj+8arXj7Iiuep596lFMjt2JlzmukspcqOa5a0bLmt/TDkYNd1E5qzL6IIY55AOSCaxRdKQoYDkZDY5JrX1CdILcKzbQ5wT6ViXQCLG8YZ4+v3eOv86iu7bBSd9y1biOW5RN6jeMnJ596SVvOf5VA+UAn1wME/pTLRYwpcgiTbgt6c+1WPLaO5yrIFDHO4ZHPP9ayivdKb98ppA0gkfOR3Xpx6+9TCAZyxwo4yBXGfb55/HF3p1zrF1a27T7I2hljRYu+SXGMYzx68VoeFr2/Ooaxa389zN9mlVEF1gMnLZzjjOAM49KGkUpM62LjJVyVJ6etWChRfmxx0qnaswOT0Bzj1q05ZsFhjAPFVDYie5UvmzAm5vl81Af++s/0qqjPFITuO1wSTU2ouoSEA4HmZ/JSf51WWaMxneCgwCfVm/wqKj1RVPRMTczSJs3k9CMVbMvkxeXNyAen1qtBIYmbGVJHy46mpblA0TSF0YlMHPXH+c0ktLjctbMjOwglMEL6HGcmpp0EcQWQbnbDL9CMH+QrPgEdwdrMVAwDj1z0rQljJVXTngqB29f8adPVNiqO0kUnhLSogCgk55HftUwgONvC8nkjkGsvxhPdWfh/7TbSG3mEka74m5OTyK5nWG8T6LpOnXlzqt6Jrov5kbL/AKkAKVDHH3iGzj/A1TSQKTZ6BaqAvft3rRIyT+FFFTEqe5k6qoj0+4ZevlsfpWSfnuY93JJOT3OB/wDWooqKmyKp7s0rYlvm77c5qkuW8yQscjLY7cE0UUnsEd2XS28QkgfvGOePYVq2el28lsGbePmJ4OOlFFbQSZz1W0tBJAtpFcyRIOFUgHpyK8a1rXLvT/GV5ewCPzlnbG5cjldp4+hNFFbTSsZU23ubXgN2U3a7shtgII/3q6qHBdyRzk0UVxVPiO+nsM12eS30tjGcEjbWVpHEKt329aKK3omVQ3rUksTnkcCrlzIzvFG3KKu8D3ziiiuifwHOvjKEDvI+CxAEgAx271emkZkYk5PzHP04oorji9ToktCSM5giJAyRke3FYXjzH/CLucD/AI+VP/jxoorToSvi+84XUfEMmrpDFJp9jAYVWON4EdSqD+EAsQB34HWvRJ+LkKAMKPT3oorGpsa0/iLkY/dknqGwKztRysgAJ4zRRWa3RbGWf366PTOtFFejSOOtsQeIp3ilgRcYIOfzxUVq5eBUIAVF4wMd8f0oorGo/wB4xw/hksKARuD8wJPB9qmIHl5xyVUfqaKKS2ZX2keW61q76b4o1WP7HZXUck4YpdQ7wGUcEYII6njOD3BrZ8G3U9/PrV5cSF55nid2xjJJbPFFFS9jRbncWzERdScZxn6VNM7KnXsKKKI/CRLcydTlYG2GePMb/wBBqOC4lnjTe2RgDGPU4ooqZfEVH4SVHPyHjIYDpT7U83LY52j6UUVot0ZvZjCdl2qgDBPPvzV1YwrFQzY3qeT6nmiiqiS9l/XU5vxwdvhiYgDIuI8H05rz+61rUL+wt7G6uZJYYXZ1DuzElsdcnnGOPTJ9aKKg1e5//9k=", "info": {"video_id": "219281", "label": "pretending to put glasses on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dc31e9f0da773ed7749afa1dc3f278a5f963376e0c97a2031e9600ec5e3299ce"} +{"episode": 19311, "episode_seed": 3998782053, "split": "train", "timestamp": "2025-10-13T02:59:46.940459", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3998782053, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flashlight down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "109262", "label": "moving flashlight down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "109262", "label": "moving flashlight down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f27e32614f7c43a79825ee735af0ab9fb7711360728bef8e3fbae45019064cdc"} +{"episode": 19312, "episode_seed": 3600303276, "split": "train", "timestamp": "2025-10-13T02:59:47.443848", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3600303276, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 powder bottle 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', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "150323", "label": "showing that powder bottle is empty", "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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SMOWBYZP0PT0444rqLeGTzkzPKcMODyD+lS0jaG6POvH+hXOn6kLeyv2ilL4DbzGTk42rjqfb2qnPbPdX0bxyYMAA39csBivQPFumRah4lUStInlnzVKDJyB9D61xBslhnkX7RMArEfKv/wBaso07yT7HRiKtk4rqdZ4chvVtJMXzA7hn5FrprPPlYZizD7zHue9cxodrELHKXlypJ+b93kf+g1taFdvdi/hYYFlMsYfjLhhnkDgEVurJnn1FeBfkHWvHfjX10X/tt/7JXssg4rx342IxXRnCkqvnAn0zspy2MqPxo8jr2r4PSbvDV4ndbs/qi/4V4rXp/wAOtRm07wpqMtvt3/a0+8Mj7h/wqYuzOmqrxsS3jJq/xZEUuSom8pAGK/dXjn8DXqkFgY1ws8+3pjzjXiulImreOoftchBllLHaD8zenByM+vavao7eVVH7+Xp2Y/4Ghq4RVkXUhMOnXqh3IaLozlv515M1jPHLcKYynnSYV9oGYwP15J617BawN/Zt7l5Hyg5ft+grzTULZ2uow8kgVV+UKvTk+1Zcik7M7HVcaSsa/heG6jmdUu3T93xhFxgV1JFyrK0108kYPKgKMnt0GetcroFsnnvm4ulYLwVU/wDxNa+pTtpVjJfRyzStCNwSVdqt7E7R9OO+K1aRxrVNHQtytVZhVwqQqk9WVWx6ZGcVWmFWcdraHy1Lp8Uw3wSLGe6OePwP+Nb3gK3WDxbbB5A0jxzKAvQfu271h3E0cTgxsCrjOB2re8C77jxpp0iRsYk3qWxxko1ZI7JP3WL4iBa7VRyScCvcrC1vba2igW0twiIEVVnYYAGO614ZruZLsEZHoa9W0bVbU6ZbefDdmfy1Eh+fLNgZPWmCZ3GlR3H21PNtkjHPzCXd29MCubvYCH1RTFuGRzkDHX1rV8OXlvPrcEUUd0rNnmTdtxj3NZ+vvFBqF0kqXBV/+eCkkfXFRrc3Uv3bRzcFihcBrcdfRTXazxQ2GjT3YtYz5EDS4ZVx8q5549q5i0u9IhYFzeEj/npG2K0LjxDpM+n3EMpk8tomVlKEZGDVu5gix4Ecz+CLO4b7800sjfUtWzIOKw/AHHgPThjA3SY/76rdkFXHY5anxHjfxZMb6zZRyqGTyD7Ec9jXmsmmoDuS5XZ6Mp3D8q9G+Kdwn/CSx28jAKYAc46H/JrzhbwK/I3EHgetRLc6KXwo7zw4sY8CyLGSQl9ICT3Oxak+HttLceL7h4hCWit3YGUHAywHGO/NM8P29xa+A7kTwyI7X+4BlI6xiqnhN2t/FKS+RJMgDB40BOR7j64psaZ7fDDfkD5LRvo7j+lX7uCRvDE4kVVcN0RiR0965mO+tjwumXPHohH9a6bT3in8KXZSJ4cOQY5OCOOtRJaG9KTUro5HVYHa3sVMS/6vP3/Ye1TaFaA38ZMS4GcnI9PpUbz27LGZNLu5QowJEQlW9xg1Zi1y1tkwtndpjsYTTWxlLcr/ABAuDa22k2iIgS8vUV+5wpDcfjXaXYAnf8K838WataaiukpHDJ54v4yrOhXA5yPx4r0i65nfPrVR3Ma2xQnHyt9DXy/NDb3TMZdySAnLqOT9RX1DccI59Af5V8sXl2jlZVJ3tneD60SCh1NbwlDDa+L9IILOzXaKGIwB+Fani0bbhl9Cao+DNP1DU/EWnXdvau9taXMbSOBwvOcn8BWp4utp0v5GlhkRDKwUspAPPajoaN+8eq6FCYdHsUGp23FvH8piU4+UehrftkcSpm+tH5HAjwev+9XE+FJL638O2UR0oSKsY2PlfmB5z+tdHBc3aTxs2joFDAk7lyBnmpsXFmprkOPEaPuRcoeW6VyS2UslyxRFOWP3QfWuj8S6rBcavCLOL7RIUOI2+UYx6nis1L69Q5OiPj1jkU0omteMlK0lZm5pUAt7ELI8YOSTz0H51z/w4upL7QdVvJzumnv2dzjGTj0q0ms3wbDaNdYz2GarfDlzLoWpyiMRrJqMjBP7vt+FUlqc8/hOnk6GvKPi5uU6U4XKAShsjI529a9Yk6V5B8X7ryNS0iNifLaKXeAevIqpbHPS+JHmUlnaP86mSM91XBH4Zrs/B+weGdXiRSqx3ER55JJVq4Q3QSZto3KD8ua9J8LaBq1l4X1VrizlEl08MsagZLDDZOPxFSjpm9NSh4LRZPHKFrhbcLHKd7AHt054r2WADAA1WBv96NP8a8R0O2u4fGMAjg3XMUpbyn46A8HNewR3Oosv/IJj6d3Wk1caZ1OnKrWF4ftUUp2YAQAD+ZrkhpP25o5UuLdVAKkHk9T71LM2ozQPGdNjj3LtykoHv/SoLQ31jaR266dDKEyNxnTJyc0uXU3koezTT17G/p+nQ2CH50LNwWOf8a5z4j3LQaNYwwyDbc3iRyKo6qAW5/ECrw1LUYxxo77v9iRSP0rn/GGo3dxpNtDPpssO68ixJJ2OSePrTsYHo1zjzOOyr/KqEwq/OD5hz7fyqlN3rRbHJL4mfJEcck8qIoZmYgKB1J9K+h/B2hLoPh62tHRftGPMmIH8Z6/lwPwrjfBPgv7DcJqOooPPXmGLrsP94+/8q9PgPFEVY0qTvojzz4m2iQyWE0caopVwSqgZOQa6jw1q8txZhWO8hRt3BumKd420STWvDziBd1xAfNRR/F6j8q8m0/Wr/SsxxGMgZG2WPdj+tJ7lU3oe+R3LNgjCv1DAtkfpVe1s5EvLm5nmM7TEY+cjAFeRxeMtSx81tZN/2zb/AOKq5B4uu937yxtHX0Xev8mqbHQq7UHT6Hrpgj/6bD6SE/1rM1w/ZdFvLiIyNJHHkKyghuRkdPTNcND4oDfespU/653bAfqDW3ot5/bd/HaeXeeW3zSbrjcoUdc8fhTMnJHW6BpraPpEen7w8URJjI64JJ5/P9KuSVYPU1wEl7f3vja90z+2bq0hDSeSsahslU3BfYcHk/1qtkcyTmzzj4uknxcCM4EYH6CsnwH4ebW/EMPmJm1tyJZyemB0X8T+mav3ljqni3WsmVpWXG+WQ8ICB/hXp/hrRbXQtPW1txlj80kh6u3qf8KVru5rzcseU6NEVsBlBHoRXkFrJJpfjW7ClkffIox9c17DF2rzD4j6DNa6ourQKfJnxvYfwOP8aciYPU9FstRM0EbjaQVH8J/xqa8jS+t2iMojDjBIrxW28UavAgjEsLgf34FP9KvJ4t1QgAx2Z/7dxUHVTrSpy5o7nskEFvFDHCqoVjUKDu54p5ii7CUf7sp/xryeDxTdFf3tjZufUKyn9DV+LxGGHNkVP+xcuKLkOdzrtW08alrOn2W+QRhWuVL/ADBZI2Uj8wWFdX8xQGQ5fHzH1Nc54SQ3UUmovDImR5cZeUvkdSRn6CpvGV7c2Hh157SZ4ZhKihkPOCTkVUdrmFR80rGheELbTH0jY/oa+TYYJJ5VRELMxwFA5JPavc9b1C6h8PC/ste1GZWla3/fxqiz4TLNH32gnad3qPoMnwf4Ni0qVL682yXQHyKOVj9/c0blR/do6nwdoQ8P+H4LRsGdv3k7Du57fgMD8Ky/ibbs+i2kwGRHKQfxH/1q66A8Cotb0ldb0W4sWOGdcox7MOlU9jNPW5yfg3Vx9jSPzQB5YHLLwRXZxarEF+e5i/Er/jXhbLqehXskAkntZkbDBGK8/wBavQ+JNdA41O4/Eg/0qDpUrHtCXWmiYzCe280jbuOM49OtTefYy87rR/yrx6DxJratk3zt7OisP5Vfj8RX7nMsVnJ/vW6j+WKQ5VXJ3kem3YtzY3Hlxxq5ibayPgg4OCPxp/hnTxZ6XHKpZTdIs8sZ6CRgCx/OuJ0OafWNRithY2m1jmRxGRtXuetengBQFUYUDAHoKcdTGrK6sRSYxXh/xsy2saUB0ED/APoVdw2p3Fz45utLudXvLS1aYpG0UsaLH0JJLjGMZ46k4rhde0fU/Efima0ubmbbZMY2a6xvQbjgEDjPHbim9dBQjyvmZzPgbw22ua9EJF/0SAiSY44Izwv4/wAs19BxAYGBj6Vzvh/SbXRbFLW1TCjlmP3nPqa6OLoKpKyJnLmZ5Frh/svx/cvIdoeQsGJwMMK9F0zVg1nEWnC8YOSP6isD4i+GJb6GPVrRC8kS7ZkA5K9j+FedW+panajZDfXUQHZZWA/nUM1g9D3lNXtsfNdxj6kGpBqti3BvLcj0bFeKRa/reMf2pd4/66GtC38R60q7TfM4/wCmiK38xSL5z1zzrB/um0bPpiszULG31LVtPtBGvkOsjSiNhwy7WQ/gR+tcJFr16wxJFZue5Nsuf0rv/B8Er2r39xbwRGQbYvLj2kr3P40bsUp6HSBSkSqzFiByx6mqlwcI59iazvGV7c2Hh157Sd4ZRKg3p1wTzXIa8fEmjaHY3l1qV4JbsSeZEVwIQApUE4+8Q2cf/Xq2zCMG9TUtD0rXg6CiiqIRoRVwnjvw7psNpLqMUHlzkZO04BPriiipkXDc89ijXjirsSLjpRRUGrLtvGrMAa9Y8KabbWWmCSFTvl++xOSaKKZEtjdPevItcv5tM8aX15b7fNinbbuGRyu08fQmiiqZNPco+Dhi+1IehQfzrvbfqKKKaFLc0oulWZraG8tWguI1kicYZWHBoooYkeQeL9Gs9J1lILRCsbJuIJz3rJjjXjiiis+puW0Uelb/AIf063vr2KOYNtJ5AOKKKQj1uGGO3gSGJQsaLhQOwrnPHvHhZ/8ArtH/ADoorRbGK+I8617X21ixSOTTrGAwxhI3t1dSqAHCgFiAOc9OvNdja/cX6UUUomlXdGvb9BV+HqKKKszMjxXpNjeaLd3M1ujTxQsyPjkYFePwxrgcUUVnI1jsW0RfStDToEnukjfO0+lFFSM9a8PaXaWGnq9vHh5BlmPJNax7/SiiriZT3PJ9c1ZtN8T6shsrK7jluNxS6h3gMo4IIII69M4PcGq2hXk+oa3ql5cvvnnMckjYxknNFFC3NJfAdjbdq1YelFFWZF2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", "info": {"video_id": "150323", "label": "showing that powder bottle is empty", "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": "3d13d22e007c69d24a7581d44a2ddf9ce00fce014d4a91db8f8b56f8402c81bf"} +{"episode": 19313, "episode_seed": 2903596859, "split": "train", "timestamp": "2025-10-13T02:59:51.235086", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2903596859, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 non sparking pliers with tv remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "26312", "label": "pushing non sparking pliers with tv remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "26312", "label": "pushing non sparking pliers with tv remote", "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": "e3897c9fb29ea3fa53bb6e1d12e027dbb102c0e6ecd53a41f09087378b6e38f2"} +{"episode": 19314, "episode_seed": 377632029, "split": "train", "timestamp": "2025-10-13T02:59:54.370017", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 377632029, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to turn a facemask upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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8ZHlsRIp6ZwQcD09hWe2m61bdbd2HtzULyXiD99ZvgeqVgpRezNnCa3TO3gv7Ka3eOXxDbuJrcRT+YZUMrKcpzsICjngetSTgXAlePVNNmlkRJnIuI1zOnAA3AYTA57158byL+O3IP0p32izbqCPoTTabJUrHQajIm2QrlkjcncqjaZGOGQEH7voe9ej+CPBqyWUF3er/AKP94IesxHc/7PbHfFeQWf2SW4RVZ/lO7G/jNfSenzJFptrCnCRxKB+VYzV2kztw8pQg5x3en+ZqoFHsMdKq3V7FF3AxSzTbiCDxWNqdtIzF05U0BFa6nEeMb1dQ8TaTaMcpHIJWHbrn+n610drfgSnLEg9a831K5kuPGLOpJWJtuR6DiuojkbAcNwRXPJnVXja0eyO4PU1G4ypp2aa3Q1ykpGfclYULucKOtcrd6/MJmEOFXtxVrXdTMuYowyhXZTnuQcZrn/LEzgMcGkfSYDCxhTU5rVmpB4gmAzcqD/tAcGrMXiKBmxJCwX+8h3fpUel+H7i/VSIt9sJAjyAg7R3OOvFQa/osGjTiOd40STJhmztDj8e/tV2YqkcJUnyO1/uOggmguhmKQN3x3qXyT7VwEdxPYzrIkxePsQ+Riuz0XVU1ECNyBIRkH1oRw4vAezjz03dGhHAxOAKuJZbl5QZqSGLmryLtWt4U09zxZSZgalpFvchVnhRgM4yK5ifRbWJrySGJVkg2qpA6KVBIrub05Zfxrn4cSanqsTDI/dH80x/SomrNpHZhZuPvdv8AMv8Ah/UHOmxFiTj5D+FdBDOWIYHvXKeFYixvbM9VYOB+h/pXS20LwvhjxXRTd4mmKgoVZJf1c6W1uPky1W47nIx2NY1rOMFSal+0rCWZvugZP4VdzhcbnlWvNu8YalIDk+cVFdHptwXTbyCRWPpennVru81FxlHmJX3PX+tbAge2kSQKQM4rmv1O7Er33HtZfcrGxYzuz+WScdK8o8c2ur2HiGY2ttJJbS/MpQ8Z716Zazbbg/Wr9/ardxbtoLDpmqhNxd0cFSCloz57360TzYycnnIr1B7WNlGUB+orUltlGcxqCPaqbVNebla46VOML2MmfTLZwS0EZPuorY8M+CjqNnJcQeTaWpcruEeWkI9B6D1qhqEhhs5JB1A4+teleF2itvDGmxR/wwKT9TyT+ZqaMeZ6nX7SVKl7SO97EWn+DtI08AtEbmUc75jnH0UcCrt1omlzxMr2EBDjDfIBxWjE4Ody5J6Ukj4yMcYrs5Yo4ZVakneTPIvFPgF7O0uriwdpbQKW8s/eUdwfUe9cFN8PdaitIrqO4LW8iB1Yc4B9cdK+ipZYyh3gYwQw7YrzrwfrEt7rN5bruWCHhRjjaCQMfpWbk4P3TeS9tS99Xt19Tyz/AIRTVu10h/Gg+Ftc6CVCPrXtviPSYpbE3cMSrLGcvsGNy+9c3Bb7upxS9tU2Of2NJrY8zfwtrvqpH1rovCWk3th9rF8Pv7Nn4Zz/AErtTb4XrVd02n60qlSbjZjhShGV0VXgXFU5YRk8CtFqgeLcc5rlOi5lSWULg7oUP1UVRl0WwcZa1j/75rfMXaoXg+WqTfRho9zlptGsoDuii2MepB7V3+ka60+nRDdyFAP4Vx93xJKccL8oq94dRntZSuflet4Sd9zSUVyNW2t+J6RDeboVy1V9Q1n7Fp00pOdiEjPr2/XFZsFyojAzyK5zxhqjR6cIBks5zgd8dP1/lWknZaGVKCnNJ7dfQxdLsZZZJLgknzT+g7/nW2XZF2kEbataTJbW2kWwG3dsBYnuaivJBK7YAwD2rnZVSXNJy7nb5NI5O080UjZwRXOhHGapHvvJeVyGzyas6Nc2g1mzWa0iBSIxjjIZupY+9ZficT2GordKCYyuCfQ1jf24yXlrIeFSVWP071XJd3PfhVjVwtk9UrHqkcaaNqAltUEdtdfeUHhX/wDrj+VakrKZI1aKKWM5KiRAwz9DVHyl1PTPJL7WIV0f0IOQavK8aQrGecd6d7HgyXNqzzvxJoMWm/vo48WsrHCL1jPXH0rC0W6NtqAVTwpyteq31nBfRPFKgdWHGex7GvMZ9Pksr47l2spwfrSPewFZVqfJLdfkelafPHd26TxEFWFXiMCuK0Cd9E1RdPnYm1u0822cnoTyy/gT+RrsyxxXTB6Hz2IpqM/d2ZRveq5965yIlfEd8vZ7eJvyLCt+/blPxrn8k+IpT/06L/6Gazk9WaUfhfp+o2C/k0vXXlhTcXGCvrnBrcHiWKYYkjaNsc1yWqytaa5aTn/VsdprWkjVxkgHNEZOKsjurThywlJX0/I1o9egRgRJ9adrPiCAaROYpB5jJtHPrWD9khP8P61kXqqdas7OMZDHc49s/wD1qrnZFL2Mp7PTX7jqfCl9HHo8cJwGBZiD6k1s3FzFLAeehFcReQz2U/2i3BKEcrUthqrXMqwnI5y2faho55S5m5dzpInIm3H1rVXUreCLM0qqMd64vXNeh0m33Ft0rfdUda8+vNcvNRlJmlO3so4ArehhpVNehwYjERp6dT1uXVbW5uHWKTPNUGNedabqD21wjhj1Ga9AZqWMpKm1YWFre1Tv0KeptuSGLrvfP4KCf8K6fwnq5bRIEJyYgUP4GuNu3MmrRx5+WKBmP1YgD9AaveGdwguQhPySA49iP/rVhSdpI9RxvRa7WZ6ZZakZZyccYrTZy4yelcvpj4w2etbnnsAATxXVc4GjH8TzHTtEu7kHAKFV/wB48D+dcT4LuozZApwzEk8deTWz8SL8tp1tYK3zSOXIHoOB/M/lXOaGPsbHauI+APrWM3eR125aEV3u/wBF+p6LbTRzwNFJzuBUg+9cs0Bt53iPVGIrUttyXO3PAaotUi8u9Z+z8ipT1ORqxRfpVKY4Iq6RkVRuuCtFV3RUSJjmmGlzRjJrnLG4FQ3ACRs5OABmrJXFZupSM8kdrH95zuP0ppl0480jJvV2WpwOTkms218RT6JGscYBSQZbPrXSXdl/o3qcVwurQtsTj7pIrenZyVy4Tlacuv8AwTdj8Zu0mFiWlS9bVr9ppRgKuAvYf5/rXHQKTOgA5JrpdLfEzKO7Vu4rmSIdVujJ2S6F29e4sFQxgtEf0px1hLPSWuJW3PzhSfvMe1bERSWPY4yPSvOdcnEl9LFEf3MTlQB69zVRoqcvI8+rXcIH0KGozntVeK6hkPEiH6NU42kcEV5Z3FO+tLe8Ty7lcx5+b6Vzfijwdp0mlyXWgB4JIhkwliyOO+M9DXU3GAjZPaszRZ1n+0Wm/cqZ4z61rF2LjJrZi+Gb6e68O2UoALiIBvfHB/lW3BKZB7Vh+HIhY28lv0VJX2j0BOf61swNtlPo1TJ6sC7uygPpXO+JbS3Fo1/I2zyh+8bGflroBxn3qOaFJ4XikUMjggqehFJO5VKrKjNTicxdfZvEOgCK2dVuoAJIXBzhgOPwPQ1N4e8WQ6jFbWdwrx3zBlYEcFl61iatY3Hhq/iv7FS1ozYkj/u1j6Oo1jxy8f22fTlLSywGOMMS4Qtt9ADg5PtXTTg5aIVWpSUHJrR9Oz/yPR9QblMe9czFOX8T3af3bdAPzz/WofD2q3eoxzNdXDzYCFdx6ZzUdvJ/xVd6f+mCj+VTJWkLDWlBvy/Us67bG705goy8fzLUek6h9ssVDH95H8rDvV55ATXM3RbSNR+0wg+RIfnHpUnRStVg6T33R06yZNZGkf6Zrt/fnlUPkx5/X9B+tJfamlvpzzoclhhPcmp9Ei+y6bCjffb53+ppoi3s6bb3en+ZuhVddrDIPUVgasItJuTdD5Y9v61txyZGa474g3+Es7NcDdmVz7dAP51vShzySOGpU5IuRyuoXc+pXDXMjEsTwPQVCinGcU2JwiFmOF61WudUGCsAI/2q9e6irHiO8nc1IjjBJ716cx4Fed63pWm2vhy21fTNTvZw119lzcwiNbghNzvEM52qcKd394e4HoJbgE9MV5uPkny/P9D0MArc3yMjJa9vZiOSVjH0A/8Ar1seE9Q0+0muIr2ZYzNt2FhxkE5/nWAk++Iv/fZm/DNc/qkrngEqyMcEHGK447o92PL+85trL80e2faoYyphkjMZ5DBuDWkLkSwiQMNo6nNfOUXiPU7MbI7hto7ZNbek+NNRmd7eWRtjKdxz2rofMldoyhSo1JKEZ6vujsJZV8TeM2hL4gjUtuP9wcD8/wCtdDLo4jgkaLaFA4HqRXlPhbxKbbxFJNLgCQ7c+2eleqLrccysM5UgmsZRcdGKrUjVleGy0XyCGZlnG48kD+VaF6n2m2DLyyjIrGLkSBzVqTW7HTYPNvbmOGLHJc9foOpqY3b0OWdkrsps3aqVyeVrA0zX9P1nxm2nvq15b2NxLthmSSOJYx1JYycYxnjqTgd6WwvLh9W1WyuGut1nOYtl0AJEwSPm28Z45xxW9WjJQ5mY068ZT5UbFKBzzUQbipEbNcZ1EjEKhYnFZtjEbi4lu3HU4Qego1W5KhYI/vvxV+3jWGBUUcAU0btclLzl+QkqbkK1w+o2/mGVMcqxrvuOa5LUVEeqSLj5WFUmLDatx7o5OGHy5mkxjYP1q1YS7J8561Jdx7XZB0JqsF2HIrpjK+pnXXLBQ+f3/wDAOjlvhbaXPPnlEJH17VwBkC5Z/mJ5+tbmqXR/sjy93zOwGPUVL4k8F3vhzw9o+pXolFxfmTzYWjIFuAEKKx/vMrZx26dc47aTsrni4jWVjTi1G6U8SmtC21i+U8TkUUV5Mke7EvDXL/YczZ+ozS+HryVtdzkDevzYGM0UUkJ7nXQ8XMoHTdVpmKsMGiis3uI0EJKAnrUoGRRRTjuZsy9SgjuLaaKRcoe1eX3l0+h6zc3lkqCW3Z/L3jI+ZCp4+jGiiuuh8RzVvgNDwQxaynz2VB+hq1D/AMjPen/pmv8ASiioq/Gzvw3wS9H+ZfdiKzrnEyOjgFSKKKzJi7M5y3zJexQOS0aPkKTXVJI1FFWjpx/xL0L1u7HHNcF45kZ/EIUnISBMD65NFFdmF+M8XFfActfSMGWIHCYziqgODnGaKK7JbnnnRa94tk8RQW0M+kaZam3VI4pLVJFKRrnCAFyoHJJwMk8+temzf8e7eyZ/SiivOxv2fn+h6OX7v5GFbqDax/7g/lWBqn+sf6UUVhHdHr0/in6M52b75qxZHbFOw67cUUV1y+A5sN/GXz/Iz0do5Q6nDA8GvQNAvJ5UgR3yu4UUUsRsjlw73On1u9mstGuLmHb5iJlSRmvJbq8uLycy3MzyyHqWOaKK1wKVmzkxrd0ibTNebRzPGdN06/imZXMd9B5gVlzggggjqcjOD3BrpvCmoXWq6hq2oXsplubmRZZXxjLHcTwOg9qKKvFfw5GeE/ix/rodVUidKKK8g9oyrb9/rbGTnYGZfYjitsdaKKZ0Yr416L8hPWub8RAJewkcErzRRQZYf+LExHjWSY7u2P5VTuUCPhelFFdFPYnF/wAWXqc5dyu1ywLH5Tx7Vf1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRXox2R4E/iZ//9k=", "info": {"video_id": "58200", "label": "pretending to turn a facemask upside down", "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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8ZHlsRIp6ZwQcD09hWe2m61bdbd2HtzULyXiD99ZvgeqVgpRezNnCa3TO3gv7Ka3eOXxDbuJrcRT+YZUMrKcpzsICjngetSTgXAlePVNNmlkRJnIuI1zOnAA3AYTA57158byL+O3IP0p32izbqCPoTTabJUrHQajIm2QrlkjcncqjaZGOGQEH7voe9ej+CPBqyWUF3er/AKP94IesxHc/7PbHfFeQWf2SW4RVZ/lO7G/jNfSenzJFptrCnCRxKB+VYzV2kztw8pQg5x3en+ZqoFHsMdKq3V7FF3AxSzTbiCDxWNqdtIzF05U0BFa6nEeMb1dQ8TaTaMcpHIJWHbrn+n610drfgSnLEg9a831K5kuPGLOpJWJtuR6DiuojkbAcNwRXPJnVXja0eyO4PU1G4ypp2aa3Q1ykpGfclYULucKOtcrd6/MJmEOFXtxVrXdTMuYowyhXZTnuQcZrn/LEzgMcGkfSYDCxhTU5rVmpB4gmAzcqD/tAcGrMXiKBmxJCwX+8h3fpUel+H7i/VSIt9sJAjyAg7R3OOvFQa/osGjTiOd40STJhmztDj8e/tV2YqkcJUnyO1/uOggmguhmKQN3x3qXyT7VwEdxPYzrIkxePsQ+Riuz0XVU1ECNyBIRkH1oRw4vAezjz03dGhHAxOAKuJZbl5QZqSGLmryLtWt4U09zxZSZgalpFvchVnhRgM4yK5ifRbWJrySGJVkg2qpA6KVBIrub05Zfxrn4cSanqsTDI/dH80x/SomrNpHZhZuPvdv8AMv8Ah/UHOmxFiTj5D+FdBDOWIYHvXKeFYixvbM9VYOB+h/pXS20LwvhjxXRTd4mmKgoVZJf1c6W1uPky1W47nIx2NY1rOMFSal+0rCWZvugZP4VdzhcbnlWvNu8YalIDk+cVFdHptwXTbyCRWPpennVru81FxlHmJX3PX+tbAge2kSQKQM4rmv1O7Er33HtZfcrGxYzuz+WScdK8o8c2ur2HiGY2ttJJbS/MpQ8Z716Zazbbg/Wr9/ardxbtoLDpmqhNxd0cFSCloz57360TzYycnnIr1B7WNlGUB+orUltlGcxqCPaqbVNebla46VOML2MmfTLZwS0EZPuorY8M+CjqNnJcQeTaWpcruEeWkI9B6D1qhqEhhs5JB1A4+teleF2itvDGmxR/wwKT9TyT+ZqaMeZ6nX7SVKl7SO97EWn+DtI08AtEbmUc75jnH0UcCrt1omlzxMr2EBDjDfIBxWjE4Ody5J6Ukj4yMcYrs5Yo4ZVakneTPIvFPgF7O0uriwdpbQKW8s/eUdwfUe9cFN8PdaitIrqO4LW8iB1Yc4B9cdK+ipZYyh3gYwQw7YrzrwfrEt7rN5bruWCHhRjjaCQMfpWbk4P3TeS9tS99Xt19Tyz/AIRTVu10h/Gg+Ftc6CVCPrXtviPSYpbE3cMSrLGcvsGNy+9c3Bb7upxS9tU2Of2NJrY8zfwtrvqpH1rovCWk3th9rF8Pv7Nn4Zz/AErtTb4XrVd02n60qlSbjZjhShGV0VXgXFU5YRk8CtFqgeLcc5rlOi5lSWULg7oUP1UVRl0WwcZa1j/75rfMXaoXg+WqTfRho9zlptGsoDuii2MepB7V3+ka60+nRDdyFAP4Vx93xJKccL8oq94dRntZSuflet4Sd9zSUVyNW2t+J6RDeboVy1V9Q1n7Fp00pOdiEjPr2/XFZsFyojAzyK5zxhqjR6cIBks5zgd8dP1/lWknZaGVKCnNJ7dfQxdLsZZZJLgknzT+g7/nW2XZF2kEbataTJbW2kWwG3dsBYnuaivJBK7YAwD2rnZVSXNJy7nb5NI5O080UjZwRXOhHGapHvvJeVyGzyas6Nc2g1mzWa0iBSIxjjIZupY+9ZficT2GordKCYyuCfQ1jf24yXlrIeFSVWP071XJd3PfhVjVwtk9UrHqkcaaNqAltUEdtdfeUHhX/wDrj+VakrKZI1aKKWM5KiRAwz9DVHyl1PTPJL7WIV0f0IOQavK8aQrGecd6d7HgyXNqzzvxJoMWm/vo48WsrHCL1jPXH0rC0W6NtqAVTwpyteq31nBfRPFKgdWHGex7GvMZ9Pksr47l2spwfrSPewFZVqfJLdfkelafPHd26TxEFWFXiMCuK0Cd9E1RdPnYm1u0822cnoTyy/gT+RrsyxxXTB6Hz2IpqM/d2ZRveq5965yIlfEd8vZ7eJvyLCt+/blPxrn8k+IpT/06L/6Gazk9WaUfhfp+o2C/k0vXXlhTcXGCvrnBrcHiWKYYkjaNsc1yWqytaa5aTn/VsdprWkjVxkgHNEZOKsjurThywlJX0/I1o9egRgRJ9adrPiCAaROYpB5jJtHPrWD9khP8P61kXqqdas7OMZDHc49s/wD1qrnZFL2Mp7PTX7jqfCl9HHo8cJwGBZiD6k1s3FzFLAeehFcReQz2U/2i3BKEcrUthqrXMqwnI5y2faho55S5m5dzpInIm3H1rVXUreCLM0qqMd64vXNeh0m33Ft0rfdUda8+vNcvNRlJmlO3so4ArehhpVNehwYjERp6dT1uXVbW5uHWKTPNUGNedabqD21wjhj1Ga9AZqWMpKm1YWFre1Tv0KeptuSGLrvfP4KCf8K6fwnq5bRIEJyYgUP4GuNu3MmrRx5+WKBmP1YgD9AaveGdwguQhPySA49iP/rVhSdpI9RxvRa7WZ6ZZakZZyccYrTZy4yelcvpj4w2etbnnsAATxXVc4GjH8TzHTtEu7kHAKFV/wB48D+dcT4LuozZApwzEk8deTWz8SL8tp1tYK3zSOXIHoOB/M/lXOaGPsbHauI+APrWM3eR125aEV3u/wBF+p6LbTRzwNFJzuBUg+9cs0Bt53iPVGIrUttyXO3PAaotUi8u9Z+z8ipT1ORqxRfpVKY4Iq6RkVRuuCtFV3RUSJjmmGlzRjJrnLG4FQ3ACRs5OABmrJXFZupSM8kdrH95zuP0ppl0480jJvV2WpwOTkms218RT6JGscYBSQZbPrXSXdl/o3qcVwurQtsTj7pIrenZyVy4Tlacuv8AwTdj8Zu0mFiWlS9bVr9ppRgKuAvYf5/rXHQKTOgA5JrpdLfEzKO7Vu4rmSIdVujJ2S6F29e4sFQxgtEf0px1hLPSWuJW3PzhSfvMe1bERSWPY4yPSvOdcnEl9LFEf3MTlQB69zVRoqcvI8+rXcIH0KGozntVeK6hkPEiH6NU42kcEV5Z3FO+tLe8Ty7lcx5+b6Vzfijwdp0mlyXWgB4JIhkwliyOO+M9DXU3GAjZPaszRZ1n+0Wm/cqZ4z61rF2LjJrZi+Gb6e68O2UoALiIBvfHB/lW3BKZB7Vh+HIhY28lv0VJX2j0BOf61swNtlPo1TJ6sC7uygPpXO+JbS3Fo1/I2zyh+8bGflroBxn3qOaFJ4XikUMjggqehFJO5VKrKjNTicxdfZvEOgCK2dVuoAJIXBzhgOPwPQ1N4e8WQ6jFbWdwrx3zBlYEcFl61iatY3Hhq/iv7FS1ozYkj/u1j6Oo1jxy8f22fTlLSywGOMMS4Qtt9ADg5PtXTTg5aIVWpSUHJrR9Oz/yPR9QblMe9czFOX8T3af3bdAPzz/WofD2q3eoxzNdXDzYCFdx6ZzUdvJ/xVd6f+mCj+VTJWkLDWlBvy/Us67bG705goy8fzLUek6h9ssVDH95H8rDvV55ATXM3RbSNR+0wg+RIfnHpUnRStVg6T33R06yZNZGkf6Zrt/fnlUPkx5/X9B+tJfamlvpzzoclhhPcmp9Ei+y6bCjffb53+ppoi3s6bb3en+ZuhVddrDIPUVgasItJuTdD5Y9v61txyZGa474g3+Es7NcDdmVz7dAP51vShzySOGpU5IuRyuoXc+pXDXMjEsTwPQVCinGcU2JwiFmOF61WudUGCsAI/2q9e6irHiO8nc1IjjBJ716cx4Fed63pWm2vhy21fTNTvZw119lzcwiNbghNzvEM52qcKd394e4HoJbgE9MV5uPkny/P9D0MArc3yMjJa9vZiOSVjH0A/8Ar1seE9Q0+0muIr2ZYzNt2FhxkE5/nWAk++Iv/fZm/DNc/qkrngEqyMcEHGK447o92PL+85trL80e2faoYyphkjMZ5DBuDWkLkSwiQMNo6nNfOUXiPU7MbI7hto7ZNbek+NNRmd7eWRtjKdxz2rofMldoyhSo1JKEZ6vujsJZV8TeM2hL4gjUtuP9wcD8/wCtdDLo4jgkaLaFA4HqRXlPhbxKbbxFJNLgCQ7c+2eleqLrccysM5UgmsZRcdGKrUjVleGy0XyCGZlnG48kD+VaF6n2m2DLyyjIrGLkSBzVqTW7HTYPNvbmOGLHJc9foOpqY3b0OWdkrsps3aqVyeVrA0zX9P1nxm2nvq15b2NxLthmSSOJYx1JYycYxnjqTgd6WwvLh9W1WyuGut1nOYtl0AJEwSPm28Z45xxW9WjJQ5mY068ZT5UbFKBzzUQbipEbNcZ1EjEKhYnFZtjEbi4lu3HU4Qego1W5KhYI/vvxV+3jWGBUUcAU0btclLzl+QkqbkK1w+o2/mGVMcqxrvuOa5LUVEeqSLj5WFUmLDatx7o5OGHy5mkxjYP1q1YS7J8561Jdx7XZB0JqsF2HIrpjK+pnXXLBQ+f3/wDAOjlvhbaXPPnlEJH17VwBkC5Z/mJ5+tbmqXR/sjy93zOwGPUVL4k8F3vhzw9o+pXolFxfmTzYWjIFuAEKKx/vMrZx26dc47aTsrni4jWVjTi1G6U8SmtC21i+U8TkUUV5Mke7EvDXL/YczZ+ozS+HryVtdzkDevzYGM0UUkJ7nXQ8XMoHTdVpmKsMGiis3uI0EJKAnrUoGRRRTjuZsy9SgjuLaaKRcoe1eX3l0+h6zc3lkqCW3Z/L3jI+ZCp4+jGiiuuh8RzVvgNDwQxaynz2VB+hq1D/AMjPen/pmv8ASiioq/Gzvw3wS9H+ZfdiKzrnEyOjgFSKKKzJi7M5y3zJexQOS0aPkKTXVJI1FFWjpx/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", "info": {"video_id": "58200", "label": "pretending to turn a facemask upside down", "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": "cdf4800fbad6c5d95a2ce43ba0bf9225d1639678a5346fe020b96759168f3191"} +{"episode": 19315, "episode_seed": 3334839555, "split": "train", "timestamp": "2025-10-13T02:59:56.939947", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3334839555, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the wing of a plush bird'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "46457", "label": "moving the wing of a plush bird", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "46457", "label": "moving the wing of a plush bird", "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": "9f8a5a55aae2b36555026ed2aeb512089d766d6946637664e592ea2563aced95"} +{"episode": 19316, "episode_seed": 390563599, "split": "train", "timestamp": "2025-10-13T03:00:00.149855", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 390563599, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing coffee cup with wooden 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', [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": "133525", "label": "pushing coffee cup with wooden spoon", "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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YpgTvDDk7VPD8YyfzrkdSs96OpjjyG28gce+T7VEo3NKdSzPLNHs5bVNp42nBrstIYASxs5JZQ2PcH/Bv0qvdxos/yhceg4p9qyxXUQwoDNsPsCNv9Qaye50/ZuWZwdoUtz61Xj3BSM5I4Pv70+Z2CEtgEnbjPJ5qqjbE379ueQcVmaLY6S3kAbqCPpXRafcjb5SuF9wMsf8ACuSt5Mcj7oNatvcFdshPTsO9bwkcc43Nq91Dy7G6SSXgRsORz0pLK8MdjbeUAr+UoY446d6x725VLabeRgRM3Hrjjn61K1zBb2MaKzcRjJbue2BWnMY8hznxO1ZDY21mwV4xIWZsfdJGAPxryFp4bKUSxj59w25PvXf+NZoJrOSIklmO5h7+/fNeRtxcgZJw3rWcpanRTp6I9jt76W4RJHxlscNTra93XsSknax8tj7Nx/PFcza37CCNUA+UAbhyferjOwVip+Y5YfUcj9axbtI2SvGzOguplaVl5IB2qDxxUMsisw+Y7wO1NkkVykqLkSASg9+R/wDrqENlW2kAseppNWLjqkW7SbzH2tx049a37SU7gPTqa5rTBieVXOdu0r+tbwIDgptB7irhsRU3OgtZTvUnjbg8D9KvzXCuHaUgq4POckLXOxXjbRkY4qWS4UWc0mP4CFXPU1upHM4Gxp00MeiwP5mGMIPThO9efePpTfhI9zP5jFzzkYA4xXSpMwsoIwRxGo3EAEcdsg1yPiGVvt8LFtwIYM3qamctLIqELO55ouiTz3y+WhCg5JPbHNdpaagsdvEob5gBkAYFJeSpBpV5cAj5Y2x9SMD+dYdlOWhHygj1PWsubRmyWqOljujbyrMOsbhx+Byf0rVuAfOZi45bIGeSuM5rlTettxtyMHJ7Dit+C4Waws5Wwd8QQnPdfl/oKlaot3TuSmRvmJc7R0GK27WQgZJwD+lc8zhYwVO4nPDDp9a3rWLEWMnI6U47inojftp/l6E5Hb0rZgumFoYyckt0PJx/jXMW9wo4cfTiry3n91ypPH4VvGVjmlC5pOXn1m22yFiIpAu4/dAwCabq9wYbCZEIIbbkk5zzz/KskzbdVznJS3+b0XLVX1K5ElpMctwMBi3p1GMAfjTctBRhqcNr2o2+lafd3VuW810Ijz2ZjgY/U0mhaXB/ZduSOVhBJJwM9ya5nxTI9xfadZKScgOw/Qf1ruIAkemouSAQOD/SsE9LnQ1rYpTMIxiMAEHBANaFndFtOlgHJWUHp2YZ/mDWVJJHE7HLkcHkUukXKveSQp1khYDA7qdwx+RpJ62LktDUMrIHZ/XGCf1qW1b52+TDEDHtVU5cptcMCeMmpLQB5WIJBBGTSY/M6S1mORlsnp1rZt7hlKGMsGU8Y+tc8n7llbOcjv2rRguYwoIPOMVtF2OeaudLJelpdytgqoAxzn6+lU9KST7JKWZinnyZbP3myR/Os9LlnKrvBVeee3fmq1je+XpqFnKhmdgSeuWPr9etacxlyWNq5vmxgIQqrgGMcg/T0rIu7svFmTgnrWfquqLZWvnvI4VezEE5+tYVp4nh1SQwFGiJ5Hoam+g+WzJLlR5Rl+ZiSecgYrLmmbzXVGwMZU/yq9qTK4BMmMLxx+lY0s0aqNzDIx146Vzyep2R2N+7u/PZJo1G0xB+B2PP8yahaU7VTaS3X1qrYziXS4wr48t2iJPUjIYfzp/zBiWHQfeHpQ+4R2sbysYT0JUc1aW7yemR9ayjLtUkselIbhm2j1bC47j1rTYwSuaV5KF0yVzkl12j39TUs0zkbQ+B/fBw34VlXt1GlnMCBu2bRjsSRT2u0IbJUrzyeR7Uc1hctzD8QQJcRSvu3scjk9681vrMwXORxg9q9J1m6SaHKyLg/wAI4rhdQeFpSS6qB0xWbd2ax0RasbhvKA3kZ5A9avh5Xj3BsKM8HuRWRbzGVQtvFLI2MZjUnPtxWmLHV5oQgtvLGc/vpApOaGmxqSRv2N6H0q1cZyhaFueuDkfoafJdI8YQ9cnnHWsKKO408Nbz6hEgk/eERDdgjj8KbosMOueJW0ybVrqKMpI0JVASzKhYL6AHByfam7dQi30Ol0k5aQAjKbRwc+vWtkS7QGYZ6GuB8HatEBdGY4+4QBySeePU11ovvNH7qyupiRkFYiMe1XFaESeupo/aGWLLAgHhVb19asXF+sFrIThisbY/KqBudUljCrpW3/anmWMY98mqV99risZ3mutOhPlkMiTNIzfTA6/jTtYm9zaivU+zIp27Qig7hkdPSsPVyuo2+6AruWQ4xxngA1Ub+zURDc+IrliB9yC3AwPT5jVC5vbYIFsJZ2iy5LTY3E4HpUlW7GZ4nvBbaNBY7x5k0g3n2Xn+eKzre6gWJcOu7GMelZmsXBn1Jc4dYcLhuQT1P61rWfiFLaLC21sp9ohSLSZaF8fs22KGRuTkohxzV/T7m4SzNu1jPkSeYm75eCPf3FZEvi66DErIwPUAdKy77xDd3LbzK+/GAc9s0aIdmztd10WXKJH3JeYc/lXWwyMq4J59RXm+t2VlbeHLbVtN1e/nVrr7Lm5hEa3BCbneIZ3bVOFO7+8PcD0FJVEQy6jI5ORwPWiLuTIu/aNmCSGI7VPBcfvjzwgH0FZiXdlDIxmuIx/dcHp/hVU6vYb2S3nMjE52opbJ/DNXZkXWxufaU/tBjv3P5ILk8nJbj9Kh1ORZLOQFn5HqPp9awi99NfP9i0u6kIjUHcpTHXn5scH+lOmj1SKMyahDFCD8qqs6u2c+g6Diom3ZlRSuchcKJvGjljlbaJFGfXGf611o+bAYkED5QRgGuRtLaO916/nk1SO0HnEAFCzEDj6dq15YtKiPzazezkDHyqqj6d6SWmo3e+gXMyNModm4OGOBVGHUIrXVLaZCqqjgNjuCcH9DSzy6FGMhJ5m7ebMQP0qpJqmiwh/L06HeQeWJOPehJJ3K1asbralBHMyrdRnDEgg9BWho1yZxK6jptzgEAjmuW8LX9vq/iSLTr/UJ7K3uCFSWGSGJYz3LGQYxgHgck4Hetnw9LdrrWtWV09zutJxEqXQAkUBmHzBeM4Azjj0oVrg27HXrOxAwcD0NPW4AbHfJOc8VSOSCAQMevGaDJZranNwqZ+8N3Oa0MtEatvcFoQN+0PgMcdqhsrhfsUQBwMHH0yaxZNXshgG8jYDj5GyenpVKyv75raNbTTb2cgY3JESPqD0pXYWW5Y8TzCY29sXyDl2yMe1YdmohvYXX5dp6irOoyy/2jGlxG0cnlDcj9VOTkGotyxwyzZ2hEJye3FK7C1zSlb9x5xcEE8sR0FYshicOZGyqkYXGPrTreON7aPztdBGM4SH/ABNVpYtIQ7ZLu7mGOfmCj8qlxRrFtFvSLvEd5bbwAQJk3HHIOPzwRVp79URvnjIOM/MOTXLalPpNvaj7Ckvnbhl3kzkdxitHX9G1Pwx4f0fULnfHPfGTzITBj7PgIUDMR95lbOO3TqDQ7bArnapiS42sARuwR6/Wpp0XcDtGVGQfTg/4UUVfQ5+plalIUspwACV2YJHIyQa5u/1q8SVArKAx6Y6UUUizf0/QrXUoLeW6kmcSZLIGAXp7DNR6jYafpIY2unWob+86byPzNFFX0M/tGJLrV9llWUKvooxWHd6ldEuxkyx6n1oorE6UkZMt5O7fM56UunavdaNqqajalDPFu2+Yu4fMpU8fRjRRQ9gNjwjdzWou/JfaSE5+ma3pNZvy2PtD9fWiinERn3WrXjbg0pOPWsme/uZFbdIcHtRRVMaKsk8p5LmtrRiXsELEkl5P6UUUmBzkh3SMx6liT+dMJ+WiijoBE7HrURY5yeaKKGBv6/4tk8RW9tDNpGmWpt1SOKS1SRSka5wgBcqByScDJPPrXpK2FrGu4xeYxHJkdj/WiipixSGm4itwTFYWSkdD5IJ/Wqs/iXVI0KxTiNR0EaBf5UUVbZMUmc9d6xfyXMszXDmQqAWyc4FWdEuZZ45zI5YiVBk/QmiisZbGyORlnkW5mYNgmRifzNRtPI3JY0UVohELyORyxqAk0UUxF/R9efR0mQ6bpt/FMyuY7638wKy5wQQQR1ORnB7g10vhO7u9c1fVb28upDc3LrLLIgALEk57cD2FFFStxPY7pNDsyoEnmyAcYaU/0xUd5a2NiMx6daueuZVL/wAzRRWqMmZ7+IL2KIi3W3twV6Qwqn8q546/qaWsUC3koiVQAu40UVEmzWCVie4leSGylc5d4MsT35pmoOy+HLog8lMfrRRT6GfU5H7RKqLhyKglmkP8RoopGzK0jHHU9a0r7xNq+qaTbaZe3009tbSvKgkkZiWYKOSTzjbx6ZPrRRUy3Ef/2Q==", 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", "info": {"video_id": "133525", "label": "pushing coffee cup with wooden spoon", "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": "b9ba19504d50719033bf5799673c4fd7b86e203b33f9eb4c30aea6ab59fb7318"} +{"episode": 19317, "episode_seed": 4152900211, "split": "train", "timestamp": "2025-10-13T03:00:01.036614", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4152900211, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a banana 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, 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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NMTkMD2rp9Yu007SIoYCoMihVINccI2e4GP4ec1x05Sk22JasoTQbZcnoaoXsQzyucdDiugvLUlQ2enSqE0AMY3cgelbXNDnHHykVjXykE59a6G5jCg49axr5QyEgcjmtIsloyI0yTWvGnKHFZ1rHuaTPbFbduuEQmiT1BbEaWly90D5xEeeFUYrdhjEZC5ye9Z4uQlwI41LyfT5R9TV2B5Vu/s90kbrIPlkXIBPoRScXa47mhFHluO/NaiHdD5Z646VqWHhyM2vnXTmMsuQAeF96pPbQxXbLbTecgGC5GOfSsFUUnZCuZQhIkIIrPuY139ORxW3PBIJA3rVW6t1xuPU1aZZiS5KYx2rCulyx3da6SdQvPtWDqKYfI6GtYyIaMa4GOPSrNog80YH8NPjFq9vOlwGWY42SDnZjJJx+GPxp8EMhZQmFJ7mrlF2TFF7ouRLtBAAZj91c4ya9d8D+FlhtY729UPKy5AxwvtXIeEPCiPdLeXCtMQc7n7fSvVzqMdlaDbGflHC4rOpTkrIUm7aC6vqdpolmXZF8xhhI14Lf/WrzNrqSe/kuHPzOxJx0qzq95Pql+80pbjgDPAqkI8R9ce9Yq6dxwjZBqbyXMollkeRtoGWOeB0rPmhBh3HgkYzWw8ZaAYXkCqhjMkZVl+hq+Zlq1jAC7H4Oaz74ZyCBgj0rcng2EgEYrKu03xkjqKuMmiWkznnUc9MVXgUM7A846Ad6tlVeUIx2gnBNeg/DHw5Z3et6hMDHcR24QxORnglgeOxytaTb5GyNImHo/g3XtWCSx2v2aAj5TMMMfoK3rjwFqthatP5qPt+9uGBivaLe0igHC8+tYfi3WLaw057csrTSjAQHkD1NZunNR5paEKbbsjxuKAqcOBk+9W4F2McdKc0BdyeQT0x1FWEt2DgHqahM6EaK3Mx0x7YTMI3++gPDY6ZrK8kPuUjNaFsmJGB7jgVG8TJcfd4NJybGkkYlxABIW44qvOcxcCti7tQMsOPas6SMLwaqMhNHM3K5kP51nXAPT862L+Mxy9N1VpIbWTT3l81luQxO0j5SoHT6+lbxvIzaSJrHDKQKtvqVrp5zK25yOEXk/wD1q5RNSmldorQEZONw7V0Wh6BunWa5YyMx7/4VSpX3FzGp4X0uXW7ySa4yokbdt9BXpEvh6xtIAVjXgc/LVTR7COzjVjxtHbin3+oy3w8uAEjue2K1bUUCRmW5lN75k0Ly2yhlRZQSgGONuenNXLZRsxXXy2lvqGgp5KBdiALtPTArmI0KSFSMEHBrz3U53aw1oJImYGz0ANZkseGINbYFZ12hVtx/Sgq5zF7CEJDfhg1g3Q6r2FdJrVvJOInjfaFbketc7esEXI65xVoDMslbzZEOMCt6IIlp5hXJCk/lWJBMiO7OwUEdzVa612SeJrSxjLZODJWig5MTdjVTUAkijguc5rfgaYCKdIwzxMJF3Dj6H2rjdP0u580STvhj7dq7/TJ0trE+cd3GB75rpaVrEpmr/wAJNPrIaF4BbiMAsEbOauRAeXmqNnYGzjPmx7JpfmfI556D8K0rdQAVrzuWKfuFIbNHuTOR6daz54t6MvftW0UHl5xnA4rOmXZKc0Duc5dIACCORWBfqXQ44NdBqUU/9oF92ICnK+hrEvnCthatDMC5IkUcYboa6/wrpLardxswPlIefeuNvgRJx3r2zwlYR2VlGoHzYGTiuimr6iOqs7WK0t1RFwAtEts8ls8rH5ewAqZGDyrGMepq5eRlrNo4ztyKzrVuXQluzPMLiJoruYZ4zmlgQMwVgCAc1evIBDcOqknnkmq6J+8B/MVhe+pdyyEHIxVOZDGxHatFVBIIqvdxjB2jnqTQI5+9iKtwODWJdrsLKO/NdJqQk+wP5QzKBkVzsoZoQ8gw+MkelUtrjOduVVZGVhweQa9O+B4xNr5JJ/49xz/wOvNb8BlJHbvXYfCzWG0yDXCigySeTtJ7Y31tGViJq6PWvEniNNJgMcJDXLdO+2vL7m8kvLhpJHLyMclm70l1PfaneSucyNnLNniq2drLu7VlOUpO8ghFRL6IW5AxjsKm2kPz2ptsejDoRVspurO5oSwRIiZA68mnzxZAYDpTrdAFwanZV8rJGcdKYjFuY/MQ4HIrFuY/lJPY8CukcbZGz0rm7wTjUJUdQIcAqacRmDqA4LL25rFu9rqcAjPUZrobwgMUArnLz5HIH1FaRYmXdB0hYFUSL0PPHWu502OIOrrEFx61l6Iom0+1uGA+ePDZH8S8VoveLANoHPqK9PEU/ZzsctCpzw5jXub0iIQo2C5wxz271WhIYnaTjNZgzLIJZHY/3R2FaNq+S3A61wVZ30Rujd07ULnT3BibMbfejblT708uss7TbQhYk7QcgVRRgaljYg8isYx1uJltzgg+tUr0Ex46k96su4ZBz0qncNlD605Kw4sxLh/lOe1crqi7XLdjXQ3cuJGGeK4+0hbWvFs2l3Gpz2sbCQw7E37mVCwX0A4JyfT3opxcnZDk7IqQWmmXcjLqdw8KqPkKAknPXgf1rS0/TrWCVvs7CWE8xOy7SRnqR2NchYXEty5aVyxwDz2zXfeH1WXSZ1P3oXB/4C3H8xXu08PzYVSW6v8AmedKvavZ7MsCOKKQESAgc56mug0qGFZIbudiWiYFYAvBHr9a5u1jWe8cD7ictj17Cuqsyu0E+gryas7aHoJHU6sIrlYbqMhkkwAw9apRR4c5Oc9MVT3MVC7mCZ3bQeM+uKtQPznFctKDSsD0J8kZAxntms+/PzZ9Kuyt8wIrPvWypNOSsETLutroc+mM1yOoqVZlPBBrpJ5cowzXGeI7qSO0Z43KyBgMiiCu7FPRFC7beoPvmvdbG5EEI6ABRXhWt2NnbaBBqmnarfTq919lzcwrGtwQm53iA52qcKd3qPcD1JdQygRDubArrjFx3JjK53OkXJknMh53Hiuk4dcHpXBaLdeXIiE845rs47gGIHI/OvMxE2phJXOZ8Q2qq5lUYxxj1rGjTeoZTXSa5PEYTuIyegrmEk2nbnj0p0NVqO5e5VR0470ychoWGOOxojkDIagZ8grmuiUbCTMyZsZQ965/VV28rjaeK2buTZJkVgalLjIJ4NQiznp2+8PxrpvhtCJptVhJwD5Zz/31XJaTHZ6p4t/szUr+5tbeWTYksc0Uax9yWMnGMZ4HJOBXR+Apm0fVfEkNwZ0+yzLEEuABIMFwA2OM8DOOPSuqFNrUhTTdjvNVuLXTIDbW+POcc47CuVZuCc81FPdvdXzzOfmc5xUg5rKp8RaNa3PyKvetCI7jtI5rOtADGrE9hV5WxzWXUZfhRlyD+FShuw5NVoZie+alkcK4boMVTiRcp3vyyFhWTeKssbHo2OK0r9htznrWHcTEwsAcEVBSOavywbkcg1iXxyN3pzVzxDdOlm0kbsr7wMiqXiPw9q3h/QNJvr2a4E18ZPMhaMgQABCgY4+8wbOO3TqDXRCm5K5MppOx67b+H7Kw+Hy3cXmmVJNylmz1IBrjLqZ2mX5iPYUUV6+N+M4MH/DZpITsXmrluxDHn0oorxup3LY14f4ank+UjHFFFXEl7D1Py1TlJw3PrRRUzCO5zGokiV8cc159d6ncaP4lk1C12efE7bd65HzKVPH0Y0UVVHcdTYzdIGDIOw2ivRPDIBtNUHb7Ln8ciiivpsL/ALqvn+p42I/jfcO0r5bUEdXJZvc5rorNj5aDP8NFFfM1fiZ7UdjSgYtnJzirQO0YFFFKApEjfdqhcEmI5ooqag4nN3TESEA8ZrjvE/Fo/wDvLRRSp/EipbGN4g8Uvr0FtFLpOm2xt1WOKS1SRSka5wgBcqF5ycDk816LpsrtNknPSiiuyWxlTNnSrmX7Qzbuc/1rurW4ka2ySOlFFeRitzQ5rUbqaS9ZWbgdKj/5aGiit6fwoCdGOcdqbISGOO9FFazJjuYmpHa2RXO6gSYck80UVmjQ4l9dbSL+8jOnadfxTSBzHeweYAyfdIIII6nIzg9wa3PBl7c6xqerXt9KZbi4kSaVumWO7sP0Haiiu+PwowXxnQSMV1HYuAo4qwjnzQM8UUVxz3NzWtCRCv0q7CxYHNFFQtwLkZKx5HXNSMcpk0UVq9jPqUro7osmucuHbcV7ciiisupojjfEvFo+P+ei1z+o+I9V1LS7fTLy9mmtraR5UEkjMSz4zkk8428emT60UV10vhMam5//2Q==", "info": {"video_id": "119780", "label": "lifting a banana up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "119780", "label": "lifting a banana up completely without 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": "5f7dc5e26491554443a232c15e052d96467a23a93ff2108ad39850f7ca164a49"} +{"episode": 19318, "episode_seed": 4095081411, "split": "train", "timestamp": "2025-10-13T03:00:04.602451", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4095081411, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sticking tape and plastic container so they collide with each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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gfj0r1KWPAqs5556UmrlptHkerWs1letbuD1wD61f0q08rDAHJ61v+MNMQFbqLBbOWGazbKRPKG58VEjSOurNqAArk1XsLZVD4HJpn22GJchxWpZw8njqKKaFVexx/im3hUwtKhblgOfauRMWJSFTcM9K9fvtHtr+NVuIg4U5HOOabbaRa2qCOGFUXrgCtrGJ5MLG4cDEMp/4AasRaHfycpZTn/gBr15LND/CKsJaqBwKTA8jTw1qjjixl/HAqdfD2rwqZGsnwuMYwTwc9B1r1tYFHYU4Ii5HHNIZzPgnT7iP7bPcwvCZGUAFcZwOTj8a4jx9erd+KroI+6OELCv4Dn9Sa9R1rUE07w/fXCOodYyE57ngV4PK5diSck07CITya7b4e26ztfhxkDy//Zq4gnFehfC9N51T28r/ANmoA766tVa3wAcY6ZryO/t7dWIhi2srFW5689q9yWDfGMjjFZK+F9Ljujci0TzdxbcSTz9OlCC540trLIAEgc46lVJzU9tol7dTpElvICxxudSAK9luGtLBB5gAY/dRRyaxbu5L5mICBfuqO3/16zqTUfU1pwct9jx6VSjsrAhlJBHoaYoJOK6fxT4evLMrqjQlLe6Y/VW9/TPUVH4X8My63d7pNyWcR/eyDv8A7I9/5Vonpczas7FXR9BvtUljEFvK0bOFMgU7Rzzz0r33Q9D0/Q7EW1nHtH8bnG5z6k1h26xWUMcEKrFEgAVV4AFXJb0hsiX8M9aTdxWOl2x5+83/AH1QUTHHP1NcwNRPaQmmJ4hi5/fYwf4uKAsyhAuDwv61ZZTt6VHAMsKtkfLQgOO1t2kvlgzjJxVVNKQXDRXjHYwyjrwRWy9l9o1EmQDzBnaM1UvoZpXEaggjuRU2TNovoYpsxZzFRIHXPB9a0LSE3Dc9KtW/h5pfmd2J61ow2iWYwccUlT1uxyqaWR554l0i6s71AMtDL9xv6GtHQbFbePOBu7mt7Up0uA0bKGX3rPCbbaRVyKoyZZvrkLYTBHGduODWPaSq0O1nZX3de1WrqBRZMUUZK4rK0vRtR1KZng2hYyNxZsAZHHHeiURwkd94WX/j5zgn5en4118QJUcdPeuR8JWVxZtdrOwbOzaR+Oa7GIYQURVtCZO7GlTu6U5UNSgc0u0cVYhFUnvSMmRyf1p/TgVHNIkK5YgeuaTslcCvJCp61m3E1qjbDNHuB6bhmrV1qETW0gicB9pwe4OK4bZuXJG5hyc9TURlGXwso2NZxLHhcEYPauZt4lDlWTH1rX0xZLgNGTnZj8K149FjY52c07XHzWOI1zEUlqsSkBjhiB7iu2gXa3C/rVXUdIBKfIDjvir8A+YUJWJbuTFTtpAlTY4pwA9KoRGqmnEkDrRjimsOtNoZFI3qx/OqNxMkY3M4UepNTSyoG2swBrA1ohp4gWBQqSB2znrWSnFuyYzH8aakv9lpBHIrCSTLbTnpXnzHJrV165Et6Y1ACp3HescmtNiRGr0z4URnydTcg8tGPyDf415oOa9g+HUBttPmjK4bahP1OaTA72PJUcfrUc8iQRPLIwVFGSTU0Q+QVzHjLU/JhFlHy5AkfH6D86TdkOKu7GDqWs+ZfvK3UkBV/ujsK0dKhGo6hFG/+qT94/0HQfnWdrEMVlNYQxeW5W0IkdcHMjHk/XAxU+nyyxwmG2BMj/fKjJPt9KzUbu5u5e7ZHTa6bC80+azumDpIMEA8g9iPcVhRTwWlqlpZxiKFBgAd/c+9MOmahK4/cuM9zWrbeG/lBmlye4UVrZmOiMxJS7AlsnPetHzSB2H6Vsw6TbxAYjGfU1mX8MY1GVGCnCDb/wDWp2E5GRqF+6+bBECW2fM3pmqkCh4VHJGMc1l6vdtp2o5UbUbAP09hVi31RHiV0IxWVRM1g1Y7GDtTdQmaONEQ4Lnk+1LAcgVBqjEeWT93pn3rLESapPlMluU3HlDcflOcg1sPFHIqM4BbHWubnkLMF75qSbVGTaqk8cVzZfdXbKkb7yxwoQMDiucvr4MxGahfUJJmAyeaSKxadstmvTJKkcT3EpwODU95ZPbQBiDgnFbdnp4i5q9c2aXNm8LD73Q+hpWBs4ieNXtyvI+hxWl4Qlggguo3PzNL39hVa9s7i13LJE3HQgZB+lc/oNtLqHimbTptSuLIMJWj8tNxZ1QsF9hweT6e9TG4tz1nT0QSyMpyDitiIfLXmnww1G7v/wC0DdXEku0RFd5zjO7NemRdKd9RDwOaf6U3FOqkA3nkjFZWrctGuc8ZIrWrO1C2dnWdAWwu1gP51zYyLlRkolRepjXtuq27sSeF3E/hWNiN4Mkc47V04tPtqeW+4xn7+PSub1GyuLLdGYnKj7rAZDCvPy+nNXkymyXw0YgbnLAfvAOfTFdbE0ePlI5rze2E1ushYFCzZ561BrGv31ppjG3uHjkDrhlPNewtCGj0q4iWRTWTD1Fcdqur3VtoEGo6f4g1KZWufs2biJY1nITczxDrtUkKd3qPcDsLc5VT7UNitYuU5etNpR2pgBHSmvtRGY9AM0+mTIJYmQn7wIpvYaMJAJAdxPqfeue1uZYXbBzhC1b8kckB8twQRwCB1+lcv4thFrpomYkSuSCp/u9q8LD0Z+216GjkcBPIZZnc9STUNOPWgDNe4Zl7SLM3mpQxYyudzfQc17D4OTD3gP8Asf1rzvwDZW13r3kXt5cWkc58tJopI0CdyWL8Yx2HJOBXf+DftMOr63aXD3B+zyiNVuAA64LD5scZ6ZxxSYHbxj5cVy+oaat/q0lxtIIO3Hrjiuqj+7WOdwuJMj5g3Irz8fOUaa5SoaM5zUNMkLoAuW3bVVV5zitzQdINnDvlA8w9R6VoWltvkaZh8o4H1q4q4rbA8zpLmCTuIyjAwKcoGKCOBSiu0gHB2Hb1xXGTsTNIHJ3K5+tdsOSKwNZ0tzMbm3TcD99QOR71Etho4jULWGa/thOWdDKu4MexPNdquj6W2nC2t4IxB2Udc+ueufeuA8VvPDaiSLejLIuWA6UmsW/iTwzoOlXtxqF7HLemTzIdpAgAClAxx94hs47fUGktgZ3NoSVFWZwHjKsAwPUEUUVm9gRh3UaRghFCj2FZEwGaKKVMpEllGrSDI710dlGvIx2oorcUi2AABipP4aKKCSNxlSD0rzPUryTSfFdzfWqp50Ur7dy5HzKVPH0Y0UUgRsfC9RHNqSr0AiH/AKFXqUP3aKKnqNk1KOlFFWIQ9aaTiiilLYAJODzVO5UMmD6UUVMQOUvYI/m+XrXE+JUVdPYj++tFFUUjL1jxO+uxW0UuladbGBFjie2SRSiLnCAFyoHOTgcnmvVbQnYv0oopSEzQFL6UUUIQUhooqwI2PBrzLx/O7XEUZPy9cUUVityjhT1py9aKK1Ednb6kuiSzW6afY3cDlG8u7h3gMoyCCCCOpyM4PcGus8D3txqGpareXUhknuHSSRsYyTu/Kiik9gPQovu05oYnYM8aMR3IoorGWoDn6YAAA7Co6KK2hsIQ0g60UVYD16il70UUmByvjxFbw67Ec+dHz+NeYavrWoX2mw6ddXc01vbyPKgkkZiWbGc5PONvHpk+tFFSNH//2Q==", 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", "info": {"video_id": "8155", "label": "moving sticking tape and plastic container so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "8155", "label": "moving sticking tape and plastic container so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "273d0d9a598e2debca1ec534208e6b10da9639e22ac8f64f622f33b3c5af4a2c"} +{"episode": 19319, "episode_seed": 2939399740, "split": "train", "timestamp": "2025-10-13T03:00:06.999920", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2939399740, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tripod on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 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": "45561", "label": "putting tripod on a surface", "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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qeoqI7CNB/E2TXMXP3jWM6cWUpMyGvvDF7ZwRahfeMLC5SNVk3S+dHuA5wDzipNMi8OW6S2qeJob6ynbc9rqNqfvdMhs5U+4p0/OT1qk0EZIZo0P1UGsPY+ZfMdHYeBdDWQXdgVkjdN20vvUc9iRnpXO+IdCtLGQvFt2dgp5U1u+HdWjgijt1GwoQm3sccUa3arNdTCQfKyZFefKc6dSzOuEIzicbFHG0YKHp61m3GPtMmOma13to45spke1Zd5EYbhj2bmu5O8Uznas7H1I6g8etVZI8k4HAqfzWIY7BwOKhjEk8vzkKg6gd67TmMnXnCypEB9xK5W4OX6GtrV7yOW9mJkUHOMZrBnuIdxJlTp60mNGZcfd6Gqcvb5TVueeDGPNX86pTXEBP+tXj3qGMrRjbCoPVRj8qcc5zxzQZ7fYR5i8k4596YbmALjzBx6UhkE42OXGcH+delSS/bvC8cwPzLGrg15nPeW5QjcK6vw54ksH0ZtPmnCTCNlAbjI6jFYVloVE6zSrqLUrWK6wpmUGF2xzwelabH5eoFcN4Fu/NudWjVw0ayI6kHI5BB/lXYO4Iroofw0RLcVyME5FV0ZGmGGye+O1EpUR4PWoJp47SyuHzyiZJrUk5/UZDLcSN6k1iTZwafPrdvgs+Vqi+rWbjHmgc96zbHYZICW5HFUrkOgaSIlXTDAg4xg5q2bu2dsiZT+NRSMjh8OuCp71LGM1PU7zX76wsZwimNHzcNwGJ6ZPboPzrHjmuNJ1PZKGimicEeoIrXliVkXnk1naw4bTibob3U4glHUf7J9RWEo8u2xcWei6F48sb91tr3Ecp+UH+Fj/SuuiO1a+fdMSJ+S+JAR8te7pNhQKMLSjBya6lVZuSVy1LIx6NVeZpAgwwFIZNxqCWXMi88AiuwxFlLQWUsjuS5Xb+dcpPySau+Jb9otKjQNh5nJ/AVwtzqVzEwCSHFRKQ0jdmGAPrWXfw74m6nis0a/dJjeAwOeDSHxCrgh4uvpUOSHYrREBWRh0/xq1JbrjIwKz5LmJ5NyHr2q9DeRMgVnGazKEWHBxn9K734cJtbVD6+X/7NXEGWI4w4rt/AbqyX+08fu//AGarp/ED2O2brjiqk7IDgsPoKkGMMSagjWPzd5A64FdBmZ+tvhoox2TJrm5x81XNb1iJdSmQ5Ow4yK56bxBbb8FW64FQ2h2JJQSp5qs6nb1qu2u2hHU1A2tWjZBJrNtDsbWhWK3VxdEkgx4ZMf3jzXQ6hA0unRTOvzr8jVx+jeJrSzvSCfllIHPtXoNxPBc6cwTGGww9+K8vGN8x3YbRHnVzFtfPuazNRQPahv7prtZdNE7HC5Nc5qli8Ilj2Hbirw1ZNcsh16f2ke8vNtjwO9V3vfJhZycLHGzmq08+B16Vk6tPJ/ZV1HCC8jbY8Dtnk1655pwl/dyTNLJuO5yTXPzCcndubgHjNbn2dpGKYOFOKsxaZHje4GOg96yabNFZHFPBdNj73T1qP7Bdt0V67kwRA4CjNROADxgUuQLnGf2ZeZ5DjHvThpl338z866ct/pE6/wB2Q/yBpHJ2k9AKXKO5zR024CnduH41r6LoMN1bXC3LlX4MbDtVkrvkwxGBUXhqNtW8SCxk1OazR0lMXlpuLMqlgvoBwTk+nvWdRaAtWdD4Atm0261iBm3YaMA9M/ert/N3HFeeeCLyaaW+lmkZy6xnn8a7RZ+9bUX7iInuWLiYdPTisPxHeeXo7qp5mlx+Aq1PchFeRj8saljXO6/cIlhBJPv3KMKB0LMc1o3oJHM3SmT5c1nSWUjDC565NdJBbBlGRz71M0USLgDPvisrXLOMeynXoGpnlXSn+OuvZV5OBULKMtwPun+VTyjucwJ7xTy7H61FcXFxKMO2VHQY4ro1VJI1YovIBqjqUSx2peNQGyOlS07DTMe13JIGXOcivdUn3cnpjivLdX0bTLTQbfVdM1K9mDXf2XNzAsa3BCbneIddqnCnd6jvkD0GG4Mihj3/AJVVHqKZrCYBTz2qlPcBQzk8IM/j2pjzDbWZezFpILYdXPmP/ujoPxJrczKPiZpHmiG0+VEgAPqx5Nc+1o0nzGr/AIglMmu21qjHABeTnqasJGEQZ6is2rspGHJpG4ZPXtVWTRSehAroJmIx3J5qBj8oqXFDuc8+jSqCQQccmqkllLF1BFdJKf3E2OoQmqs670B9alxHc55hID9416D8NJHUakGJOfKxn/gVc54bsdP1TxOmmapeT2sMzbEmjlijWM9SWMnGMZ4HJOB3rpfB8Mmn6xrtlIs6G3nEQS4AEi4LD5gvGfXHHpSpv30OS0O9kkxHjPWqYuQj7yeEVn/Sopp+OKzbmXel3CHK4QR7gM8nk11MzOPu5mmklkJ5Zic1lNaMzZAJNa0flXEz+U25FbaDj0q6sKRgHbyegrFq5Zyp0iX0pp0Wb2rqHIyQKrvilyoLnMy6NIrdeQM10GlaldwRpDKxKqNuSajuP+PgD1jB/I1ByDWNSlGejLhNx2O10nUkM22TBzWhf6fDdJvVRjFea3F7Pb2wkilKNuAyOtdTqlrr/h3QdJvL28u0mvfM8yEpgQABCgY4+8Q2cdunUGuGphnHWJ1xrpqzPQtxeVAxyM1gXsznw/fXG4+YBI4Pv0oor2nseac5oCCSyhLZJIyTnrWpLwCRxhTj2ooqUUzP7ge1QyUUUAU5CRqNwB3CH8cUSfcHuaKKkbGgDzjx2/pXNW+qXOjX41G02efC7bN65HzKVPH0Y0UVlU2HE6P4fyMy3oJztEYB9ua7gsQnWiitKXwIme5naixMMMZPyyXCq3uBzj8xWH4sYk6ZH/CWBI96KK0lsJFtFCxqAOoqtN0X60UVIysfuUxeZMe1FFSNFK2ObWPPpiq+q8WP/AxRRUvYa3E1vxS+vQ20Uuk6bamBFjiktUkUpGucIAXKhecnA5PNd9ESFX6UUUUeoTJTz+lZ4YvrM+7sUUfTNFFbEIxHHmeLbtm5KpxWg3Q0UVCGU5jl3+gqE0UUDI8ZEgPQof5VShO60iJ/uiiipYylFrjaPdXMZ07Tr+GZw5jvYPMCsmcEEEEdTkZwe4NdN4N1C51PUdYv7uTzLm5kSWV8Yyx3HoOn0oorOn8Y5fCdZkmZQemaxoZWOiXlwT+8ZXcn3JNFFdLMzA8PqDYhjyck/rWm3X8M0UVC2KKRPSon6UUUDKl3xcWuO6sD+lMk4RvpRRUPcChfDFoD6MKLnxJq2o2UGl3d7PNbW0jSoJJWYlnxnJJ5xt49Mn1oorKRaP/Z", 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", "info": {"video_id": "45561", "label": "putting tripod on a surface", "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": "642da560c4973078d3c376fac34d201967556e5a34a8cfbb12cd7b4186b9b3b3"} +{"episode": 19320, "episode_seed": 251038382, "split": "train", "timestamp": "2025-10-13T03:00:11.017931", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 251038382, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wooden scale that can't roll onto a slanted surface, so it slides down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "19096", "label": "putting wooden scale that can't roll onto a slanted surface, so it slides 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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"info": {"video_id": "19096", "label": "putting wooden scale that can't roll onto a slanted surface, so it slides 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": "d0a5f242dd5d61c4b4700cc2831299da3d396483accd01223c6fe5f2107fae69"} +{"episode": 19321, "episode_seed": 1793246654, "split": "train", "timestamp": "2025-10-13T03:00:11.998498", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1793246654, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a medicine so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "194815", "label": "poking a medicine so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "194815", "label": "poking a medicine so it slightly moves", "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": "3b5d191b678f7df1518dcc0011274cd6b8edc0acf671beb69445a670dcad2771"} +{"episode": 19322, "episode_seed": 1378668481, "split": "train", "timestamp": "2025-10-13T03:00:14.522288", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1378668481, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toothbrush 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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", 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", "info": {"video_id": "72018", "label": "pushing a toothbrush 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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", 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", "info": {"video_id": "72018", "label": "pushing a toothbrush 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": "767fe2a5be594acd70e26ea82625af051cf2547635e6ce2c2c475e9d86c4a0a4"} +{"episode": 19323, "episode_seed": 1013013661, "split": "train", "timestamp": "2025-10-13T03:00:16.423127", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1013013661, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wooden piece 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, 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": "23739", "label": "lifting wooden piece up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "23739", "label": "lifting wooden piece up completely without letting it drop 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": "cf67ad63caa6513519993d20c51f65d48dfd73c8f1b33121497b4f3fe4f00f25"} +{"episode": 19324, "episode_seed": 2131358563, "split": "train", "timestamp": "2025-10-13T03:00:17.511025", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2131358563, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shampoo upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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"info": {"video_id": "115689", "label": "turning shampoo upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "115689", "label": "turning shampoo upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d687b181c981102f889675471792ff3da9e82f181a8ec798b3a943818f463d4e"} +{"episode": 19325, "episode_seed": 578204063, "split": "train", "timestamp": "2025-10-13T03:00:20.294196", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 578204063, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic bag up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "144477", "label": "moving a plastic bag up", "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": "144477", "label": "moving a plastic bag up", "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": "5e3806f56bc2c2acde6e8aef5f45268badddbead89f50b7ece572fb20658e7b2"} +{"episode": 19326, "episode_seed": 1305482534, "split": "train", "timestamp": "2025-10-13T03:00:21.832450", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1305482534, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 out of vessel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "214737", "label": "pouring water out of vessel", "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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z6VlWl/aa5NBFru8TwBkkAbgnJBz6c4p0/iFz4e0+ztSE+ylgnXa7t95v0x+FOnOLu3ua1OaCSic1qWnQaDqk8Ftci/gRyYmKlAcYwcc4NT6P4i1uCOVY5RHBNJ5hA4bd9e49jTlP2u4sbZ1y8duxk46s7s38sVclgSLoAO2K9DA4bnftH0ODE1uVcvcoTASXD3DIqu4GSFwaqSn0GBWkV3HB6twKrx6deXkhWGFmx3xXdKm72ijnjUW7MG5bkiqi/ers/wDhDpkjMl2wQe55qk3hdSrvDIHx2U54rzq+HqRd5I7KdSMl7rObZs8Vsy3K6lKqupjEiBCw5yw74rKu4GtpyucgHg1LGJL2aSVzt5LblGBurlle1jVHftr2oNpi6fqdq1urQmEv5J+ZkwAwPQ44yK6/wn4sn0LRL61c28SQRo8CQsWEpZj8xzznjkdq8g/4SS+m086deS+bGjiWJ5PvKwHY+44/KrlrqUV3Au1kiuY1Cj/bXPOfwxWUJSpyuazUakLPc6bxdr0niOa8lvG/49bcNFg4DSSMqge/BJ/CuSbQWluy7DEQC4A78VNCq3hitLffLKswMhUYUqOFA9TuY/lXXT2628G0jla9PAYVVZNy2Rw4qu6aSRzSWv2dMDgAYCio5gVUA/gau3D/AD4PU9AKs2Wh3OqmKGOMozsdu7oR1r1JU1tE4o1HvI5ac4BrNljkIJ2Nj6V6vL4N0zSole9uA8nXYtYGoXenRExw2fye/WuPEYR25mzpo4hS0SOEUMq8giuj8I6hHa3U8TrlpQNpyB0zx+tWri3s7+2ZrZAsgHMZ/pWBZ2p+1Sx7jHKozGTx8w/zivOT9nNNHW43Wp2erawVgmWNiqpZyM/ODuf5APyJrjLTw9rV5aLd2mnXM0BJAaNc5I9uv41YM8t9bzIH3u0Xzepxzg+uK9T0bXrLTdAsJ7PypoYY4UlTncoP3ifTvWVSpz1Ly6mkIe7ZdDzrw7qT2GofZb6OWNlOGDLhl+oNdTomsf8ACLeL7HV9OSGaAt5E8b9NrHgj0IJPPuBXonjzwx4V8XaDb6nFef2fqCKyw3RQgS4/hcHkj0PUfSvDdRhkh0+BU3tdxyvFLs5GMcY9+CR+dRKm4y0NlXU6PLI7X4yJrWoauLoT3LaTJtkis5MD7O+MNwODznn3rzu20gthpScf3RXpr3o1vSrR/KigcRq0hWRmViRgjYc7ee1crcIsUjRIpAU9+tehgaMKtPnascGJm6cuWLMsxJCm1AFX2qhcEDJrRuOCRjJ9qqNp91cnEcTH8K3qwdrRRnTkupjydakGAuKtzaLexyYMZ4GT7VVmjkhcB1IrzZRaep1Is2TmX5ZppI7ZeGRDjPPTNFzHHHePDGBHbygFMk8emfxpTLDDEoDB1J4UdR9agvTIXiMvD7e31qXtYfmd5Z6p4it/C1nZzsn9l2dwrj5xjJyB0+8P8amn8S3lnb2skWwOZVYSpwVbawB/ImvPoL+4traSFZpPIkxlNxxkHPStPTtfEUfk3B3RYPDjOPTHoetc/I1NSR0xqRcHFnRNqTz6rH9ok/cK7O5Pr5ZOfzrJsIxBYRh+Gf5iPTNTWME1+7x2MbiGSPy2dl5deOAD06Cuz03wnDHi51J9oH8NezgKEpT5zysXVjGPIck2l3V7dGO1iZjxzjvipm8FXKgvdusY967uLUo7G0ENrCobnMhHJ54rk9YvJ7hm3uzH1Jr0qtGlGN5nJSqVJStE56XwvG8rCCdWI/hU8msG9tHs5SrfStlpJI5t6khh3HFWbu3/ALXsjKAPPUc4HWvDqqF/dR61OLa1OViQyyLzgZ5PpV/zrywnF3ZSvEUxhozjFV7fzYbgx7ggJwxf7v41Jp7Ga5kaT5gqlhz0xWFr6D2JW1qVr0XhIEztvcqoX5u/59fxq3PqNjLAZFLCVgN0SkgM2T83t1rAJLAZq5ZRiOdXz8w5wexrPlSdzWHNN8iO30izuJS2q3SLGHiVFULgAABQPyGT7mo7hZJ7jy4ELsTXY6bZXHiGzg0ywi3SD04wK1G0my8KK0U+2a+xyBztNfU0aUacFBPXdnz9SpKU22vI5rSPB/AutQl8tQM81fttUFnpRgigQTAlWkxyRmm3N7NeP8zcdlHQVnsv75kPG5c1rUlGkrjpU5VHZmHrF5LcOWZ2Y+5rDjmlglDoxBz2rq59PDEs3HoRVG40uIISo5FeFiKznK7Pao4blWhlX9iuqWhuYx+9A5wOprC+07IDIIyGztJH3Sf8a6GF2tJSV5U9a5aRWaAFc+WW5Hv/AFrhbszSa6k843WSXD4ZpHwB0wAKoqm59q/hWpfxmDTbKI8NySD/AJ96z4sCYD1/SqcbOxmjt/A00Md9EhiUBV3Fu5bOM/rXRatHNcag9tbJuy2BjpXD+H7n7POGHBI2gH617wl9o2g+GbcQQx3GqzIGZyP9XmvZy+olR5Eru5w5lStWUo7WRyFh4Tt9NVbnU3Bc87T1qXUtQSQwfZoxCIGLIw4NV7q8mvJfMmcs3bJ6VXYKyEM3zEfgK9KTjGJxQpylK7KepSSSqW3Ek9zXL3drLI2QCTXRf2lZvPHZyXMXnkY8snDZ/HjPtmpGiQ/dwQOPpXi4rEOcj2MNhopXOQj8y1mV8Hg8g1Fr0MUpgkgbDSZyv97GK3tQgGeFFcvrBZPIHOBnt06V50tdTplHlVhlkDYmG7JLbJBvizjIz0rpTq+mW0tjeaK7WwZiLiIk5Rwcg47ghsenFchcXErrCryBiOo7/j60lzG1q7xK2VYBiPSspQ5kRGfK7o7fV/EF9d2cWnGYGOByYmjzgqzE9++f5VT0awjvtTtIowSIQXnbsX68ewGPxJrmLe/u2VbaNgC5xk/yz2r0bwnDBb2UiRZmnkBTI/vZ5rswNP2lZRl/VjDFS5aTlFf0yvqciRPlDtJ/u8ZqrFaT3aGVg4xwCRwfxrtrfwTLbkX2tDyYjyqvwT+FF1fQiF7a0iVIOhJHUV9HyKbvc8dSa0RU07w3o9lbR3V7KJWZQwSs7VNWjgDJZW8cK/TJqRWwzxk5xyM1l3loZjweTWFeuqcLI6aOHcpamIdYuVnJLB17hhxUGo2iajb+fbrhv4kHQH2q5NpL8kflUFs72U5BBKHgivBq1ObU9aFLlVmco+XKRhFHPBA659+9WtUXZdKnXbGKpLM6lSGIK/d9qWWaSZ98jlm6ZNYaWIHxE7WUnKnqO1dr4L8P2OsX8Fs1ur3EkmF3McAfSuEDEZwTz1q9Y6zqOmTLNZXksEi9GQ4IrSjOMJqUlcJ+9TcVufQurWOh+E3W3sCLm9A+d+Nqe3FcvcXktzKXlfJY9O1eUyeJ9blcvJqVwzE5JLdab/wkWr/9BCb869WnmdOEVGz/AAPO+pSbu2erSr85PToT7VQuLVWZieQOuRivO38Ua28bo2p3BV/vDd14xUMWu6pDGES/nCjOBvzj865MRjPa7HdQpxp7nc3GnwspIAz1zWShNpPlT8vcVzh17VG630x/Gtfwnbt4k10WF5qs9vuhleMom4u6oWC+w46+1cTkdLqR6Ij1u1ja5idMATq3I7EVU06Aw2dzcMPvRnbn0xWdLfXMpTfO7bQQuT0z1oN9clChmbaRgj2og1F3ZlN3ehF/Bx+lXbZuVORwOcetUAxAwKeJpFGA5AqehdKfJJSZ7F8P/FM2kWl48AUzyKFVj/D9KddXMk8zSzsWkY5Ynk5ryS31a/tARBdSRg/3TU58SaweuoTn8a9Wlj4Qjqnc4J4Zylc9PDlVz+tY+tajIsccFshS6ZWZJRzgZwBjuSf5VxH/AAkesYx/aE/51Xl1a/ndXkupGZRhTnkd6xqY3nNoUlFHTQeL2hhEN7HuuElCuyjAKdzj+8P1roXdZYQ6EMrDII7ivLSSxJJJJ5JNXYNY1C3hWGK7lSNeig8CuNS7nVGq7WZ111CAScVzuniEQKZOfLJcg+vQVva/bW9v4Zt9W03WtQnDXJtc3UIjW5ITc7xDOdqnCncP4h7gcUk0iZ2sRkYNK6umRJ8xsa03mx20ik4O4dKyvuv0+uDTp725uVRZpmcJnaCemah3nOc805y5pXJWhsW5KyrgnINek20vnQrvPIQYzXkK3EyEFZGBHvV4eIdXXpfzDt1rrwuKjR3RGJj7a1j1Eggkk1EYndvlYAj1PGe1ea/8JJrH/QRn/wC+qP8AhJNYwR/aE+D15q6uOU1ZImlSUNybVpRHEUmV/tgYKxI4GByfXOam0HXZY9RdLuZmS5bLOeofsf6Vj3WoXV6++5mMr4xuYAn86gR2jdXQ4ZTkH0NcM580rm0XyvQ9JnDHrg5rlfEYMbQDp94/yrQ8H3a634gh07WNWu7eG4O1Z0mijWM5ySxk4xjPHUnA71h+IBc2+tXllcG5H2WeSJUuQBIuDjDYyM8DOCR6UOVy5TTI7aya4uYmx8pAdvQD/wCvRqpDalLgfdAH6VWS+uUUKszAAYwKikleWQyOxZz1JpXXLbqZ9Sa36noDnjPWvQfh9qsOn+ILaS4j8yKPLbPU15uJHXoxFWINRu7aQSQ3Do/qDWlGp7OXMxzalTcPM908ReIbnXb5ridyEHCIOiisZXLSDLYU968vPiTWCMHUJ8fWk/4SLV/+ghP+dek8ygoqMFZHFHC63kz0e9u4QgZG+dTgc43e1ctceLXtyo+xEMCQ6u+fxBxXOS6zqM5HmXkrYO4ZPeqk08tw++V2dvU1xVsT7TY6YRcNjv8ATNZg1eOUJG8bxgEqxz196r3kPzZHP1rjbS+urIt9lmeIvgNt7113iTQte8OeHdH1K+uroXF8ZPNhaMgW+AhQMf7zK2cdunXOOdS7nR7W61OIoooqDIKKKKACiiigAooooAKvaRqtzompxahabPPiDBd67h8ylTx9CaKKAKNFFFABRRRQAUUUUAFFFFABSg4IOM0UUAdB4g8WyeIra3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz61z1FFABRRRQAUUUUAFFFFABRRRQBraNrzaMk0Z03Tb+KVlcx3tv5gVlzggggjqcjOD3BqnqWoXWralc6heymW5uJDJI+MZYnJ4HQe1FFAFWiiigAooooAKKKKACiiigABwcitfUPE+sapo9tpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFAH/2Q==", 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", "info": {"video_id": "214737", "label": "pouring water out of vessel", "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": "0c8f0153acdb99e278fa80b949874e2f71e0068f1ed1819f9882c66fac6c7686"} +{"episode": 19327, "episode_seed": 1583093318, "split": "train", "timestamp": "2025-10-13T03:00:22.819975", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1583093318, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling pen on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "99180", "label": "rolling pen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "99180", "label": "rolling pen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c37725f6101437895ba40193234d94268c04b25c98f5b7b01e511e12d33cb817"} +{"episode": 19328, "episode_seed": 4003092442, "split": "train", "timestamp": "2025-10-13T03:00:25.264277", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4003092442, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering a belt with a skirt'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "88895", "label": "covering a belt with a skirt", "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": "88895", "label": "covering a belt with a skirt", "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": "931b3d0bc9394bdc5bc16510ca58bd62de73d19797553ca4f5f5b9a2f6b09637"} +{"episode": 19329, "episode_seed": 1874926017, "split": "train", "timestamp": "2025-10-13T03:00:26.853080", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1874926017, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175659", "label": "pretending to be tearing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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GrHnHfFW/HM8RuLKDdGZcFnz1Ve3P51xt0JLS6JS4JmAB3xnGMjpn1roNC8If23p/2y4u5EklbEfG7ocZPc1zVIRo11ipSsbxqOUfZpXK2j+GdV1u2muLSKIwjKJLM2Cx74/xr7B8OoyeG9MR8B1tY1bHqFANfLWk+Mj4dsI9HFhJNdW8pV89CAT07/hX0z4U1M3/AIZ0+8aNkSSEHawwV7c1oq9erWlzq0ehhOMVFW3N7FNK04MCAQQQe4prOAOtbGRXlUbSKyLoEbga1pnXk5rKuGDb+e1IEeEfHI/vNE/7b/8AsleP16/8c8K+iAEE4n7/AO5XmOixpdavb28ihomJ3KQORito1OSF30Lir6FERuQMK3PA461oaNGya3aqylcseox2Nd3q6xrod3vChUj3AEgYPbp36D9K4fS2K6xZs24fMSVJ6cGsqOLWIoTdrNG/svZ1Fd9j0zROGk98V0l6Q+kyx+qmua0c8L781vzP/opz0wa+bnrI9q+h2PwwJaPVDjjdDz+DV3jjn61zngTTTp/h2N3XElwfMb+n6V0zdK9+hHlppM8LESUqraKcyisq7GM1r3HIyKxr1/lHqa2MDEvR8jfQ18mN98/WvrO7/wBW30NfKkVlcXG9ooiVUnc2cAfnVJpaspFcHFbelWUt3KszKBj7uBiqemae95OCR8gPPvXoGnaesEIOMYFcuLxPIuSJ24Wi5PmewtnbeTGoCku3AA6k17L4E8L/ANj2Ru7pB9tmHI/55r2Fcr8P9IS81OTUJl3RWvyx56Fz3/Afzr1hGrPC0vtyHi63/LuJKF4pjr8tSA8U1jxiu04DPmTGazbpeta03FZN2cMRQBi3Q615N8UkzNpXH/PX/wBlr1q45Jryv4nqDNpf/bX/ANlpSdka0fjRwcSYHSu++HOmiW9uNRdeIV8qP/ebqfy/nXDqAFr1/wAHWX2Dw/aoRh5B5r/Vuf5YrnpLmlc6q8rRsdZEcIKmjPzCqitgCrETc11HEasR+WnswAqvG420M+R1oAZMeDWVctjNaEjZU1jXU2ScVQjMu2zmsW471q3ByTWVddDSA8k+0tBH5Y2wnaV8xRknPGPb3NXLIKEXG7aBy0Zzx9P90H86iltDKh+Wqgs/LI2PNgqfMA4x7VhBqehrVgoK5DdT/aD5jON0shZmxyOw/Sun0rxPJpNiNPjtGuWiG5GQkDB5yawINP8AMV1hdSzjA3joO/412ejWVvH58ccYVzbgOx6k4qMZyKHLNXLwi52+V2OYFnd67qbXmnxurHmWYsQN5649vavYvCHi7W/D2hQaZcxW12IAFjYuyYX0PByfesfSNGnt9PhitnstkaKSN+DyO/HU9aufZboISUhf3jnVif1rlqVcStIR90n91f3nqdXY/EHVo9RLz2Vitmx5jhkcuPfJ4rXl+JEJBMemOR23SgfyFebyJLCAZLa4RR1LRnk1BNeQQQmWWRUTsXyBXM8ViNv0NPZUzttS+IFzNaOlvaRRzMuEZnLBT6kY5/SvI9d8V+PRcmSW+fyUyALZQE/Edfzq5Z60bp1WTy084FoQHydo459DTNLibWfFMumzanNaxsspi8uMPuZULBfQDg8+3qa66bxEZ8kzNxg1dHA32o6nq86C+uZriQE7RIemeuPTpVdkZWXahhYchicZ4z19a0bu4luhGZj5mRxk4Iz/APWzVO6bzMITKoRS+1ucE9Pwxj8q9CEm1qjN6FtLzVNdZbFrgeXgFgQFUAdzjrV7RtGkW9aSRg+w7VKnINZuiCcXLiIYEiFGPtn/AOtXoWjaeI41GOBXDiq3sk4R0R24ajz++zS0+PyowTwAK6HRbB9b1CK3UHylYGQ+3pWFczpbxhM4zx0zXR6V4l0zRrA/Zre7muh/EihAx78sRxXn4eEZzvN2R1YiryRtHc9ch2xRpGAAqgAVI0ikda4Sz+IunyWu67trmCYHHl4V8/iDimz/ABEslIWKynY8/eZR/jXrPEUl9o8f2c30OxuJAq4yM/Wse9kjVVLuowO5xXmXi3xnrt9HnQ3hs2QYfzPnLfQkYFeR6rqXin501C9vmVzuJMpIJ69RV06sJ/CwdOS3PoLVNXsLcEvdxqDxknjNfN/nyXUcdnDlY1++R/Ea2vEGiaZB4ct9Y0/VL+5JujbbruIItwQm55Iud21ThTu/vD3AqaNZ4KsR1orNQjdm2Hg5SsdBomnLHEuVrbuZBFDgdaitQI4xWTruriwRZAokYMMKTwa8dKVWZ6jahG57j4JhS28OWiqMMyl3z3Y9a6xGx3rg/A2qnVPC1je+WUOCpUjHQ12kMiyJuVgfX2r2aSagkzxpu8my8rUjvzmq+8gUwyjGSeK0IHTkEViXhPmNS6n4h07T4XmvLuKCJBktI2K4jVvir4Yt2PlXf2hm6eWpIoA37iQDPNeXfEt90ume3m/+y0/R/GsPiPxkbG41K8srG5kxDKs0USxe7GTjGAeOpOB3rk/E2o3VxrFxZ3Ju99lPJFsugokTnHO3jPHOOKma901o/GiCxh+1XtvbjrJIF/DPNez6fJiJVPYYFeR+E087WvMI4iQn8TxXp1ncYIGamlGyLrSuzog2QKljfDVTibcgNWFxWpiXxKAOtP8AN+U81T7ZqpLqMKsU8wZHpTAuzTkQvg+1ZMzHaSetLNf28ceJJkXPPzMBWXda/pSg5v7f6B8/ypiEnfGSaypn3E1n63r9rLprvp+oRPIHUHynBIH0qrr+l614e0LS9Qvbm6We9MnmQlMCDAUoGOPvENnHb6g0hmBCgKdKilP2edJY+GBA9jRRXk03753zV4s19R0u1higvIU8uV8Fgv3T+FT6Wx/tWeLqu3HPXpRRXRjfhRjl+8vl+pq6fLItpcqHODM+f+Ax8V3OkafbWFnEYYwXZAxduW6fpRRXTf8AcR9EcTS+sSIrq6nKTASsAvIANZdg5v5JobsCeMc7ZAGH60UVxVDV7Mpa7o2llVmOn2++FcR7V2gD6DFec/2tPo+vvqFpHCJ4mYruXKjcpU8Z9GNFFd9PWimznov97Y56RQzoh6YwOfcCq0zEXEqZOC2Dk+hoopxOiW52Hh62iWNML2rubcBIPlGOKKK8HFP94z26XwIy5WMjszckHFTkBOBwCaKKz6HNU+IcpJ289c0s7sI3Oc4LdfpRRUrczexVkdjuyehx+lYuvOfsDH/bU0UV0UvjREvhM/xB4nbxBb20M2kaZbmCNY4pLaORSka5wgBcqByScDk81Lp6hQmB2ooruxXwjwm7N4sVjGK4jxHPJ9siG4jbkjHrRRWGC/im2K/hntnwpuZZfA1pvbJEkgyep+Ynmuvvb2WxEUsO3c7bTnpRRXqM8wv6hqM1pZiZFRm25wwOOn1rgLzxvrEkkkamCIBsDZHz0z3JoormxEmtmXTSPMfF9sL9zqdxNK9zI2WO75enYdvwrhjwSKKK1wzbpq4VFZmto2vPo6TRnTdOv4pWVjHfW/mBWXOCCCCOpyM4PcGo7jUbrVdQvNQvZTLc3MhklfGMsSSeB0HtRRW09gp/EjZ8J3TxahLEApV4yxJHII//AF11aa3cwzPtjiIUDAIb/GiipiOe5veF9dutTnlhmjhVVGRsBB/UmunDkKT1xRRVGZRvNWnitAyrHk+x/wAa878Q3tx/a9wwlZQXUhASAMqCQPxoorGu2ol09zBnkbZI7Euw43P8xOcdzz3qs+Gii3KpDJuwVBx9KKK50bsz5402GQIqscHIHvVi/wDE2r6ppNvpd7ezT21tK8qCSRmJZto5JPONvHpk+tFFddN6GEtz/9k=", 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", 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", "info": {"video_id": "175659", "label": "pretending to be tearing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7b75f0f08dfd4f3724faf75213a7ea1d1e6dd0b11429e7f272f7ba278cf0963a"} +{"episode": 19330, "episode_seed": 3038438634, "split": "train", "timestamp": "2025-10-13T03:00:27.764071", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3038438634, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a pizza cutter out of a 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', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "219205", "label": "pulling a pizza cutter out of a cardboard 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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", 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pfug+KcxXH+piDfXH/wCqtyzvY0vJZ5DtGwACuA0vUZL/AMbahfTcM82cegGAB+QobuOEbHZyr8xx61HG+yVH/usD+tSy5V2/3jVduhrHqa9D0S8ObGUjoVrCVlMgYn8M1sxnz9HQ9d0IP6VgRyInCDn1PWvRk9EcMVqecfE26M2vwQ54igH5kk1z/h6PdczN6KB+tWPGVz9q8V3zZ4Rgg/AAUvhtPlnb1YD9K86bvJs74q0UdHEnGMVoW08kEbIv3WOfoaqwjjNXI0woojdbEyszfsrwx2oaWRcAeteffES9e8ezAJ8lJCQPU+tdIwrlPGi5trVvST/Cr5myVFJnTaVg6DbDuMj+VOIwah0Y50WL/Zb+gqcnmpluWjqPB8mVu489CrfzFcx8TPBQ8Y6nYB9RezjtVbcEj3F92PU8Yx+tbnhCTGpzxn+KLP5EVo68qpexu2eU4FdtKX7o5Ki988pm+FXhfRtDvLycXV9NFCzK08uFDY4+Vcd64CO1htxthiRB/sivZPG915PhO5UYHmsiD8Tn+leRou+VF9WA/WuatNt2OijFJXO+8IambDxXB6w24U56YIwBXruqapFb2sVyBvVwNoB65rxqyg8u7ln43PtA+gH+Ndrd6ok1lYxbcqqZYD16Ct8NO6sYV49S/wCK5Yb/AEVphCBNHFlcjkqT6+lcbYSSQyfvbOQqBxxmt/ULkDULKFJN6lAjDHr1H4cVfIiTBYADBOcelTX3Kov3TkJLxJ/GVsEUqI4FBVuoJJP+FXJR83Fcvpt8b3xneXR4DTjaD2UYAH5V1Mx2Ow9zXNI6Ikcb+XKj/wB1gfyNelagc6ZMw7pn868yY8HFekxn7T4fjYfx26n9K3wu7RhiFszkfKJQyM2FAzXiut+LtXvppIzceVBuICRjGRnua9hu5ZDpF3g4IhcjJ9jXgd2hUnI5qpS1sXT1ubzXJbQ7aOOZlaQl3APvxmqFvqd5aypFGDKhb7uOfwqDT3Y2qqc11nhfRWuL6O8mTEURyuR95qydluaJvcmtfAt7eSvdi7EEUr7hGQQV3ckEV7B8O9K/sWzubT7S8wba/wA2eDyDj9Kx7ZcBRWxa3LwYaNtrDuK0p1XfUwnBPYZ8TGVNLsGbvdoKzrFt1jJjsyn9DVH4gX815pcLSsDslXAAwOtP0aQvZS89lP8AOnVkpbDpxsi07c+grQ8PTCPXYQTw4Zf0/wDrVmu3J4qndSOlvKyOyNsbDKcEcHkVzRlZpmzjzKx1l/rmnarqTWtlOJntDiYqPlBPQA9+hri/iVPjRrW3/wCekpYj6D/69Yvw0uvMl1HYp+Uxgn1+9U3xIn3XllDkHERY49z/APWrapNyjdlVaEaNdwi7pf5Hm0Nw0N7EQeQ9ei6XdLeBAl7Mr/3Tg/0rzIj/AImSr6En9K7DQJFjvoZGYADOSfpWbirXJZ3KW90fuXrfjGpqdre+SRk+3xttJGfJHP61T/ti1jibY+5sdhWffazLNJiFjHH+ppWJNpo74Z/0qI/9sv8A69cboRkj1i9aRgWBJ4GBXV6JfPeQOkvLJjn1rlbT93rmr/75/lTQ0eizn52I5zzVYnAqRnyin1VT+lQO3pUDR1kfiHTtG8L211qFwI02+Wq9WYjjAHes6GXcN3brXlXji8aK7sVdmddpCpngZPb613Ut+0OkXMrNt8uFjz9K6VUcl6BWw8adOE09ZXPMNRn+06ndTE58yVm/WtvQrUtYrIs0kZZj90jHWuXL5OT9a7HRRs0yBf8AZz+ZzXIU9jUht5gvF7Jn3VT/AEq2tre+WXF+vBA2mEZPWi3xxV7tirRmykYb4L/x9xn6w/8A165nxfHdC0t/MmRl8znEePT3rtB1rl/G4zpEZ9Jl/nTSBGvoZzo5Hoy/yqw556VT0Js6dKM9Nh/nVt2yTSluUjU8NTiPX4QTw6sn6f8A1quat4g07VNQNrYziaS1yszKPlBPYHv0NcldSvHbyujsjBGwynBHB5rmfh7dmSS+2KRtKAn1+9WsKj5eUv6vGVOdVvVWt95t/EO426XZwZ+/KWI9gP8A69cDYRCbUIEJPLdu3FdR8Qpy1/ZRZBCwlvzP/wBauc0UbtTRv7qsf6VlN3ZMFaJ1cNrIMYu5h+AP9K0oI5kzmdpfQFQP5VVgOTWnD0oTsS0Qm4dZgSTuXgccipp7m9mg2LNsB67lzkVIaGp8zZNjhNALprdwZGBbzATgY713V0cTSY/vGuG087PEGo+0v9K7e5bEr+5okWiAtiuzt/EmmaL4RtbnUbgRptMaqBlnIJ4A71xLtXFeNLto7qzVmZ1CMFTPA55x9adKbi9DWlQjXqKE3ZHe6zL5Xhy9kBwTHtB+prx3VIvlZx6c13nhzxDdePNL1G3mgjtLSJlRNgySTk5PvjFLf+A4/KZf7QIVh/FF2/OtJxlGSuc1KcWrI5bwzpDXRR5RiFcf8CPpXpdpGqKoCgDoAKx7WC0swI1uEVVAUDYRjFa8FzaLjN1H+OaxbuzTobUJAAq4Hx0rKivLTj/Sov8AvqrqXMDD5Z4j/wADFUmQ0YfjQ/8AEjJ9JFNTeHn32sw/6Zr/ADpPFFpNf6Q0VqFlcsCFVxUGms+k2pN5E6B12DjOD1qr6DWhqSNziq03zKwPQjFKtzFPzHIpPtXJR3F3qHjK60xtXubSLMnlCNQ2WVNwX2HB5P8AWs4wcnYbkkrknw2tG0+51iJnDAyKcg9eX7VW8bzGXxA65yEjVR7cZrjtH8cah4cv7ryYEuZ72VcNMchevp/vV6be+Fl1i5e9nvGSZwN2EyK3qwk1zMn2kPae6eaLaySagZFUlVTkgV1Gi6ZJeAlSFCnBJrZttCtdLWZZL4P5hHWI8YrQshp9opWO6Qbjk/KRzWN+hb12JLPQ4UUeYxdsfQVn6lYPBcHapKHoRW/He2fa7iz75FTLcWrj/j4hP/AqdxFDQbOS3t3lkUqZCMA+grlfua9qw9W/pXoHmRNwssR+jCuMn0i/OtX8yWzNFKflYEHNFwR1yPm1gYd4kP8A46KhZiRVW21GA2sMLsY5I41RgwxyBiszxTez2ehtPaTNHJ5iAOh7E1Di27BzaGF8QLFro6fOjgGJ2GM4z3/St7xJcGLwvdEEbmVVPPqRXH+MPn8M22oW+r390ovPIH2mNUWYhMs8WOdqnCnd6j3An0bXbvx1pd9azxR2trCVC7Bkk88n8K6ownycvYzlUho+pkBsrnPau7sl8uGOPP3VA/SsKbwzHaKCb0hRjrH2/OtWG/skfc05x/uGuZxsbXT2Oig4Aq6GGOvesCLXNPQDNwPxU1ZTXdOJA+1J+tNIg2c4rmfGozov0lU1uwXltPHujuIiD/t4rK8UWc2oaS0VqFlk3AhVcU0CH+H23Wkw/wBhf51ckbtWZp7vpNqTeROm9dg6HB61bW5in5jcGpknuVfUbMN8bKehGK5H4fWrafcapG7hgXXkHry3NWLa7a88aTaXeapd2ls8uyN4pY0WPoSWLjGMZ46k4FcePE2oeD/EWq2kVs0s73RiAvANy7WI5CnGeR04relCVnbqRKpCzT3N/wAYTmTX5ATwiKo9uKr+H1zczPn7qgfma2bvw+mp3El3cXjpO4BbCZBqKx06100zKb8MXI/5ZEYxWMotPUuEk46G1a881qQkcVjW9zZoAPtif98mryX9kP8Al7j/AFpAzQ4IpHPGarpeWjdLqL/vqpfMjcfLNEfo4oFY4eD5PEeoD1kFdrcNyCO6r/IVyq6VejX7qcQExSMCrggg/rW02qW8jCPcUZAFIYdxxTlrsO9iRjkZFcV47smufsMyOAY2YY6Z49fat3xFdS2ujtNbTMj+Yo3Ie2a5vxro+s6Z4a0m91C4uWlupHLwsmBBgLsBOPvENnHb6g1dGMr8yBzgnaWxufCCJB4VvpAPma7IP4KMV3Or8W//AAGiiurEHHR6nBsx81ue9IGO7qetFFeedyJtzBRyamWV+PmPSiikUTpNJj71TszSKu4k4ooqqfxoip8LJY1GT9K4XWNVutG8VzX1oV86Njjeu4cqVPH0Jooruicj2OXtgLjxTpEbqNpuYgcfUf4V9GRgDfj0ooq5/wAMj/l4clrhPnrz1rJYnb170UV509zthsKrN6mnxyMC2GPSiipNCVJnyBmrMc0m77xoopAOVR8341S8TDHh+fBPBU9feiiu+PQ4n1OM8QeK5tbskhl0zTrcwIqRPbo6lUXooBcgDucDk81v/CmFP+EX1CTHzNckH8FH+NFFbx6mUtkdJraj7Nj/AGa5jAIoorgkdkCpLxKcUiscjmiipRoa1rIywJg9qupM+PvUUVnLcpEkjGRV3EnBqaJRz9KKK6qPwnLV+I5DV9dk0bXL1BY2N7FMyu0d5D5gDKOCCCCOvIzg9wa5W4vZ9Z8ZWd1esJJrm7SSVgMbizDP/wCqiiuqO5i9me0TgCR8f3K5C9J+1NzRRXJW+Nm1D4UVyTjr3oVmyeTRRXOzpRKjsMjJqQTOAOetFFSxliOaTd940qqOfxoorah1Ma/Qg14Y0SbBI5U8eua47UvE2rahpEem3d3LPb2ztMnmuzEs2OpJ5xt49Mn1oorsjsYfaR//2Q==", 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", "info": {"video_id": "219205", "label": "pulling a pizza cutter out of a cardboard 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": "6f20f9ab05e3aef6536635e8d59b3447f298976249afff00442ffd238b2775b7"} +{"episode": 19331, "episode_seed": 4279223260, "split": "train", "timestamp": "2025-10-13T03:00:29.161609", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4279223260, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 beverage bottle on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 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": "159125", "label": "pretending to put beverage bottle on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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QZNW0sbublhKR9dopkd/dOCIbWOAf3iOabi+f5pL1h+NRz4eGyuY27svQ6akRLzyRQgn+I5NSu+mRcm6aTHZBWYsdrnM1wXbuc5qUT2cXCQs3vto+tP7ERWiXDqmnIP3dpI5/2mqL+258/wCj2aKO3BNR/a0/gtm/LFMe8mIwkIX6mp9rXlsh3S6CXOoapLG2cKpHOABXDapaTyO7ruPPJFdbdS3LRNukCjHYVyV7eb4nj53A9c1jVjUdvaHVhoud7HL3iPHkPI30qGBti5LYFX5IJ72Xa8jbBWfc2sn2kW8CtIx4AAq6UHY3nFUz1pJJ2IzIFHooqWK1eQ5/evntk09NatoxmCzy3vUo128fiG2VfwJrdfV4Hn8jJ4dKlJGIMD1arv8AZk4T+Ae2azDfatMPvlB7ACj/AImT9Z3/AO+6PrVOOwcndlLU4zbOQxBJ44rn5I9qu4GWPrWtq8U9uokkYv8Ajmucn1hgpVIhu9cZrklXUpXR2U2uXcriD7TOIZHWMMfmZj0FbOqX1ha2CWljh2xgtXLLNLNcFnbk+9SSzKg5OTVxm1e3Uv2d7OQ9nAQ1mTuAeTU/nSTtshiaRvRaX+wdQnO6UxQqf7zjP5ClotxTqRibHgyZy16ImA+5kkfWuuCSyhQ8rn6cVg+FYLPQ/tPmn7S8u3lRwMZ/xrp119h8sNmoA6V0w9jbme5xSTlK6Fi0+STkQu3u1O1DQpJ9Nk3QL8oLAd+KT+19TkHyIE+i/wCNMM2qy53TOM9RuxTlWo25RKNnds4C6tZXmkaJCIoV3EE9ak0PT5vEWpfZEnWGJV3ySN2X2Hc1p6kGike2GFfdhgO+elZlij2d+FC+WzYXHpn1rlThBJo9Jvmg2tElc7mPwpotkADskbu8pDE/nU4XRbQYDxj2Qf4VzAWQn55cjuKtx2sTjJkJ/pWv1yK2R5r5erNaTVNJjHyxk/RKqP4gtEyEtm9ugqo1pAM5zn61A0VoOy59zUvGN7CvALjxG5yI4FHpkmtWOS4cjMoUY6KK5+SS1Tpsrp49bto1Bgs8sPWrpTjVu6nQPi2Q2K1aQ5/evntk1eh0qUkYgx7tUA127fAhtlUfQmg32rTDG8oPYAVt7ajHYOR9Waf9mXATPyD8afFpUrcl1H4Vkf8AEyc/NcP/AN90G3vMc3B/76NJ4yCDlj3J/EWniDS3k84Mw/hFcCERZfNlXgetdRqNpMto7NJuwOma5GW5jdvKeRI2P941zTrRqTud+H5lSfJqS2thZ6lfCe8l2wIeEUct9a6sarpdrGI7e3OwDAwoFcrYooDDfuA7g8VeDWwOHH60LE8t0jmrSjzamnceI48furb/AL6NR2Gq3F68pCogXHvVF/sijI8urujXtjbvP5kfmZxjaPrVQre1lyz2Mrp6JGjiWRQGlb/gPFWYrF5ekcj/AFzSrryr8sNkuB05pw1rUXH7uJU+i5ro5qENg5GXYdLnABESrn1NSDTZ92CUrNFzq0hJMrjPoQKXbqLjLXD5/wB+h4umthci6s200iTHzSKPwqKXTIkPzXAx+ArGaC7bO6cn/gRpjWDsPmlqXjYhyx7l67XTIYJN06s2Om7NeaXCK15MwPyFjjiuyu7FY4XZpD0riL5ngkdl3MPY1zVcQptOx34JRlGcYuzIgVjl2qxwTye9a9rd22npmG1VpD/y0c8msK2ure4cblcSD+/xWqt1boMNspupybIwrSadm7nXxXsaj93A35VOL6Y/dgx9TSwadclc7QPqatppc3d1FbLBU+pzFcXV0eioKcZrs/xqPwq8mkNjJlH5VKNJ/wCm3/jtaLCUuwtTEu3lMJaZ1YfSuN1IeY5SNG3E+uK7/VNNCafKwkJIHpXFEonz5Nc1ejFNJI78M4qN5I5+4hks1+YYJq3p2kNeAS3BITrir9tBHqd8RLkKvStg2EcIG2ZgB2xWtOEXqRiKkk7IqJZwwxhYxtX24qN4Y+T/AFrVSziZMmR8+mRWJZWf9p+LJ9MfU7i2ixIYvLXduZULBfQDg8n09635Idjj1L2lSQ27y5j3ZxjAz61srft/Bbn8a5fweLm/a5JdpCAh+Y9M5rsk0yc4ztH41m8LCb5mBALy4PSJR9TS/aLsnqg/CrqaVKesij6CpG0ohSTNwP8AZprCUkBxetxxXFxi8kCPJ8qv0GR0BPY1gzKy6lGIrgSbSXZ1bdlq7a90aOfKzybkbsVrKbw5FAxEL4X1xWf1aMZ3W3Y0dabhyPYzPMuG5MzU9GlU585vzrQGk4bBlPHtTv7JUf8ALZifoK1VKn2M9TNMpz8zE/jUbumOQfzrQOmIWx5j9Ky9bthaaezxSOJAygHNNQgugakUkkfZfzNdpFexqoEcDfliuM1fTLO30GDUtP1S/mVrr7Nm5iWNbghNzPEBztU4U7vUe4HeQadcFAdqjjuaUqEam/QBovpiPlgx9TTxc3TDogqymlTd3QVYXSGxzMPypLCU0HyM8zXZx+8UfhSNJdHrLx9K1P7I/wCmx/75oOlIcjzT+VX9WpdhHOahLceUw8wsuOlc1JFYX6MRLErr95ZDgiu1v9MwCBKcfSubvPCVvM/nmVge4CisK2FjK3LoaU61Sl8BgRQ7C+1/kB4weKUxg85P51sPo8cKbRI2AKjbTIwuS71rGnFIluTd2ZgZVBzz+Na/h24hR7gvHu+7jAz61maPZWOoeK/7M1C+uba3lfYksc0Uax9yWL8Yxngck4FafhrT7iHWdZs9txm2m8vbcbQ64LAbscZ45xxTlSjNcotTpFv+Pkt2/lUovZz0hA+pqVNMuDjIUfjViPSpj1dRULB01uBUFzdk5GwUedef89F/KtEaQ3eYflTv7K29Zf0q/qtJdBGWXucZMvP0qKRrk9ZiPpWwdIB5845+lRNpPP8Arv0p/V6XYNTldRWV42Rpmwa5gajFBKba/QgD7sqjP5iu6vtLBJ/fMfwrn77w/Bccu7EjuOKiph4NWsOMpxd47nOzi1lf/R5d49QKhZFz/wDXq3qmnpYWLNC7KwYDNP1/wvqWgaFpV9eS3Cz3pk82EoQIANhQMf7xDZx2+oNFOnGKsXKc5u8tzsRrd8eBKF+iil/tK9brcv8AgaKKxlJ9zZJCi/u8/wDHzL/30aeb66I5uJf++jRRU8ztuVZEM95cPCytPIy46FjXH6lcy2jgxEfe7jNFFZSd5q500NIyGR39w7ht+0kdV4qR7y5OMzyH/gVFFao43qyP7ddAH9/J/wB9VjJrV7pOutqFu4M8TNt8wbgdylTkfRjRRW0NyZbGz4Gv7izF6IXxkRgkjPTNdj/a98/W4YfQAUUUptjilYT+0Lw9bmT/AL6pkt/d+U3+ky9P7xoorPmfcuyMie7uc/8AHxJ/30aqve3QUgXEmOv3qKKd2SyBr66z/r5Ov96j7ddHObiT/vqiincRGbu4HSeT/vqs7VriZ7QlpGb5hwSaKKqLBjdd8Vy69DbRS6Vptq0CJHFJapIpSNeiAFyoXnJwOTzXoK63fEACUAYHRRRRVybWxMEO/tK9Yc3Mn4Gl+3Xec/aJf++jRRWPM+5rZC/bro9biX/vo0hvbrH/AB8Sf99GiijmYrGXeX13k/6RJ/31VB9RvGQg3EmMn+Kiindk2KU11cFlzPJz/tVWe7uOhmcj/eoop3GZ8PiCXSbq6jawsL+KZw7R30PmAMmdpBBBHU5GcHuDW/4S17ULi/1fUJphJc3brLK7L1Y7jwOg+lFFa30M+p1Y1m/c8zkfQCl/tK9P/LzJ+dFFYuT7miSFGo3mP+PmX/vql+33Yb/j5l/76ooo5n3HZCfb7v8A5+JP++qhk1G8AP8ApMn50UUcz7isjHudRvCWzcyfnWdJfXWw/v5PTrRRTTYjG1e4ma1y0rn5h3qpfeJNW1LTLfTLy+nntraR5U8yVmJZ8ZySecbePTJ9aKK0jsTI/9k=", 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", "info": {"video_id": "159125", "label": "pretending to put beverage bottle on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cb25e6608ec4b3fb6c58b6a70d21eeb76a9547dda8ac3004e6865ca8d24e461f"} +{"episode": 19332, "episode_seed": 422524941, "split": "train", "timestamp": "2025-10-13T03:00:29.990800", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 422524941, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 suitcase roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "195522", "label": "letting suitcase roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "195522", "label": "letting suitcase roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "15eda0ee331d2369ff6ec60d3cbf2aef7702ea98383813a3fb8650dbf5e3df72"} +{"episode": 19333, "episode_seed": 881020720, "split": "train", "timestamp": "2025-10-13T03:00:32.925978", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 881020720, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic spoon 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', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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Y0eE2VpPcOrBWEcZY+n+Fch8RrVrXWbTU4hguoz/vIcj9P5V6r4R8Ux6J4cmaOzluWnb7Qibwq4KDA/SsJJcybZtzSjF8quziI/h74sunGNIliB/imdUH6mtHS/hvPa6if+Egkg8qNN/kQS7mJPTcR0HX6125+IGqC0Wa50u1tS3Owuzsq+/TmvPNU+IV9bz3gY28qXkhdg6kMh4AwR2AHStOSG6M1WrN2kkjm9W0e3TxBPZW93HDFuwnmZb6jj0rrPCvg230rUIry+uIrq4XmCNEOxCf4znqQOnHHWvO21E3t+16oU7GwhbnJ7k/U13nhbxE2pXQinKpdRDO1RhXTuR7juPTnsadPl5rdRV3V5LrY9s05S8YBJORzz1rD8WfCnQPFVpJIlulhqJGUurdAMn/AG1HDD9fetzSnBhQ+1bM17bWdnJc3U0cMES7pJJGCqo9Sa7Zao8mMnGV0z4o1nSbrQ9Yu9MvVC3NrKYpADkZHcex6j61nmun8fa3b+I/G2q6raA/Z55v3RIwWVVCg/jjP41y0p2oa5Ouh6rfu3Z9BXtql9YzW0gysqFD+IrivhnBcf2tqWmtGwCASM2OEKnac/X+ld4FLsEQZJ6AU+/Fl4b0a5+yqqXNyzSzMOrORWEXz77FSdtFuUr7VrA3q6Xp2PNK75iOTgdST+leceKdTK3EqBsE9B6VvCH+wdJubycYv7073B/gX+Ff6n3PtXm17cTanqXlodzyPtFbRMZOxTW6k+0LIrfcORW5Icr069jUWr+Hnt7mSK2Vvs9sgV5iOHfGT/OksfMm0+N2BJBK59cUqqVk0a4aTu4yO88M/E+fQLVbe7sBebAFWRZdj4HQNkEHHTPWtPUfjtqrwGPS9Lt7RjwJZpDKw+gwB+ea8wkQg/dNVnGOtEa07WuOeGpN81ibV9Y1DXdRkvtTu5bq5k+9JIcnHYAdh7CsuYyRttaJ1PuMVetJI4rtXkICjPPoe1Q3c/nyllkUEnvTT1JqK0dHY7f4U7gdWyDz5X/s1ekyIk8DwvyrqUYHuCMV4/4F1N9J8RxxTnZBdr5TFuBu6qfz4/GvZIAjtvlbZAvLsQf6VnUcufTqOlaMLPocz8P9AudFtNU1DUQEtA+2FGHLshILfTt70+PxE3iTV7mURlLOzHLH+Juw/TNaHivxDDfWyafpkiSs+ERI2BJPYVzWp+T4a8OLZRSAynLzSD+Nz1P9B7Cq0Ffqcn4p1LdeSRI+Rn5jmuVicrOjsdpJBUn61etUXVdYjSZysBcGRz2XP+R+Na+raCJ0vdVQoLUOY4UQ/dC8D8K106mGrfukMh5qez17V9MjMVhqd3axk5KQzMoz9Kp2u1rCAl+dgByKbIMHkn8q5leL0PS5ozimxL/Ub3UH8y9vJ7lx0aaQuR+ZqtDbSXJYJgY5JY8CiRl9/wAqIbzyIpUCk7+hx0rRXMXyrQpvDKJCpdSM9R3r6Ijbcg+gr56ASedQQVJPUnivoCGSOW3iliYMjoGUjuCMiipNqxjTSTbOC1GzksfibZPBC7i7kQ7EGSdw2t+ozXoGr32n6DaqkrK18xCr3PPYCtG3tLSxU6vdRr9rSJkiZuqKeuPrXBxwNq3iOfW7v/j2syfKz/HJ2/75HP1xSS69Sm7+hF4ovmsrdfMbBIy/1P8AnFeX3t5JPMQWPJya2/Fmsve3rLu+QE7QD0qrL4fmGlWTxxtJdXZMhAGfLjHT+ea1VjCbeyHwTNLaI7feIwT610fhfxte+FmKpBHdW5O7ypGKlSepVh0z3HSuV06OVDPbPlvJIwR2zU0iEHlTWN3CWh2x5atNcyPTLv46ayYSljpdlbORxI7tKR+HArzXXvEWreI777Xq19LdSgYUueEHooHAH0qo64pkJRLmMyY2buc1ftJS3ZkqNOD91FOZnQgGNxnoSMZrv/hQW3auSCP9V/7PXF39x58xKuvoCa7j4XP5baokmAzLEw9xluf1H50TlaDZmov2u50fjixF74amdR81uwmH0HDfof0rS8Ou3hnwTY3msxhJkjwsbckLklSR64x9K17U2qv5t7JEkAPSQgBj6c1ja/JH4l1LyS+bCE7piDww7L+P8qyhqrs0k7uxmajqsl3orX82YvtHzRox5VOx/Hr+VeU6rfNcTnB9gK6rxtrIeYwowCjgKvQVhaBZRyRXV7cbTL5TC1Vu79M/hmto6Iyk7uyKGkviV4933lyQT3rUiuZ7O6jubeVopo2DI6HBU1S1HRJtEvrRJW/fM43EHjn3q5KqgnEin0rOoveujow7fJyy6HXR/FzxTbQCKOSxGBjebYZ/nj9K5jX/ABbrviP/AJCupz3CA5ERO2MfRRxWbJgdT+lVndff8qanJ7sHTpxd4pC/ZZpLdpU2hR3Y9fpWe8MrfeIrRN8PsawbW4J59RVWOETyNtJVgCTuNXFtbmNWKm0kfQujylfDEGqXdozzzRK8kQ5aPI9P1+hrn0t45J11WUzLajLQQOx2sezEH9BXZ3CxTah5Bjj2nOfkHI7muf8AFsiLZMygKirwB2o5UloZKTbPMPGPiB7qRoUbC5x161i6G9rb293eXGGk27I0+vU1n6pKZLx/TNakOnQx2mn3+Q0aYaZQfvc9KtK0TNybn6G5NevpugfZrnfK9yNzqeSrnoPyxWDo7LJaSK4YbHIGPetq2uLXWdfmPnqBtWaMEZBKjGKzLJUhN1u+XdMcY9Kzl8J0U7ua7BLGvQCqkkKkngVelkTtk/hVWRuPumsk2dEkijJGF7CoSB6VYlfGQVIrT8LaHbeINZFndXslqrxytEUj3l3VCwX0A4PPt71vC7OepJRRZ8P6FN4msru3t8G8jkgEJPodwb9Ofwr2rUri40rQI4bHdK0UWJFlQq0mBgtkDqcd68++Cah9U1R3GdkCsCe3X/GvS4i0987Nkxp8xOf0pW1aI5rpM5CHTjpsX9r3kSjUJ0zjHMSnnb9cdfyrzPxXq8t5dMrMdueBXr3iu4As5JHYZweteC6nL5t45znmnFe9YVSVoXL2ktutWs4ADdXcgTP91f8AOT+FbOrXTWlt/Z9ggMRGxl9Co5P1qjZGHTUsdTiw7+XtKY/An61Npd5a3t5fPKGDnMkRHYkYOab3FTvZIraXK76cFYA7WIGalkyTzSWiPb2uwxEEszcjHU0r+YT9zH1NYSfvOx3U1aCTKki8VUkBBq7KHHHy/nWfOzAY7+1VAzm0lcQfeGOua9n+GMd7Po1wmowsyWMphhVjgvgcqPXaf54rzzXtB0mx8O2+q6ZqF5Nm6+yk3MIjW5ITc7xDOdqnCnd/eHuB7lPHDZadaxCOPJiUs2wZJYAn8yc1o46pM5ue+qOQ1ctruoyW9g91ahMG4bLAIPTB4JPasfxRrcOl6ctjaDaqrtHP6+5r0G7ghtrGRIolSST55COpOP8ACvDvGM4N88anODilbUfNpcxdPWO91ZWuW/dKS757gdq63S7x7SF9VLv5e5kiiJyBH3I/H+Vclp+nNe2NzJE2JY2XAzjjnNb13qFnM2mW8UmyBU8mQegPr+NXLexnTbtdmdbXUdxrNywRlSUbx2P+eatSomMAH8akvbWK017ajBkSALvAxnpg0ySRPX9KwnvodtFPl94pSRKeoqpJGo7VekcY6H8qpyuM8qfxoi2EkisQPQV1Xgaz1G/8S2L2ufJtm/ftgkLHgk5A9QMD3xVLwhpel61r8dhq11NbQTNsWZJY41jPUljJxjGeOpOB3r0P4WWf9lan4ut2jnia2ljhVbgASKA0n3sEjPAzg4raS0OX2i5rI7DWHuLgx6fZxRPbMMFjwYwOpI7/AOJrjdcvItD082logjUEngdSepPvXfwyt9kaRs5kJA3HsP8AP6V5J4/uQsjIrDnNZtFpnn99dPeXjMxJJNdRaSwalcW8ESf6DYx+bJ749fqa5nRmiGtW5mGU3cj3wcfrW69zFoZvYIxvjuV+Yj+E+n05rSStZGNOV25FbxHe3d2+9lzHAwUSd84yKusxZVO1QcZpkjW1/wCGIUtw32gsFlXsSOAfypzu3QRGsaj0SOygndyfWxVkWqsiirb+YxPyAfU1VmD88rxUo1lYpuMGmbsZI9MU5izyBO+ecV0Hibwbe+GtB0jULoTLNfNJ5sDRkC3wEKBj/eZWzjt065x0RVzkqVFF2Peo0UfaJf487c+1cP43mkFqVDYBHaiik9iI7ni96gWY4zzzzVqK5lXSVjB+UMaKK0fwmK/iMn8PRJLqMruMlEJH1zit+SKMDAQD8KKKwq/EdeH+EqyKAOBVSYk9SfzoorNGzM27+6PrVqHU7jQNVgvLLYJYVO3eu4fMhU8fRjRRW9PoclbZnonwSjX7L4imx+8VYEB9jvz/ACFemMoisvlH3iSfeiinLciHwnAeNJWa3Kk8V5HfwoBI4HIYAUUUo7lVPhIBNJ9kRN3yrnA/Gtzw0i/Y7h8fMZACfbFFFOp8LCj8cTTlHWqUooormR3lOTqaoN814M8gdqKK1p7nPV+E1fEHiyTxFDbwz6RplsbdViiktUkUpGucIAXKgc5OByefWvoi4iSXUokcZVVGB9BRRWsjkp9TH12Z1s5mB5rwTxBmS7lkcktmiikviNJfAyrpUzxC5CHG5Ofzptki3Gr26SDKs/I9aKKp7syh8K9TqpYo/wC4M+tVZEUDgD8qKK5T0irKTtxk49Kz7r/VE980UVUdzOexa03XW0W1aP8As3Tr6Kdg7R3sHmAMucEEEEdTkZwe4NeifCrULrV7zxJe30pluLqWGSV8Yyx3np0A9qKK6H8Jwr4z0TUz5aMq8BVIFeJ+Kz5l3IWwT70UVk90dHQ46dBb6gFjyNrDBp95K8jsWYnmiituxzraR1OloqaPahRjKZP1p0wGaKK45fEz0afwr0KcvWqUlFFCGypAoKXUv8aYwfTJqXUPE2r6ppFtpl7fTT21tI8qCSRmJZsDkk8428emT60UV1wPPq9D/9k=", 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", "info": {"video_id": "159385", "label": "showing plastic spoon to the camera", "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": "159385", "label": "showing plastic spoon to the camera", "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": "544eec31768e2d2c71b266bb21c3c1bf03656df9c3b80fe4f9be01d8f41c369c"} +{"episode": 19334, "episode_seed": 2777382782, "split": "train", "timestamp": "2025-10-13T03:00:34.177521", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2777382782, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving flash drive 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, 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": "137088", "label": "moving flash drive up", "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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yFSWNJE6rn+YPr9KaJZzWny6jYaq8Vz5k0yNkAucMv94diKs6zY3kN4uq2UBMOcykclG7nHXH0Nbc0yw2CuwHnW5AR24DA9ASOhOOvr9a5jV7yW/uSDugfACR5wCD/P8AHmmQZ1sxeQyMcseear6vcboSFPtRG5CGqNzl+/fNcnU9JabGVp2qzW97Oixk7pPnJHAUGuw8ParFI32SRZZDGCfLiQMX5GBycYrGt7Q6bdNfW5M6zLh4SvKnPb1H61raVpJGv28lhEd15iPy88Rt1/AcfpWiOmCUoNNnRJr9zBePbi1S0jYgvCIiN3oWHTOOCfp1q/p08Nw0jxOPs8Mpbc5GS2CBj9f0rVfwpd3Gp2pmWxxFEDMXYsZGJIGMjj6VBq/g29W8W7Sa1a0DRpPCrFSF9fr+ta2Z5fNHa5CFudQtzFbXSwywMZ2baSkikc9M5H86LKdNT0xXdcq6bZFIwDVeGwn0a9mNtG9zaNkeUJtpVe6gHqPTmkOlpp7Lc2ksigHDI33ZFH17gH9KBMdpyMiT2Ex3+Q3y5H3o26fWoNSS+up47a2wIoYw/HA3Z46cdquthNWtJMDE0bQ8ev3lz+tLLIy98DvTM3ueffEyeRm0zzM5HmjB7fd4qp4J06JL5L69BRiP9GEgwOf48n9PzrpvE+nWd+sdzeRu7QbjGCflLHBw31CnFR3TxLo8VvMCVVBtI6j0IPY9KVtbg5aWN6e7jt0O7AYe9YNtrYuPESxOTtjj3oM8bjkE/lWCNXubsG0nOZYRjf8A89F7E1RuJXs9WtpifkdCufQ54oYRO6u9Qso3eS4t/tVyrAjAYC36EAN0JHGR6+tWG10X8QnuHVJfMX/Vj75/l75/lWND4ght9PaK5id4dpDqmPQkZ/HFM0i8tL7SyPsqLcuCEZsnB7Yz0/D0pXNUdf5jWqJLJGq7pTNKqknHPQfpk1C8t1ZahELu4ilt7xmMJAO5enGOwzxWTY6ZeX+nzXbTPHfRS7Y2L8OAO498dfUVpNbnUreC3u0uoZrcYQsw+ZTxxt4yDimDF1WFomi1CIfvoCC4xndH3Bq2+yM/akVSwTcjFQTjGRzUNpHLH5lpcy+eAPlkIwWU8YPuOlJYHGlxxnJaFmhcHsVPH6GhGUijYnUYS9zcZH2hAxO7OD/+o/pWBBeJLdiYXcAk3biJkOPbA9q6yaVmRgSTxyPpXMafBHbXdxA7C4hCZBcZHPII9Ov6UyTojcIwExPyvyD2rI1nXnsbOR4ZCGXkDPGemf1rCutUbS7h4Qd9pMeM8mJu3PpVC+ka5s7lSdzFDx26UMaOl0++h/syO1eRIoT/AK93YKMH3PcmtHTtW020MlrZwyGOR1YzSMN4x2Ddx3APviuKsLlJYoJcBgoBCsMgHGOnrVn+0LWfVohGsimRNziNAu088DP0qTVHc2b+dIFLeZ5Ejuzr0BwRj35JqaW5vpbZTZRJI8LsZ42cblX0B7Yx+fFcvZTXA1CLT7YTQ29zIoDDlg2OT75z+HWtqzluNLubi31CRzC6mMTiEtlT3JzgEd8jtTGy4Rb6vpo3BWjlXJwc7T/iKgsQZ7KS0u1V5IH8t8/xL/CfyqGCzvNJKgTpNahgskZ4K9ty/wCFXFUR6xGwJAuISp9Cy8j9M0zORS1Ca7EkVpYxFY4U81vL4yc/rnBrJ8TWdvqV3YTXCR74d+xW4DZxwR35rpmcoxKjBPU+uOlc54hheYxTDYVViCHUHJPT6Zx/Kgg0tKllWwMUsflndn/WB9w/pV7z1hw+VJHPNc5dAaXGl3p4KsAC8OeGXHIGehqnPrkd7Gr2pPlycjceh9KGCNE6hbX/AIgUSog+zEuW7M5wQT7AVbaGKS9h1mW6+yorhkTlJHUdSrdiQPpiuJgl8vWLkE8uqtgng9v6VtKIJrKeSSd/tKqZWlkl445PB+o6UjZHcS6qZ5o3glL2xkO9iMYHHX9D9KLCZQturuG83c2Tx8mTg+3GK46CYpp8V19pWSNGDrCCTvOcYJ7d+1acmrXVzbpfCBTZO+1XRtrKQeC3PA5xQUa9tqMN+0kOx0kXIeKRecZxz2qpGrabqccBZvsdxlYs9I364+lS6s15NeWV9aQmQJCUKeYPmbIyDjuetNnkGp6XJJGpSRQWCuMFHXsf5UIzY4WkMF3PdzyMYipZ48cHHqf1qotxa63DKJ4gu0BY2jxkDqD+BH6VpS7L2xUtws8YJx6GoZUgAzHEEPAyPT0NMzODeQBQKpTyhW600z7sc1m3M/70jOa5kj0OY1I75YmUluB2rRtNaRryL5ig3DkHBFccJGe5RWGQwyOatgoZQyoEK44XvV8oLE20PXU+KpsrsQmwa4ZYljaTB+YjJz+ta0Xjq88RWM9tBbrYsy/60ncw+gz/ADrzWz0a7uYRPGyLG/Iya6Pw/pM1jcGaSRTkYAFa8zORxi5XOsyRFGHkMkg4Z2HJ/Ksa70y6luDLDqDpEzFmiYbgCQQcfnWoGXq5wo6nGccU2FkuS/kOsmOoHBH1zSGRHy4TayO3EEisrHrwMVHK+9s46ZqHUWAjEfXceBSn5Ce/WqM2YniKK4mghghRSJGyzE/d24PT8a4fUBPHdeUbiUyNkrJnIBAzgj6V3mu3ggsx/eJP5cV57c3agFpXC+YSct0GBnn/AApEkcN5i6jnlX5lzHIAfXofzqfU45bqzOxizRgOCOeB1/Ssa1Et79oIBDlQ6D0OSRXoPh23jurRLhgCGXke/egpGJp1gILeG91GCU2+4DcF3D2zzn/PWtW1uEluUlt7ORo1YmK3giOB9T6/pXWWEC21o0BYsikeXuxwvPyn1xVtZQnt7DikaJi6Ub/av2lbeC3x/qFXLD6n/Cp7yOWaBo4JjC+QVcdiKFb73pSuY1UFpI1c9mbH86AM6xtr6K4eS8uElJLY2DG7JHJ/L+dW0aOGO4jUjLTGQj3K4P8ASpnjZQGZWA9SMZrLjYSXczAn7oFNGciZ68/ub28j+0TwgwwyOSSw+YLnsO1d678H61wusXm+YRIQFz0HpTJMKa8kug0U5DCVcxyKMBvT6HirtncRT20WWbzQuHAHfoaxNSnWMRpGAAw3KRwMZ9O3NbWhw5v5oGHzMRIjHuD1/rSGirYWl1Fey2y78BsgAE4HUHj2rprefTLW3jmRhNfNnLvJ8qD39fb+lbNvZLbXkVzGF5UJLnrjPBB9RV86bp63Ty/ZLdpC5JfyxQaJmZpF7udBZ273s8eSXdtqLnnrXWElo0Z1UOw+dVORnv1qpGVVFVVAUcbQMVOMu2BjPXrSHe5kXo1fzvLjWGS2LMVOdpUEdD9P6VoBB59lK5yYZAcnoeMGpWUjgjAxwfWs/UGxAEz1PaqRMieVgx6cVzniSYw/ZdqsxdiSgH3gMH+eK3icE571l6xOkdsrsAWBbbx0HGaDM5K/12eQEzQBUzhth5Qe49PeqFmyfbJowyhJF81MevfH8/xpLto2le5YbWZdpI9M+nt61lW0u8RyEYjjlCnHYMP8aQI09Vaa3ura4RBu+4cDr3GcfjWjYWUmtlYpPLRGB/eEZwO/OauwaIL60ki4zgFWPcjp+Fbi+H7O+0+AiOW1dTtYoQrdOQ3r6g+9BojPs7e3iaOGBkaCMENPJ91z2IrrdGlsJdP+wWpMqJlmJi+Rieoz3rKt/DWnIV87zrgjtLIcH8BXQwsIkAT5QvAC8YFIq5Vk+z6TEZYbZjEXHmRw9sZ5x+OPyqvpt+l/LLLGrbSASSMDOSPzwBWlkrz6elRH5TnAx1pol7EVrGYtLijc/MjyKPYbsj9DUEvKk+3SkWZ5JJVP3Vfj2zT1xuXIznjFMzZ4qdTHrVd7kupfqx6D1NZipIEV5QyI3IZh1Faggj+zKm/crtkEjBGO4qFGxq6lxpuDIkcmwrtfbz6Ef412/hzSIpYRczruLfdU1zmk6VHdkwnIjweR1z610ej6k1hdGxuiMxkDf0HsfoaohM7OJBGm1FAC8D0FW4n5wKpxNlByMd6lVyGP6VJdzTRwy4OOT/KsC4kXSdbhlVgtvOh3R9s5HT8cH861Y3+UZPQc1zWs3SalqUUMaNKsJ52+ufX0phc2rjfdawiJ/qrcbmIPrwBVi4mSHc8jqqg8k9qgsY2trTdIy+bI3mSHPT0H4CuQgmm1/wAYXFlLqtxbW26Q2qxru3OqEgew4Jyf61RlJ2H+K9TjnSBU3BPmO5hgMOOlclviu1ZVKOFwQCMiqmoXN3ffZ/tc7zM3QMeFzjOKLKOa51P/AEKRUXeOTxn2x6UmhXuWtDuVhu2e4B+cqRtXrg4P5V2+hSramezBx5crL7nnj9CKybTQ0huPNLMEEm7yjjr9fT2qxe+ZYXy36YaJ8CT2bsfyoKR2QkyDg9KcrfNk9qy9PvUuolaM8ZOc9R7GtEt8uT1pFpluJyBjJ5pNQthe25VSVk/gYHv7+1QLJ8wweBT57tLW2aaRgAPX1oHcqaXqkk2kkTNmaBSCM9gSB+n8qNMEotXmkBBlcuAeyknArntKhe6nmWPeEuHHmHoqqOTWj4t1Cew0F5baRopBIiJtODjniqREmaN1ew26fvZAD2Uck/hXmk0++XzCe+OTWxq8bQaNHqdhrV/O8lybdnuYlRZSE3M8Q67VOFIb1HuBxJLNA0zuzMH2gE849h35oZmncnuoo7aZVCNyQWLNnADDj6c11ts0aXdndIynazRNtPfGcflmsm0025v7OGeWERyoSFVhgSKR61sJpkkOjtDGAZ0cSgL6joPfjI/GkUjsIZg6FuKl3tyCeM/nXOaNqSTwomSHXqp6/wCe1bqPuUep70FotI5Ujk8dathg6FSTg1nK+0n2qaOQ4A6cZ5pDuU7e8uNK1n7O0rG3nQsrHHBBHX+X4069leXVYLdAcJlnOONvQfrWT4inSa+tY0lCNGfmbPbPT9K1dP3tE91Ip8y4YEA9Qg6fn1qkKTLcjAMc8c1yfii9jZYooZQzfMGx+FMhul1bxpc6TfardWtk0uxZIpo41T13F+MYzwOScCuV1h7+DVZdPkaZBFO8SJcAeZGAf4gvGcAdMigyuRX26SMt5zRx7CsgC53LnNTaNbrc2V0irksWxj1A4/lVKxmFzI1hKWLykgH0JHGa1tC0+eHUIWdJU8tg8gPC7h6euRxSGjstBlDaZCCQX2gHH6VtiTaeBxnJ/KuP0m4+yXklkxx5bHYPUHlf5100UgcDnrzQaIuLKxYdgD0q1FNuUZHJPNZ+cD2qVJArdcetIofqd/dWUQlRVeFD8wIBx7/56VP9thubOO4hG1HQHO7PUf8A6/yqvO6NaS78BfLbr05Fczpl3NLpz2O3l5BFHz2xyaaJepuafN5tq0+Mb27/AI1Ox9DzWP4knOl+H2azlaHy5EUOvXHesHxBbeItE0LS7681C8jkvTJ5kGzBhxtKAnH3iGzjt9Qaoycjg0laXUIw/IYNn8hVtsKEjUYGN340UVLGjqdDRUtwwHLZzUut20Ztxd4xNHhQR3BPQ0UUikbnhR2n0YyuxJVwAOwHHFbKn7n0LfjRRTKMPUNRuHupLUNsj2knbwTj3q7otskNu0a5xMNzknk+2fSiihDexY1V2doLbOI5G+bHBPtXF6neS6J4wu7mzCh7aVljDjIAK7T+hNFFNGUtjnZGMRj24zkLk+ma0/CtrEZLe5xiYqxLDvhsCiigS2OpPyyuo4APH50+WJJ4GilG5HXBBoooGjndGupre52pI2BIEOe4zjmu9Uk4yaKKRoOVjsJz3rmNUu57q/jtpJCIvMC7V44oooGjqLWNF3BEVFQBVCjAxn+dcv4mJnt7ySQ58iRBGvYZNFFPqZyMXWPEb61bwRy6bYW5hRUje3R1KoM/KAWIA5zwOTzXP3EKI0Kx5TahYEHnIwaKKbIidzppJ0i2YsckuT7n1qyjHmiikM5/UWaz1zdCxUyJ5h9mAPSus0q5kubWN3wCygnFFFI06FwHkH1PNRX91La2rSRY3cDketFFA0ZGhIt1b317MN86yBVY9s9/rW3qsr21iWiba24ID6DFFFHQmRw0uq/2TqV3B/Z9hewyOshS8h3gOo4YHII68jOD3BrI1O8uNQubjUbmUvdSlpWfp8xI59vb0ooqnsZLcueDgs1xIrxocb+ccn6muqXhEx6ZoopFGdr4EcNvcKMSiQJuHXB//VWzo08ktojOcnJXPsCR/SiikWtjWckcDoDToyetFFIroUPEFxLDpyCNsbzhvpimaFboqJOSzSbOCxztz6UUUxPYzvGkjNp8EHRHlVmx7HArmLjXdS1GxisLu7mmgtpXdPMkZjlsZzk8428emT60UVSMWf/Z", "info": {"video_id": "137088", "label": "moving flash drive up", "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": "56eb8d5edb56245cc02ebdde7157ded1a5555e3115732682567489db09abedaf"} +{"episode": 19335, "episode_seed": 1480103538, "split": "train", "timestamp": "2025-10-13T03:00:36.232792", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1480103538, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 apple'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "164221", "label": "putting apple", "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": "164221", "label": "putting apple", "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": "8a353d08aa79cc7836ec1396c06916386257d4bac8dc6f986f78ebd4186ba054"} +{"episode": 19336, "episode_seed": 1441664288, "split": "train", "timestamp": "2025-10-13T03:00:37.363191", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1441664288, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'box falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "32695", "label": "box falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "32695", "label": "box falling like a rock", "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": "6c87fc3ecd434826812815d9b925701f4afb841e09bab21574eeec2d388bd6e2"} +{"episode": 19337, "episode_seed": 2624572835, "split": "train", "timestamp": "2025-10-13T03:00:43.480678", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2624572835, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 round marble 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', [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": "9750", "label": "putting round marble on a flat surface without letting it roll", "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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6OvmFcBImPzoeDx7/AE65pLQ0tc0beQozM6eRLENpG4dc8H6VT1C5X74YnPDMDkg+lZ6yyKR/yzkJbOEO4exHJxWVf3Xmo+123SPhQMcN1rXmstB+p7pJOEt59i+YQigvjhWIx09R1/Kq4mZbSKNGR40kLtECfmYk/Ke5PrWRc3KTvM8Ep3bDKEnPG0ZBBx15JwO2Pen6eJVeOQMFVArRAgn73XH58HnpXPG7MbWNFzGF86RVEj9NrFigBwTuOOprQt7h2gGWjcoQIhtJDbRjr9MgVlTv8p2vuLuY8snTv/MDgVp28oW3DGDdbxyZaPGSTwMZPofzxWuwmOlKpBKyRMAykBM/MB3OOR0z+NO82KSCRohvMYILYwc4Bz6D8utMvTAXkSIPCyr5chA6HHceg4HpVQEW1qCriPbhfn6ZPzYHP3uMVPURQ1CaC6VIDHHbqw3EjcWOPugkdunFVoZRbQum5JWaRo45ByThTwQeuc8/Spb8SJA1wyrO5CrgEKeuSynH6en5VnyzCKY3Vu+ZlkV5ERidgOQAmfu9wfoaHpqBQyxjkljkjOEB2OoxtwRg57dK5bUpLkWh8yAlCoYsGU5HXg9z19Olbl1LKLOVYlljkKt5Z8vOFPIAP1H0rkrpprwytI87ybck7dgGT8y49v50oz6F2Ou+GcnkLrCyuryKsCjP8P3iP94fT0r0J7qJtTZnm8zcMRsGIBABwcnqBk/WvMPhvKYrXUy8KSRP5KBh1BUPgZ7DqK7xhHK7ESyCNogxyflR93OMcDnPPf6VN3Jia1NiOIvEv7yQ2jMcDABY9TyRkZPFEcjy3WG3JI5UkqdvykDjPr0HSomligjGUYjzAPmc/L3OD6ZP86y21SaElxuUM2Q3YAEkEHHpx+NaW0JWp0s96sbtvfy4wcOhySp6fL9eDivn/wCM1hEfEEWr27oVuoVjkUAAqy8AkD1UD8q9F1DxJNbW08Ubq8Q4QknPzdT7jnvzzXlni+7hudOdCm6VnXY4PAUH0/GqtbUqMblTw346Ph3wVqml23nJf3T4idANqqy4Zj3DDtj19qk+Hfhv7VqUer38bpZ27q0ZZRtds9eeoHt3xVnRPhmt/wCb9p1JF+dfJ8sffXI3HB56HAxmvR5ALRJU8oSWEIRYo1jUDC5VQ3Y455qnJSM0rC6pezXKI0nmESGRcqSNzDnIH5fXFYeoSy71eK4Ii2F/nBxk84z2yMipNRleOd4zIjKrebmRsMQQMAnsOcYFczqxM9yJEO/cNu1ZuA3Vc+2Kj2lmaqNxLycK++SVXKqHBjOCRkA4+nWveWvF8iArGC6KMB3B38lsgd+nT2r5zvAHmhEQRfNx/qxwDx/XNfQFvcLcm2BKPIJCfMyASuDlQfbb29aVR3dh20NbfBe+YxZMqNwJHMhOecDoODj8KiubnZIGiZCOVWPAwq4znA7jk/hVT7YkFoCmIgFYLkAEHPt/Osma4muJhIJFBVcKGwPmXnIHpk/zppKxGptz3UzhILfHyoHyu0NHk9/rz9cZqTzzaQ+YytHLEV+U8lzjv26VjWMscUsQWVkaPIfbjJGMjrwRn+VT3eptHaSySv8AMoyeMBjnIx6dOn1py0jcVm3YwvGfje50S4020j2K8wEt3Of+WURfauOm488j0FW47tbyUXEAju4JNqLIrFg59jnnP9a8g8eXuo+JddtUSNmlYtEkSp2ByoGOo5NelaRppsdF0zS4bj99BGDKyMAH55z7Ak89ap8ns0luZJSUtTD1nQk8QapZhv8Aj0tA0ku5vldhkhRnk56fhWjcrG9nKFAiZwNjowUEsPfp06Vdvrjy4BcZ8gxuYkw2eMdOffv3/Gud1KeCWB7T7RCWGQp2Hg9STzz9fyrPnt1OhJvcp3MsEMj7botjnbtHQ9fqeSOPQV1Hgy8Vm1WEPIuQiRhRkOTnnPbI4riCyCzkBeKMMBIkaDoMYxk9SeK6TwSyxvdxXAPlzKuVLYYNyBz2ANOc7xsNrQ72C4jniEIjbeZMKOQc8YLewyMYqZkaNGSOUvIMqZS5YquM8c8AkVm2UUaRoJIv3nkD92Vxx1GOfp7irlw5lZ44kQtuGwjqQOT7DvUxSRDLFmzvHLOIclUwULHoev0yf6U55JICAzSbgcRsV27euMk9eP8APFQohRdk7sgAATJPJGSPxHQfQUl7qEpiijlaPcy7mYKR8/oR7eo6072QW1My91uLStOu7ifHkWkbO7JxvYHge5PT3rnm125vtNOZ4N0rYaC1mDeWc/MrYGc846YNU/H2qJBoF9YKqJLKpY/7JBDAD8q8/wDh7DIb691J2YBEwrDrvJzn8Pf1rSHKoPm3ewPmUlY7w3EVtMZ4S8TmJioJ3biT2A9siqV0S98RKJE5UjDE7Qy8Z/MU8+YwihuA5mcMqSKoUIMnle45/nWb57qQ5MXA8sYfb0H8x6muVy6HSkNuhcRyu4uAAWCr5gK5HbHrzkfjXOXLbZgxfc7OUIU8ZHr9Rk+xq9JEPtRJQSxb8/PLlBGT6euazJ4/Lkn4yIxlgo6/iapSbRL0Z65G8s+pgO8USygSMy9EJPJx3Az/APXrYtJYfNUZWMORtUD+FTjcFHQkc1iabIY7oxQKBIoUNM64U5AOCfTjA6c1eglZRFFLFkoiqxaXGd3GenfHU/8A67SIZ0UETxXDiVGALbQ5UEnueM454GfSmtcXEhJjCphmUgr8pGSen1GM1VVo43m2mWVEAzsIGWXpk9j+nFM/dqY5nlBcEETMCvzYzwenI7e1MgvtI8d2H27pAjM3pGOApI+ufzqrfzxxzYyAFQOSM4Zs5APp1qQ3aWu8sMxIY2kMsgJY4GPqQwH51nXTlIZIjFGrbg+7cMls4OfY54/Cs5MdrklxJsEbRvvClSImbfwRyGbHb1z2rn9RvZZGba3yz8zMVwcH7uPTOAeK0L+6s3gubWMSLDcKuM5UlxjePfaOQP8ACuavJBZfaTHtkMhCLHEoU888n6Y/Gk9tRx3KF9cLKblondmiKAZk4A6dB1HFYU10RAWbzjtB+bOCSeT07HPWr98YvM2PAixo+FRMkEk8NnOcnGMdOBWNPLI0hOBtkBA44XGPTj8fes9tjT1Or8EXQdNVhZiiiOPYkfqSRnjqcV6Ch+z2kKbW3SKXkJ/jUAYGM4GCeT+teb+Cp3hTUp4o40aSSMQPuwSR1xz6c4966q8uTHGJkmHm7GGOChzgfID+HPqK3jHQyluadzqUU1mcusMnByxLHaeMDHAH+NYOqak+3PmKrLJ+8wx9PT9MVSuNRBEkMmZZW6ZTGFwck+368VmXd4hl8tvLIiAX5MjBJ7/X19q1UQRHJcxiJpPOLxg8JkdQTwB26jiub1dJBAFf/XAKqhBkbjyB9cHrWlc3Tq8zYPmquQzrnPI5B9KXR4RfXZdpCIrflW25Pzeg9vX60VGrWNI6anT+HZDa6VHBdh1YKBjaCRISBwf0/wD1VYv79bOWa2ZgqIxfyd2ducYGRkZJOcHpinQ3EmZYVTdNdBQrEbSj4B3jjg8HPvn1rH1O7huYZpZlaE4CsE+UjYAGGPQZ3Z96wV0jNblLUZmij8uXMtxKRtLclhnI9/bBrGupEku3aDy2RT2GFjz7evNXrm7lWSZfMEY3bEjAO50AOQT15BH51kSzCTEG8BM4yGPQdDnHI+uanQ1VyK5uHRnCgJ8oyUH3ufX8q+gYv9D01ospHJKyxsoJ3AZGMHtnuRxzXzwzurwxvMsMkjL8x6Lg8dPwr28SRCyUyEyMpVfNHVW4yFx2961gmQy7JqTxyyCUEIxKblXBAPue2aoJcxmFkRmCshBDgHY2cYJ7cn1rMa6ktSJmR2MitklyRk9znoMH86cl2Q0cHmFyz5cYG38T/LPetUhLY2rIw70MqyAKo2yMp5GccY6Hnp3rH8QXjSFyWO1cARHooUZ3H3JPH1rTtJX2pIqdcFsEBk/Dn25rG1ARJeAzuxLOQ7E5XaW4xx6/lRJglqZ2g6VK17HqVwjIzvutx/EvIB5/L866bUZwlulwIyu52VUAJYluBnsFJHSsq3nmlZJESXaJQVLcjeB7H26Vcvbq5QGWWP8AcSZuXYLhUbBBU++OR75rC13oKW5m3Ewd2uQGxEPKC42k47gAnnI/XvWHdyvJAIZUkWR5CyoEwMH1449ce9XJpRGC0CvDBHIWlKjJIAGOeuCO/rWRPO0a7gzMGHLlfmYDpnnnuMVN0aJOxHK8yRlVZS4YAqoxt57enAro/AUTXF/chkZvmUhmOBJ2KnPXkfpXKMwjBcOCoG4xq3O4HkgV0vgQK4uJPtZmjlKho1yGDZYkLzx1z9KcVrqKT0O9WYK3CL5cjHChgoVc8AY5wMfzq2ZYPMeZJECtGGaPyyq7T17+orFEkkYxFO7RxqXUIAR97JBP4Zq39thJ+0oI1hiUlXlT73AyR+hP41ojIlvpo/Nl8yULESpUrkgYxz/sjqPaql9KYIVit5lMuQQ7EHYFyck9+g96bFOHj3IrGQrvYJnLhieQOhz161j6xdF7ZQD5cZViW2YO7t+P+NJuxcVc4vX55L2VoNrsW+dwc/dPI57dc1Z0bT4rexjtPLLyBX+XATI9yferES5lFwz/ADz5ZkCbhg5BBPOP6VKt4YraNxCHS1+eVsZLoTgAjvg849veok7uyNShPetdII47jdM4CLIpI6DnHbHbiqEssH2pYnRMIGMpccLn17dcc+9TzmJJImXeZFUlY1b5WON3b1zn8KpS3DtAoeWNxjcyL8oDckHPfg4wfWsrK5V9CqrE5KhXVxwxPDewH41Ta6+YKcCMsfkzjt1J/Kpp5XnbMeC8eCqDp2zx2NUpmlfzlimUeVG28H7zKSM4+nX86qMbsiTsj1LSpbuBVlkj8/G4+Wz4c4Hp/s4/CtVJzI/lC3ZoJE5lmfDEY6DGee/0rmbdnMxPmyJuQc427lJ9T0A/zmuga6j8qZJJluZYoht2NsQBucH09h1PWuhESNOM2r23lSzFY0QMVDY3HcfQdvrk1PHcLG1xHLEhaPDOhwN42nk5HGcL096y7NotNdreeF3ia3AAMRKnoSc9gQRUWp3LyO00cUZ8pHVZX644GR6DAA+hpN6XEl0L001xPH5T25aVApcIcbARgA889CcjpSt5a2M8zQ+Y/kb2fAP0wR3OP0qvbPOIy/mB0kuSWXfgyuO4P9wbSMdwaeLp0ZVa82iUKxhQZEmSSAB2OOv41DS0sCIGuoDHAkyRHc3mRYGRC5Oevrj9a52zFu1m73pCubdyAxyWdX+TP4Z5z39KsnFxMYpb4rv3hs8jHYY6ccHiqWsxrA4Fu0E9vDCZEQDG9j9/I/OpbaV/6/plJK9jCLwyFUW3lkiII3BhndjGfpnBrImcxRqUlGHwQmeGHQDj14rUv1ghneeRSIJEQqqkkJu5I/DocVR8P6ZHrWvDTJtQmtoijyQtHFuLSIhZV5+7jHX296UYXKlOxd8Owx295eMZGgiDAherIfmBA/LH5V0jXNxJGYopYiiRbkaRfmiHoSOOgBrivDclxdrefOXdVVyXbpnr+ea1BcwJbuyROW25QRjAz3z6nr9O1dEdNzPctzXwQoskplmKHG5Qeoxn/DPSq19KXVvJjaPYqsFxgsDgcdvem3okmaaRwiDaERSdoyeSB3PHOfaqD3VxcxdVTy1G5wc7RjB69+lXfoCQPK926mJyVLDYg+Xc7HgfmBXY6bpz2JfzGikK7gcLgFuu1uw5rC0bTzHcq7Mx2FcyN91cLk8+oBUfjXRIqQiSEvMUiViiMvJ6Bdx/iJHf2rKclZphrfQt6k88N432h8xCEZZG4ZxnGT6DOfyrAvLqW91C0MikyJvVl6hgV+XB6YJH5ird4IpbWCWO3cQo7lM8sCBjJ9sngVU3WUGlSs0U0EkkZRZc8KcnjH1yKztqMy9Vv4pRaiGLaEtxG0jj+IdW9jkdPasieVJhEkxj3FTkxggnnPJ9cnirszIYprTzv3TxZjXjIlHXP4Z/Ssy+mfDlItgjfYsqcLkgYz+AqV72tyn7pE0ZlgmQqAnmgFSACr4J4/lXqkV3Ezxrbzm3OSHjL5G0DBLZB5yP0rz7XNH0u08O22raZqN7Puuvs264gWNbghdzyRDO7apO07v7w9wOvt5xGVV4lmCnAGcKx6A+/X8K6Iq25EXcsO6Wm7BlmJkC7znnkY49BzirttNJcKnmL+6eRw8pbJGe5/SswtI8Nu92wiijDMQScDGeMfxNz/8AqxTLeaaJjbrIjLubOI8AZ4Jz0PPatLlJG7HckWrW85khwcF88Efe/HtmsiVXv/K8uQqJFZo4RjhM8dencmquBcOGjLzMN7yDeQAF4JOe24gemPpWvBZRQRRFSx80CNmVuJWGOcegA6is3JK9xNdi+tuBppMN1Hu8wFlzgqo9ffGaoX14ssE8ERXyZE2qqHcVJXaDz1B559attKjm5SOHZGUfbKxBLr0Cgk4zx+lVbYqlw6S2SOUVSFL5GAR+mf51j2EU57t4NPmslt2klkhiYc5ZQoI6dupz7VgSXb7Ll5Jg+5fnQR554JAPbkA1fvby3nmmubKVo3aTzAVbPA+8Pw5qjcsxn8uxUOLuRnWNs7sFcjB6nHP1pXu7X2L2WhV+Vbq2MTeWHfIl3YwQMkkfhitrwkDDPeSRSiBmVXVwQVHBzx1PYCsPRI7DV/FS6fqN9PaWs7bI5I7iNBDzk7mk4IAB465wKu6HH9k13VrO5hmD2s/lqlyq71AY4BVTjOPTiqUXoyHK+h3zPdgwSyzrEjoWMUQAyQCc4OeM9u+fanW99BOcRxmZAJCNqAkn1P4A49MfSqEd6imaK1ikIEIbfKu4huhIz15656e9NLy6VNC2EJERRw020hiMsGxxnJH54rVOxFrlqS8EE0ZkO2C5TKDBIVienqCcGsq8e5uZZF85XkdGmkLD5UTPAx2JbuPSkv7yaVg4mMMe0yehI2/MT+vA9RVK2hLWrl3kBCLwy8uwGcMuOVGRke1Q2k9di1exc0+CVJAF2mXcWZuRgY5Iz1zWetxcW/zlWM6yEJGDgbOenqTwfan3E1uAs08skgLEDyxjAAAG30HJ4qhfRxrdyGaJgWKAhRkAAZwM/hyKydt0aJ9yKGWIalPcy5kgEsMjfL2Aw2c9M4x/k1m3t0r3VwYIkQGQ8ucEg8bfwwPyNa9+tl9nhgieWPEpaVX5357/AEyKxrhzNHFJIY3nt3dSpxgrj5M/kaUv5WC7ooXbRzSTuNoIJ+SLlRkc456CqciS4tZ41HmBQUYcFlJOM/h+lPu5C1rJNEjxsduRxyvA4PqT+daHiHwlf+G/D+kX981xHLqHmiWHyyBbgBCisf7zK5OO3TrmtIRe5EpJaHZvM8lnbXDnc22MAHoM8Hj8O9a9lIININykUfm/Zo3LFepyDn9aKKrzH0Jn3SXjLLI8uEjk+ds5Lkk59vb6elZtxeSjVrJWCukrJvRhlSEJIGPTPWiipTdxl+GR5bK6hZuPtAiDd1XazYHbrVi0iWaS9mYAS2/lNE4AyuYySPpxRRUQWqBnPahO8EgdNoZA2MqOccY/U1n3EAFw8xd2LXagqTxjjjjtyaKKUdRsxL8CGws2Tg/aiDk5yMBgPpn+dZVxqtxoniq5v7IRrLC7bFZcqN6bTx9GNFFbU0uX7jKe43wv80k6nkFAD9ACf5gVoxyuLiSQMQxIX8GBJ/lRRVrca2HR5ur6aKZiylVXPcD29K2Tp1ublIgGVGsppiAf4lAxRRVJXQ2EAMN2tmHYwqfOAY5O7bknP+eK3Ly3RrWSYlvOlQO0meSd2f0zRRWD3YLZEmtKh0+G8CKs0qszbeBneR/SuP1NhFDdqEVkjdSqv8wztDdD/vGiij7Yl8Jh3GqXNssUsRQMreco2DAYn/6wqrc3DrZyQDHlSlJWXtuzRRSptjki5rfiuTxGlvBPpGmWptkWOGS1SRSka5AQAuVA5JOBknn1ruIIhPqFruJBZpFyDjbsbC4/OiiugiAPFtvolDvhC2Mt6HH9KmMcZs4I1jVA1ykZK9dpbn86KKcdzV7BqFrHZ3E8lvujZp2jOD1XfjFdE8EdrCiqu8JcLAm852rv7e/vRRUVEuZ/10ZmnoLoaLdW15byqDHFmROOVJkGa5gTtL5MhVA3muOB2CkgfpRRWUvhj/XUpbsx2nmEl0FkKiFyibQBwRk/XpiqEN3PIUmeUmWAhYnwMquc4+nJoopVNJOw47IoHW20S7u4v7O06/inl8xo76DzAHXJBBBBH3jkZwe4Namhand6hdaxqNzLvup5FmkfAGW+Yn6DtgdqKK0eyMludY15cW9lOkUhXyo2RTgZx8368Vf020iu1DSAj5DwpwM5zn3PAooprcroYF+hns0nd3Dl5wcHqEbgfTjml0+5mvJpp5ZD5lwQjkAdDjOPQ9qKKyl0LRbiRYdYt4FGYmidCrEnjIx+Xaq2qwIt3LAC+weZxuP8IyP5UUUWXKHU5vUJSRFM6iSV4WBZySecn1qhLeO00kBSMLMojZguCADgEeh4/nRRU9UPozPv53lt7bcf9RGVTHoG4pL/AMTavqej2+m3t9PPb20zyoJJGYlmA6knnG3j0yfWiit4vQxluf/Z", 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", "info": {"video_id": "9750", "label": "putting round marble on a flat surface without letting it roll", "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": "d33b6043cd6636f431c00d07c557cee40106b72e2652ba506581b3832388071f"} +{"episode": 19338, "episode_seed": 1693244046, "split": "train", "timestamp": "2025-10-13T03:00:44.777952", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1693244046, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning a shoe upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "174299", "label": "turning a shoe upside down", "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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gAz3NQ6PqE+katDfW4Uy7iyq3Q9RWqVjNu+x7/bWGqzamt7JqEUNumNtnHCCn59fyxXJ+Lbc23iaeXGDKiOxTscEZ/IUzSbPxZ4mj8+91b7BbFcCKBMP9T/k1oz6JcaEtst3fSX0bt9nWSYDdggkA49CD/wB9VcldWRFN2lqchdyuzBycYIxz1rFuZXF5b7ScB3I/75rtv7JghuAXPmJhdqnseSa5270Ui6tgz44lZcf3cD/GsuWotTf90+hyd+4MKAnLs+T7CtKxlEfmkHrj+tZurwfZ9SSJc7MAj8cVLG5jVveqfwmX2ixeXnB5rKRfPmyeQOTSXEu7IzU1spReepqYrUbdkSXatJAyIOWGBTtDsmW21Z50BKWwK555yf8ACpe49MVNbXIhj1CHA/eQDn/vqtCY76HTeEPBz6rYxXT6lPAsg4WF8EEetdZN4d1zR9r2erTXdlKDBLBN1XdxuB9QSK8iuPFutWVnHYWdy1tDH0MXDH6muh8H/FLUrPUEtdcuHu7GUhS7Ab4j657j1ppktO9zVil8ixRQMEkvg9s5yPzJFZN5cmGxbC4xEwx7461r2thPKtxtYuq3bxln69c5rO1zTJIIZY0LOBbltxHT1/nUylNSbNVSpSRk3FwWCRp8oSEZPoAtZVnxbhvUn+dXdUimtYJGddqnCYqjanECL2/+vTi23dkSio6IkUlGLY+6cn6ViRPm6RhwS2T+Nb7wTLaTLHE7FlOOO9c1ExWZc8YahiR0trG880cUQyzHAFbWqeH7qxsrdlUvNO+zA6LxWb4el8vV7Vv9uvToz9sZQwBCHPI71nKTTsjSEU9zzzX9Og0PwzHbtj7TKQxPvXEs5kfd/Ea7H4kzmTV4IwflWMn9a5vQ7QXWqQK4/dhssfpz/Srg9LsU1qkjsvCmpS2U0do0jfZkjIZewPXP1zXYyXaNbpJ0DsDXMXK21pdvKPvyjLE4GQOnSo7i5cqsZc7MkgZ9uKqD0OmdNSSa0N3VZwLaxQnh7hG/LJrlNamW4t0YEFTISPypmrajPNd2tmrAeUpYEnA+7gf596zDOzxtbk5VGyv4jn+VNyuYypuKGBSSijk+ldJbR+VAqfxYy1ZOmwK9wHPKoM/jWv5gVGY9aym+hnBdSveyBY2+lY6FnJYngH5asX0xc7R6ZNVYjhaUUVN6DpEMk1tFu27pgucZ7Gus07VlsbSeScnZtRFUc87EwK4y4maN4JAeUmVh+dWTeeZBcL0CyKcZ/wBnH9Kpysb4aKkrM6zU/E8osEa2bY8rDa2B0A5/WtIGHU7aNsAS+WGbHYkVgQWlvc6DbmU8J85IHI6nGfTtU0d2VDNC21h1x+dVGV9WXOnFq0VsLBYI13u/u5PH1qtDLGLSKJT8zRu7Y9CWqN9QksrOe4jOTtAIPqf/ANdYcc0kCWshcEsqg47A9RVNpGLpMYmNw/CujefA9hXPqBmrs8+1etZ1OhjAj1C7O081mWibpzI3UcCmzzb356CpoPlAH51MUVJ6FsZBzWawMUdjNuB3KzDHY7jx+lXS/I5qiGM1pbRY5jkcA+2Sf61bFDqdfq3xOvLS2htNHKpIIwJZ2XPOOiioNC+IWr6g50/WLhbi3kdXEzIA0TA/LjHbPH41xd9GiRIeC7HPHYYqrbztbzB1+hHqKOZ2ug5EpJM9yuZ1XaAcfKcVmardJFeR7iMR2rn82ArGF3LPHb7pCSI0xk+uDWZqOoTahqdxyFWGNUPOM/NzWjkrGnsWtRmsEPdRtxkxL/Ws24fZGuPepzKblInf7wXb+R4/SqeoHYkf41EtjG1pWKTy/vFHqa0kbpWCJMzA+9bMTZxSSCRe5IqIDdczyHGxBGG5553UByF/CqN1dGE3KgA+asfXtg0McHZlO/ulnIVF2gEk+5qvbOiXMbSLuTPzD2qPq1Hei2hTl71z2LwxfNNoLhn3Mr7c+vAAP4gA1b1RlbS7gkcu6Rg+mWArlfD9+Y9ASOPOZGBJJzggYP6AVa1PWVTT7aJv9c06uR6gEmtE9NSnTe6K/iNUntJh/wBNx/7NWDbIFVV64FW5Lsz2MkbE+ZvDk+x//XVWIEMKRlNNOwt3qN49swRsORwEXJqrbeFNRkQTN5Yb73llvmP9M12ttbQwKFSJUXqAv+PetGJAcYFO19ybrocHYxzW98u+N1aJxvyPu/WvSNOu2igMnsf1rP1KFGtlBGGZwBjvUtxOltpxQEbiMVz1FaRvT2OD1+4jvvE4SfPlKVDY6474rsLFLG3025gj02R9LZUQXgQLuc/8tB3AHHtyaw4tAtb/AFeSKeYLJcgGM55QY5OO/INeorYWsejtYedmFoNq8jIULjI/StIrQznK0jx66meW4bzHy4OMjpTJbyWQrgYK/rXSTaHLbS3FlfkOyDMEwH3kb+Ie4x+BrnZ9NkhhkeSVVkRWYDOc4xgVnyyR3xrwkit9r36oszf88mAz64qrBKWdlI59asNA89raMkTKzFlJAOc+9T+F9GTWPEr6dd3ktnujkKFItxd1QsF56D5SST6e9Ur3MKklZlnTJcxzD3FTzT4QjNY+jzM0cpZic7T/ADq1NLuOKmW5jHYhnf5c92pgbit7SNHg1G2aW4BwHwhBx06j8a1/7PtYH23FlF5OByFzg5xWkVpciTuzhLk5g57Mp/Wu58N3+l6Zo/nyW9tdTO4CIybpPOPBGMH5duDke9c/4i02OOWC3sogommKM4YkAEZHH0/lXXeBvDD2Est6WSSMhUh3DkDPzU7C57RsYmvy2sEjDTmZbOYnMZGPLYcFQPTnPtnFYiXbwRsB8wbP513HjDSZotTXUYoo5LR9q3C7cshPG4+3TntXLaho3l3CeScQYw/PIx3981m4tPQ7qNeLjZmRPcyNZyQn+IZB+n/6qrXNyTHbEDIWJV/LNXEgaPUltjtmDR8N1AJWs+50+6SyWURSgE4wyEYoVxVJoteYVYe/NFzNkHmtPWtH0208O22qabqd7ODdG1zcwLGtwQm53iGc7VOFO71HfIHPzvk9ac+hyIZuy4HrzVyJuK6bRNGhOkILmIOZvnYEdM9PpxVldBt7OFjHbi4x82ZOeM9Pyq1GyJbuzk93zD0qCErHBcMSAUZsficV2V7pGmG3MsEJDLuVkRipzjI61xn9myy6NNqZOM8lAP4cgZ/Oi1xxlYyZGLP145xTO9B60g60ht6nTWV9IttAT91FAP4Uxbk+ZfMfvSBSM/72ahghdNH+1BhtUhSpPXJqaa3MssJhXaHgDDHOcVLvex2cy5UR28u6LOMbf8Kju5M+W7JvVAWI9a0fCOnWOo+IY9M1e6uLOK4bYsqSxxiMjqWMnGMZ46k4FWbbRI21bVLC6juFFpOYhHcYWQAMRhgvGeBnBxVrXQ45vW5x6QyOQ4jbZnlgpwK1YWrvoLWJE8tVGwDG0DjH0quPD9ksryxwKxb+An5V+gp8pF7nIF6ztRP70e6iu9bSNOuLUloPJuFUMyqSv19q4nVbc/abry0YQ27iMF+pzSGtzI70d6XuafDG0sgRRk96Ckrux02m3gg0iFP4tzHFSz3Cz6tYndgKOo/E1St4JTbqyRlggwfyzTWC+VDcxtlvMI2+nFQ5PY7VZQQ6OcPLIc8sBx9MVL5oCcdelZTSMkzbcq38q6PxB4T1Lw7oGkaheNOs98ZDLA0ZAt8BCgY/3mVs47dOoNXF6HJV+I6YdvZsVagJ3YoorRGJDqjkTW69gSayp5XZ1BORkUUVzVPiOinsY+rTSR39rKjFXiyUYHBGDxXc6dfzNp4chPMjAjR8fMqsRkD2ooqqXUvEr3Ij9TnNwbQSorEQiQHnILA5H04HFZ9htlsldo0yztn5fYUUVoviOeHwkV0CchXdNpb7pxnA4zXOSajPo3iV7u22GWGRgpkXcPmQqf0Y0UVTGzPtYUh8wIMDAFNYncaKK55blR2O70SNU0m2AHBTcfqatuqyXECsMjcT+OKKK6PsmL3ZxnieeSLV5LeNisSKpCg+1dB4F1O7urVbaWZjGd8OQcEKRnr6jnBoorKPxHVJL6ujsFYmWa1b54kjCEPyWG09fWuVEMaX8FvtyoBOW5NFFVLdHNS6ksoVERlVVyQMAYFYWrR+XpUjbnYhozlmJ65NFFaFlTXPEh8Q2tvFcaRptu0CrFFJbI6lI1zhAC5AHOTgcnmuagQTXsEb8q8ig/TNFFYy6Aj1CEAKMADirB+UHHpRRW5kjF1r/Q9AW4h+WT5Rk8/j9ea4wX9wIrm2L7oprdwyn25BHpyBRRWDeqOqhFezk7GE4A247ikUZYfWiimZPc9I8OWsDaOC0SFg7fMRk9quSA+dGquyKVBKpwDk80UVotkVP4mYb60dN1W9hk03Tr+GWUMUvYPMwyfdIIII6nIzg9wasaTdz6hqmpX91IZLi5dZZWPGWOe3Ye1FFLqZPY34ORVkD5QaKKskpzRJ9lu5sfOpcg59sVwMlzLdGTzWGGbcQBgEjpRRWEzpwqTm7mXqMax3rBRgEA4q5osatuJHLMFP0ooqX8B0QS+sv5ncW1mlxE2WdAp2YQgcbcUyPQbCOFYgjlAyyDLn72OtFFa2OW7MzXdLtLbSWuoUKys6gnOe5rFvPEmranpdvpd7ezT21tI8qCSRmJZ8ZySecbePTJ9aKKGZn//Z", "info": {"video_id": "174299", "label": "turning a shoe upside down", "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": "bd79e0c3a925cc9053fda67beee29fffed0f336254518ca1552a8b186a61c564"} +{"episode": 19339, "episode_seed": 1147224625, "split": "train", "timestamp": "2025-10-13T03:00:45.845604", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1147224625, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 color pencils so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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arHpWpxXbW0N6VUqbeZdyMD6j196xtZGoajq15fW6R2sc8pdbaGQqsYPQAYxXqSqzUrct13/4Bz06UZr3p2fmQXW2MZduQeFHWs2aGW4OQvlx9yeppjT39uSjRBj3+UMfzFQSarKFCSw7BnnGQf1qJYiC+K6OqGGnH4Wn8xs6IW2KeB1J60trpk2pajbWsKERlsvj0FNS9tQDw6n1IzXefDOGG+vruRSG8sJ255z/AIV5Gb4mMcJOUHrp+aOzC05OrGMloemeDtDWytEHlAcckjrWb4utjJqUMPmBI2fBJ6KfWu3t3S3tguQDjpXIXKvqniRCflihlRgWHDYyfyOK+QyeSWMjOXS7/BnoZkn9Wkl/WpzlvoIuLmFPtMUiMcuI2+YKAD/XH51b8S6faQW4s7XTI2uLh08mZeDHgHIHqDkdfTNdndxwNqipDAsREPJAHzcnv3rntbubjQSb+CNJ1RSpSXkLnHOK9rEZrVljYJbLptq+5yYXAwWDk5bvqcNqKx6NbG0hYSXsg/fSjog/uj/P9KqaTpOoalp8z2VlcXKRHErRJuCHk8+nFRatqc2qahJcfZwskmMpCuBkcZx+FSWl/rekx3dpBPcWDSKY7hCcFgR0Kn2PWvpaMJ09mnUerv8A1suh5c2pq8k1BaK39b9zKNzA8OPPjwOmGyaqzFy+Il2qR95u9Jd6PBHECs7ggdGAas82F4vzRS/L2yxX9K6pVKq3j9w40qD1hP70TSQJb7mc73Pc1UCMW345Pc0kn9oRMXdC/ucNUJ1Fx/rIhn16VzTxMPtJo6I05W0aZ9ywYMCEEEbRgjuK4bXozNdyO7ZYntWr4V1dn062srlw0yKUMnTOOn6YH4VS1fNvepAmRJJuJkbkbOhP16j9a+ZwuIjSXtpbWuXiqUqrVKHR2Ip9IisPCR22yzX1wV3EruZAx7enH86p6tpi6R4ZEclxFFKxDtETlpDxkD0H+HvW8FWCyRUB824IEfPJ7A1xvizTtR+1alqd4ojt7cqm9zjeOANvr6n61WCxTxlTlqO0U+b1fRCxeHWGp3grtq3p3Zg7JLqVY4cZZgu4ngZo8U6JJ4euYFlm8/z4yysFweOCMfjVXS/EcmlPPOsaruXCMygsvuM9DWZrPii51iZHu3zsG1ABjA/x969yX16WNhyWVFJ37vTT7n6fM8z2eFjhL/8ALxv7v6+ZFIZpFBzsX0XrVSRI4gzAYYjr3qF75lOC21feq7XmXOxST/favVvocChIHk4y2PKI6t/hWZc2kFyp8u2QerlcVZJQOzStkHpk9DUT3JJwigL0yaxkk9zqp3jrE9G+Bmmk3GuCIqB+5zknP8fSveYo/KiVM5wMZrwj4LTiO+1SP5tx8ps9jgtXvCNvQGvlsfTjGvJxW/8Ake5harmrS3QyW3SQdOazrizPmqinJb9K1SQOtRPsjLTsei1zQq8rtcMRhIVVexlaiwQJbqPlQfrWTuYSqI1LvnhQM5qzf37XMucbVAwKfp81tboLmSYDdkEAfqT6V0zm8LQ52rv9WeRHDLGYt66Lb0Rxt6JYrmSIpswe/UVQkjUjLfMfVqueKNWt7vVpZLM7gOC3QcCudkvyUyu6Rh1A6V9FhuaVKMpKza2PKxMFGrKMXdIkupDv2IOSMqT09xWfNPvGwp5x7jHyinzyG4jzI23ByFXoKrPdpsKwLuYDt0FbSMoxaMe/0i3MgZ4oyzHAwuAK1NFsg9yLJgZ5NrbBu25I+bn2xmqkzSPtkkYEr2Han2Mk1m00kmBcMVSPnlQ+Rn64BrxsdiFQrQfdS/RnvZfCdejOLezj+N0djpcNs18oWKGM7jEjA/KRk/MT+mfatdru1hv53ubRJ1toy6kqWCY6tx3x0+tc5b3SwRKirwBgGt/QNTTTPDV/dzQKYZpW3STttj2AbcdyecjAFfK0cRPFYnmlv/Wh9LVhDDYflRwWueJ7/WmAuCiQqxZI1UAL2/lV/wAN+FrbVwJtSmYQSRMybZAD6ZwOcDB64rlvFOuQaxqgZNsdtDGIoYYU8tQo56depPes77dKsQRJXVMYwpxx6V9niMLXq4VUsNL2b/JHiYarRp1JTrx5rrT1Li3MUY8uIb2HGVHX3prebJy7bB/dWqQuUUemfSmm7YHDNtHvXrR0ST1POcbu6RLIqQhiqgEj86pSPuznHlnoTSm7LMQoz/tNVdtqsS7ZHUVMmawg1uVZ7aKYEpEB6tjFeg/B6GOGbVm/65D/ANCrg5Jy3CLx6mvQfhNj/ibAjJ/df+zV8/n0IvBTaXb80ergJS9qk/60PTr6ZXtXKuVKjqOtc79v+z6ldGFWk8ny8Igy2dp6e9XtUu7a1029urhvLjgjLSEelYNqXfTob+EGGScxqAw3FyT1bPfBNfHYGapVFOWx62LpyrU3CO5u2Wr3F94lSGa2aFI7YlS5GWO/2PvV/wASRwnRLp3AysZIJGRkc81kWpD+LYlHJFpz+Ln/AAq94n8x9Juo1P8AyzP8qWKrRniFOJrhqLp0OSR41peoS6bdtcTQx3GVwFMeQDkHI568Vc1nU5dX1ae88v7Ok20KpILYUAc478VlpMAwJPFRzXW9yV4A7npX6bDB0fbrE/atb5Hy08TVlS9h9lO5cKRp2GfU1SuHxjH3ehPpUX2ndGQuXYd+wqJpGlQ+a3boOldMmYRptO7EaQjIHzsPyqpdRbl3t19Km89Qu1Bk1Xcuw+duh6Cuao7o6YJpnuel6pcNffI7LDniUdAVOf5Z/Kt+PUxqNzLqMvBn+6v91B0H5fzrjNXuvslnbWtqwWWSVY0x2BzuP5ZrZs5k8tVBxGi7RX5XWxUnho0ezZ9JTw6VaVXudbpc8t3rlrHCC8UCNJsJ4U4wD7DJFcV8SPHEb30mlwMLg27/ALxs/KHHYD0H5k1heIfEmp6fayJY3JhhvCYndOHKr2DdgSTnHpXnpeRcgMCD3NfWcO4NOiq0tTx80qOVR00ac2oPOTI8uc1GLotwoA9zWaDtO481IsxcYUbfevrUzyXSXQvllU73O4+9NluCxyi/iaqgZ5JyfenNJ8uABSbJ5AkwcEnLD1qKW4OODUEkx7fMfapvDulxeIPEJ067v5bYNFK0flx7izqhYL6AcHk+nvXJXxCpK7OqlQc3Y9N+DE6ga7KzAbTBz9d9e42t/Gti0p/g4I7k9hXzv8FIpr7+2YTJthPkNIe/G/AFexWMgXUGtVbcsHzP/vH7ufw5/Gvh8bmcKeJxHN5NfckevTwsv3bj5pnWQOzAGQ5ZuT6D2qV0S4SSNvu4xx2rMF2qoWbjA61m6x4ntPDmi7pJBJfzKZIoM889CfQV52UV6mKq8lrvc3xEVTg5T2KXil4LORYxMsMESDzGz8zMecfl/OuAvvEzTKba0BEC8Y6Z+tYerapfaxcme7mPUlUB4B9apJeMqhBGS44PYV+kYegqcEpas+Qrz5pNx0NVpDcHMkmB/cHSmteIqeXCu8+g6VngFzukfOeijpTxIIuF/IV1ORx8pIzM4JnI/wB1elQiZYgVXA9hUM1wNx3HGOw61i6vczrZs8bGL5gODyaxqT5U5M1p0uaSiXprz5SrMCc8KDT7m/WfxAghYMsEYL4/vZOB+RJrO1nTrC10CDVNN1S+mVro22biFY1uCE3O8Xfapwp3eo9wG6SreZJO8YjaRtxUD7vHA/AV8nndeNVRkul/xsfVZRhXRck+tv1OulvxbaezY+dhnPvXCX3ibVL+1TT7m7f7JD8scK/KvBPJ9T7mu0uNktnFuxgMvXvyK861AINSu0QgqJn2kdMZNRw5GPtJNrWx2ZkrxSASGP3X+VTi4AH3uO1Z4Zwu3Ix60qkIeeRX2cZnjOmmaCzk/dGM9zTsoh3O24+pqkJGcYHAp2Mck5+tXzGbgTvOWPyDj1NROBnJOT70hkOKrySfiazlIuMOxLLNjpXoPwnkUtq+ef8AVf8As1cT4UsNM1rxJFp2r3U1tDOdqTRzRxrGe5YycYxnjqTgd67DwDGdI1vxFYuk8XkzrEEuABIu1nGGwSM+uCRXzec4tTw04JdvzR6OEpctRM77UbCzvoLi2n3+VcLskXeQGFVbu2SO3t2S7KCBwyR7c78DoavFIroAt296bHawxXIAXAPc818bGo0ewkW/DttJPPPq06eW0wWOOP8Auxr3+pJJ/KrOpL5rOpGUYYrRM0aAKgAULgYqndSLsJOOOc1nKXM7mi0R863MvlXMsSqco7Lz7Golbef3jfh2qTWp1fWr4xAbDcOVPtmqSfNyxz7V+r4aq5UYN72X5Hy1SmlJ2LYnAUqgyaiJJ++c+wpm7aeKY0nJya2lMhQ7DiwQnFV3mAJyfwqOZ2K/Lxz2rc8R+Db7w34e0fUbzzlnvjJ5sLRkC3wEKBj/AHmVs47dOoOPOxGLjB8rOmnSvqdXalpNdieR2ci1DDcehZiDj8BXSJI62Rwxoor81r9D3oFLxJbRN4MgmK/vEVHVvcnn+ZrzpmJNFFfccNP/AGR+r/Q8LM1+/wDkJnNPHAoor6I85jxyvNV3ZnlKE/KDgCiik9ghuxsnGQKpWOrXWjauuoWuzz4twXeuR8ylTx9GNFFeZj/gOzDbnpvwOlaJde246Qf+z16X4fuJJbNrhj+8uJWaQ+pyR/ICiivzHOf97q/L8kfRYX+GjbvGYrbRZIWSZI2x3B61xnxNAXUraQcM0eD+B4oorq4YbWOp/P8AJnHmy/2aX9dTgwSRzTWGMYoor9XR8Uxdx81V7EZqC8meFtqHGe9FFIiPxAFCW24csx5J61ga3MxhMfG3cD9aKK58R/DZ04b+KiLXvFL69Dbwy6TptqbdFjiktUkUpGucIAXKhecnA5PNdBpyhvKyM5G4+5NFFfF5p8Mfn+h9hgd5fIv64u3Qp3UlWCEgg4wa81hOVBPXFFFd/Dnwz+RnmPQko70UV9Sjyxy0/JKmiiqZLIdxaXaTwKSTjIFFFZSLJNL199INwh03Tr+KZlcx3tv5gVlzggggjqcjOD3Brp/B+p3ep6rq2oXcpkubmRZZXxjLEseg6D2oor5PMv4c/wCup6WH+NHpFjM+OtX5HJZT3oor5iR6SL0MjFMk81n61cyx6RcSKcMEJ/Siiqh0Kex4CxLAseSeTQpO5R60UV+qQ+FHzLGzsVOAcUij92T3oopyGvhKs7EDg96u6h4m1fVNIttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oorxMZ/EOmn8J//2Q==", 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", "info": {"video_id": "9617", "label": "poking color pencils so lightly that it doesn't or almost doesn't move", "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": "9617", "label": "poking color pencils so lightly that it doesn't or almost doesn't move", "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": "f05cd91dfa43db3273dcd5d947f89e7daf0b8b2cd2854a6c731648c8a27c0c31"} +{"episode": 19340, "episode_seed": 1676161309, "split": "train", "timestamp": "2025-10-13T03:00:47.236653", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1676161309, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cord into computer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "177157", "label": "plugging cord into computer", "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": "177157", "label": "plugging cord into computer", "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": "2cd65e3e1dc9cee632949eb1b4d44a2115bcbe54e10239a78916048ca7982846"} +{"episode": 19341, "episode_seed": 2994180183, "split": "train", "timestamp": "2025-10-13T03:00:50.036183", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2994180183, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend a knife so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "65626", "label": "trying to bend a knife so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "65626", "label": "trying to bend a knife so nothing happens", "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": "e30300da9b1c66fcb4dda74ddd5b5fe8a45688a0d16e729bd5dca893a4ebeb13"} +{"episode": 19342, "episode_seed": 882154540, "split": "train", "timestamp": "2025-10-13T03:00:51.265032", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 882154540, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick toothpaste up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "126782", "label": "pretending to pick toothpaste up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "126782", "label": "pretending to pick toothpaste up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c7eb7dea55c9af9e6b4f083aaab895987512a88bc3c2f494744c3a78ac1761f2"} +{"episode": 19343, "episode_seed": 1328750464, "split": "train", "timestamp": "2025-10-13T03:00:54.610139", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1328750464, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 disc, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "59685", "label": "lifting up one end of disc, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "59685", "label": "lifting up one end of disc, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "11b4ab87300b881bcbc8210f93c364c9ae8525a6555e835897d26efc15ea2bd3"} +{"episode": 19344, "episode_seed": 2783202303, "split": "train", "timestamp": "2025-10-13T03:00:57.927942", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2783202303, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of a rubber gasket so that it gets stretched'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "212327", "label": "pulling two ends of a rubber gasket so that it gets stretched", "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": "212327", "label": "pulling two ends of a rubber gasket so that it gets stretched", "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": "d92fb70352b9ce10e7dd6d054b2ec2e0fdb75baf94f45c62a9a5433866d44209"} +{"episode": 19345, "episode_seed": 1695491679, "split": "train", "timestamp": "2025-10-13T03:00:59.776999", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1695491679, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 usb cable on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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I/hB6g0to9y2qtdQRLcBogGVG/wBX6DJ4zVq3Zr3xEitC1vLAm4KeTIPcjsKOYVixZ6Ra2EWyGMA92PU/U1zPiJJbO88yK3WIODiVf4s9favQRBtHK81heKNNiurQSyXHkeVzlhkH8PWia93QUH72p5kCY8qVVlzyrDgmry6JPEq3xiBiC+YqZySew+lPYQQ48tCzj+J+n1x/jSLfzvAbaWaQxsu0YI49PwrCLS3N5J9DAmtzgvJIoOc46k5rZ8LWnnzzgSblXbxgjHWs6e1KO0bZBGK6bwNbF5b4kfd2YP50Sd0OO522mWscIXHXHWt3/lht9RisqGIgitAbimMc1CRoZesODpcALsqGYmTb1wB/jWXYXst9bfbbO5MsMMhBUrjgcZrRvZfss371W8ohiR6nFYAnOh6iFtEYpPIqMioSp3Hgj3B4+lXuF7anVXkYW3S+gySCC6qfvD/GsPxJJa39ikyBpfLJdTGcNjFdDDp1xbyuWH+jbMhc52eo+lUo9PdbVnSMmDcwWVRkEVcI3M5V4SheLueT3l9cS+XmRwI84y3J+tVFtDd5WGJvNxkheQw+nat7U9Ia0vGW4nTDEkFeSfw7VRhu2sZN1qoBIILMMls1N9dSb6aGXd2ckEaW5iIkBLucdM9BVERSQS5V1EinIw3ety/+0ak/nxh5Pl+YKn3fY1jSREE96dxI6O3VQAuQvHei8lZJ0i8wxRMu5pB/Ks7SpZ9QuEGwg9zXdDRle2UOoJ681pOaWhMabZiTJbWViUigVpJFIRAMlyR+dS6TfWtppUKybVYnaUTlie5xWla6YsV4bi4cyS5wueiD2q5baTYQTmcQr5mcgkdPpT8yXZaMo6Rbu+oXF68TorDbFvGDt+lb2wkf4VLbBZmZUBypw3PIqz5OBxwKaIbOQ8VoWso41RmkZwRgZ471xU1s8bFZF2EYyD1r2R7fcpyAfqKyr/w7Y3s3mzREscZKnrUShfUuNSyseTPDhuOQKnj0+a7tHMIJaLB245wa7aPwlFDcyNIwkiYEKuMVah0y3sI2S3jKgnLc5JNJRZTqLoU/h2h0tNSNyDGXMeN3Gcbv8a6ifUjKWEQ+UDlz0xXPwRx/bVRm+ZgSo7e5rVaEzwvDnCspUke9L2d3dgqlkVAi6zhQFWBDnewyzH29PrT7S0tbXWxZwzMsckOZVB5b2z2yKo6W1xZzzWaxTSTbgkSMRtRexrdTw5cxiC4t5wL5WJeVhndn/Cgd+7Let21pHpuyKCFWYiNCByp7Gujs7ZYbOKLJYogBY9TxWXpfh2K3Ky3T/abnJYu/QH2FdHDAFAPOKtLW5EnpYpyR5UkDA9T2rzHV5JLrUJ3lcttYqvoAD2r12SESRspU8jFYN74Ts5bZ0t08uUnO88+tTUi5LQdOSi9TyuWEjLY4FEUJmxAyghiMY6g/Wurv/CV7a7TGDMGbnZ2+tWrbwgYbmOZ5RsXBZcck1koSubupGxwC2Ek10IPL2sW2/N610tqmFA6cdq6u5sIFdplgTzOpIHOa52whYwIZlCyY+bnpXRTjynPOXMUdQuvLvI7dpTDEybnfpnnoD61o3K29lYfZ7e3UyzKVjRRyxI6//rqW/wBKfULdPs5CyRtuUt0P1rU0rR2hkNxdyeddH+M4wg9BTd7iurGZpGp2lnpFsj4EhOzyYuWyO5H5Vp6Jaym9ub6SBo/Nwse/rtFX7XSNPtrg3KW6ibOd2ORn0rUtis5ZUxlDhhnkGkvMG+wzYTyT1rm/F0UklnHDHEzyM+cqucAda7AxlfQDPpQ0GVOf1oaurExdnc8UubSSFzHKhRhgFe9U3gIORyAMcV7HfaBY3svmzwBmPcGsWHwjBb3Mru3mxuCFUjGKx9k0zoVVNanAxaTPfWEhgBLxEELjqD2rpfBulTWa3fnIUZio59Bmukj063sYjHbxBFzkgHqadYoBNIB3xVOFokxqXkX4oRjGKuw2YY4XvTUULjNW4ZI1PzMAKhI1uZmr6WHiCNg5rnE05orlS3ysrblYdiOhrrdSuUaRQGGKwbi8jaRlBH1rOT1sWtVqWtMO7UBHdO80BQhhnkZ4zXZWENnaWaWcQAiTO30wTXE6RdRCe5diOAqD9Sa6ywvrM2caS8SAc5FdFJuxx16fK7wSRm6loenX0sguLCCUZIztAOPrXN3Pw90R71NqSIjjOzcePYV01xfSGaTy1wmcrn0rF1C51Lcsloyb1PR/SoqRbWhwUIVY1bvbUSDw9b2MP2eyQRKP4sZJrlvEXgOK4Mt7E/k3B5dFHyMfUDtmupi1C8jAaYqxxzgd6pX+o3MyspIA+lJQZlGhXhNyizkvCuhpbQIxUbsV1j2TuuFFS6PYhkXA4rqYbFVAyKVuZ3Pf5rHInRGMe7ac4rB1TTNQKMkcjIv+zXqrWyYxtqrLpkcmflFPVE2TPOPDdpPafaHnLZkIwzdTjrWxNd29vIsM8qhpMAKa3bjRd64TK46YrznxLplxbXhlYs3OMmqU7Ih0uZ3OvuLqK2UNI6AHGCTwSelEUkVzCskTIQRxg1wV5LJd6bG0kpJgPlkE8EckH+YqDTdXudNYFMOhz8j9B70e11JdHTQ7uZN2eo571m3CfeFGl67Hqind+7lUZ2A8GsFJLrUvGN1pkmrXFpH+8MSxoGyyoWC+w4PJ9K1TvsZOLWhaeaK2ukDBd5Vjk9cDGasabrFvc6mtqGyMnDDoa88e+u70hri5d8DjcemetdZ4P02Wa/S6eMiCIZDH+I9sVm2+axoorluz0SCNARtUDd3xzTrzU7WwGJZACB0HU1UvNRi0y082T55M4Ve5PtXMCNrpmvryT5pT8keeSP8AAYNKU7aIcIX1Z0EfiWa7uUjt4Qi+YuCeTjPTHSu+Bwo4zXnnh6CO3eXVLxAsMQygHdz0AHetKXxe8tm0UUPlyNwHJzj6VMZ21kXKnzO0UdooAJ7jP5U0hWYgdcdK47RteuvLktnPmO4JjLn+Lrg/Wqdv4hv7e83u5cEtuQ+h/wD1U/bIXsGdvLGPQVRlUgdKba69ZXpRFk/ekfdcY5rJ8c3lzYeHHntJnhnWaMbkPOCTxWqknsYuLT1JrpSQ/TGK8nfxHI0SRQDawALOex74rb1fUbyHRYr+z1/UZQbgwZnRUWYhcs8ffap4O71H0HL6DpTateNErLGijczfjSk30Lglq2ej+HbmS60qF5eGORnH3vetO9v49Osmmm4boB3JqnaSWlhpu5HXybcFck9Mda526uX1GYXl2xWzGTFF3I9QPf1olKyFGPMyW9129vVIjJihBAO3+prqfB0MsdrNPLu/fMNpY8nHWuWsrKTWbxI4oikQGQB0Ren41pajqt1DcC0sZGihs128dTjGSf5YrG9nzM2cbrlR2099bW0ywXEqh3ICqalubyG1QGWRV3EAEngk15lJNcXUomkdmcnG4nmr95K97pkUkkhZoW8o56MOoP8ASj2wvYLQ76KWK5hSSJ0ZWGRg1DKm4HqPrXA6bq9zppzGQynPyP0HvXVaVrseqKwb5JVGQgPBrSFVS0ZnOk4klwmQw/CqAkFvKccE8VzsmpXFx45utLutXvLS2abZG0UsaLFwCSS4xjGeOpOKqade3o1TU7a9nuHNvLsVbnG9cEjnHGeBnHFVU+EmC95HaNf4UfNVV9SZQ3U+lY73kary+eelZ+qatJbIkKKDcSH92np7mufc6bpD9S8RmF2Q5aXGdoPT61jW97e3t+qhiGchQqj3qsFjhy1x+8u5OWB5C+pPvjtW5o0R0u3k1e4BZiuIlYfeY9/pSa1Hc7m2tYbeMGNFHckjNXYJopQzxMrgHDEHOCK84bxDqc1ubd3wsg/hXBIPvUui301nMYxIUhl/dsfQngEVftVfQzdFtXbPQxPFJMUBG7GOv6UyZduM/hXmzz3VnqJfzWEyuSWzx7/nXQ2Pi6NljinjKsRguGzz9KcayejIlRa2NidCAT2rNuUyTk8VF4vv5rXw8bi0uCknmJiSMjoTyK5XXYvEWjaNp15dajeCW7L74iuBDjaUBOPvENnHb863MrHqmlRqsSYFbYoorKJ0MeD+8H0qZQCelFFUMjdRzxXIeL7WJ7GRyvzAUUVEi4nni28Z02Q46TAf+OmsmX7n4Z/WiisgL2gDGvJjgbW49eKzdVv5tK8YXl7bbPNimfbvGRyu08fRjRRW9PYwqbnPwjBAHTgV6bDdS21npiREKpKggDtiiilLca+FEN1cyXGr3UsuGNsg8tT90E98dzzT9KQX92PtBLZODg47UUVBqtjqvEkMdvp9rbQoEj34461zsOHlViAMLwBx0yKKKipuVS+Eu2QAu7YDpuB/HiopUDzs7dSTRRWfQvqVeY2MiMVZDgYNbnjRzJ4ESRuWZ4Sc96KK3o7mFbY881jXW1eGCOTT7KAxKqRvArqVQZ+UAsQBznp15o8LZV77aSpSDcCPUmiitZbozjswF1MYRAZGMbYZlJ4JOTmtnSLZNQvYkuCzAkDr7UUVktzZ7HeahEmjaK72SiNhHnPUk+p/OuE3vNKxdiSXGT3560UUq3QKJahOY8+mQK1EhQ6QzY587H/jpoorKJozKflBn0z+taPh3/kOg9AEYY7dKKKqG5E9jm9f1U6d4p1hDZWV3HJcbil1FvAKjgg5BHXpnB7g1zN7q97LdzXbzFp7ljJK2Mbj+HSiiuqfwnNDcvXF1MiWJVzlovNP+9iokvZ5rh7h3zK6kFu4A7D0oorCW5tE6bwrpVtezlpwz4Unk/hVvxNdSBobQbfJUBguO+SKKKJfANfGYlu5eQk8lTgflWlaqGuFz/CQR+dFFYI3Yt+ireTcZO9uT7E1nvGpjd8cg8e1FFPqQ9jY1slvh7bsSSxeLn8TXF3utahfWEGn3N1LLBA7SLvkZiS2OuTzjHHpk+tFFdsPhOOW7P/Z", 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", "info": {"video_id": "136729", "label": "pretending to put usb cable on a 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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NbWSyuw0UHlbgf3gyA34V3Sw4HzLzWN4j09bq1EhnEPlc/N900S20Ji9dTzzJXIZQy55DetWk0qZQt2YSYQN4B5z7U9lgixtUyOO7jj8qcuoTtAbeSVhGV2jAHFZpo2afQxpIWOXdlBJzjPWr2kxo8VxHJIuwgfQHmqssLI7I2Qat6VY3N08scAXtu3fjTB7FmKzsow2blXlx8voD71pab4fkvv3puAEJ5bB5PtWpp/hVFKvdSCQ9kUYWtXUolhjtlMRa2UkyRqQM8cfhVcul2RzdEVbKytrX95aWrzyIpPmNwuB6E962ItUYJDKbGUWsgyZMcj1OPSoEvorrT5bOCP7MojwPMGMqegUe/Nab3V1a6R+/00lVjAOWG0D3HWnzdga7iRaHZXd1/aDZkWQAqrfdxirOpWYexcJbJMVGVQir2jWmzS4NrmRGG4MRjg89PStB4l2lccYxxTWxm3qeO3jyyMgfIEXCrz8vPvSW9jLqbtFHGplUbtwOM49f8a29X021sb90a4aYZJKqOVB9T0zWYLqW3cG2PkjB+71OfX1rn2ep1brQpajYS2ix2rKBty7Nkck/4VkvCsbkCYbgeGAOK29QL3w+0kuWAAcMen09qy5IDkkZPPSquhJHstzqkKrhTvPoKx7zUWSRA6FpHHyRg4/E1DYCP7NHJEQysOCepqrrVpIpivUaQMuEdk/hWhQtqRz30JpdGtktZrm5dfM2Fv3Y2qD/AFOa3tDgt7mwiuJ9s8rxgbnAwo/uge2Kz7Ozk1p0aSJ47GPjY3WQ+pq5Z+GrsmOCe7/0KJyyxIMFvxpre6Qm9LNlrQ7aN9cvbhAqRoBHsThSfX0rpDGOgHWorDTYLWERQIqL1wvc+prSWMAAYJq4qyIk7s43xZLLBYqkblPNbaQOuK4OSHqFH/1q9hv9GtdQZWuIi23oM1zepeDGluXe2kVIychCOnsKzqQbdzWnOKVmedbGjk44K9z2NJc2rGETrEcM21sdN39K6y28KXU7TLOrRbeFL9zW3Z6DFZWRt5tkxZtzEjjPapjBsuVRI57wTYukd1KQAHKgfUZ/xruIoRjGKo2NukEjRogVeDgVsooXGaGrMIyuh0NmGOF71V1fSw8QRsHNacMkan5mAFVtSuUaRQGGKUtEVF6nJJpzRXKlvlZW3Kw7EdDWzph3agI7p3mgKEMM8jPGaq3F5G0jKCPrU2kXUQnuXYjgKg/UmlB3YVIQmveR21hDZ2lmlnEAIkzt9ME1h6loenX0sguLCCUZIztAOPrWlYX1mbONJeJAOcis+4vpDNJ5a4TOVz6V0S1R4+Ip1ZKy/A5m5+HuiPeptSREcZ2bjx7CrcHh63sYfs9kgiUfxYyTS6hc6luWS0ZN6no/pSRaheRgNMVY45wO9YckrsmrSq1KUVfVHLeIvAkVwZb2J/JnPLoo+Rz6gds1xVuqqAuQvHevUNQ1G5mR1JAGD2rx7S5Z9QuVXYQc8mtqfu3bOjDQqqNpv0NG8lZJ0i8wxRMu5pB/Kr0yW1lYlIoFaSRSEQDJckfnW2NGV7ZQ6gnrzUdrpixXhuLhzJLnC56IPanGfMzrlDlV2Zuk31raaVCsm1WJ2lE5YnucVoaRbu+oXF68TorDbFvGDt+lXrbSbCCcziFfMzkEjp9K1bYLMzKgOVOG55FPyIb7EWwkf4Vz3itC1lHGqM0jOCMDPHeuv8nA44FD2+5TkA/UU2rqxMXZ3PG5rZ42KyLsIxkHrVV4cNxyBXrN/wCHbG9m82aIljjJU9aw4/CUUNzI0jCSJgQq4xWXI0aqomcTHp813aOYQS0WDtxzg1t+F7GW1a4MsbKWKgZrpYdMt7CNkt4yoJy3OSTUcET/AG1QoBjKksfQ9v61pFWZLlfQuM3lW0suCdqFgB7VDowhv2M87CaZAG2tyIvw6ZrWghThcA57VWtvD12tzKn2jZaSvvcDG5vbpVyErFaO6ik8QQT+Wi2+1o0mfgbhzkfTpWleXK6zCbWxhlly+1pB93HfmtltHspbaKCSBfKjOVUdqvQpbWMKRRRrHGDtAGAATUWa3C66DreLy4EiUYVVAAp7xkRk8n1q8sJ2g4GaBGWyM9+aZB5JqdnPJd3VwIGWIucErwATxWRJCMnnnpzXtlzYx3ETxSoGRhyK53UPB9nPHi3HkPnJOM5rGVN7o6I1VszzKGFlmXAOR39fWrU/hq7W9K+Wzw7hhhwMGvQ08O2UIiZoAzxgAMfUUt1EMHPbvVRp9yZVOxxq6xbW1nG6lRkDYq9x7Cum0iWG+so5lG7dngjpXk9pFLNKEjzJIRhQvNesaDZGw02CKQ7WHzSY9TSjJsc4pI242SKIysQqgflWXdeJ7e3JS3Xzn7kcKKytX1NtRm/s6z4jBPmOOhx1H096pC0DOtva/vWJA3+pHp7Z/lUTm9kXCmt2d94Xvpr6K5llVQN42qB0yK3/AL3tyK5EaxbeH0hsYovMdFzMVPRjjNUbnxJd3F+txE3lopGIweM+/rTVRRVheycndbHfMVCHPFMdARnrmuQ1bXbuWG2mgPlxsMkjk7hwQf5/jUukeKAIlivmYbVwHAzu5701VV7Eui7XN6VMcgZqhOvynHrjmr8NzDdQebCytFjqK86uL3ULvxxf6X/bV1aQh5PJWNQ2SqbgvsODya13MrdDpJJfImBzy1Pa/wAKPmrg/D2s3t955vbqSbG0rvPTOc1tPeRqvL556Vzzb5mdFP4TYfUmUN1PpXNal4jMLshy0uM7Qen1pmqatJbIkKKDcSH92np7msALHDlrj95dycsDyF9SffHapaNE7lm3vb29v1UMQzkKFUe9emW1rDbxgxoo7kkZrhtGiOl28mr3ALMVxErD7zHv9KRvEOpzW5t3fCyD+FcEg+9EZKG5Mouex6PBNFKGeJlcA4Yg5wRSieKSYoCN2Mdf0rzzRb6azmMYkKQy/u2PoTwCKrPPdWeol/NYTK5JbPHv+dV7bQh0Ndz0mZduM/hWfOhAJ7Vj2Pi6NljinjKsRguGzz9KXxffzWvh5rizuCkvmJiRCOhPStYzUtjGUHHckukzuyeMVzPhbQ0toUYqN2M1X1e7ni0SK/std1GYG4+z5uI1RZyFyzx99qk7Tu9R7gdxo1jujTA44pVOxrR0uRvZO64UUHRGMe7ac4rrobFVAyKstbJjG2oUbGrlc8q1TTNQKMkcjIv+zUnhu0ntPtDzlsyEYZupx1r0eXTI5M/KKzbjRd64TK46YpptO5MopqxhTXdvbyLDPKoaTACmpri6itlDSOgBxgk8EnpXIeJdMuLa8MrFm5xk1RvJZLvTY2klJMB8sgngjkg/zFN1GQqJ3sUkVzCskTIQRxg1WmTdnqOe9cJpur3OmsCmHQ5+R+g966nS9dj1RTu/dyqM7AeDVRqXIlScdQuE+8KwdQ1FdLmjJBO5WxjrkYxSw3JvfGk2mXup3VpbvLsR4pY41i6Eli4xjGeOpOBXMaq10urXVrdPcObeZo1W5wHXBxzt4zwM44qpOyJhG8jp9A1m6utajDAeW5OEHOPxr0GE5weoPU9q43wzpEenCK8uJV8+YBUXP3cj+da+sao8TLp9kQLl+SV/gX1oUrLUqSu7IXVPEgt53gtVDuvG49Af8ayrRr7UtTWGSSR3Zxlc8DH6dKrRtFbJ5SASXLffkHOPYe/vW7p9u+g6a+pOhE8q7Iw3bPc1g227s2SUVod1vCQFy21EHJ9BTbW9trtJJbeRHVTyR7CvOH1LUJI/ImuJGRwDtJ4wfWp9LuZLWfBdhHLmNwvUg9x9KfttSfYabnfJqNrNcmBZYy4yMZ5yOtSSLwMc56YrzOZZLW/IWQ70c5cHng1t2XiyaMRw3EaFem5eD9aca3RilRtsdHPHgE5rNuYxkselVvGGozW3hk3VhcNGxkjxKnXBPNcfrn/CSaRo+n3d1qd4JbsvviK4EONpUE4+8Q2cf/XrdMxsZPgw41CZ+rBMAn610UuqXY0S7YSfMZSuccgZxxRRXP0Oh/EVJXNukdrF8se0Fj3YnBOT+Ndp4YsLdIWudm6UDALc460UULcqXwnPXTk3VwxAJd3ByOgHpUkSgBMdsn8aKKwe5uti0RnTIkycNIxP5AVRkRVjXHfiiigRt+FZHF9Pb7iYxHuwT3yK4rxDezab451C8t9vmxztt3DI5XaePoTRRXVS2OWr8Ryr3c1mAsLlQRz746VpXF1MiWJVzlovNP8AvYooqZ7scdkRJezzXD3DvmV1ILdwB2HpXTeFdKtr2ctOGfCk8n8KKKiO5b0iW/E11IGhtBt8lQGC475IrEt3LyEnkqcD8qKKzqfEaU/hNK1UNcLn+Egj86W/RVvJuMne3J9iaKKnoN7me8amN3xyDx7Vr62S3w9t2bkl48+/JoorWluYVdjlNY19tYjt4pNNsYDCqpG9urqVQZwoBYgDv06817VpMarBHgdhRRW890RDqbgp4P7wfSiigtEygE9KjdRzxRRQUch4vtYnsZHK/MBXni28Z02Q46TAf+OmiisZFvYyZfufhn9avaAMa8mOBtbj14ooojuRLYo6tq50zxDqkZsLG8ikn3FLuHeAyjggggjqcjOD3BrElvJ9Qvbi/un8y5mYyuxHVj7f0oorolsYQ+I6/U5ZIBZ7JGGy3Djn+LA5/Wq0M8sksjM5LOcMe5oorCW5vDY73wro1k1v9oeLc4z948elZ3ie9na++zl/3UYUqPfnmiinP4CYfGZcWQ4OerkfStC0QNdxKem5QPbmiiudHQx+oxrHfSKowN7/AMzWa+NrHAycc/Wiiq6k9DU8R8fDuH1EkXP4muCvdZ1C9sYbC5upZYIXaRQ8jMSWx1yecY49Mn1oorsh8KOOW7P/2Q==", 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", 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", "info": {"video_id": "136729", "label": "pretending to put usb cable on a 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": "c71ffaa7d83a517df725917f10d07a81adf8a8f02628bd5dd8012c2c98843311"} +{"episode": 19346, "episode_seed": 1387580848, "split": "train", "timestamp": "2025-10-13T03:01:01.523678", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1387580848, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a ring out of a vessel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "138715", "label": "pretending to take a ring out of a vessel", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "138715", "label": "pretending to take a ring out of a vessel", "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": "516ac5c35e8e9b3ca5dd358595813686df8cea1687b14dc0e92c0eb5da69ce83"} +{"episode": 19347, "episode_seed": 133065322, "split": "train", "timestamp": "2025-10-13T03:01:05.208532", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 133065322, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "130386", "label": "pouring water into glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "130386", "label": "pouring water into glass", "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": "39f0489e0e486b21a2b9ab2ec56a2c861ef5aa578f12d4bc56a568a166647b09"} +{"episode": 19348, "episode_seed": 1726722812, "split": "train", "timestamp": "2025-10-13T03:01:06.049986", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1726722812, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a toothpaste 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, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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"info": {"video_id": "73452", "label": "pulling a toothpaste from left to right", "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": "73452", "label": "pulling a toothpaste from left to right", "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": "4e0d1a4ea0179d76db8e248f96b16896dcec34c11d1befbbcb8c003ae1fcf8da"} +{"episode": 19349, "episode_seed": 3943830312, "split": "train", "timestamp": "2025-10-13T03:01:08.689398", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3943830312, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 electrical line tester across a surface until it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "184359", "label": "moving electrical line tester across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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rdfMjZB2bOc1vDSNjmqpSnew+8uYL9lhiTayjqT0qhJYnBWedWHYIm41WllZpjCJGOOoXgfjVqD7SsRJKyZGcDisps1gjA1CGK3LNJH8g7ucVE9y8EKNGiQblyHDAEj05rfu5XEDMkaM+MfvRwKw7v7TCuZZbCSN1wPMjOenPJzn8KwnJpXSudEIJuzdiC0miZGi+0x+aeeT0z9OtTXWtyabMFExcKudmc5Ppk1lC42Rl4haDHBKQ5K/nXPaveT3DI0xdVTqEjAPNRCpKUrONvmXXpwp03KMrvtZneHxS/kRFrdULfeYkkD6AdazrjXSZ1JneVACQApXt74rhDc3WzcDcFG4UOc8VDJNcpESYpPTLGulI85yrPZI0b5rrVJBcOHjhZvvt3+lehW8kYQfNj61wMurNe6bDAsIjKIo2/TvXQ2msW08yRM/ljdtO7oSPenZnXVlzJNna2V9JbzQvELeTB5SfdtP4ryKnn1rWlZ/K0izeMd4Z2YDP++Qf0rFhCShQSCD0IOfyxTW02W51CIq0ny8eWj4/P1qZq6texFN8strl/wD4SS6X/XaTMP8AcOayrjxbfLqqiLTrpoUUZHks3PfoK1z4ev4TtZ5dyEHO3Py/X19qyNS0jVVuWu7e/lELAbARtBHcdfwrGEHF3cm0XinOdO1KKT76i3vjS1vIikZ2IOoliIP6GqK6lE65NxA8O7JG5sfkaytQ03UWuGleZQccImDu9/Ssma21JIim2JV6DK4J/KtNDzpU8Ve6n+X+RcvrWe/c3+oYS3YkxKOsg7fQVCNTVIFSNAuOnb8qm1HVLzVreKNolUxAAqDjIAxxWMumzFfnnVeTxgmmrI9qU7pN6iXV40rYdga6bwVGJ7TVk65RO/8AvVyz6U5kAWXcSOvvXU+A1e2/tMSgj5UP5bqownO6sRXELPIVQZduUY9KqWsVzFfQkyvEjN8qyEgMcdj71uRW6zRb1O+OQBgpHTPpT7vTTdwhJCXj6jA5RuxFCa2Zg4KWjMi8hvbK58wRB2nKqEkjDZ9MZ6fhiq15q9yIRDIqgqNo2A4A/GrUeq3FpqDxXcTOonBUY5xzyPWm6pe29xGWWCVoySMjC49jUSXToKhB0qjnBLsYUAvXBmit5ZFPG5VNT+dcIMyW8qn/AGlNbWkXUtmzRO4MT8jaOF9MVLcaugnMRUMg4Zm6CpdztU7GIl2rMFyOe9PeQY4PWqlw0KXDso6seT2HpUbSAcg0WNo1FYsO2arM+Kj+0BuhyPams4quUls9gsfLmffMhC/lmtJGs0ceSu4kY+bAA+tYNvLPIdry7hx1HarRdwMqykDuMdPeumR5kXY0rnFzbiNlVORnGM/nWVAZTFK0seUVCVeTlj+Hercbu33n6Dnjoar3KSzr5ayBUzzjqaykap33IrVbWOM3CyiLBw7SJySTnvwM+tOuIJpIyBcPuPQsOmPp0qvMYbN2kE26faB5JIPmDuMfhmoRrdnslIllhJGWBAbPP61nY05i0t80Uvl3MJRweZRgK2e/0pj2kTXKSCGNgBxInDA+tZF9r2lpF5UqvLMnzorJtwD1H6ZxVQeIpGjU27IsfogyP8RVKLFKSOguI4WuRO4BEYymTjB78fhWXM8uoXxs4HWMOTgjuB6+1Z89/K8mPmyeTkdc0y11Cawuo7hArsDk7hnNaJGbOqawtNNsbMQztNdzBmmz/CONv4nk/TFPhubgpsRW68ZPFUtIjuNfvJtlzaRsoUok86xZHPC7jzjH4cVqz6ZfaaAZli29jFKkmf8Avkmqa7Gb8yeEvICJI2QqOe+amN3HFEVLKg/h4/wqk93DFb7z5zORjGOn50ltdKyANFPgnhm2ismaRdiaYLeWbASB93BOMDHpVO80K1nhjVYlV0Xah9B3FaIdcE5H86ry3IXK8DA7nFQ0aKRkT6Ba2sBe1t8TADGCefr61lXmnK6QNdQqoD4YRDPPY11KusinnjAOM1l3cElzKp804Q8ADFTYq91qZE+lwJGgQQBcfKMHOKoXlpG8BR4cqnOR2/CtaUR2mcyK3OdhILfUVUa6t2jIEikjru4Iq0mZuxzE0UTgeQw4PBB5FbUnh6S8jaS2Oxicn6/Ss29gRH8+GWNfUDBzXb+EJC+iRs53tvbLE5PWtNthN6GfYvLpjBIDujViq72yG9eK1rTxNF9sC/Z3RgWw55XA7mtaTTra4BcqElPRh/Ud65O7sGsri5j2CLfwAD8uM9QKJWYos7iLVjfxR7L90AAKj+Ej+dQ3hnaMBpty7snbyK4k+ekeLVyZ3+VpSeIx7CmPrdzp8piJ80RxK+5+GJJ74rNo25jo5rV5Ix+83HJxkYx7ZFZ7WrSu/mgqy4wAAQc/0qW21L7QkEjRhJJF3bCTkD1xSy3ICFnTbsyMlgQeOntU2sDaZyOswG0njulK7zlQGcjI/wAKa5YhCxBDD7yHIzUkl4ZZJEuIJHQt97y87famNbokX7pdqdgB0q0iW3sUUumgl+YcHO2ug8MXXmwaoSNu2LP6NXOT8EbuSTwMda2PDb+Xp+rt3EP9Gq3axBf8C6g1/LDZtGNscBy+eSR7V6ZY2USurEBgDnDdDXi/gXVrTS7+aS9njgj8s7XbPJJHAr0GPx7ogO2KW4uG7CC3ds/pUtaiNPxH4VsdVltraKNYmuQ5C9FBUZH0J5rm77TRYObZLYRqmEWHywx6YyfXPrWpceLTcrDNb6LrJMMm8M1sFB/Ems/xF4wNzFHJDZ7GgHmTliGMQ/u5HGSSP096XcuL2OcvkS2m2RQ4VQASvI3HqB6fSs69s5WZVyFmBIZRyK34o0M8VwqFFkywzwSechvoapyW0iROZ5FSMHexHLN3zUot7HNz29xvkLAbAB+NUHLgbSCRWxeCWUtc7fJiU/IG6tn1HvWfKF3MFIyDyp7VoiL22K8bHHzD5c9R2qYkY4NAIUEgZzwR61AHCvgng02i1LuekHXraNAuWwf4VwPzqpL4lhSOUpgkAHK89eoOeSa5waZNn5pVz6ilfTduGaTJBzwOtaXOZJHSL4v/ANYpXLFtwZCcHpxVW48V3Ey7Qke30GR+dQWek2zKpMZY9cux4qeS3hiDhYVD8EHHTmpLVjMuJNQvUY2YlSQ8FEHBHsalg0rU1jDsY0mdfmlZiWI9h2rpoSgiXaOdvzN/QU6d18sEgZqHcvQ5r+x0ecTXMzSuoA9uKtQoiMEjQKF7KMYrVheFmK4Az696r3CrGrui/dHJ9z2oSugbsyjKF8xmKnk1SuA5R2JTysgZ9/SpbjdLEHjbBJJwaXQNNXWNa/sq51Ca1jYSNHsTeWdULBfYcE5Pp71aRDZDFays8UzAfJnYG7E1finaLfy5CjLOo+Zvb8azdLnmukbzJC2ACoPvWrbxdyOP51aXQhmRqGoarBcLdo06hvmCgn5fbFSr4xvYwim3cyEc4cjP4VrNI3lNHIo2jpms+xiT+3VJYZkXjI4BxUWLVtywvia/24JCseuGPH40x/ElynYBcYJ7tnsc1tSQwLA2drseAqqMA/Ws2WOLEWI055Py1LRSsUk8S3qfxLg8OCMg0kut3kvDy5X+6V4rV8heSVUewHWqc6ryAoz9Kkp2MK6nupEZ4gQ47IKqL9o6ujNIR3PFbk25Eyo+f0qje7orUlXxICOaavsS2jMkglkm7LgcgCum8MapqdtpCWtjpbTkOx82R9icmodb0rT7Tw9BqumapfThro2ubmFY1uCE3O8QHO1ThTu9R7gb2it9nsI4xt5Ab8xVEssxQ+JL4/6TqsFjH/ctItzf99NUE1iLTUEtUuLq8kkTe73Eu9sD+Q68Vpi52oWJ7ZrO8PTma7vL5zlnbYufT/OKQl3EiIguCp+52z2qSW0hu5BFLGrqcA5Hbr1qzc20c7hkKq4H/fVMtnImCcgAgMSOgpqF0acwy7tCImeJCjswO488D+H2HSue1Rp5ke3jBCwqGVufnkOd3+Fdhfj/AEeZlm3xxthccb+etYOqvItoH3HypVXHscdKUk0JNHLW+uzJH5d1G7qnCnoR7e9TDVYZ87N2O+RitdQj2RjeGN89yKyLm0iBwi7R7UDKs8iyNuXHpkntWnosgXTNYAwB5PGPTDVW8Nadpuq+Jo9L1W7ntoJm2JNHLFGsZ7ljJxjGeByTgd6mtrV9NfxNZOs6GAtEEuABIoBYANjIz9CR6U2tCSfwJbQPHPNNDG7bgqllBxxnvXoUEqx4CAKP9kYrgfBZCaYW/vTN/IV2EcnFQ0Iuarqkdpp7l8szDaq56n/Cs+109IvD11DOqme4AZ8jOecgVnX0outdtLduUjG9h+tadxdB1XHUdaLFJmZdtN/a02mmPKAfaQwHdwp4/ENVcKWba5HtVyzuhc6/Iz8GKOOM/Tk/1qbV7WKO482I/I/LD0NPkurlKdtDF1HTlurdlU7HOD+INYp0aRXnmaIPIzYQZyMeprrEnjCZZcsvQ1nzuTcsQCgIyB6Zp2sJs5Ca12MEBPmBsEL0z3rNmG6QhTkjiui1gqsDunyyMcF1Hak8SeC7/wAOaBo+o3YmW4vjJ5sJjI+z4CFAx/vMrZx26dQcUQzWncsoXgBWwMVWmJKj6UUVRmjS05iYoh6c0+/Jkxu9Ocd+9FFAR3LMZzHHkDp1pLtjtAoooexaKSsyzDB7ip78bILVF+6yNIw9TmiikgkZhJI5qjHqdxo+t/b7XZ50Ttt3rkfMpU8fRjRRTJGaW5hyU7FRz9DXRn5Iww6scmiitYET3Kt07LgA9eDVSJyL+Nh97HWiis3uXHY14pWkB3HOOlQk/Og7biKKKllosyMVAx3rPmJOTnmiipYyjvYylSeKrasoXTvM6sZADn2oopomW43XfFT+IbSCGbSNMtjbxrHFJapIpSNQcIAXKgc5OByea6XTmJs7U9zAn/oIoopiZbnJFrKR/cP8qp+H2I0vI6lzRRSEW5JXUAg/xCtazgjYTFlz0HNFFb0dxSK14dsnlD7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", "info": {"video_id": "184359", "label": "moving electrical line tester across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d0eeab52d64cec53d1933b09201b2758dde5b0cc9b6c64ed614ebf8f43be31d0"} +{"episode": 19350, "episode_seed": 1831756706, "split": "train", "timestamp": "2025-10-13T03:01:10.736235", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1831756706, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "208056", "label": "tearing paper just a little bit", "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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ytuHJYZrzW78G3HjW9u7mC5iiuold9j9ZOPkA9s5BPavTtc8OxSWyS2UAMsfVB1cf1Ncja6Zfprltcw288P2dt7yFCAqg5bP4ZGO9axpyp1F1K5oTptLQ8RmVrdnSRSjqcMrDBBHUVTZhtLfjVnxHrialr+oX8a7EubiSZVbsGYkCudj1GUs3mnAzxgcV2NnHY73wl5Wm2kt1IP3sx3HPYdqzNb8QST3vmr/qoyQoz1NYX9uS+T5K42frTbP/AImerWlrtO1pASfbvXOoK7lI6fatpQiY3mSMfL3HaOw4qZFCrjLfTPFVgZQf9XyDjgd6k85V4cSKf92tnFmCki7E6AbflUCpxIAPlYVnfaYRxuP120q3cWRliQPap5WVdGugQjIA/Oul8FeKJ/CXiSHVYlE0BBiuIs43RkjOPcYBH0rio7iM7uQFPTBwanF1vGEYD0wc0WmnoiJSVj3nxx8ZDDI9j4aeMptG++IzkkdEB449T37V4ndam08skksrPI7FmcnJYnqTmqZeTb84dwe4HSq0pYYzyvY4qud9TPmkuha81GU7See+arykADB+Y9hUIQ4LA7V9e1KJ4xxnJHQ4xUNlqfcRdQvbJHS3neJZMbihxnH/AOuqu95m3yuzN/eY5Jp9yS6qyAY5zUSiQZyhwOuO1Wo3Vx8yNSw1m/01StndyxKf4VY4pZL2S6l864maWU9WYkmstZUB/ip4uEBz8w/Clya3sVz9Lno3wp8TWXhnxxFc6gIxa3EbW7TsM+RuIIb2GRg+xr6tVldQykFSMgg8EV8JRXadBwT3Ir1f4XfEy/0bV7PR7yd7rTLmRYVjd8m3LHAKE9snlenpWiT7Gcmj6XqnqOo2mk2U9/fTrBawJvkkc8KKsTyCOIknntXzX8WfHVx4g1iXSrK4/wCJTaPgGM/LPIOrE9wDkDt3p20uQ32OlX4jr458SXOnRQmC0VW+zsxw2wYBLf7RP5CqHiHxBp+l2q2k2InRcBVHXHpXjEV1c2dyJreWSKZejIcGm3t9cXVwZ7y4eWVupY5J/wAK5KlLnlc66eI5IcttTpdU8b3VwyJYr5IUbS7DLN/hXtFvqskuyONVjzjG58mvmrzlJGPxzW5b+Jtdtbz7R9qZnAyVbkY+naonh3Je4VCur+8z6ZhWGJVZ5zJIepPQfhVDW/EK6RaySnUI/s6ZyzLkk/3R6n2rxib4o6obPyXs0jlYY8zGfyFc1eeIJtRdHu7iaUjhQw4UewHAqIYWd/eNJV420Z6C3j3xFrl/FYaawEk8gjhjVMsxPTk19DaDph0nRrW0kbzJ0jUTSnkyPj5jn65rw34AQx3PiXVLoxqxgtVVWZeULN29MgGvoSu2FNQ2Ry1KjluV7qxtr1AtxEHA6HuKht9HsbUlo4F3EEZbng9etXq474leJ18NeEbl45Ct7dAwWwXqGI5b8Bz9cVXKm72M+ZpWufOfiEaVpvje5htpGn0u3vSo45KBuR7gcgHuBXoPiTxzosOnxyafPHcu4yiIe/v6CvHLrcckA7c9CORVPYWJZeMdSOgrnqQU3qaUsROmmrHquh+IhfWC3UtygukJ80Hgg54x+GKl1Pxkuky2l1Oknk3SsFkXknbjn6c15L56KCpfcfUDFamva1/auj6RBGuXtFdGHpnbj+VYfV7yS6G6xN4na6n8UAYNmkrI0zDmWUYC/h1rh77VLvVZ/OvZ3mbsCeB9BWJHI4I+Q4PoKsJcR5xls9OVrqhQUNkZupzdT3L4LeBI9Qkj8U34Q28LlbSHrukXje3sOw9eewr3uuN+FdpDZ/DbRVhkjkEkPnO0bZG5yWI+ozg/SuyrYwbuFV728t9PsZ7y6kWO3hQvI7dAo5NWK8O+NfjYSk+F7B/9WyveOP73VU/kT+FNK5LdjyDXLy3uNVvLm2gW3t5ZneOLP3FJJArFknjc43ADuMVNOSx+YEN6kcGqEgySGGDWL3DnZO+1wAucdO1TaXeLp+prPnKgEZ9KoBTGAWbaPQinGSPqoHPXNJq5cZ2dxVvFjiG1cuPug9B7n1NRMGmYtIfnPX2FStalJmH9zuajlJRBgcHue9dcY21kZX7EL9SAKZUkYyrM2do6+/oKYoBYAkAE9T2qJO7KRr21gj2yPKeoyTntTYreKQA/NgyhFHTgjNNkuhPGLeDIj27QT1PFURcTLOJdx3Bt3tn6VpKS0ISepdvUFrNGsUsnI5XfyKg+1XWOJHBHBFQbmluA7HLO2Sfxq2yg+aw9TVQiqjBvlRXa6n3cyZ/AUZkWNZHjGxjgEjrUTL8+0eldD4U0e38SarHp15eyWymGQxbI95d1QsF9B0PPt71jJ8sjVaowTIUcEoFpzzs4KJ8qdyep+tRuSyLnJxxTkXCj1PIFNK70J9RhUAZ/IU00rkluaVxtwCPm6/SlJrZAh9rH5twq546mtYMLCWKeIlZkcOhHYqc5/PFZVrKkDtIwy2MKKfNJJIpfJ+b5T7jrVRlaJLTbPcvF/wAVxr3gi3trV/st9cFo9RRWI8oKB90+jZ/IEV4e87liyM2Acde1QLPIImiDHYxyR706H/Vyfh/OqUk9AtbUVp5x1lb86jDyOwUEkk8VJMMY+mahRijBl61NVcr0KhK49twYqUG4dasQ3qopLLkjnH94+/sK6DXdA0ez8OW+saXqF5Nuujak3MAjW5ITc7xDOdqkhTu/vD3A5aKMvKEK98VC1Gywzy3J3ynkjCgcYHrTXOzCp17VI+Y0LDB9Tn9BVaMGSQk+mSfQd61bUVZbkK7dz0D4afEW58C3VzstY7u1utvnRM21srnBVu3U8HivetG+MXhfVpYona6sjIdoe5jAQN6bgTj8a+RvMwxKjA7DNbVteqLVIIiSQMs3qT6UlGL3Kk2tj7fzxXzN8avE0Os+JFjtJ90FkvkIVbh2zl2HtnA/Ctux+OEg8J3em38EkWpx2bRW97GdweTbhSw6qe+eRmvDb66e4lMjtuPTJoj7urJd2Oe5uAWCyOMcgk9qryXVxwDKT36Cre0FlH+wuaoTDDDnqTWlSmlDmFGbvYkVpnRpNu5F+8cUhmwB8hCnrg4zW94M0/TNY1uLSdXup7aCdtqzRzRxrGe5YycYwDx1JwKjm0Bl1DVtPCTxPZ3BREuABIuCRhgCRngZwcVzrXQ0k7K5lm8KgLCAXYcnHT2FRomG3E5x+poW3aJnVxtIO00yd2B2YwMdK1jaKvIh66I6Lw54z1vwzOX0nUZrZSfmRTlGPup4P1xXunwr+K2o+JtZOia0IZJ3jaSG4jUITtAypUcHjJyPQ180D5Ygxzk/d/qau6TqMthqEV1FcSQSRHekkRwwPbBpJ8y1K2Wh9ieNfGNr4S0GW+YCWYny4Is/6yQ9B9B1PsK+VNQuJNW1O4vLmVmuLg+fI4OMsxJNXPE3jXVvE2nWMd9KsjWSOiybcNIHxkt2zgAZrkBdzJ5ihj867Tn0q04wM2nIklnkimkVJnZVbrnIIqI3M56vke4FNgHzSZ7Ic0+RfkX3ojDnVy+bl0IjK78Ng59qGUxttdMN6U1chgR1BrqvE3gu+8O6Bo+p3vnLcX5k82FoyBbgBCisf7zK2cdunXOOe9iylrIEYO0YLNtJ9qyBGGEuSTswF596KK1q7mVPYjLHytueN2aYBlSfeiisjQ1LWFI7d5BndsJyfpVK5UKkAHeMEmiiqewkQo209AfqM1p4GyTj+Kiit8NuzKrsZjkmQn3rQ0fVrnRb+O/tNnnQ7gu9dw+ZSp4+jGiiuee7N4kMSK8Lgjuv9ahcbnfttHGKKKa+ET+ITYpYDp0pkhJkYk5OaKKnqPoSwQrJPtbOAM1akRQ0KgcYZsUUVSEZ2ec1YhOVIPTb6e9FFOn8QpbDrrjgVWBwc9aKKuv8RNP4To9f8WyeIre2hm0jTLU26JHFJapIpSNc4QAuVA5JOBknn1pmsWsVrJJNECHx396KKiGzHLdGOkYZ1DEkFC2Ce9Ls2Qy4J6AfhwaKKhlogiQOWz2Ga2NOt4wFfnJOKKKqO4iC5Yi2L5yzTNnPas8OQ/Y/WiirYjShwVBwPudvqaz7k/vSPSiiuir/AAkZQ+Nmlouvvo6zxnTdNv4pirmO9t/MAZc4IIII6nIzg9wa3dB1C51bVNSv72Tzbm5cSyuRjLHJ6DoPaiiuSHxI1n8LM/xLAkc4KDbkZOPWufKjyRISdxJyaKKc9yKXwiSsSyg9FUAURoCR15ooqEaGpMgS2iVcgNIoNZlyALmQAcBiKKKuYkLA2XwQOh5x7VPPxED7UUV0UfgZE/iRSBI6Vt6h4m1fVNItdLvb6ae2t5HlQSSMxLOBnJJ5xt49Mn1oorjZqj//2Q==", 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", "info": {"video_id": "208056", "label": "tearing paper just a little bit", "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": "a856512e28ad5d8a102b2915acbc62c90194b85c5445252e9577f62655273bea"} +{"episode": 19351, "episode_seed": 121130982, "split": "train", "timestamp": "2025-10-13T03:01:12.870223", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 121130982, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stapler over 2 hole paper puncher'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "187038", "label": "holding stapler over 2 hole paper puncher", "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": "187038", "label": "holding stapler over 2 hole paper puncher", "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": "8b0f62e9087a85852ce8c617c079e4dbdc5f688dce554449209d504218194baa"} +{"episode": 19352, "episode_seed": 457204446, "split": "train", "timestamp": "2025-10-13T03:01:16.736215", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 457204446, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 watch up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "10923", "label": "moving a watch up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "10923", "label": "moving a watch up", "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": "b444ce417694eb604f04facf4aa8d74efd2625d8d6fe3eea91367aaf717925ae"} +{"episode": 19353, "episode_seed": 3885465514, "split": "train", "timestamp": "2025-10-13T03:01:20.763403", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3885465514, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a surface with small chair toy on it but not enough for it to slide down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "200707", "label": "lifting a surface with small chair toy on it but not enough for it to slide down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "200707", "label": "lifting a surface with small chair toy on it but not enough for it to slide 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": "f439f476df7bfdba7e876ae42265433d35bc368825eeae247a598470cc21d0ba"} +{"episode": 19354, "episode_seed": 2129874716, "split": "train", "timestamp": "2025-10-13T03:01:23.274014", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2129874716, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle of sanitizer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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1cRXNm7QOzq6EggGqpa5Y/fc/jXWy6NaI5STVBMxJOXXBBqnNYLbzoiyrJn3rWnUjLTqY1Kbhr0PUPDt/FY+Are5nYqkakEjk53EYGOpzxip5vEdnp/kyyQx3OoxZEaYwIc9dx7t7dqoaDEZvAOMkPbTl1weAyvkfhXL3EbxTuJGy4Yg855zW8IJvUxnKy0PU476TUdKsL2UgyzRZYqMDIYim67KHuWINUtDcSeE9PIP3WlQ+3zZ/rUN9OXkJJqdmy1rFESSm3trmcf8ALNS/5DNct4i8S3Nl4e+1WXkfaS65aXnOT2Hc12FpAtzaSxv92Tch+hGK+eNSvLkaqtlfmXZZM0Tog+b5Sc/yFY1KfO0+xrTqct0dX4G8U38mvam95P5ck1q7mVR84GRmr02v6e11BuuZJkW8iunMmNzbGzj/AOvWb4f1bTdN8P8AnNYgfaZZD5sxyxUYGM9fwrPl13RJ58Pp0OzpwuP1FZttP3TblTXvEnjmZdR8U3Wr22fs10VKN3yEAIPvwa5hnn7O/wCdb2o/2LPYBrOWWKTcP3Zfcp/PpVVLREX7zH0rem3JHLUioM0vADOvieDeSdwZRn/dNek3OrQw6lLG0yosIHnM67gNw4UerEdq4Dwqnla/YOccy7CR1yQa6LxRatFfzbWPlNIJCCf4mUD/ANlq1G7sRzaXRvaB4ijutRGkWVqtvYeTLtB5Z2Ckgn0rD8XOV+y8/wB/+lV/BzBPFdkGPDMyfmpFO8aHa9mP9/8ApU1YqOxrh25PU5lpST1qW3ujDMj4DAHJVhkGqjHnNMLYPWuY7Gdrq/jWyu5NKtZbAxwrhGIAKHPbHYV2FhDDbaPLaaRDFEt1d4lOwEfdXn2wM15DGUnj8uTkZ4I6g+tewaVd2umeArG5urhZikDh3x992+9n6DioVoaoh3nozsdEWN/C8hi+5IJSDjrnPNfNEN5NAucE44HzYr334eaxZ6joN3aQT7mhkcrGTyqEDp7ZzXgCR3ElwyJHujGefpXZF3SOOas7Er65PjaI1HvnmvVPhRdNc2F+78NuXgemDXmX9nhVDMnX0Oa9I+GabDqUERAYxKVB9ecfzptEpnazSi9Se3FwYCo+abjYi55znvUun3GlXNhPb6YuY7aRS0hGN7NnLep6da85u2lgiWzy4ROZAWz5kp5dz7k5/Cul8DvmLU0/2I2/Jj/jTdO0bgql5WMrQtYvdZ0e61GebElsxG1R8rALnketdb4T1aLV9HW6hRlUyMMN1yK898DT7/COstkFd8nHp+7rr/h9E9j4PtmnRojIzuqkYJBPBx6GsnNRu2acrlojt4zXDfFXRzrOgxRoqb4C0yyHqpwAAPYng11b6nFAikqS5ZVHuWOP8ayPF2+4hGw/JKuB9Rnj9aKk+WN0FON52Z833Usm4+YCr9GB9adb6gyqEzge1XvE9jJb3j/Lgnk1zhBRQ478GslZq51NvZnTR3okQ7jzVV5ju71lwXOCMnirU77SDnIYZB9aTWpcWi2t4VcFmJ+tdF4Q15IvEGnB4xv89Tn23YriGlNWLC5KarZT5x5Mikn/AIEK0jJrQynGL1PbbvW7nTNagtbdgI7ybypMjnG4AEe/Jro11NdM8TWWmTtJK1ycxOQOOvB/KvO9Zuj/AMJFpIDAE3gwT2+YV317o9/f+N9Iv4bZja2yZllY4C/e6ev4VS3MJHa3FvBe2UttcxrJBMhSRG6MpHIr5A8T6XNouqT28G42pkJj+meM19c6jvTTyUP3eSR6YxXi2s+GpNW1y2tHQ7JJgGI7J1Y/lmpnV5ZqJUKfNFs4TwVZXsGka5q5eSJDCLWMjgSMWDEe+AP1FdH4du5tI8E3d1NK7G5lbyIyeAemQPU13esWk89odNh0yK20veSAg2hCOAP5Vxaac9v4mk024+XTtHkZtjHOSDlRnvyc1nVTvfodVOcPZqFtShL4V+zRia/1MJNIu8oF6d8GpLiTQo9JV4pHkukGNwP8/asLX7q+8SalcXFqH+zRHbu7GpNGtLXSopbi+kWabYdsY6L7moSas76idpe6dTa+IPs2hafpUTAyXN5LJKM9I1Xd+rYrBbVfsL2iSQl4iZA/OCNoJH8qydEneXxKGIBiMTMjDt8uMVu2CrPDrQn52RvGGbnqCa6oT/eyt2/UyjR5qUU+7/I9O8JXkd94KSeEAILhiB7FQa5XRNVvNY0q6v5ptslsxG1R8rADPI9at/CtmTwJfWzld8V0r8HPDpkVh+CXkm8NaukYLM0jhUUZJOzFObMEtLHd+GNTj1TSVuYkZVLsMN1yK8z+Kvhoxa9BqGmKxuL4YmjHd87QR9e9el+A9DutO8PQx6lC9q253MTjD4z6dqpa3apcauz3TbFiDBfVVz1Hvg4/GoqVORXKpQ53Y4u102S20HMUBf7JGYIBwd7/AMT/AEBz+J9q8zutE1iKRm+wXB5JO1d38q7Lxn4gltNRKW8hWHYFSJWwFArm7fxbdRszbgS3uRWUOZK6N58u1zDfz4HUSxSRk9nUjmt6z1O2SwL3O4lCF+U88nrSX/iQ6haeRMgZSe/NZUthJJZvJb/vEGSR3AHNbRk0YzimrHZ6HeQrrNjNnZCJ1YknO0euakudWk1WSPUHBAmllKj0XOF/RRXDWl7IumSxg5ZSMfTNdKHdNBsWGRyAVB45J/xqqj9+HqKhC8ZryNrwdraSa/piyQhJzOCeeMB9vFbfj4eXc2y+jSD9RXLXkYtfF2jzxbVFuI9/bo4H5811PxLO3UIAP78v8xSqO6uXCHJU5Tjd/FRNJwajaUKvJqEPvb2rA6WaEEmEq9fa+6eGhYlicOSvPQGslZMLiprLTJNXvoocYgTLyt6D0/GpdupGvQ0fAmvXWi6zbeW5XzWYOOxUqc1ssbJoYxancqZRmYck5J/kRXIR3Hk6xcTgACJW2j07CtjRLLU9U0O5ksbfzGjcqcMASSM55relLlldvQ5q0OaOi1NMRpsD+bCFOcZcc103g3VodLutQvJ2CxW9iZGJ9FbP9a8l16W90u8sopopIZIIyNjjGRnn8DWnPre7SkijkKLexmOTHcZBx+YFdDleLZzxp2kkdvqOt7pJp7pljhSNZMhegbk/Xmur8CyRNqFwiTK/m2rHC+2DXA6jDHdaglgy4W5QJlTzgZ4/KtP4cu2n/FW70oMTAyybAf8Ac4/TFZUqjlSjfqdVfDqE5SW1yX4W2Mk+nTzzMwshO48vPErccH1HrXo5ufMuFXI57CsWKCDw9oUFjbjEcCY+p6kn6ms7w3rP9p6vdc5Fugz9SeP5V513VqeR1NKnT8zr41Et/ECPljJf/gQGB/M0Tqt1p8UcnRlJU/3SO9Lp5O1nbr5YP55P9aTcFtrXnoxH5ivRavoefszzbxPoN1c3BZrZmHTeq5BrhtY8Ozadpks00JjUsAme9e6Xlm92DCCABzkmvPPiMyR6PFbxEsiSFS57tjnH0rH2ajsbqq5PU8f3lT1ro2sy3g231Acnz3Qn0GBXMy/eIrr7eYHwCtpjLGRnA/D/AOtVMq+pzDSGkWYocg/561EzVe8M6VBr/iA6dc30lqrRStGUj3l3VCwX0A4PJ9KajcTlY968FRWOoXkmoz28c09uqGBnGRGWHJA9eBz2rvjdusZcsxCqzdfY14n8ItUuHstS8+ZnASAqD24avZoV8y0jBOcoCfxIA/rWUL+1d+gTS9mmupd8xLSyjincACFQ24/nXB614j07RJsxnexB25+8M9hTPiF4hlF3DZWILyK23C9zXOaL4auxeHU9XaN36rGWzioqzUpa7I1o03GN+p6H4eurrVdPur2+t/KtWjXyo2HJ4OT/ACrz/XtDnn86TzmgSeYmaQ/3O/8AQV09/wCNYbCBbMRbVwApB6U3XLJfEOgvBZXWyEQgmUdwCSfx4rWNpRsjKXNGd5Hl2vG4OkvDoVnINNtSBLOo+8f61wsslxs3uzFXyMk9xX0dLa22m+HJLeCMLDCI9q4+nX868Z8R6Y7aKL+GELEJnV9o4B3EA/jinZQsgUnO7Mvwrcqmo7JuhBCH0rs7JNuia1MF3MzEAHvhOn615ja3RtrhJB/Cc12/9trH4QkliuPJkMoLc8nqMfyoUWp8y6m9Ka5OV9NTrfhTeedY6/CSMFbZwB24K11mmJbaVDFY6bAltADkhByx9WPUmvLtISHRdGk1PQdb1ErO/wBkdp4ViW52AMzxD721Sdp3f3hz1A9BtboHU4FY9Sc/lUVk+aKRjStyyZ0MM7yXxBZjsicHn1xXDeM/EkdjIrvyzDG0fTpXU3F4tlbXFz0PlZ59WLf414t4nuFvbgyTSEqgZsepqqmrSJpaJyOcu5J9b1FpCCzMc4UZwKozWNykpUW8px6Ia0dF1htHnluI1VpHjKDIzjNWv+EquvO835c+g4FXqtkPR6tnPNBcQn95FIgP95SK0tHleLULd8kIJBu9Md6tatealNDFLdW0kcTgMjOhAYHkYNZ0N2VODgA9abu1qTojWvdJjsrq6hUYVpFZT/sN/ga6G7skgW2tE3bBKij/AL6rJ1S6a50y3vIyC6r5U3f/AD0Fb09wlzfQMGXaiLLgdeRnP6VhKUrx8mdFCKvL0MzxXObfVxgADy1O7HPDg4/Suo+JcwNzYyA/fVm/NVNcykemeIPGy6ZquoTQwSuyJLFNFGsQJByxk4xtB46k4HeoPFtxfDUFsruW6b7KWiVLrb5iAcYbbxnAGcEit5L3TLmTqmQ8+4+1PST0qo2Qc1IjGsTcvRN611Hh2aG1t7qeZwqqufrXKQAkjPSmalI6OIw5CEAkA9aTjzaEt21Azb/Pfu7c/wA69o8AaeLHwTp8sgAkvGlm+oyAv6CvE9MsbvVL6GxtELzzuFVR+p+gHP4V9FXdmLAeH7CA/uYIzASO+1OD+PNOtH920Zwl76MLxh4Zttd0h4pVCzLloZMco3+HrXkdnot08tlYsoM4cnae2Ccj9K+h72ANAR7V5fe239n+MrAlSEllYKwHHKkEfniubD1mk4m1akm1IkSBpvE2nkjlVY59OBSeHr5LT4pWQEhYvqGxsjoDHtxVPXLqS2uXubSV43hOzevbOAcVj+INH1jwxJoevT3Vyl5eXBlkUpj7Oy7CmWx94hicdvzrqwt3Sj5FY2STcT1DxFM4hYA9q574fE/btck/iJjH6MaKKwwm5nidj0y1JCMo6bF/lUUzsLSHHZ6KK7jhItTne1sLiaI4dYuD6V5t8SkWDRdIijGFKlj7k4JNFFRIunueRTffNdLYknRIc/8APKU/qaKKmWxstzl3602w1W50TVU1C02efFuC713D5lKnj6MaKK0iZz2PRfhtI0emagV/55wj/wBCr3K7uJINFuJYyA42KD6AdKKKx+1P+uhp9mH9dTgFbK3d83zXCtsVm5wPaue1DxDqEML7JB+VFFc0dTqkc7YvNr19i9uJSB0CHHevatJto7Hw6sEOdiwcZOTyDRRXZA4qm5X1dj/ZF3z1jjP8q5PTIUu/CV/DMu5CJjj3BJH6iiissTsi8Puzx3U4livJAgwM5prXEg0uSLOU3A4PtRRW8SX1Okg8WSeIbuCCbSdMtTDbCOOS1SRSkajhAC5ULk5OByea7+SRk1/TtpI3OVP02miis6vxxHT+CRe8TzONMYA8EoD+RrxzWnba4z944P50UU/thH4DDPQVreFrGDUvFGnWdyu6CSYB1z1AGcfpRRWpkz1Xx9Eh8OX6bQFQxbQBwMcDFeJP98UUUgWx0Gm/vEeBuY5I2BH4VraABLE0r/M7KASf93H8qKKxkdNL4jnrfxDJpV3dh9O06/jndXZL6DzAGTO0gggjqcjOD3Bq/qd/c6sYdRvZPNurlTLK+AMsT6Dp9KKK3n8JhD+IUhzwaeiAEUUVzHb0L0XGBVPU/wDj4T/dooqo7mVTY9C+D9jBJe3V8yZniYRo3oGVs16jcsXW1dvvK4IPplSKKKqr/DZjD+IizcEmGuO1eCO4YeYuTHIsiHuGB4NFFeXDc9FnnuoXU1xot1K7/N9pwMdgJMYFclf+J9Y1azt9Ovr6ae3tp3lQSSMxLNjrk8gbePTJ9aKK9TD/AAHHitZI/9k=", "info": {"video_id": "16495", "label": "squeezing bottle of sanitizer", "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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1cRXNm7QOzq6EggGqpa5Y/fc/jXWy6NaI5STVBMxJOXXBBqnNYLbzoiyrJn3rWnUjLTqY1Kbhr0PUPDt/FY+Are5nYqkakEjk53EYGOpzxip5vEdnp/kyyQx3OoxZEaYwIc9dx7t7dqoaDEZvAOMkPbTl1weAyvkfhXL3EbxTuJGy4Yg855zW8IJvUxnKy0PU476TUdKsL2UgyzRZYqMDIYim67KHuWINUtDcSeE9PIP3WlQ+3zZ/rUN9OXkJJqdmy1rFESSm3trmcf8ALNS/5DNct4i8S3Nl4e+1WXkfaS65aXnOT2Hc12FpAtzaSxv92Tch+hGK+eNSvLkaqtlfmXZZM0Tog+b5Sc/yFY1KfO0+xrTqct0dX4G8U38mvam95P5ck1q7mVR84GRmr02v6e11BuuZJkW8iunMmNzbGzj/AOvWb4f1bTdN8P8AnNYgfaZZD5sxyxUYGM9fwrPl13RJ58Pp0OzpwuP1FZttP3TblTXvEnjmZdR8U3Wr22fs10VKN3yEAIPvwa5hnn7O/wCdb2o/2LPYBrOWWKTcP3Zfcp/PpVVLREX7zH0rem3JHLUioM0vADOvieDeSdwZRn/dNek3OrQw6lLG0yosIHnM67gNw4UerEdq4Dwqnla/YOccy7CR1yQa6LxRatFfzbWPlNIJCCf4mUD/ANlq1G7sRzaXRvaB4ijutRGkWVqtvYeTLtB5Z2Ckgn0rD8XOV+y8/wB/+lV/BzBPFdkGPDMyfmpFO8aHa9mP9/8ApU1YqOxrh25PU5lpST1qW3ujDMj4DAHJVhkGqjHnNMLYPWuY7Gdrq/jWyu5NKtZbAxwrhGIAKHPbHYV2FhDDbaPLaaRDFEt1d4lOwEfdXn2wM15DGUnj8uTkZ4I6g+tewaVd2umeArG5urhZikDh3x992+9n6DioVoaoh3nozsdEWN/C8hi+5IJSDjrnPNfNEN5NAucE44HzYr334eaxZ6joN3aQT7mhkcrGTyqEDp7ZzXgCR3ElwyJHujGefpXZF3SOOas7Er65PjaI1HvnmvVPhRdNc2F+78NuXgemDXmX9nhVDMnX0Oa9I+GabDqUERAYxKVB9ecfzptEpnazSi9Se3FwYCo+abjYi55znvUun3GlXNhPb6YuY7aRS0hGN7NnLep6da85u2lgiWzy4ROZAWz5kp5dz7k5/Cul8DvmLU0/2I2/Jj/jTdO0bgql5WMrQtYvdZ0e61GebElsxG1R8rALnketdb4T1aLV9HW6hRlUyMMN1yK898DT7/COstkFd8nHp+7rr/h9E9j4PtmnRojIzuqkYJBPBx6GsnNRu2acrlojt4zXDfFXRzrOgxRoqb4C0yyHqpwAAPYng11b6nFAikqS5ZVHuWOP8ayPF2+4hGw/JKuB9Rnj9aKk+WN0FON52Z833Usm4+YCr9GB9adb6gyqEzge1XvE9jJb3j/Lgnk1zhBRQ478GslZq51NvZnTR3okQ7jzVV5ju71lwXOCMnirU77SDnIYZB9aTWpcWi2t4VcFmJ+tdF4Q15IvEGnB4xv89Tn23YriGlNWLC5KarZT5x5Mikn/AIEK0jJrQynGL1PbbvW7nTNagtbdgI7ybypMjnG4AEe/Jro11NdM8TWWmTtJK1ycxOQOOvB/KvO9Zuj/AMJFpIDAE3gwT2+YV317o9/f+N9Iv4bZja2yZllY4C/e6ev4VS3MJHa3FvBe2UttcxrJBMhSRG6MpHIr5A8T6XNouqT28G42pkJj+meM19c6jvTTyUP3eSR6YxXi2s+GpNW1y2tHQ7JJgGI7J1Y/lmpnV5ZqJUKfNFs4TwVZXsGka5q5eSJDCLWMjgSMWDEe+AP1FdH4du5tI8E3d1NK7G5lbyIyeAemQPU13esWk89odNh0yK20veSAg2hCOAP5Vxaac9v4mk024+XTtHkZtjHOSDlRnvyc1nVTvfodVOcPZqFtShL4V+zRia/1MJNIu8oF6d8GpLiTQo9JV4pHkukGNwP8/asLX7q+8SalcXFqH+zRHbu7GpNGtLXSopbi+kWabYdsY6L7moSas76idpe6dTa+IPs2hafpUTAyXN5LJKM9I1Xd+rYrBbVfsL2iSQl4iZA/OCNoJH8qydEneXxKGIBiMTMjDt8uMVu2CrPDrQn52RvGGbnqCa6oT/eyt2/UyjR5qUU+7/I9O8JXkd94KSeEAILhiB7FQa5XRNVvNY0q6v5ptslsxG1R8rADPI9at/CtmTwJfWzld8V0r8HPDpkVh+CXkm8NaukYLM0jhUUZJOzFObMEtLHd+GNTj1TSVuYkZVLsMN1yK8z+Kvhoxa9BqGmKxuL4YmjHd87QR9e9el+A9DutO8PQx6lC9q253MTjD4z6dqpa3apcauz3TbFiDBfVVz1Hvg4/GoqVORXKpQ53Y4u102S20HMUBf7JGYIBwd7/AMT/AEBz+J9q8zutE1iKRm+wXB5JO1d38q7Lxn4gltNRKW8hWHYFSJWwFArm7fxbdRszbgS3uRWUOZK6N58u1zDfz4HUSxSRk9nUjmt6z1O2SwL3O4lCF+U88nrSX/iQ6haeRMgZSe/NZUthJJZvJb/vEGSR3AHNbRk0YzimrHZ6HeQrrNjNnZCJ1YknO0euakudWk1WSPUHBAmllKj0XOF/RRXDWl7IumSxg5ZSMfTNdKHdNBsWGRyAVB45J/xqqj9+HqKhC8ZryNrwdraSa/piyQhJzOCeeMB9vFbfj4eXc2y+jSD9RXLXkYtfF2jzxbVFuI9/bo4H5811PxLO3UIAP78v8xSqO6uXCHJU5Tjd/FRNJwajaUKvJqEPvb2rA6WaEEmEq9fa+6eGhYlicOSvPQGslZMLiprLTJNXvoocYgTLyt6D0/GpdupGvQ0fAmvXWi6zbeW5XzWYOOxUqc1ssbJoYxancqZRmYck5J/kRXIR3Hk6xcTgACJW2j07CtjRLLU9U0O5ksbfzGjcqcMASSM55relLlldvQ5q0OaOi1NMRpsD+bCFOcZcc103g3VodLutQvJ2CxW9iZGJ9FbP9a8l16W90u8sopopIZIIyNjjGRnn8DWnPre7SkijkKLexmOTHcZBx+YFdDleLZzxp2kkdvqOt7pJp7pljhSNZMhegbk/Xmur8CyRNqFwiTK/m2rHC+2DXA6jDHdaglgy4W5QJlTzgZ4/KtP4cu2n/FW70oMTAyybAf8Ac4/TFZUqjlSjfqdVfDqE5SW1yX4W2Mk+nTzzMwshO48vPErccH1HrXo5ufMuFXI57CsWKCDw9oUFjbjEcCY+p6kn6ms7w3rP9p6vdc5Fugz9SeP5V513VqeR1NKnT8zr41Et/ECPljJf/gQGB/M0Tqt1p8UcnRlJU/3SO9Lp5O1nbr5YP55P9aTcFtrXnoxH5ivRavoefszzbxPoN1c3BZrZmHTeq5BrhtY8Ozadpks00JjUsAme9e6Xlm92DCCABzkmvPPiMyR6PFbxEsiSFS57tjnH0rH2ajsbqq5PU8f3lT1ro2sy3g231Acnz3Qn0GBXMy/eIrr7eYHwCtpjLGRnA/D/AOtVMq+pzDSGkWYocg/561EzVe8M6VBr/iA6dc30lqrRStGUj3l3VCwX0A4PJ9KajcTlY968FRWOoXkmoz28c09uqGBnGRGWHJA9eBz2rvjdusZcsxCqzdfY14n8ItUuHstS8+ZnASAqD24avZoV8y0jBOcoCfxIA/rWUL+1d+gTS9mmupd8xLSyjincACFQ24/nXB614j07RJsxnexB25+8M9hTPiF4hlF3DZWILyK23C9zXOaL4auxeHU9XaN36rGWzioqzUpa7I1o03GN+p6H4eurrVdPur2+t/KtWjXyo2HJ4OT/ACrz/XtDnn86TzmgSeYmaQ/3O/8AQV09/wCNYbCBbMRbVwApB6U3XLJfEOgvBZXWyEQgmUdwCSfx4rWNpRsjKXNGd5Hl2vG4OkvDoVnINNtSBLOo+8f61wsslxs3uzFXyMk9xX0dLa22m+HJLeCMLDCI9q4+nX868Z8R6Y7aKL+GELEJnV9o4B3EA/jinZQsgUnO7Mvwrcqmo7JuhBCH0rs7JNuia1MF3MzEAHvhOn615ja3RtrhJB/Cc12/9trH4QkliuPJkMoLc8nqMfyoUWp8y6m9Ka5OV9NTrfhTeedY6/CSMFbZwB24K11mmJbaVDFY6bAltADkhByx9WPUmvLtISHRdGk1PQdb1ErO/wBkdp4ViW52AMzxD721Sdp3f3hz1A9BtboHU4FY9Sc/lUVk+aKRjStyyZ0MM7yXxBZjsicHn1xXDeM/EkdjIrvyzDG0fTpXU3F4tlbXFz0PlZ59WLf414t4nuFvbgyTSEqgZsepqqmrSJpaJyOcu5J9b1FpCCzMc4UZwKozWNykpUW8px6Ia0dF1htHnluI1VpHjKDIzjNWv+EquvO835c+g4FXqtkPR6tnPNBcQn95FIgP95SK0tHleLULd8kIJBu9Md6tatealNDFLdW0kcTgMjOhAYHkYNZ0N2VODgA9abu1qTojWvdJjsrq6hUYVpFZT/sN/ga6G7skgW2tE3bBKij/AL6rJ1S6a50y3vIyC6r5U3f/AD0Fb09wlzfQMGXaiLLgdeRnP6VhKUrx8mdFCKvL0MzxXObfVxgADy1O7HPDg4/Suo+JcwNzYyA/fVm/NVNcykemeIPGy6ZquoTQwSuyJLFNFGsQJByxk4xtB46k4HeoPFtxfDUFsruW6b7KWiVLrb5iAcYbbxnAGcEit5L3TLmTqmQ8+4+1PST0qo2Qc1IjGsTcvRN611Hh2aG1t7qeZwqqufrXKQAkjPSmalI6OIw5CEAkA9aTjzaEt21Azb/Pfu7c/wA69o8AaeLHwTp8sgAkvGlm+oyAv6CvE9MsbvVL6GxtELzzuFVR+p+gHP4V9FXdmLAeH7CA/uYIzASO+1OD+PNOtH920Zwl76MLxh4Zttd0h4pVCzLloZMco3+HrXkdnot08tlYsoM4cnae2Ccj9K+h72A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"info": {"video_id": "16495", "label": "squeezing bottle of sanitizer", "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": "aeae41dc89798ba6a0a4aa03dd2f5a3634f3d657375300b7635cea8726235287"} +{"episode": 19355, "episode_seed": 2749292175, "split": "train", "timestamp": "2025-10-13T03:01:24.736858", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2749292175, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing mobile 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": "210469", "label": "pushing mobile 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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", "info": {"video_id": "210469", "label": "pushing mobile 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": "5136f18d2dfe63d7c42acb7064321fb6b08045ff064ad64b3e884a298e0e8223"} +{"episode": 19356, "episode_seed": 2633686318, "split": "train", "timestamp": "2025-10-13T03:01:26.255400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2633686318, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a lego 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', [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": "161528", "label": "lifting a lego up completely, then letting it drop 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": "161528", "label": "lifting a lego up completely, then letting it drop 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": "a01cd25848d68198483f0cd5789c5c1cd138691b8f7187e8ce362a16487437a4"} +{"episode": 19357, "episode_seed": 2235029175, "split": "train", "timestamp": "2025-10-13T03:01:27.875322", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2235029175, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 highlighter 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', [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": "147893", "label": "letting a highlighter roll along a flat surface", "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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nKZGHEb8n0x/OpdkhBxGR06sK5nXka8qPN4/BuvH7qWNsPbGfzwTU48A6lPgXOrLg9l3H9OBXoJjlJ+6owOMvnH6UnlycfNGPTAJqfbSHyo8f8T6U3hBbXybszG63bsLsxtx6Hn71c6uvXO7O9h9HP+Ndr8XYyv8AZA3Zx5vbH9yvMBkmvRoLmpps5qkmpWR0C67esRiaTH/XRv8AGtO1vri9fyGZmSSNsZYnnHufWuctLjyUdSoOR3rWtLrlpE+Vo03ZHr2pzil0JUmygyEnv1rtPh3beb4mt2xxGjt+n/16foHhy18RRy3fmtbgOA8YUEbjzx7V3nhvwtaaVdSSWrO0ixsrNIen5Vx4qrFU5LyNYI4DxhBJea9IUUlVXk9hye9c4bGMDBZ5XP8ADCuf1r2CCys5oTNPBE77id0ig9/eqeqLGhRY1RVH9xf8KypVOWCijVx1PPbLw9qc0YNvorEHkPMCf5kCteDwb4imXEk8Vsn90Sbf0UV6BZFzZxFY3Py9wB/OrIjkODhFx03Nmm6zDlOFj+Ho25u9VkY9xGp/mTXAp4huEYgPIvPUEZ/lXu7xuQ+ZcYHO1QK+a4wTISfU11Yb378xlVfLax1UHiO+kbD3E5Q9mkNJqrvcRW8zElnUgknOSDj+WKyIJ4VjZXjBOPlPoa3bPyrqeDT5gwSUrsZcZRicZ+nqK3aUXojJO5g+Vl+laMVq7gBVJJ6ACvRrbwLpcGGmeac7tuM7Rn8K37TS9PsEP2e1ijIA5xz+Z5rlqV49DWMGee6BoM7apaSSRvtWVSQqEgc9z0Fdn4p0q81bUzHaSRR+Vjc0nOOO3Bro7ZDLMiKpI3DGBxVV45G1S9ztBDAcn2rz51HKsn2TNkrHn174LEYje81CSdmOMKOP1re0nwlo8dqkrWnmsepkYkfl0q/rEf7mImTILYG0Y7Vd0uOM2IyoZlP8Rz3rd1JNbish8FvaWi7LeKGPnpEg/pXH/ECUwtpxHmBWD8ZwD07D+td78qgnIVdoI7V5/wDEp087Se/+sBGOOq1ph9aiuTUdo6HI6rlpUcDAeNX/AErOaAsM4rpNHgh1fWI9NuUYpk7HRsFeMke44ru7XQNL08xtFZoWOcPL8x4+tdc6ygrGMYX1PNtJ8PX+oNiC3cr/AHyMKPxrrrLwNJGoeaeOLHJbG9vwHQfrXXx5bIQEjOAAOn41YMZw29lVdvPc4rinWbN4xsYdp4T0m3cO8LXMp5Lztu/TpWxEsaKqRIAoP3Y14qULEGjyC4bgFj0/CnO58ongEPjHTNYOTe5RGI3CHcVXPUnn9Kt2UZDzZYtmLPNVyxJkZVyjDGegzirVkdryq5GBHwfWsK/8NjOZuwBpgycLvOfzqTR5FaIqu5hnk44FJOif2e78feYZP1pdDKsjqSTg5HvXRD4EJ7njE8xkwH+bJ4FJPpUiRpI5WPcMhW6/jW9oWlPDDJe3cWJDxErdVHr9aytUuC1y3cDgV6Sm07I0nSjJXZ1vw0eDSX1S/umVZFgEcKZ5fJycfkK5y/ne68Qyynrk5+n+TUnhVZHuLkvkAQ8A+9MNrI80z8jawDnPOK51Be2lUe7JlTUaWg7wlz4rsj6zH+Rr0eF92tJ5jDG7nJFeceER/wAVRYt287j8jXokLJ9vkLbd27jgc0VviMYLQ6NZN0I+fLbux6jmns4JkI3EMMLgHk8dKRJU89cy/Kg5YHr9acCphCEOSW3EYPT/APVXKaA2QUIRiYxzx/jRhjGqBcEnIO4fkKkLj528tzvGBxjtj/CuDfUNSvPG95pf9r3NnFG0nkrGA3zBNwUeg4JyaunBzdkKUuXUo/FWF7gaY+wcGXODnH3eteYtB5Yr0LTr2912KUajcPcBQCm8527uuPyrG1jQHtlMkS7o++O1ejQkox5GY1IOS5kcovBrTsiVtLhj7KKpGImUKK0IVCWToASdwJPoK0qO5lFWPTPhvGTpN18xB89eQP8AZr0HT1WO1u5gWJ2kEse/NcB8OMjRrorjP2gdc/3fau7NxBa6ZcW7SjzmUtjH+fevExz0kdMFojKssCwB8tdyoGyR1zz/AFqjqzMXhBOFIyfatC3hP2O34+9tHLHB4/8ArVR1eNE3n5cK/A/DNaRViy5p0gNpCA2SBk454/CrQDFSoVsO2VJwMVHYSRC3iIYsAmPlBPPPpWR4wvbrTvDhls2kgnSVP3ikDr1H8qcVd2BuyubLs5Dn5QcYYZJOOmfrxXzg67CRjHNen6nql7Fo0V9Y+IdRlWS4NuTPGqLMQuWaPHO1Twd3qPoOB1CyktpCJEI98V6OGh7Nu5zVXzrQzogWdR6kCuo0kb/E1mvpNGo/MVzloB9pj3cANk10nh75vFNmSCM3KcH61pVZEEezGNS6hyzZY4BOAKeMIjlEUFW29PfFK0bkPJuA2ZIwv+NKqAyonU/eYNz3ryWdaLumktqOC2Qq5x+FZMrFtUvJAudsvPT0FbOjbQ0h3LwDxxxziseNz596dmTJMVByB2ArlWtf5DW7M3VYybaJDgAtkdTVrSkZrBW3EsXII6A1FqpdoT90GI44574qbSUYwKrMzA5OM4AP0rq6AX2SKMyAlR0K7uufxrz/AOJIEt5oyjJwZc8f7tTDUp5fGtxpk+rXdnbGcpG0UsaLHwCSS46Yz7k4rltbvb6TXJIb+5uZPsjyoq3ON68gYOOM8DOK66NNxakYzmmuUteDPn8WRsOuHP6GvUoo0M6qykkrncxya8w8AAt4j3ekUh/SvTxGxiEu4gnao2jbwT+dRiH7w4LQTcWgQk4JYD04qV/vSSBflYbQTwOn506NEjmXOIwijdxwetC/6hQqNlTvYngcf/WrlZqg8skMm4/u0yNvHbNOCqghbKrkHn9aRmdsMD/reMJ6D3P40bAgnICjaMA9/WkMXcCCiKW3NkE9MZrS0tBKs8jqhwAoAHSs3ehdCoMhQHOO3+ea1dHybeYkAAnIAOcdaxxH8Nky2OWuI0S2u+g5fHtzVLR5sysqgsQvNVfGU8tpoF5LbyGOYXQXcvXBNctfx+IvD2k6bfXOo3iT3vmeZDs/1ONpUE4+8Q2cdvzrrw9NzpJoU5qLsaGofu7QKOw6nvXJwQpJLcSuuWjA2+2TRRXTE65/CavhlQbm7bvwP0pt38l7cqvAaLJ+oP8A9eiio+2N/wC7mZ4dcx67ZsvUScfka7ywnZtWDFUyWJztoop1tzijsdVaM0llGWY5ZxyPxq+EBlkznhAPzH/1qKK5Sxiopt4QRwT/AEzXlGvX02m+ONSvLfb5sc7bdwyOU2n9CaKK3w/xGdXYb4ZAC3AHQBAP1rZuP9Q+QDwetFFay3NaXwnGxWcE2pqrIAChJx61NqttFbWuIlxuYZoorW+qMfss7j4e/JoFzgZzOP8A0Gutt3Fy8kksaMfu4x2FFFeZi/tGsNhXiVQ4GcIvygngVlakF/0bCqOvQe9FFXEC/p6g6cmSSC2Mfjisbx8APDcvH/LWL+Zooq6fxIUvhZ5/qviB9Wht0fTrGAwqqRvArqVQfwgFiAOc9OvNbV/bQ3Fs6yIDhCR+VFFdk/iRnR2Zw/2WNL/y1ztxmtvw+M+LbTP/AD9L/OiirnsQj2JJDJM0XAVyd2OpqSVQId5yxJx8xzxiiivMZ0IiuFzPGgJVcjheP4abDGqpF33OzHPrj/61FFc6/jP0L+yU9WYrBMABzJRohaeykdmYFSQNpxiiiunoQefa5qf9meKdVj+w2V3HJPuKXUW8AqOCDkEdeRnB7g1hXFzNqGqNeXL+ZPNIXdiOpPPSiivQh8KOZ/Ezf+HX/IdZu/kOf5V6XG5eVoT9xRux6nrRRXNiPiNqexYcAJGR1Zjknk8D3qTaDJckjnGP/HaKK5jQrNIwW3APRN2fw/8Ar0k6hIfM+82c5b6UUUmBIo3T5JPCA4zxyK1NC5tJfqP5UUVjiP4bInsefeO1H/CO3hyf+PxO/vXmsmv6le2sGn3N3LNBBI8i+ZIzElsZzk8428emT60UV6GC/gozq/Ef/9k=", 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", 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", "info": {"video_id": "147893", "label": "letting a highlighter roll along a flat surface", "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": "8f560aaa86d03fccc32cd77c0a357d1f2b8ea6421afb18529421f0f01f6c55af"} +{"episode": 19358, "episode_seed": 1871328263, "split": "train", "timestamp": "2025-10-13T03:01:28.643145", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1871328263, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) cover of deodorizer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "109283", "label": "touching (without moving) cover of deodorizer", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "109283", "label": "touching (without moving) cover of deodorizer", "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": "2216da681caa157e3d3dcbef325a0d867fccbd3907dd93140ca538db087f49ab"} +{"episode": 19359, "episode_seed": 2171470460, "split": "train", "timestamp": "2025-10-13T03:01:28.912968", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2171470460, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a toy so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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6N4hsLDQfAl+ljCkXmRqrOvVySOp6mvCpxidq9L8S61PceEhBLkNLOoIPtzXm10MXLj3rRHFaxDQKKBQAtdH4BGfHWkD/AKbf+ymucrpfh4u7x9o49Z//AGU0MD1Xx2zNpcUCnGZlJP4GvOZIPtFikkalriGQRn3yD/hXrnjLRnvNAneI4eMBs+wPNeZ6dGkCi3eTa0gyWzxnnFQ5cqubUaLqy5UyrcT3un2NvLlW3j5j3B9DUNnYQ6ks13NP5O6XCA9CcZqWO/8ANuptPuojteQqBj7vpUmq2kcNrawFNkKuWdwepxUwqa2ludWIwqt7Sjqlv5M1PC/hO112e5muJXW2gcAJH1fOe/YcVzvxAESeIrq3t41jht1SJEUYCgAV1fhLVI9MnktYwQsjKeuc4GP8a4PxLc/bdV1G57SXBx9M1s22zz1FIwaKKKAEooopAfSPwetfO+HdqxH/AC3m/wDQqw/idpsNlrVnciIBpoyN2O6//rrsPghFv+GVof8Ap5n/APQqn+KXh6bU/Dwnt4d81q+/A67e9Va6GnZ3PEVu9yiF9pdWznuOOlWG3eWXIyBziqaSxTv/AKvEqDg/7PetaNA9uR6jFcrVtDvlUc2pXMFnafVVjt0Ijmxke5q14lsJLG2sbUk4kkLAfTArS8Laa91rsTumI4jux244FXfHrJ/a9tGAMxQZ+m5v/rVstEcs5e0m33PLb5Sl9Mp7NVerepnOozH3H8q0vCOiWniHXBp93ePbBoZXjKR7y7qhYL7Djr7VSZk9zCooopiOs+Gab/iPoa+tx/7Ka+nrvTRNYTxFeHjZefcV8zfCobvih4fH/Tz/AOytX101v+7xtzTQHyfMkySOhUmaFirLnB4PX61LasZ33OuGbkj3rqPiXoE+geIHvLbcbe6Jk+7wh7iuct3QvHKrBt6hmA/hPcVhUjZnXTqXp8tyDVxJHC0SYxIvf1FafhfRJLuyFxJk7HwG+lQXkJvWhSPli2APWu5giXQvB8hGA0cLH/gR4H6mnDYzqybaT6HjWqQYtrqZzl3l3fTmsGuh1Y/8S9wTzlQfzrnquL0MpqzCkrq9d8PaPaeGbfVtLv7yYNcm1zcwCNbkhNzvEM52qcKdw/iHuBylMkK+mfg1aed8NrR8f8vE3/oVfM1fVvwLjDfC6z7/AOkz/wDoVNAc18V9LMQsNRGQEJiY4z15rzlEjjLXNtJyTgqTwD3r6X8SaLFq2kXNnKi7ZUIBIzg9jXgT6RqHhHVZRNAkkTjblhwRUVk3G6N8PV5JanPTR3ckhZtvlt0YnkVc8PaUt/rke1eCxLHORgVFHp2oarfeTDG7MWLKAfkUHtXo3h7w5/Yq7nA8wj8qUI8quOvXdR2V7eZxXxBsktDpdunBkdmP6CvM73/j9lx03V6h8Q3M/inT4ByIoC/5kn+leW3JzcyH3q1sYMioFdB4N0vSNa8QQ6dq9xNbQznas6TRxrGepLGTjGM8dScDvWbq9idN1q+sTFPF9nneLZcACRQGIw2CRn1wSKBFKus+GKeZ8SNDT1uMf+OtXJ12XwoGfij4fH/Tz/7K1MD6S1LSzPplzBj/AFkTL+Yr57NrN80G8JNEdnPIbHY19WSWoaPGDXgvxJ8JT6drT39hEwt5vnbYfuvnmk43RpTnySucfJcPbt5yQk3QUIZFHzEdOKpXHm3kO2RnVWYYDcmtXULy3S1t5LS3aOYjExbJH1xRo2kXmqTCR1cxr/ERgEGsKcL+80dmIxXu8kZbmtomh7NHS8dcEIzg+gA4rzK8XNiZD1eTNe66rt0/wrebRgRWrAflj+teG367NMtwe4Lfr/8AWrdHAzJoo69K6jxH4KvfDXh3R9RvBKs98ZPNhaMgW4AQoGP95lbOO3TrnDEctRRRSA+rvgSP+LX2n/XxP/6FXeagivbyKwBVlIIPeiirQHzh4t0az0vWX+yIyAsflzxVCFiE60UVhV3N6Wx2fhWGMaUkwUbyzqT7Bq4vxg7P4mutx+6Qg+gUUUUdCV8Z5/qP/IQm+v8ASn6RqtzompxahabPPiDBd67h8ylTx9CaKK0Wxm9ylRRRTEdl8KP+SpeH/wDr5/8AZWr7GI+T8KKKaA5TxRYW2oW8kNzEJE2k89q+fNStYrDVp4IARGp4BooqKppT3GQSvHPFIpwySKR+dd140cp4cYLwHlRT9M5/pRRWcNjSfxI8b1k4SVR03A1hZwQcZooq47GVTc6DxB4tk8RW1vDNpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rnqKKogK+svgN/yS60/6+J//AEOiigD0K7GImrhPFllBeWTrMgbB696KKp7DRmaJpdpYwkwRBSep71Zu/wDWfhRRUAeR+Kzv8c3m7/lnYOV/74P+NeY3P/Hw/wBaKKroDNHRtebRkmjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4NU9R1C61bUrnUL2Uy3NxIZJHxjLE5PA6D2oopCK1dn8Jv8AkqXh/wD6+f8A2VqKKYH2QQMVz+s20NxG8cqBlPYiiimgPFLjR7Q+IXg2kR+Z93PFdvFaQWtoI4YwqKvAFFFZlHL+NGKeEtQxxlAP/HhXj2vALaWSjp9mQ/mTRRVR2EzBzjBFa2oeJ9Y1TR7bS72+mntreV5UEkjMSzBRySecbePTJ9aKKBH/2Q==", "info": {"video_id": "40627", "label": "poking a toy so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "40627", "label": "poking a toy so it slightly moves", "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": "33aa7c62fbf166ce3f1a1bcd74e80521612a192c1dea43d9b039e4e0b9278e1a"} +{"episode": 19360, "episode_seed": 4048735, "split": "train", "timestamp": "2025-10-13T03:01:31.602429", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4048735, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 usb cable into pc'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "155404", "label": "plugging usb cable into pc", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "155404", "label": "plugging usb cable into pc", "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": "bc1a6db29731a5057c181b86a916126bbb439ae980e724e5254e5bf4b5cbd745"} +{"episode": 19361, "episode_seed": 1510969739, "split": "train", "timestamp": "2025-10-13T03:01:33.151342", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1510969739, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 keys up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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JbM/6LH9KnxVa0P8AoyVYB4oGIy561Tv7ZLmExP04P41ezUEvJOKYFeCLLgdhV4gKKjhUKtK780hM5bTmLeKL3nn7S5P0C4ropH5x3rinllt4Lu9hmZJty8r1G5mz+gq34itdc8OaDpuo317dLLeGTzIimBAAFKAnH3iGzjt9Qazp3auaVtGl5HCRsz4LMT+NWVjVmYEdBniiiqJKzoNo+tXtPmkTTLxVbAwp/M0UVMtio7nUWrs0MbE8lAf0qSZjsNFFWR1IpfvKvbFBABAHpRRSGx8Xeuek1KfR/Ecl/a7POidtu9cj5lKnj6MaKKaJZz9xI0WxV6Yxz7U1bh9hPFFFNjRd09zNPbh/42INdE+nW5uZVIbCKCOaKKQzJ1S0igkVUBxk9afp3/ITuGycrGAOaKKnqUtjYjJZSSx7UtwNkLEdcUUVRDG20ai3Vu55NZusMRaP7SCiijqSJrnih9egtopdJ022NuiRxSWqSKUjXOEALlQvOTgcnmu9hOQKKKoRYHWpB96iijoA89KglJzH/vUUUmNEU0jDoazpJGOSTRRQhkQGWGfWtGCJCmSKKKCGcfqmtto2p38f9nadfQzShjHeweYAyjggggjqcjOD3Bqz4O1C51XU9Yv7yUy3Ny6SyvjGWO4ngdPpRRTGjtB92rEfUUUUiwtP+PcfU/zqwKKKAFzVcnMze1FFMCUHC1ETRRSJZxmoxrb+HLgx8FrkZP0PFcfrPiXVtUsbbSby9mmtbeR5VDyMxLPjOSSc428emT60UVNP4TSt8bP/2Q==", "info": {"video_id": "217787", "label": "moving keys up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "217787", "label": "moving keys up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e89bd787ee178af2e6648c94c09c7b61f7d042ed1551b592eedf09f3579bfb05"} +{"episode": 19362, "episode_seed": 1074423460, "split": "train", "timestamp": "2025-10-13T03:01:33.892239", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1074423460, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 syringe down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "191178", "label": "moving syringe 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": "191178", "label": "moving syringe 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": "cd4aa7b9b72442fecc2cc71a1e3d7abb1226554a29ef338f6911170765742507"} +{"episode": 19363, "episode_seed": 1089039178, "split": "train", "timestamp": "2025-10-13T03:01:35.839429", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1089039178, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick tv remote up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 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": "161480", "label": "pretending to pick tv remote up", "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": "161480", "label": "pretending to pick tv remote up", "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": "9ee737d3db2601040b4b6641ae52a6b2efdb211d0e179119aa66019e7e72a995"} +{"episode": 19364, "episode_seed": 2563649058, "split": "train", "timestamp": "2025-10-13T03:01:37.185507", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2563649058, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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"info": {"video_id": "160615", "label": "pushing cup from left to right", "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": "160615", "label": "pushing cup from left to right", "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": "97441edd33d6f38a60490f3a98c75dfb1841afad3398ef2e7ec76e6c1943ddce"} +{"episode": 19365, "episode_seed": 4200545079, "split": "train", "timestamp": "2025-10-13T03:01:38.773077", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4200545079, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mouse and jar 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', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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v/v6aw9O1Xzrmbzl3SS7cMewGSfz4/WtNyG5ArmsmduqK0+qakX8xr65L+vnNn+dMsr3W7+8S2tr27aVvugTt/jRLEZXCIMsTgAV2Xhrw/wD2TC91eKPtMgwMHOxf8TWNSUYK7NqUHN2EsYdQvtMlttdkciF9okPJkXrwe/pmuI8WeRa6oVtVCxvFllH1r0XUb4SKwBARRgD0rzF4pNb1twmWy2BjsoNcdGo5Tb6HfOkoU7LdmaCyRiRkIU9DWzpdyZdNvfLj5ijUk+27P9K2Ne0qC20J1UfvESsbRE8jQ9bZxyYlUfXNbxqKSbRnOm4NI0LbU7e4vbY7W2RwIhDeu52bHtyK9H0zxDeXDxpaQSMo+Vdo44FedyaQtpZ6XKC2+aEs2e3Q4/WvVdB1C0k8PSBIIIZokZjbrkA8ct+Oa66DjPd2PKxsqtKzpw5ru3oV9S1lr6NAy5ZTVFXjxuYgNVdI/LHqKq3cm0HHWvLqVXJ3Pbp0VFWLN5cqEOSK5jULtCDwDU1xckqQW6Vz97I8jFUyc06cW9WOc0lYq2t9/Z2sRXMTFVDjeFOMqeo/KmeK5APEN8In3R5UAj/dFUriOSNzvUioLqRpJPNkJIfGffAx/Su1R1TPPW7K7ztvx14H8qnhvXhfcqjOMVTJLSFj3qxb27zsNoJ5GcDtTdupau3odRqV5JYX1wjJv82z2qB/Duj25/Cu+0mytnlX7TcRRqP4WcA1yo0+PVvFdxHKD5cNooIU9TgcfrS6PBaQ6jGt1zGo3sD3qIr2hNR8p68jWxiBjdWRVzlPmAA+lZB1TS9R1G3hivYDFBuml3Nt+YcIOfck/gKdpXjayicoqIsagAYGBiuI8V39hea3KbG0TdLhpHUYx6mtZYbl3Of2juejNfaagyb+1H/bVf8AGqk2vaHE4WTU7PP++DXkksY7CqUyELnNZugu5SqM9fk8SaB/0FLP/vqud8XR2mq6OZrKaKYgZVoyCDjmvMZmPTNdP4Injla8sZZApZRLHuPBI4I/l+VZSpcvvI0Umzn7G+k03EkZVmJwUP8As0mqamNTkim2hZADkD68VJ4osFsdT2xEgOPMx6Z4/pWE25EUHg81srNFxdjYju2uFVJ1EuOhbqPxr0z4dyxxwzo2fnjUg44ADN1NePRTSRnIYivSPDM8tvokTbiPOiG78Gb/ABrKpaETZJ1Wkztr/wARG0d44QpPQMO1cVrfiKRUZ5J2Y9hnqaj1G+2rgN8xOBmuc0izvdY1lZym+GJ/vOcLWcKbkuaT0NZONJcsVdnq+mazZaT4asGv2kid49wGwsWzzUbePvD/APFPOpz3gNZWu2i3sMSz6iUeMDaIUyF/OuF1uwFmyOs/nK+ckrg5q7UpS5UzjcKtueSPSh458Oyvs+2Mme7xMB+dYfizUo7G6gurYpN5mMjOQw65B/KvNS2K1dRvxN4f0kIf31u0kbH1HGP0NUqSjJNExdy14pvl1GC3uMEMXYAdsYH9aw7e4aMg4VgBj5hkUmrasb545BaW9sEUJ5cCkKcDk4JPJ6mqQuTj7taTimzaE+U6e0lBsbgxwrGTE3CdOopPEBUeHo3BG6S72Y9kjB/m1Q+GzLdRX6ADCWxOfT5h/hVHUr5rvSrSIx48qWRmfPUsFx+i0JJWFPVXKUUhEobPOc5rY1nWLvWLW0W6kaQ26uA7HJbcc8/oKwlPNXyVFgTkZJrqVZxpOn3OaVGEpxm1qtvyK2nyBb6LJxk4rrC2ExXG2wL3kQH98V3WmWz31ygVcqDkmseZJXYSi29Db8PaMFX7dMoJH3c10N5NiLacbjyaamEVYl4VByKz7ucuzNnp0rya1Vydz1qFFRVjmvEuoG0tCqH53OAKf4X01LCye7lXE03IB6gVSlt/7X8SRW7cwwjfJ6VvTsVU44FF+SCit2aJc832RheKbrbCIc8yH9KyrO/EzG0e23xTAJsQ7ckHg0ax5uoar5caM23gYGc10vhzw89oRc3SESD7int71rG0KepFRtyNPVLYEWKAACNSMflV61XyYMZIyMHHen3EPmNEcZ25pjkhcYqOdqJEIJg8uErIup92as3c21CKxZpSeKiGrN2rIrTsXYgU2G0JbJGacoJkFacOxEyRzW8qnKrI5403KV2U57KB4B5yA+xrkNXgSE7I/uAkgema67ULkBDzXI3sonuVXjk4596qjKTeo66jFeZmKmea0LGZ4InWPq+d30q5d6Je2JCS27Lnpxwa09G8L3d4EldGjiPO48ZHtWspxtqZQg07nR+EnluYZrqaFEYqse8DBfA6muUa7tm8QlL2WaOz8zZK8IBdVHcA16TaWyWsCxRrtRRgCvGpJC9xI5PVyf1p4KS52/Qyr/Emeu/EL+ztF8IadFpsLQteuj7oyCrKqdGPXPKn615npupyLeODhvOAVieuAc8fkKbNeT3OmxWryEwQM8iL6M2AT/46KzLeURXcbHoGGa9HEzvOyd7GVRqbvY7EsXUHFUrrG01ZLYjAFU5+/NYM50ZkgyxqfRbj7HrVtKThd+1voeKdFaTXbyeSm7y13N7CpPD9imoa1DC4+Tlm/CspNWdzaMW7G94x04z/AGa9RcqnySY9CetY3ifSfs9pa3ka4RvkbH5j+tdzfw79IuB1UA/pVLVrZbzwxJGByIty/Uc1x+2tY9CNJKDXU82s7Y3M3lggHHUngV3enOYdJgQZKxxbc9twY5H8vzrhrfIJxwD1PtXceF9NItZp7lj5LsNinvjvWlZ6aiopfMdb6NJqVxHPdsUtkJLAHlvYVp3UyQRqluiwwxjCqgwBUs0wHyggIOgFc1rmqrBEQpyx4A9a55VJVZcq2N4U1BOctyTUdbS1h+Z8se3eucm1B79dz9AcAVm3RkdvMlbLH9KW1bKsua66VFQ16nDXrufurYkfIpu99nB4X+v/AOqnNUZkCRyKRkMuPoexrdnPDcr3BT5VU5wMsfc01RwKTAJ61NCm6aMdQTUtmqjdnSeFc21vq7Op4tiPpwa1dJ0SK98Jw74wXmuPv45AzgVnWmoWirNaE+RDPEY2KrnaQePr7132nWaR6JBaoTtEY2sRg+oNclSo1qbSp2R4sSynGKka6lMIh+ULnPA5q8dH1CRvkspz/wBszUsfhrVn+7YTfiMV1ucV1OazKulW7zXaBBljwK9d0XTVs7JRtAkYdTXM+GPDktjIZ7yPa/ZfSuuadlU8/T2rlr1bqyOmhS1uwvJ1hXykOXbqaybltkDt6CkeQyXBJOcUlwvmxmP+9xXnt3Z6SjZGf4dgMcNzev8AfuH4/wB0dKvTIZHSMdXYAVKoSGNYkGFUYFMhubaDUopLqZIo0y2XOBmqbcpEpckWXodEt7W8FyisHHoeK0goJrMuvFOixf8AL/Gcf3cmsbSdYXXvFctgmsXNvC6yNB5cedxVCwXnoODyfSto05yZwuokjp7mVYdvvVGW4XHHNctomvXGriYzyySeWFI3npnP+FbAkzUTTi+VnVRSlFMju2JBrMYfNzWuyhhzVdrZWOaUZWNZRK8MHemXM3ljFXyoCYB7VTks4pc+dJtH+8BTT5nqS/dRzeo3gIIBrFWN57hI0BZ3YKo9zXZto2gNzcagM+nnAfyq1Y/8ItpU4limiMg6OWLkfSuuFRQjZI86p78tWdg2nx3VjEkyh9qgc+uKdBAlvEsSLhF6Csk+NtEhh2+fI2P7sZrG1fx1aPYsti86z7gQwUDjvXP7Ob0LU0kdoR8p+leEZ+Y/U16NrOrpaeHIdV03WdSnR7o2oNzGsa3BCbneIddqkhTu/vD3A82kVldsHvXZh6bhe5jUmpWNGM7bCQ4PpnFZ8K+bcIvqwpm5yuze230zxVi0Xa++ujqYs6Fpvl61UllJOKhM4HU1A0oJ61TZnY7PwvCE0TUrphw/yD8Bn+tO8DWAUT6g69RtQ+1W7GE23gVVAO+SNnPuW6f0rZ0+0Ww0i3t14wq5+tebOprI9OFP3YDZxt06VCPvA1E0IGnCPtsFT6iM23y+tI+Da/8AAa5mzqSOX0PwpHKZJLguArcJtxkfWug1FBbRwogwuCMflVTRLhb7xMNNvNSurS3kfYjxSxxrH6li/GMZ46k4FU7ua7i1G+tLqS5P2aZo1W4xvXBI+bHGeBnHFbTUnHmZz05r2nKQ6herbwO5OABXDPcvfX4dzxngelaHiG+LuLdTwOWrKsEeS6RY43diei100KajHmZGJquUuSJPqYCuAPSqtqfmb6Vf1mxuYGEskRWJuAd2cfWqEHANbxaaujjnFxdmWG6GoJORUrNxUZqiEOitt3zDoakSE+YAoOfau28LaPZav4bJkiAnjdk3r19R/OrOmeFli1IG4gDxDPO7g+lcsqyTaO2Ci1cyfD+g/bJlmuEIijIP+8a9DjGAAOKy9eL2Gjl7VvJKuqgoMYFVNasNe0HRdMvrq9ulmvDJ5kRTAgA2lATj7xDZx2/OsGpVNQnJLQ7DXLGC0ZfJUrn3rHHaiipn8REdh8nUVTuGKocGiilPY66RnRcyH61M3WiiuY62J1rj/F7sJYFB4yTRRW2H/iIyxP8ADZy7MWGSSak03VrrRNUj1C0KefFuC713D5lKnj6MaKK9U8dm94L/AOX3/gH9a61aKK87EfxGephf4aJO1JRRXOdBTu3YRnBrkdWnkGfmNFFdFD4jCv8AAzEDEjqaXcQepoor0TyR2Se5qOU4B+vSiigDZ17xbJ4it7aGbSNMtTboscUlqkilI1BwgBcqByScDJPPrWe4BOTRRVIEMCjPSpo0B4yRRRQxmrZ6TBcHDvL+BH+FacvhiwWyll3zllTIyw/woorGTZVkdm8app0ESj5AFGPpirU5O5R24oorz5dT0lshl0M2zfSoT/x7/hRRUM0Rxs/iGXRb+9jGn6fexSyhil5BvAZehBBBHU5GcHuDUVjq95rN1qN9euJLiVhI7AYyxzmiiux/wkcVP+N95ydy5knd2OWJNdloVpD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v7u/vZTLc3MnmyvjGWPJ47D2ooroRykJUU5VHFFFNjLkFssxwzN+BrbtfDlnMAXefn0Yf4UUVnJsaRv8Ah3SLbTdXuRBvP7peXOepNb9txJcv/ESMmiiuGq/e+R3UPgHxclqrkYvW+goorE6EYvidiljuHUOtcxqPi7WLzT4dOubp5re3keRPMdmJLY65PONvHpk+tFFdOH+E48T8Z//Z", "info": {"video_id": "187709", "label": "moving mouse and jar away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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v7u/vZTLc3MnmyvjGWPJ47D2ooroRykJUU5VHFFFNjLkFssxwzN+BrbtfDlnMAXefn0Yf4UUVnJsaRv8Ah3SLbTdXuRBvP7peXOepNb9txJcv/ESMmiiuGq/e+R3UPgHxclqrkYvW+goorE6EYvidiljuHUOtcxqPi7WLzT4dOubp5re3keRPMdmJLY65PONvHpk+tFFdOH+E48T8Z//Z", "info": {"video_id": "187709", "label": "moving mouse and jar away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "733557d51c994f7580675fefb091b059ce4d907baa68ffb6dcf0b7d91004971f"} +{"episode": 19366, "episode_seed": 2335171642, "split": "train", "timestamp": "2025-10-13T03:01:41.956534", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2335171642, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'wiping onion peel off of floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "129759", "label": "wiping onion peel off of floor", "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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p9u9Wba7hgtLyN7d5S4TcQuQqbvm+h9/esYSrc3e5WOxOAB1Irdt1gbwvqc88W196rExHvyAfpn9Pas4u7uj0YK0kY+sW8dpJM8Z2SSOrYUnKrjt+P513fwt1XUdZ1U2dyBLBbR+b5h+8OcAH1rg7/wC03N7Lcz2rxiUJ5UZ+UN0HX0969h+EWmRW2n6hq/keUbh1gRT6IMsff5jj8Ku15abE4tr2V1uavjK5Nlpoggf/AEq4b5R6CvPNYz5fzEEqAciu81qweeW91KViZCjLbj0HrXnF7N/xLl3HLFdp+orCrq7nPhtrHb+F71Lrw2kMoDqmYnU9we35GuKfzNA125tI5PMVGwmf4kPIB/DirPhO/e2v47UkeXdAJg/3ux/pXR654Xih0/UdWuGxK0S7fZlq0+aJk1yVGnsyHT7hJIozHLtikJZSf+WT9wfQHp+RrndGsv7Y1S107nfJcKuPVC3zfl1/OjSNVFo8sUnzW8y/vFH6Ee4rofhfapd+KTdsMJZwtJ+LfKP61VHW6IqJ05XPSPFOuR6dGYIhkqAMD9BXz34l1K/8W3r2ao8cMUrIoPRnB71634z1CG3hu7kENcn5Ygf4exP5V54fDmr2WjxXMseYricyFgOVHXmrm2TTSLXhaKx8OazHHe2CSFYgJsnOxv7wHQ1v+PZLMwWU+nNASr+cGiwPT0rmWbzJ1/2Rgn9KSS3Xy8AZA7etZudlY6lR95M9ctE+3QwKg/dLGDkepGa5v4nQLH4NvFQ52GJyf+BimeFPGlvBaw6ZfjymQbEnJ+VvTd6fWoPiZcCXwheyRurI3ljcpyCNwrRyTjocnJKNRJnkCsSefSp0LJtOce4qrbMGjXntwasuwLKqk8CsGegjo9K1PyY/Im5hb73H3fcVt34eSOPdhvK+XeDnKkfKf6flXGW0hUnnjpXQ2OpubNYZBmGLco47N2/MZpQ1kZTjytSQtppl94o1W20mz3FFYs75+WJcjc38/wAa9ffQdJhszp8VuixKgjXIGcD1qX4beHY9K8MJO6o1xesZXcDHyZO0fTv+NTeLi1haefCAWLYx6muqMeVO5z1qrlPlWyMm28A+H1Cx/Zdwx1LGtHTfCmhaTepJa2SBx3LbsH8az7jX44NPtRFKDPMOQDyAOCTWxG8cdrFJFOJgSpJ7jNGhDlNbs4b4m2WDDqCZADGNyPTtXm6nOe/cCvb/ABTpy6roV1bfxOhKH0Ycj9a8Iy6MCcjkj8RWU9DswsrxsXYbmWzd5bd2SVk2jgEde9V3AiMY5Bx1pBPk5xn1oJaaRnyMAgYFZvY6jRsbgq4KsVZTlSD0PrXfadeJc2L3BIIb5LmJBjb6OP8APtXnMGVkwDnJ6mtOz1SWxclOGIwynoR6Gouc9alzLQnZxchZFYE5xIo7N6+2cfzrH1WJ7qDyeGlSRnjHcjjKj8s1bsJo0Z3kXJcBX29SB0/EVQ1BpooFlQqzxTnDrznngiun4o2MZp0qikiFI1trREUjLfNuI65rcvL+XQry21W0aOSK8V1gZFDc8DkdQVOePfNYmtuogVoeI3UMF7r6j8D/AEqbS7r7RpLWdtGqyQI7KSuWUnAwnoepzWKdvdPWoy5kn0Y7T9GaGS4uZ/MLrKXARTIGfbvwRjoOM+m4Zq9f3Gt3msWdvLbSxraSCUkDaQTwVwOnNd/4J8SaW+jXdrND5U6CSOKQoCJVONxJHG7gZz1GK5qDxTJL8RZxcBTYlkcBvlbaijnI9+ueMVq0tO5hOtUu01sZ9xBt8NTW1zEsd99pE0u3BZ0ZtwQDvjD8VN8L9alsvFV3p1jbySw32WCRrxEyscFx244J+layWcniO+vLDZ9jP2ovNc4ViCBjj6DOPY16J4V8KaF4ca4l0xcy3GPMkY5JA7D0GcnHqaaV2ceIqpRcZbl6604T2U/2uVpGVC4CkgAgZFcr4Vu3tnv7eViN97CUBPZv/wBmu2nntxDIPOTEgKrhhXlmsC5srhbmNiCJA/HqpyKyquzTOeinKLRofGKIbNJAb95iYqPUDZn/AD9a8lnOI3jfHlSRsrA+pxg/h1r0T4o3Qu4fDl2GJz5siHPQ4T/GvOrvEjN5Y3RvEdo/usDyP5VtF3ViHFxipIyLa1MDyPJwV4AHT2P4jpWjHBJdaJM8Lo0luXlkQYLBMYDAE8gHrjpVe3k87Sy3/LSI7GHqv8J/A5H4ik8LxRXOsSrcMyp5TlyD/COx/HFYr3dD1KFTnVzYttJ1HxorajGN7We1CinBjQjjCgc4wSTXtXhLTzpPhKys5GBYIWGVwcMSeR6nNcH8KbW40/Wr4FH+zPGY8ngABgwP45Ir1aQqVLAjH862ikkcuMqPmdPoY+pgSIc9MdK8c1SzZby6gzhFnJA9Aea9kvfmjbaMkA4FeZanol1Ebu4kfd5rBhj+EisKy0uicNJKVn1MWG2LRkqSrIQVI6gjpW94r8Wf2n4XsbYNi4lfFwo7Fev58Gs+x5UE9xWVqtni63jgZyKypy6HRUgm0yu6tgMoI9a9L+HIceHdSvbSMvPczrCQBjG0ZP4ZavOUPygHvXsXwpZYfA0b7Rue5lbPryB/SuijuYYj4SzZ+DhcTC51c+YWbd5fb6Gsfxprr6VMtjbbFCKpbeMgk84/lXfyXBkfcTwBxXK+ItEtNUQvcJlsfeHWtZ6bHNTtzXkeZ3csX2t7gqEMmCyr0z7VWmmDlTGwz04o1doYtRlsopRIIuAe5rAuHe3nBUnBrkb1PUilymhIDIXXHIPBqG+ububQ5rBJW8mQf6s9Mgg/h0qfT5FktwxPzDORTXQHco7HikpCcU9zkbVtuEbPHFacK7iQcbjg8VoXckb2UdstlCtwGYNd4JcoeiY6DnPzde1UbUGORgww2cVo2ZosoMvkjJ7/AErW0izF27xmXYNyFVJ+91/lWVHyS4/EGui8MaS+t6gLRVbC7ZGdTgrhh+h6VMPjQpz5Y3PoKS8h0XSbSA8FYljUD2AFc3rN42qahDYQEuIojNJt6lmIVFH15/AGs/4q6jcWekwTWkbNJ56BQvp3NYXgTUGN/K95IWmlKLuJ6BQx/mxrrb6HnRv8Rh28h0/XtRivCGfaVjb6HtTre/vliQNcFRbT8ADrnkAn07VP43tPI1qRocZ4bIrES8AmdG2kOwZgfbnNYttM7Yx5ldnqUGswX+lpNE4LgfOmeVPoa8k8T2Labr9yqjEMrecv+63P8812Hg22Yy5LZjmJc5/ixxioPiDYrFFZT8EF2hB9iM4/Q02m43M6clCq0jzxlKsGH3SccVbtsMx6Ko7UtvAYn+cggnHSneSbeVlDfLk1k0dvNckiA87b29asvBlQwPzAfnVa1+fg9ex9KvBjGjEY4HHpWbC5mrJ5b7s8Hg4qtBeyXDyF1Ij6KT0qyqho2bhj0HHH1qrIBbxOXfdHkjbnkcD9K2Umip01OLRJOiPEDJhkB2sPQVasnSxDXEJ2YXChTjOeP8aqWV0l3HJhQoxgqeeP8c1DIWiVoSTx933FOVviRhhqji3Tkdl4Ct724s2QI8lvaExugUAFpH3Z9+OSewwK3/C/huO91e5vLhITb28223dMlncDkt7DPA7964fw/q9zo87S29ysJKlzuPBIBA9s8/kK9A+G9y4juoJU8rcEk8snneFCu34kZP1FEVd3ZeJc/ZvsdjofhfT9LjdIleQucu0hzubufx4rUnQwbobeFQHTHyrjFOtmCSZJ4NF47GJtrEDGDit9LHk3cnqcZe2VvZ3cfnXTuzyKiRp0B+tZXiB/NVV6g0usTCLW7HJyWuAv04NcncTXOq+NLjS5NXuLWL955IjQNllQsF9hwTk+nvXHOLk7I7YPkjdlj4huB4f8NKDygnH/AKBXnk1/smREBJbBOB09q1L7UrvU7HT1urp5VRWZd5zsyBnFZTIwlLxgBdpyO+B3rVXSLhFShYft3qwGAGFa/g3R49X1S4t1iDF4HaR2cjysY5HvnH51gxzQiYxAkMT1PQf5NaOn2ks+tRxxGaNZsiQQfeAAJOPyNW7PUxpt05OD6ntnhtrddOdoQgZG8p9nqv8AnNaU0xaLPQYzXlV7rKeCNYs2t5pJkuIFlktyCMo2MMR2Yj+Vdfpvi6x8RO8dmX3IuTG0ZBAHHXoe1F7CqU3zXWqNQygvgOfxamTQwSwujFDu6g965nWPGuk6JK0E0mbhesajcQfcDp+NcVqfxLlvFdbG0+zMwK+ezZYA+g6A1DuyVB9DfeCC01Ke2t5hLGjZBB5Gex9xUepW4lg3Y5Fcx4YuiNQMRbPmDJPvXSeIZpbfRneFyj71AIrlcbTsjuUrwuzCdyrbSOR79q9B+E+urJp1zoznDwsZo/dW6/kf5159rlhbwaHDqen6rfz7rr7Nm4hWNbghNzPEBztU4U7vUe4CeFtX/sTxBZ6gfuK+2Uf7DcH/AD7V1QTg7mLaqRaPogHA3E4A9a5TxF4u0a0s7gG9jMiKdyKwz9K868dfE+6uA1lpLmKE/elXr+FeXWjpNqAadj8xPLHOT71bdzFQ1SZ2WkXK6h4ps9XkysDTFPKPZff866HTNHF/ezQXKldgLLj61xvhaae88QW+n4UwsWLLj7vHUfpXtOmaQYL2SRVygQKpP8jWUou6N5VOVWTOM1fQV0hxd2ZJgOElU/wk9/pWVNGyHeBlSAa9L1CxW5tmtWHDghjXnkO5Hkt5fvxMUYH1FZzVmXQqcyszLnG7nFI9u4lKSYSYAMUzyAemfSul0XR11TWoomGIY1aaU9giDJz+g/GuVWR7m9nv2yWnkL8+nYfliiMtbDkOiXYcHhs9McV6t8GYkmbWpNvzKIQCe2d+R+gryvQ4rXVfFY07U765tYJn2pLHLFGsZ6ksZOMYzx1JwO9em/BbzbLWvFVhN56mCeOMJcACQYMg+YDjPTOOPSt6cGpJnNVqJxaPS9Y0mDUYPKkAOFLYPsK8s1bRZ9AlR7cERMy4YdmxmvVdbv003Tb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"info": {"video_id": "129759", "label": "wiping onion peel off of floor", "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": "a1b9a4a2f64a8c372b8926fa2799d359545a1cc0f89782360e9403918223863b"} +{"episode": 19367, "episode_seed": 1318843703, "split": "train", "timestamp": "2025-10-13T03:01:42.632156", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1318843703, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 charger on the edge of desk so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "96359", "label": "putting charger on the edge of desk so it is not supported and falls 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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"info": {"video_id": "96359", "label": "putting charger on the edge of desk so it is not supported and falls 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": "3f38d264dfa020205b4dc719e827baf2c7b630c9c715a6f757c52621c7288ae9"} +{"episode": 19368, "episode_seed": 1290394213, "split": "train", "timestamp": "2025-10-13T03:01:44.237344", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1290394213, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 key up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "6313", "label": "lifting key up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "6313", "label": "lifting key up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "811a604d6103e9624e3151920faca39acd20c5f8b6b1fdc7905b0ce34684c8aa"} +{"episode": 19369, "episode_seed": 3139094679, "split": "train", "timestamp": "2025-10-13T03:01:46.508266", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3139094679, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 milk bottle next to flask'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "58544", "label": "putting milk bottle next to flask", "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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N2BBPvA+SX9G/+v1/Oqj3JwCTgVrTW39oyizQ7WkxhsfdPrWHDcWV54h1PRZAYpYg6WhC/MZE5w3qGAPPas1h3UTkjspRc+ZLor/I2La5jWMZ+tWVUtmRuW6qv933PvWNp0TyKsrcdCoP8zXRQR/ICR0/WuSbtotzCRQsbryoxk81PPMZBvzisW1kJVeetXWfK7S3TpivRVR8tieVXuc34+T7Rp0MhHCFl/Mf/Wry5O1eseJYjPo0vcIQ39P615OOCfrWd7j2Z6z8N5A2l3CH+F67CZ8R57CuB+HEu22u1J/iBrsbq7VYyMinUe3oRBblO8KzQSox++D+HoawIFZpwso5B5FaDzidyAc+1LLGWSO5GSyHypM/+On9CPwFZLbzN729DYslVtvGK20wFGO3Fc/YynzBnpW3BJuJweRWMmRIxvEz7J7DPff/AEpIL0rFsB/GovGG7fpzg4ALqR7kAj+RqhbyDAyeAPzrai5RWhLSa1NSSXDDnmuK8eL5tpDL1IDKf0NdT5m5Tiuf8VxeZocj45Vs/mCKtybY2lynlw6ivZPh/KT4aUE9GIFeNjtXqngS58vQSM9JDV3tFma1kjsLt/kBzzWJdus8Rib7pxk+nvS32o8EA8/yqrbv5qlmPSua+tzoUXawlpC1vcvG+Mq2OO/ofpiur0lRLOkeep5rAcJJDHOD88WIpPdf4D/NfyrYsp47A2c0h5ldgOfStaVPnqpdCJv3bdTV+I1/Po/g9JLPcv75FZ04Kg965OxuiqLg4JHNekTi11bSXhuESWCaPBVhmvKrN8IB1APNdeKjKM4tGFCqnS9m1qm/x/4Y3mn3R+prG17/AEjR7mPGTt3D8DVtZixwOKZLH5kciHoykfmK5ZSb1ZtFI8RvF2XEg9GNdj8M5/L15l/vRmuT1NNl7OncMRW14Dm8rX4znHBH6VpEwZ7bJOqo3PUViXkpa3uTFzJHEZFHuuDj9Kr3WoNhgpPHf0rOkvDbWs87yBdq8E+uaypP95G50yvCLaLul+M1+yiLzFGBnnrn2qla+JGu/ibAyYdSiQMM/eBUgj8zXBX5hW4ea3n8tWOdi4IBPpTPs1/outxPcRtC7Ik0bE53Lngg/hXovFOaSaMayg03Hqe9btkxiJ5BIrG8UrmC1m7pLgn2bj+YFXYNYtdcSO9tgBIoC3AHQHsfx5/KqetOLnTplzu2oSv1GGH8q8mcHCvy/cEJ80FIjsLkRoDnNXGuDKpZjxWDZy5jXn6VoCRQME5z2rdVHy2NHFXuQa2TcaNdRZ/5ZkgfTmvEdSXF1J/vV7fOvmoydiCK8W1mPZfzL6GiDuKa2Oj+GE/l+JypPDxkfrXtDNuB6YrwTwJP5Piq2bPXIr2eTUAiH5scc5p1ZWSIprVmhpM6Q6mWkIB2cficVrWuiaSviUa19lQX2wr5ufUYzjpnHGa8+1jVGt7CG+i5Ec5WQf7JAwfzH6ireneNklCNJccqpwG47cZ/GvTwih7FRlvuTVpSnedN+TNaK3+ziBg+6KVBImRg49COxrVD4SqV+XZLDzBgiEDIPB96TzyCF9K8LFxVOrKKKoydSmpMwrZCIw27BqzC27JGTVGxlMlqu7O4jn61qW8IWPdXWtUXe2pR1YINKug5ABjbk140W/eN9a9B8U6t58v2SFv3aH5yP4jXnbsBcsKgJdDvfA1ysMN0WOB8tdBdTu7bScE9vT61yPg1yksxAHReT2OetdXKg5bOc85NTUexVJb3EtMq5q9A4EpSVsRSjY59M9G/A4P4VRiYDaKsuQ20AcHrWcZcruayVzQs2ZGdJBiRcqwHqDzWraS7FZjxisVicxXAb737uQ/7QHB/FcfiDWNaXN1qXi250ttXubSI+YYhGm7LKhYL7Dg8n+tJwcpWRk5aXZu+J5fOWDPIQ7j+Y/oaoptWHPftXP6TqN5qUcy3dw8uVAXefu5B/wDrVuWe6aCM46qDWkFaKTJuXYBlOenWsDxZfRw6XJbdXlXgeg9a6G7nisLBpZDgKPzNeZ6reSXs8s0hyW4A9B6UbAndM5cH5iPQ16D4Qmb+yXjBCgOdx9OP1NebpOvnEE4+teg+FkMOnq7dJG3D6VpJ2RENWjdfk5xgdgasW/yjb61DK4wMU6B/m9MVys6+ho25Vbjy3BMco8uQDrg9/qDg/hR4ndoNGhdGG+zlDMR/dPBP54plvIBdRyN90HmuW8T+JN0ciwyFN+ACDwwPUV04eXutnNUk41IyO30TxaslsIw4HHKk9D3rJsTiLBxuUlT9RxXG6lpdrZ6Hb6lour38ge6Nrm4iEa3BCbmeLBztU4U7vUe4HXWWXnkA/iIb8xz+oNb1qrmkn0E3Fyco9TQt1Z3JPrVbW9QXTrNmB/eNwi+/rWmmy2t3kkICqMk153reotqF48hOEHCD0Fcz0HF3ZyWpsWvZGY5LEkmrvhlvL1iLkgHIyOvSszVWYXWVGRgGtzwpavI5vHQhV+VCe57mtL2VzO2tjvH+YKQMKBwvpWH4mW5OkmW3ywTPmIP7p7/hWkbjZBlj7CoopwysT27Vgm4y5kdT96PKcDoto1zexkbZELglGYA568Z4zitHXdTm1XVBmOSOCD93FG/VRnJ/Uk0zXrSKy1COWFNkU3OB0DDrim2syPfxtOD5ch2se4z3rqTjKzOR3Wh6b4YMNloqpBC/mXIzLLv+XC9iPXJ/SrtxLhVweD1rkvCMoudaOmXWpXVrbSybEeKWONY+5Zi/GMZ4HJOBV+ymul1XUrO7kuG+zTGNUuMB1wSPmxxngZxxSxK5qkZdiaOkWu5dsY8IATyvy/lxV2IgvgZ4qnE+LmYDoSH/ADH+INadrFkMxFZPsjbm0uRzOsEbSOQAoySe1eM+IJFl1W4kQYV3JANeheK9U62ULe8hH8q801VgLnr15pw3CWxN4Yl8jxBbPzw1epSyu2N2Qx52/wB36+/8q8u8OxM+swOv8J3E+ld9qd+ttYHaf3rjavr7miq77DpdStrWuw29vHbIvmqynzV7bSSP6VzJv7aCaNLVXZmIJ3HIVc9s/lVO6lY3GWIKYAxnpW4dJtNU0Rb63U291bgLMqHKyr2fHUN6+tdEE5JW6IylPkb82epLqUU+k6f8+ZFyeRjKtz/MGpBLucMDwawNQNxp/ghVLgTCSJBODyEPII9RwKz9ZsvEGg6Hpl5dXt2k94ZPNhK4EGNpUMcfeIbOO351jj6MpVOZeRGFqJQt5s3dKUMXBHHmN/OrerzPbaPK0R2tjGaKKO5s90eZXJPJ71x947JfybT/ABUUVFPdmk9j0LwogXRopR9+QksfxxXRSk+Vj3ooqJdS4BHwwIqVCWU5oorLoWXrc77W6Q/dEJkHsy4IP8/zri7nUJ9L8Sz31vt86ORtu8ZHzLtPH0Y0UVrT6f11Oep1H+HxgzAfw7cfrXV6UPkYdg7D/wAeNFFUtyehjeLp5POSHd+7C5x71xVxycepxRRUv4i18Jkx2UD6ykDL8hmCn6Zr0eNVSNVUAAdAKKKqYR3LTAE80qD5gKKK53ubLYtpwB9a8k11imoXMGSY4pWVQfQGiitsNuzGvsdFP4nbxDaW3naTptq9uixRPapIpSNc4QAuVA5ycDk812ljxdr7x/1/+vRRWstzGOwvimZ4rGONDhXPze9ef3TEZNFFZy+I0jsZmqIqybAOFOB/jXaWUKW9pFDEuEVRgUUVUthIgvZW80Jn5QKltuXAPSiismbrYyvEYB08E9UlBHt1qjoxDzpvUNgjqPeiiumkc9Q6m+1QaPq2oQrp9hdwySBjHdw7wCo4IIII68jOD3BpukXtxqN9f3t1J5lxcOJJHxjJOfyoorTEfGY4fY3Lbm7XPdOfwP8A9ete8la30+WSPAYLkUUVh0NXueY3kjO7uxJY8k1y2qDdKCeoFFFKluXPY6Dwfbxi0mnx+8Lbcn0AqXVJXe9dWPCjAFFFE92ENjnr8cA9wa6LwoWbzAXbBQ5GeOKKK3oboyrbHba3Iz/D6EMfuOqg+wcgVy15r2pahZWmn3V3NNBDumUPIzEs2Ac5PONox6ZPrRRV4r4vkYYf4fmz/9k=", 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", "info": {"video_id": "58544", "label": "putting milk bottle next to flask", "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": "1552fc922a276d59ba8f317a3ce7e368f8721ff9a1e83bcc986aa54191238533"} +{"episode": 19370, "episode_seed": 4181022477, "split": "train", "timestamp": "2025-10-13T03:01:47.928472", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4181022477, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mouse from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "62232", "label": "pushing mouse from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "62232", "label": "pushing mouse from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b9cf2db9877da7da15697f28034cc278c907febb1ffa8ab7de78722dc567cce0"} +{"episode": 19371, "episode_seed": 4232839054, "split": "train", "timestamp": "2025-10-13T03:01:50.754724", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4232839054, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering a box of letters with a wet wipes'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "92370", "label": "covering a box of letters with a wet wipes", "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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ARvIV7k4qyVMmSFOe9R/ZZTJswcdTx0ov3M3Va2RehunubgMynLHBJNdVY2lrJazRNGFn27o3HXIrmLeKOF1WSQK3XbuArptLurSG8VmUOxGFA+bk1k6kUHtpS3Zh/wBvXVtdCB9si7sc9a9LjcvpsTdytcHrfhq+F7BPBAJRI3Cxjp3rurbI0+AEfw0ozjJXiyou5BbStFPn0NZnjHX49MltXk37pAwRUHLYxnntWhdEQuGrN8Q6NBr9rHLLcRQLbRO++R8Y47Dv0rSHxFS2OEvdZ1fW5RbWiuHkOFSLl2/H/wDVXYeGfhpaw7bnW3+0T8MYAfkHsx/iP6VB8MRCLvUA6DzREhRiOQMkEfyr0iE7lbPALcVq2wgrhbWltZL5VtBFAg6CJAv8qe2SxKE9O/U1KQN5wOoBpRwPQVHMRJsZHE0gBZwBUrpEmMHJFIhVCRnKjmm7y4DYwBS5jNsPMIPTjsDS+WZNuQARyMc0LGWwQv8A9arEcbJkjJOOPajmKTOI8f8Ah4anCJ1jxNtG1y3Rh+HcYH4V5fGl9a2/lxXc8ABIMYbGD34r36aJponhkJIZSu709DXlfifSpYYjfBVTY5SVdwySMjcB6cc1jUTeltDvt7WldfFH8V/wPyJl12PT/ECx7P3QUZCcEGvTtI1qK+gUJjpxXgYeSW7lumOXck811/hHXDazCGZgOeCT1qqScYKLOVo9gkwV5NV24HFMgm+1QCRTwaCTnA5rVEsmibmrKketU1O0dKlV8mgmxNcTpb27TSHCKMk1xV5q0N48l016qxEcENgKPrWl4h1NpI/sUCFt+VZvSuUSyMFrPp5hQ26cOrPypIPGO/c1yYmjKtHTozKcJyfLFNitaWl7o1z5kaXzxEJA+7JCueDn61yml3FxoGuXEJJRGJjcj+H0Irr9MsodPtzHDIWjJCKie3O2pLXw9Yanq0xlt571lU8SzbAH5AXjBIrKhQqU5yV9Dsp0q6Sny25Titb0v+z3djIY4bp12gdNvO7Pt0/Oqs91p1jAPJZZ3A4OOM10HxC0i+0gaTY3C7VRHKYOcj5a4G4hZskDHtXbC8dGPFRj7RuP4GfPMZJnkPLMST9a19G3tEcHCl+fwrIMTZIIArodMtzDp0cithmJwfQ5q5NJGVJNtvyN7ToIobp5o+Crgj2zXqGh6j59mFbg15ZBIotpTCV82T1PUjvXQeGtSdbhI5D8zD5e2fWuSFSXPqEY82iPSbcjfxUOq38lvG0NuoM0i9WBwB3qJb6K3jM0rgIqlifauNub3zNXn1C5kY2smFCcnHHBwP5VpXU5Qap72MKsuVWC90mLUtTSG7ghK3CeUsoT5oyDnqfXGK4nVbCHRNWWXTt7QLIVBYYzjhhXTWtrdRar9shuJXt5GVgJCQEZe4z2qfXrB9QgAU2scayM7sSSyMT2A69a4aVOtSmlumjSjGc4pRi73Od8TRrf2Mer2UaqiIN6qP4fU+4NVNW1yE2rxxknIwF/+t2rr7DSxoyTW00ovLWQDcwiwm4joD9PpXl93AVlZR0/pXo001uduLhzRjVas3v6rr8zJZjuNd/4f043Ok20RdlPl+bwM89a4Uw5YgnmvV7LT1t7KNEk8tViQl84IUYJH6U61RQg+5lh4vknPol+Zn2mnfubojadkm1yvRTj/wCvWXc2clhceVJueSVsqQOw9a7EzW8+nywwSqslwpY7eCAeAT6ZxVOcllgEoLTMoiRXPKAD5j/X8RXmKtJt3FCj7Z2Rx8kXlXC3MjhNwOEkT+lXLa9Vp41MqDBH3QVNQ6paC81ASeeXdG2tyBjAyePTHepPsrm9W/t0OQAUUnP510qHtF8jmqUnTlyvc7e4ntP3Jju1+1QjeEMhyV6Hg+3FbNw6icxogEaqpUjoQRXEx3MF7dxzXEf2e/ThSTnJJ6HHbqOa6GRo8GN7qWIJtBYDlccY/wA+tZ0qE6Ti113NqFOpJNKLJ7+IPGM1xHiLVGge4sssCEXA9jnmvQobWe/hiWCF2kdcoG7/AI15348LSalBDJGEuIUaOX2IP3fTjn8671ubSov2cpN6os/DOf8A4meoHAyIV5P+9XpVtnahJ5JJrzH4bw7b/UG3f8skGP8AgVeoxDCA9ttaNmVNe62WmfgZ69KUH5eaizxkmoXnJOF6VlYncm8xS2Ac+tIkwIK5wKpPdCDOTgnrWe+pqrkryKdiJROkW4CggdMfnQ12QBg89MVhQ6ujMAwK54zWhEBPgqwOfQ0cooxZeDfut/AFcjrsKLqSeYAYrjI5xgPjnr6j+VdaFUrsZsCq+p6PFqWnywhSZD80ZzjDA5BzRy30Oui505qaPFY4R5QPqKoifZdMqthkIwfStA3ICBUQkDua52SRnvJZWAAZuBV2VjFnpvhvxfMrG2lbLKcV2EeuA43DrXhNrd+ReI4fHPNeladdLcWqMGzxU7EnbprEB/iqO+1y2tLGWYyDhTgVy5aua8SX8iwmOJjk9AKVyoxu7Fm18Sz3Wpgm08yItkh8/Me2K3755rx1Zmt7Qp8yOZAMN3J7mvOtOZTfxPJLLIgGdrHAP4muhfW9MtNwlktEPl7WV5N5bHTgd8ig9iF9Jt2tov6udhaCNrV4zqMe8gsxhiYhuDyDwAat6UNLsSkts1zLLHyrSOFyfwzXn0XizS0ijtrd7iQAdFTbu655NQaLqN1rPimSxGpz6fG6yGERpvJZULBfQDgnJ9PepTm2jGdWnBNc2/Y6Hx9evea0lvLcLcPBCpLLkhS3JUE9cVwl0AkqoTjf0qHRdWuL+e8ub+4eZ2CYLc4HNRaxdCSaERqcryTWvKtzz5yUtUQXUfluDjqM1txOI7WCE8KE/M1hSytIqbjnaMCpW1WZoliEYJXgN6ik4qSswpNWkn1NuORYyfKK8YGfatbTrt01GNo1DOflyegBrilu7tjgMFz/AHRzWx4fRpb9TK0hK8nJ6VlKkjogqdO7W53niLWVs4oYndACuSDzn2xTLPXLKe0iMc7faYc7CibAWP8Aez2HNcXruote6iWjh81YvkVixxx1NXfD8xjDH7RFDgjKIuSRxkd+a0WhrQhflSX9fidfp8ktzcDME3mDIbB+WQ4wSOP64qUWtw1zG7mG3iiPy+YwDhvcEk//AKqzhcS+e7T3MksAxtWV9uCeccnjArG1/XkisjLbXyLcZTCwHdgfXpWblrax2zm4ycm7K39WPRdX8SGy8J3sLwrMnl7ZbhVPBboAT+PY14tfkK6BsDOefatXxVdD/hEYrmx1nULiCS7+zYuo1jS4ITc7xAc7VJCnd6j3A5rVJ5J5tuAuAOc1vuePUnF6R2JFgU6hbo33JHXOPTPNen2V/bMZvOdAuzaqk8Y6fyryZbhkeNy/KYwauf21IcbVcnvk1nOjGrFxZdGa9nKD6tHfu4FxOYZowgkULIecoOOagv52S6O1wzsApIPH51xC6rekEK3l59qVbqSdsSNJJgdM8Vi8PFWsb0/Y07uK1Ohubuzg/eF0Ejck9TjHA/Hr9MVWbWLRbbbmaY53FSNuD9RzisB5MszJD5hB6s3frmlSZ8YMyREjoi8g1qklsEndJRVjqdJtrvV5I5nhPko25ph1+nJArsbm33yAS3sMEROSIjv3/wDfI/ma4/T3tbe3t5p5/IG0s5ncKGxxxn1q0/iTTWwiXJmKH5UgU7Rx6nFTKTWiR0L3WpOVjvdO106XG0Vg2HI5llAUKoHbqa8h1LVpda1e/uZiN4kJ4HbJz/jWlpGrJq3in+zL3ULqwtLh9kckc8SCL1LGQYxjPHUnArkpoJ7DWdUssTxtDO0ZW5AEi4Yj5sZGfXBIraKutTgxFSEnaH/DnongLEE18zEBXWPBP1Nd8L+HYF3ivJ/Cl1IFnids7VUj9a6QXJA5PNJmUX7tjsnvY5CMPhRxSi4g258wfnXIfa9vJeonvSPu5INSNJLc2dQvBLMQnQVnSS7RwR6cmqLXbkgA+9ZV/rVvZsI5WLSddq9R9aAVm9EbNxqcFjGz3EmFzjjnJq1pfiCGN0aG7QqT03Dn8K8/u71r51Z4HYKxABOAvvWl4fEn9qBdkaKg3h1HK+hyc4obsrmsKTPYje+Y/nJEzKQN6gcj8+KY/iOzth+8MoI/hUBic9uDiuC8SapeR6N5qTSxlZAPOdiC2TyBntWT4kt9Z8N6BpmoXt3d/aLwyb4dmBDgKUDNjhirZx/gaqErs0nCNPSozOlYrCxHXBrl3dtx5oopROKQ3PevQ/DMjNZJk/w0UUMSNm5kaOB2U8gV5bquqXkl9NmYj+HjjiiihDvYyy7yv87u2B3anhF9KKKpDRdt28rDKBkVNFq91pGsnULYp58RbbvXK/MpU8fRjRRR1JYeGQP9KHYBB/Ol1Fz9rk9qKKn7Q+hQ3sxIJqe1YgnB60UVQ4fEXIEGxpBwwJ5H0rR06Vo7dyvV25NFFQdD6mPqMzW5k2gHD/xZqkmtX8SlYbgwgnJ8sAfr1ooqkKUpLZjI7ia6ld55XkY9S7Ek/nWkTjSCcA4cdaKKZgP8R+KpNfgtoZdJ022MCrHFJapIpSNc4QAuVC85OByeap3kjG6k570UUEoqk1ctXIQ8DODzRRQXHcni+RBIvBzU8B3W8ueckE/yooqTcpXx8gyhecY6n1rLa7nYY37R6LxRRREzqSaGRkyTAP8ANx35rd09QmSBzgUUVXQyW5HH4hk0m5u0bTtOv4ppQxjvYPMCsmdpBBBHU5GcHuDVY6jdapf3eoXkpkubl/NlfGMscnoOg9qKKfQnqbfhud11CRQeGiOfwIropGIJOelFFSy1sSqxx1qUElT7GiikNmPrd9PawgQttLfxAcj6VgXBCSZCgsckseTRRQbU9hA7GJnZi2D0J4NQ2Ws3ySyLDL5IIGRGMfr1oopoupJxejL+pSSTaeZpZXkkMiku7Ems/VPEWq6lpVvpl5ezT21tK8qCSRmJZ8ZySecbePTJ9aKKqJyS1P/Z", 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", "info": {"video_id": "92370", "label": "covering a box of letters with a wet wipes", "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": "2cefe5460c4213b444e05ad48ee5b16dcdcd5744b78ebdc93a062d8256c5d430"} +{"episode": 19372, "episode_seed": 378872478, "split": "train", "timestamp": "2025-10-13T03:01:51.721843", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 378872478, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving pen 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, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "61792", "label": "moving pen down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "61792", "label": "moving pen down", "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": "bddd6afe274815edf61e4ba9d7ad27243241be98881c4db4787540ea6cfde55d"} +{"episode": 19373, "episode_seed": 3453973699, "split": "train", "timestamp": "2025-10-13T03:01:54.030399", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3453973699, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 staples and toothpaste closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "208728", "label": "moving staples and toothpaste 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": "208728", "label": "moving staples and toothpaste 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": "c2a8aaf408de6de6ae44117a52a7333f23684b12c003e7942e6e3400e2401517"} +{"episode": 19374, "episode_seed": 3403333837, "split": "train", "timestamp": "2025-10-13T03:01:54.973141", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3403333837, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering color pencils'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "24513", "label": "uncovering color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "24513", "label": "uncovering color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a9f85148eb3c8653f17122ccacdabfcd675eda8e5ea9196b51512e5bb7657134"} +{"episode": 19375, "episode_seed": 630690138, "split": "train", "timestamp": "2025-10-13T03:01:57.374589", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 630690138, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from switch board 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', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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"info": {"video_id": "133031", "label": "moving away from switch board with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "133031", "label": "moving away from switch board with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6133a3a863024a7d844a69a7caac99b1fb144f40da431c07e142ce6e8417ba04"} +{"episode": 19376, "episode_seed": 1024537169, "split": "train", "timestamp": "2025-10-13T03:01:58.431115", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1024537169, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pour water out of a bowl, but the bowl 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, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "191958", "label": "pretending to pour water out of a bowl, but the bowl is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "191958", "label": "pretending to pour water out of a bowl, but the bowl is empty", "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": "e18dacbecb82860c94c049f56c0aaff43b92c2691837db94f7d170f4cf131bdd"} +{"episode": 19377, "episode_seed": 1516972622, "split": "train", "timestamp": "2025-10-13T03:02:00.283004", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1516972622, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mustard bottle with keys on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 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": "205106", "label": "tilting mustard bottle with keys on it until it falls off", "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": "205106", "label": "tilting mustard bottle with keys on it until it falls off", "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": "5b65bae0ad8d45b8f1417361bd6a3589bf877cf47fc74fc4e342ec684d09ac85"} +{"episode": 19378, "episode_seed": 314123943, "split": "train", "timestamp": "2025-10-13T03:02:01.557895", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 314123943, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping remote control onto oil 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', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "91562", "label": "dropping remote control onto oil container", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "91562", "label": "dropping remote control onto oil container", "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": "018a0f9391ce694ae8143a67e85a95f987e61428d7479f69012adb11ac26ff14"} +{"episode": 19379, "episode_seed": 3171552475, "split": "train", "timestamp": "2025-10-13T03:02:03.195305", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3171552475, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 blanket onto pillow'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "166863", "label": "pulling blanket onto pillow", "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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RFG3rjpxXkvh2+MU3lud0bDBU9CK7GAG1ugiOwV8FSO6npmspcyasacsZXuen29miyS3YkctOg3DdxkZwcevavi27TMzgttG455x1r7TsG2aYDI+7amSx9MV8WagCLuRSOAfz967l0OJdSjExEqcY7Z/Sr9rdPbShlcrnhqrLGZGVF+8TgVfg0xo5pVuFJZCVI9WAzj8uaJSSjZiXu+8dOt3Hr2kR211hbmJxslGOVPFZkumG3kKpKNueZCOM+mB0rNvXFq4KYGOQF7cDFW7O/Z1/eNuWXrnsRXPyveI51nJpovRaJHMy/wClJtKgs7nADen/ANeu28EeIZ/Dk5sP3OZGJdyM7jxtIPry2a49XS4tF8v5W3bXHrTmje0ngdOQsmfqKxbb0bHGdtz6P0+8GuQC3usSK/DqelbF65WSCFEL/N5soB52L/PnH1wa848J6nFcXUF1ud43XDKvY+v+fWu90W9F473U3ySXDvHArcExxnGfqSS341thW7NN6jrJO0lsWrq1tNVhmhuEWW3lVRn8yCPzr57+Kvhk+Hta0hGkV7W5eRQT1C/KOfpkV9E7Vs5WYD9xM3zeiMeM/Q/z+teH/tEzMLnQIOWAScgdzkp/hXW9jGLseT6nB5MzsoOMrtJOTtxhRnvjFZ5PJx3ptxqNxezxvKVC4ACKMACgnp+VZqMvZrm3NOa7dhVJZQKWIiMbSzHk4UDJoizuwKsQEI7KOTnsKVx2HEbrcDHYcV7v8FX3eFJI933LuQfTIU14fFbvcHCkKxYKEPVie1eo/DnXn0WzmsIrQCTeZJSxOEbgDj3GfyrCpNKOppFOT0Pc7iZIprcO6IrEBd5xufPCg+vFVPEGlW+u2cNpKzI7SZRx1TAOeO/FZ+kaiuryReeVcg5wQOGHI4rZLO+qO6LuS3QRkd8tycfQbfzrXD1OeN0YVIODseN6vY6p4YuvLnQtAWISQDKOAex7H2rb8GSC81KGBlkaGSRX5OASvPT6gCvS3s7TVtNaC7gSe3kZiVcf7R5Hoa5iUWXh+O7FjEY4NPikG49TIVLYz36x/nVOhTlLna1NY4ifI4XPmi+zaZLH92eQax47l1uhMODW/q8QnsMYyUIf8On9a5zbgOMcikoJF1Jts6hnja5t9VwG3xeW4I9Ov6Ut6kTTpcWRO2TnLfMG5PGe2cVZ8NW8OpaFPaSthw2QR1Bx2rGhufLmBsUlWSM5YMwA6/eC/wAxWFm3p0MsTB3U+5cnsZCRIBt3RsroM5wvp3PB61SECmWT+JQ5CseuK2J7xr1VTbGsYyVQL90kYOD6cUQW0YVQFzjrmlzS5bMKFNqXNIXTdHkvX8qKPfuB/Qfzrs/CVxJbWgE8r7ztjC9AAowp+pzWPpFz9lu0ZeMHjFdDdwrb3fnxAeRcjzVHYN/EPz5/GuaspKLPRhyt7HpXh7VY5nRJWHyjDA8j6/St69jF/fxWu9lSFfOZkOCGPCY/8eP4CvOfDV8Le7V0RDkbWBOOK7TQb4wWsM19lZtRuX2kkYQdET6bQPxNdODkuWxyYuFpcyPPfjFLM1zo0VwuJI1lBYD5X5Xkf4dq8l12ISWcEmOY5P5ivaPjYM/2J/23/wDZK8d1BTJpsoHVRu/KuxmcNYnO7cnPrTmZY05OKgMh6A1A7MwNZWbKukhWcyTbux6VbtgdwwKox9q0rb5ShPpmrlsZx3LifIufo4/PBq9bRicFB1PzfQY/+tSW9ul0jxqSCysEHqSOlFiJImeQDBERUezZJ/mDWdjZOxraTMwsvtIJBSTjPpnAFd/p14LqzwSC8Lkp/udx+HWvPbTm0VEGFWUceowB/Ougsr42M8cqncqLlh6jpj8ahq+hrFntWm3i3ehzwO3WFl+mVNfJusR4WJ8dDsJ/z+NfQ+l6gog/dvmNxx24r5/1CMS2rDd8wbcB+P8AhW0HdGNSHL8zFhz8xPrxW/Gysql2XD53M+QeeT+JxisbbUt3eSNAkO9sgfKMVE1zOxhNe6NnnRdwc535GPTpVFZHjIGTtJyKR3807SMHrn8KI/3i+6DitUrGSWh1GjMZkWVeepK/St2SGOSKEq+1wc+9cdoGprp95+95jZSMGt62aa5m8y3bcyDzCPx6Vx1IvmbK6Ha6VqI0VgZiFUfNgdT68Vqt8QPtNxpa2peMWbswL/xE4/pkfjXmd3q8szu/SU4jCntgc/rTbRmUglsmrpQktZblKo7WPq201mx1GwtpVdGF0uBGTk57g/TmvCPjdukttDvy5kFw9wIWbr5K7An58n8a1/BGrG4ZtLkcrLOBDFKTjykY/OR77cge5FQfHvynTSbK3Azaq7CNR9xDtAH/AI6a35mXGCvoeE+Xhg/Q5z7VPvL52j35oUfNitSOGF2E1sjEJGp2nnMn+HenKdlYmyWpHaWU4IlCh33ALERwcnH9a1L2yS2upkgDRnPDnrjuMdqpyMPNEYc+YHK5weOR2+ua0raeZv8AWCR3iIYcDlRgd/rXPOT3M+bm1FtbloZY48jy5MKz43Bc47eoxXc2++9Z59qhlfyzOBsEuCcZ9W6f99CuLRgjThfKBmucxiTBBOT39Rmt7T3vrK7W1uFEkTJtSLfyWwfmPuOefpWFSKkhwm4Suju/DOoC3vd7q0nG1lZsEf8A167zw9qgSKytb6Rft99G9ySCMFi33fwGAPpXkcczQ30cy7ik6B1Zv4uxP4nNU9V1y6h1i0mSRlNsgEZB5AznP51WGk4e6dtSKqxUkfQ8h8gNNzsAy4/qK8v8d6mLXws/G2XUH8zH+y7bh/45GtbFp4gvPEttDGMRLcKsGF43Mwy7D2ChvxNcD8XtUSXW7eyjUL9mhG8D1PT8lx+ddyndpHNGDT1PPzH5qyrxloyo/GubWNkeRXXB6EHsRXSxfeGaztVg2XpcfdkGc+/elLRXNWrsgsbhrbzVUkB0xkdQw5U/nTwiyXbzbQGYs5x61CgqKW5aKQqP4lxWGrehq9I6mhbyhmABrYgbgDoW5rmrIgMCx4Jre2uY4pEOdxKHjoeMUpRJg9C7FKY3k6ZjXdzXT2F99v0qeAEGW3PnQjuQB8w/L+VcbNcb5p0BAZgMH8j/AEp1pqElpfRPaybZlI245AOe/tjjFS4XVmaKVmdzo94Vl3E/eGav6trshSxtt5CwEtx6nvXPWVwvmH5QgYn5R0HsKzYIpdY8YzadNqk9rGVk8ry037mVCwX2HB5Pp71nQi+bQ1qySjdnV/EnXE1jTPDsjMDOonSUe42c/j1/OuDIHlsrdGGPzrEvdTvWjsGubh5EBYqGPTIGf6VoQ3aOFDtg+9d99DjVlojlnUoWU9QcUxo5EQuyMFPciu4sPC6XU0l8snylj8hGcHrVHxTbWtpaoiyhpHH3R1qU9QlHS5zNlbmdiR0A/XHFTb2zEoB3HAB9RU0E0Nrbqobc+7cQB19Ki8xvOMqx/LjCg9vWqbItY2NNvSjkIm5ySMZ5A9q2blX+yLcJAUaSQ7lYADgEfrk1yENs0snzswBPIXitWWDy40j3yMi9FZyQPzrCUopm0Iyki9bX6wQhEjkaQDGDgD86vWM01zcxtIQEVh8ijiqaxjykbGKW4mks7JpIHKPuAyKwc3LRHSqairs9HtLryyMHjFeOSyhQw6k5rstScWugw6lput6jKpuTbZuIljWchNzPEOu1ThTu9R7gcDMSWO08V1UYuKszkq1FLYY7BRmqNxKWcEcEdKsyAmM+1OtLMSgyydB0Hb61oo2dzKTurFDOV4HOOaVc4BHGafIF8x9n3c8UBWAORkYwKoysTRQK6q5H3mx+VbtjLLZyl4WI4xWdYw5gUMeQOK0NmxF9x1rnqSvodFOCa1JLoKiRZAMjFmL/AN7PP9a0dIsJr+XamFReWc9B/iaziv2iBU/iQgj+v6V1egoGQxRjAXke9SpWVhewXPpsW9P0O9stUs7yO5R4Y5VZyMgqoOSfpxWd4k1iTxBrF1fMcqXGweiDgD8qtWN4t54ql0W91W7s7WdzEskU0UaxgjksZOMYzx1JwK5+ytpbXWdW0+UTjyJjGEuABIuCR82OM+uOK0e1zajy8/Ijl7uAQX0oUYXOVHsavWCB7c5eMEZADHBHfP8AOpNZtvLlRs9BtP1rOeQxQkqAfUGiWuxjODSaH3U291khLZVOSx54GT+pptjrVxZus68smdo7c46/lVJm3A45zknsORV23mt3ijSdFVVYoxUckHn+f86pxSWqucyLlvfTlbeZEt3LSOxR1BA+vt1rbsbm8SFpdPaO7tYWWVo2OJBkcgE8kdRx7VgfZIYdw2yoYcMdr5Ug9/rj+RqUWUtvZvfWVx5sUWNwY7WAzwcdxnPSs5RQM66z1d7qGKYxLEgJEaqxOFz0Ofx/WtV4EvWgnwDg1yWl3Jlt2WVgGzuU9s5/+vXTWFwTDsA56EelZShaZ20Zpwst0ek6HdrBcrMhCw2dvsQejMcuT+CqPzrxnxXqx1fW7zUCTiaVmA9F6Afliuh13VrrT/DlyIJ2ilkYIxXqVPX9K5HxJ4Y1Tw94f0i/vZJxNfGTzYGjIFuAEKBj/eZWzjt06g10x11RM5KJMtM1NA9kGPVW4ooqpbMfUxZDiMkVRkJMgzRRXPDcqrsWmYxziNfuhuK3NEmkkuoo2c7M/d7dCaKK1lsRHcozllnZVdgM4OD1qzpiKJeB0IIoorGexvT+I6WFysvB9KybnUZ9K8SSahb7PPjkbbvXI+ZCp4+jGiioobjxHwmBrQAt7NR0AYD9KW1cyJGG9D/Siiu1HLE7K2upbDwfJPCRvyx+bn2rhrqWS5dpZnLuepNFFQ9y3sR7VBHFTYGwUUVm9io7ly0HzVcuvuj60UVhL4zePwlmFyYgvao9YO2wBH99f50UVNPc0n8LF1fxM+uR28Mul6dbGGMRxvbI6lEXOEALlQOcnA5PNcweJCM8UUV3x3PN6CHvTnkZbDaOAz4P0ooq2SUx1qxtG1aKKhjRftPuCtF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RFG3rjpxXkvh2+MU3lud0bDBU9CK7GAG1ugiOwV8FSO6npmspcyasacsZXuen29miyS3YkctOg3DdxkZwcevavi27TMzgttG455x1r7TsG2aYDI+7amSx9MV8WagCLuRSOAfz967l0OJdSjExEqcY7Z/Sr9rdPbShlcrnhqrLGZGVF+8TgVfg0xo5pVuFJZCVI9WAzj8uaJSSjZiXu+8dOt3Hr2kR211hbmJxslGOVPFZkumG3kKpKNueZCOM+mB0rNvXFq4KYGOQF7cDFW7O/Z1/eNuWXrnsRXPyveI51nJpovRaJHMy/wClJtKgs7nADen/ANeu28EeIZ/Dk5sP3OZGJdyM7jxtIPry2a49XS4tF8v5W3bXHrTmje0ngdOQsmfqKxbb0bHGdtz6P0+8GuQC3usSK/DqelbF65WSCFEL/N5soB52L/PnH1wa848J6nFcXUF1ud43XDKvY+v+fWu90W9F473U3ySXDvHArcExxnGfqSS341thW7NN6jrJO0lsWrq1tNVhmhuEWW3lVRn8yCPzr57+Kvhk+Hta0hGkV7W5eRQT1C/KOfpkV9E7Vs5WYD9xM3zeiMeM/Q/z+teH/tEzMLnQIOWAScgdzkp/hXW9jGLseT6nB5MzsoOMrtJOTtxhRnvjFZ5PJx3ptxqNxezxvKVC4ACKMACgnp+VZqMvZrm3NOa7dhVJZQKWIiMbSzHk4UDJoizuwKsQEI7KOTnsKVx2HEbrcDHYcV7v8FX3eFJI933LuQfTIU14fFbvcHCkKxYKEPVie1eo/DnXn0WzmsIrQCTeZJSxOEbgDj3GfyrCpNKOppFOT0Pc7iZIprcO6IrEBd5xufPCg+vFVPEGlW+u2cNpKzI7SZRx1TAOeO/FZ+kaiuryReeVcg5wQOGHI4rZLO+qO6LuS3QRkd8tycfQbfzrXD1OeN0YVIODseN6vY6p4YuvLnQtAWISQDKOAex7H2rb8GSC81KGBlkaGSRX5OASvPT6gCvS3s7TVtNaC7gSe3kZiVcf7R5Hoa5iUWXh+O7FjEY4NPikG49TIVLYz36x/nVOhTlLna1NY4ifI4XPmi+zaZLH92eQax47l1uhMODW/q8QnsMYyUIf8On9a5zbgOMcikoJF1Jts6hnja5t9VwG3xeW4I9Ov6Ut6kTTpcWRO2TnLfMG5PGe2cVZ8NW8OpaFPaSthw2QR1Bx2rGhufLmBsUlWSM5YMwA6/eC/wAxWFm3p0MsTB3U+5cnsZCRIBt3RsroM5wvp3PB61SECmWT+JQ5CseuK2J7xr1VTbGsYyVQL90kYOD6cUQW0YVQFzjrmlzS5bMKFNqXNIXTdHkvX8qKPfuB/Qfzrs/CVxJbWgE8r7ztjC9AAowp+pzWPpFz9lu0ZeMHjFdDdwrb3fnxAeRcjzVHYN/EPz5/GuaspKLPRhyt7HpXh7VY5nRJWHyjDA8j6/St69jF/fxWu9lSFfOZkOCGPCY/8eP4CvOfDV8Le7V0RDkbWBOOK7TQb4wWsM19lZtRuX2kkYQdET6bQPxNdODkuWxyYuFpcyPPfjFLM1zo0VwuJI1lBYD5X5Xkf4dq8l12ISWcEmOY5P5ivaPjYM/2J/23/wDZK8d1BTJpsoHVRu/KuxmcNYnO7cnPrTmZY05OKgMh6A1A7MwNZWbKukhWcyTbux6VbtgdwwKox9q0rb5ShPpmrlsZx3LifIufo4/PBq9bRicFB1PzfQY/+tSW9ul0jxqSCysEHqSOlFiJImeQDBERUezZJ/mDWdjZOxraTMwsvtIJBSTjPpnAFd/p14LqzwSC8Lkp/udx+HWvPbTm0VEGFWUceowB/Ougsr42M8cqncqLlh6jpj8ahq+hrFntWm3i3ehzwO3WFl+mVNfJusR4WJ8dDsJ/z+NfQ+l6gog/dvmNxx24r5/1CMS2rDd8wbcB+P8AhW0HdGNSHL8zFhz8xPrxW/Gysql2XD53M+QeeT+JxisbbUt3eSNAkO9sgfKMVE1zOxhNe6NnnRdwc535GPTpVFZHjIGTtJyKR3807SMHrn8KI/3i+6DitUrGSWh1GjMZkWVeepK/St2SGOSKEq+1wc+9cdoGprp95+95jZSMGt62aa5m8y3bcyDzCPx6Vx1IvmbK6Ha6VqI0VgZiFUfNgdT68Vqt8QPtNxpa2peMWbswL/xE4/pkfjXmd3q8szu/SU4jCntgc/rTbRmUglsmrpQktZblKo7WPq201mx1GwtpVdGF0uBGTk57g/TmvCPjdukttDvy5kFw9wIWbr5K7An58n8a1/BGrG4ZtLkcrLOBDFKTjykY/OR77cge5FQfHvynTSbK3Azaq7CNR9xDtAH/AI6a35mXGCvoeE+Xhg/Q5z7VPvL52j35oUfNitSOGF2E1sjEJGp2nnMn+HenKdlYmyWpHaWU4IlCh33ALERwcnH9a1L2yS2upkgDRnPDnrjuMdqpyMPNEYc+YHK5weOR2+ua0raeZv8AWCR3iIYcDlRgd/rXPOT3M+bm1FtbloZY48jy5MKz43Bc47eoxXc2++9Z59qhlfyzOBsEuCcZ9W6f99CuLRgjThfKBmucxiTBBOT39Rmt7T3vrK7W1uFEkTJtSLfyWwfmPuOefpWFSKkhwm4Suju/DOoC3vd7q0nG1lZsEf8A167zw9qgSKytb6Rft99G9ySCMFi33fwGAPpXkcczQ30cy7ik6B1Zv4uxP4nNU9V1y6h1i0mSRlNsgEZB5AznP51WGk4e6dtSKqxUkfQ8h8gNNzsAy4/qK8v8d6mLXws/G2XUH8zH+y7bh/45GtbFp4gvPEttDGMRLcKsGF43Mwy7D2ChvxNcD8XtUSXW7eyjUL9mhG8D1PT8lx+ddyndpHNGDT1PPzH5qyrxloyo/GubWNkeRXXB6EHsRXSxfeGaztVg2XpcfdkGc+/elLRXNWrsgsbhrbzVUkB0xkdQw5U/nTwiyXbzbQGYs5x61CgqKW5aKQqP4lxWGrehq9I6mhbyhmABrYgbgDoW5rmrIgMCx4Jre2uY4pEOdxKHjoeMUpRJg9C7FKY3k6ZjXdzXT2F99v0qeAEGW3PnQjuQB8w/L+VcbNcb5p0BAZgMH8j/AEp1pqElpfRPaybZlI245AOe/tjjFS4XVmaKVmdzo94Vl3E/eGav6trshSxtt5CwEtx6nvXPWVwvmH5QgYn5R0HsKzYIpdY8YzadNqk9rGVk8ry037mVCwX2HB5Pp71nQi+bQ1qySjdnV/EnXE1jTPDsjMDOonSUe42c/j1/OuDIHlsrdGGPzrEvdTvWjsGubh5EBYqGPTIGf6VoQ3aOFDtg+9d99DjVlojlnUoWU9QcUxo5EQuyMFPciu4sPC6XU0l8snylj8hGcHrVHxTbWtpaoiyhpHH3R1qU9QlHS5zNlbmdiR0A/XHFTb2zEoB3HAB9RU0E0Nrbqobc+7cQB19Ki8xvOMqx/LjCg9vWqbItY2NNvSjkIm5ySMZ5A9q2blX+yLcJAUaSQ7lYADgEfrk1yENs0snzswBPIXitWWDy40j3yMi9FZyQPzrCUopm0Iyki9bX6wQhEjkaQDGDgD86vWM01zcxtIQEVh8ijiqaxjykbGKW4mks7JpIHKPuAyKwc3LRHSqairs9HtLryyMHjFeOSyhQw6k5rstScWugw6lput6jKpuTbZuIljWchNzPEOu1ThTu9R7gcDMSWO08V1UYuKszkq1FLYY7BRmqNxKWcEcEdKsyAmM+1OtLMSgyydB0Hb61oo2dzKTurFDOV4HOOaVc4BHGafIF8x9n3c8UBWAORkYwKoysTRQK6q5H3mx+VbtjLLZyl4WI4xWdYw5gUMeQOK0NmxF9x1rnqSvodFOCa1JLoKiRZAMjFmL/AN7PP9a0dIsJr+XamFReWc9B/iaziv2iBU/iQgj+v6V1egoGQxRjAXke9SpWVhewXPpsW9P0O9stUs7yO5R4Y5VZyMgqoOSfpxWd4k1iTxBrF1fMcqXGweiDgD8qtWN4t54ql0W91W7s7WdzEskU0UaxgjksZOMYzx1JwK5+ytpbXWdW0+UTjyJjGEuABIuCR82OM+uOK0e1zajy8/Ijl7uAQX0oUYXOVHsavWCB7c5eMEZADHBHfP8AOpNZtvLlRs9BtP1rOeQxQkqAfUGiWuxjODSaH3U291khLZVOSx54GT+pptjrVxZus68smdo7c46/lVJm3A45zknsORV23mt3ijSdFVVYoxUckHn+f86pxSWqucyLlvfTlbeZEt3LSOxR1BA+vt1rbsbm8SFpdPaO7tYWWVo2OJBkcgE8kdRx7VgfZIYdw2yoYcMdr5Ug9/rj+RqUWUtvZvfWVx5sUWNwY7WAzwcdxnPSs5RQM66z1d7qGKYxLEgJEaqxOFz0Ofx/WtV4EvWgnwDg1yWl3Jlt2WVgGzuU9s5/+vXTWFwTDsA56EelZShaZ20Zpwst0ek6HdrBcrMhCw2dvsQejMcuT+CqPzrxnxXqx1fW7zUCTiaVmA9F6Afliuh13VrrT/DlyIJ2ilkYIxXqVPX9K5HxJ4Y1Tw94f0i/vZJxNfGTzYGjIFuAEKBj/eZWzjt06g10x11RM5KJMtM1NA9kGPVW4ooqpbMfUxZDiMkVRkJMgzRRXPDcqrsWmYxziNfuhuK3NEmkkuoo2c7M/d7dCaKK1lsRHcozllnZVdgM4OD1qzpiKJeB0IIoorGexvT+I6WFysvB9KybnUZ9K8SSahb7PPjkbbvXI+ZCp4+jGiioobjxHwmBrQAt7NR0AYD9KW1cyJGG9D/Siiu1HLE7K2upbDwfJPCRvyx+bn2rhrqWS5dpZnLuepNFFQ9y3sR7VBHFTYGwUUVm9io7ly0HzVcuvuj60UVhL4zePwlmFyYgvao9YO2wBH99f50UVNPc0n8LF1fxM+uR28Mul6dbGGMRxvbI6lEXOEALlQOcnA5PNcweJCM8UUV3x3PN6CHvTnkZbDaOAz4P0ooq2SUx1qxtG1aKKhjRftPuCtF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", "info": {"video_id": "166863", "label": "pulling blanket onto pillow", "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": "541e3767cf4224e53273eadd4e552608ff1d5011e6ac95dd270c24470f83fc1f"} +{"episode": 19380, "episode_seed": 1075191683, "split": "train", "timestamp": "2025-10-13T03:02:04.221323", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1075191683, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cigarette'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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"info": {"video_id": "126458", "label": "uncovering a cigarette", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "126458", "label": "uncovering a cigarette", "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": "0c7f6b942233ad2fe9c9c9cae23c4ec1f282830e2ea9c512386d3e28cde90656"} +{"episode": 19381, "episode_seed": 1059565273, "split": "train", "timestamp": "2025-10-13T03:02:09.109316", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1059565273, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 compact disc 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', [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": "4801", "label": "showing compact disc to the camera", "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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fpisKF7Uv5txNdXH+yRgH65NXLzXbeTTZraOCUtIhG7gDOPr0olZy5mzOMGnsYpOGYL8qg4GRTCxLY29OMD+dGWwcNnI5BFReX5j7gzqygE4brg55rE6SVycqpABwK6WJkMWwAhV5PeuYdBvVs9fTiujgRVkG6RhtAOQepx0xQAtw0hyoXBQ55PX2qmqhiWUcf3aa8kjuwD/MTkH19R+tCMmEAOMjGCf85FAxkwcnAPAHzAdfY16L4D1KOCxhtZpABOGdCTxvyePxH8q88nbLsjNjjBYcd604dX0+10uKCbzd6ZyFQnuT1/KrhuZ1Y8ysdN4guftGoM6tlexBzTE1n7Fpsmxx9oZTHCued5GM/QDLH6Vw0l5BNKzwXl4gc5IKHn9atWl5YWIBxcSsRgswBJHoOeOa0naUeW5jKDcuaxBq8RimjGMfulCDvwSKzmcqM8N3xjFXtX1KPUruN4o3iCKVJYjnkdMGs92YAAjKj04rKW+hvHRaioSxBUEj17GtDSsMJmYHgrjHbr1rMhi8sAb2IYADec4x6Vo6ShxMobaMgn8M1JRtFtw8xQd23PTtVG4YsdxXKuOAT0P+FSOwSyJWQqXxlScgDFUw5ZlZySuRlR2b1/8ArUDJFXanIyAM59v8/wAqSw3/ANp2oZzhpV59s8UsZUbijfdyCPam2sscV3BNIWKoyt17A01uD2PW21mK58PmQSAXGPLkXPIbH9etcZFOYboyE4GckntWFqOt6bPuiBuRu7qmP61nRtBMytJd3skYPAxj9Sa6FJJPU5ZU24pJHYa1fnU5YrWE7kt0cO3bzGGD/wB8qAPqT6Vwn48bRkgVvQ69Z2kOyO1lI6ADAwPzrn1PdeMEkKeeOeKwaSiknc1pprcRnydmOTzkd6VtyqMjHJwTUTxmVgrF1Y55VsdRinOuYxn7w4yPX1qTQ3VulWJyg4bIBIHyegrPEyENkYU5IBFQi6GPJYMVK/ezwMc/rmoo1kkcOG4B2g5556UAX0nPmoCQcfKc8mmzMQxZcMD0PpUQWSNAu08cdeRmiI4Rl4KqevPegYlxcXBhEazzLGBwquQBVKJmyAWZh6MxJqy7hMK/8JOM/wAqhHyvlDgYwc96dxWRI6gsgABB6j1phXAJ56mknkYIF+7gdzmmRyB2AbnjNICYbdnzDPuaaGC5y3IHAPamq21TggnJ79DWdpNu2reKJdNm1Ka0RlkMZjj3lnVCwX2HB5Pp70wNmzlCzO+O1PupdshwflxhMHj1rltCvp7hZTLI0hIUgMemc10UKJiM87RjCjHFICWKYvtOSO+T29qnWTG2HquDnt+FLtiUhWK/OflOc/hioXXYQcDaDk80DFIAfZ0yDg+tU3TBDZ64q7PgoW7AFhjrVMOZEO7n1FAE8Y+Qg4weetRjAAGeBwc00cxsVyO3T1qvuKScAjJ9etAiyhG/nHtkUM43Dd3NMdxkNgg46+lZ+sXMkViZYJSjlhgjr9KYGhJLuHbHrWmkwCsrYDHJAz3/AMa5vV7e3ttAg1LTtXv5la6Ntm5iWNbghNzPEOu1ThTu9R7gXo3Z5QHAOD948kHFALUsecRJszzk7uasIxyGJwQc44psCxjILEE4+YsKmKxSAhNm5SAQOg+lIYhb7Qu5uGBIANV5F3xr65OR6VKh+dlP3mHFQTtsYFW4OSe/+TQBDGpDYzg4/Op3AyjnjjoKiJ+bLDJ6D2pJ0Y5Xk47dKBD2xgjjJPb9aVSBHxgk+nWoIJCWIJzx+FKJAuF5BPGKYDlkA3Y+93+tWLaQlZjwDgcevJrI0jyNS8Wf2ZqGo3NrBLJsSWKaKNYu5LGTjGM8DknA70lsbi11TVbSZrgNbTGMLcbQ6gMR8wHGcYzjIoFc37mdXiyrA4PzDPOO3+faqySs4bHrxnpUUPzg7vlJPbjPFXUeBUDMVG0AFS2fxHvSKE80xAspLFiPyokwp3DkEgZHPWlkVdu5CvTnHWkBV4hgjH3T9aAKs0WWJGOv506A/KCCCPr0pgdizLyMdM0qYIIUFcDtTAXgAqD3z7e1ISvmA9Ov41XkBRiRjpjOeal3ZiQkFhQIfK4C5ONg4JFNeXjAHHvWfq91JFpzSQysjK4G4dabr+i6z4f0TS7+8ublZr0yebCUwIMBCgY4+8ytnHbp1BwBct2nzSqCSQy8/jWpaks5UklSenbpRRSGKrb/ADUYAiM4X8qiX5boRj7p4P8AOiigRBckkA56bulMYAn8M/nRRQMjmkODwOBUcXE+3txRRTEH32ye3QCuebUrjSPEMl/bbPPidtu9cj5lKnj6MaKKBMl8OoAtzjI2KuPwzXS7chTz8xGaKKQ0NjUBWbqQvBP4/wCFP3t5Z54yOOooooAsKAyKCODwagX7hOOlFFAEQO5yDjGCf1xTWVSSMdOc0UUAOmUbR7HH4Vma4Mab6/OtFFMChrXid9dhgil0rTbY26LHE9sjqURc4QAuVA5ycDk81vwKCqN03Ag/gf8A69FFDEiZlG8DnqO9IDt2KAANuePzoopFEqMTclSc4GOafOAF3YGc9cUUUCInHAPc4qPAeIM3ORyP8/SiigARQCX7kZpgQGZlPSiigDn31ptJvr2M6fp99FLKGMd7B5gDKOCCCCOpyM4PcGptNv7nUtRvb+7k8y4uGEsrEY3MSe3THtRRTF1OgCLHlR0BbGfrSKo8wcdxRRSKFQkZcHkA4qa2Je33HrgfyoooEIwCzOoGBmojywGe+P0oopjI5FUEDaOcAnv6051Aj2jpjNFFIDL11Quk7h18xf61kXviDVNQ0+DTLu8mmtreR5UEkjMSz4zkk8428emT60UUyWf/2Q==", "info": {"video_id": "4801", "label": "showing compact disc to the camera", "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": "750bad0c49cef39533d84eda38613c2f622ad206937183607e1029ee60c40e7b"} +{"episode": 19382, "episode_seed": 3962006459, "split": "train", "timestamp": "2025-10-13T03:02:10.636353", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3962006459, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 antiseptic and keys closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "82577", "label": "moving antiseptic and keys closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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DsIzkt9xuM4+vH5VTkuhJfsG5RG6k9ayd7gyh43GLnTGBz/rP/Zaw9Ve4fSHNr/rlxjHoeDWr4vuBM2n4/h8z/wBlrKhnOzbjIPFZKWzO2lH3LHG6fBLLdNDGvz8Z9sHvXpehuttMsrSFpAgjZvUZzgCswLDDbtIsaqO4UY5rIOsy2k3m2/ls6KZMPzgZAHH41afNO4csacNT2NG3xq3qOanU/KK8ps/HWqNtRmhGT/zzrch8UagyjLR/98Vvys4m0d4GpxcAVxsfiW77rEf+A1OPEkzqyGKPdjsTRysLotwajKkt1Hc2zzCRcJMhGCozkEZ6jn615zcBbbU7mDP7lmJX2Bq9b69La3pRiwYMdwz78Gk8VLH51reRKqiZfmVTwKxk+h0RXKyxo9/LYTqrk+W3y7h0xXlqLumC+rV3lrO64RzmNuh9K4+3jCyjA71VMVZao6PS1CuuOgqbxFaTS3VtPDGz/KUO0ZxTdOX5lrpIDtwTWTep1KKcbEvh+9m063jgZyC2MjGST6Cu+hLYXeMMRyK8nv8AW2sdUSa2dGkQ/dZchR6/Wtay8YalcLuMkeeR9wVrTj7uhy15RvZHpG7FVdVuHt9KupU++kZYVykfiW+PVoz/AMAp1/r9zLpFxhYnIXDpg9Pzq2rGUdXoYI1q/g1W7u8sslwn7ts8Hp0ru9L1o6npkcuVWUjBGf4q8qjla6gCqcTQncgz1HcVoQXVykTeQWRsh8dCGH+NY3OmdNSWh6JNeKcBiQ5xivPfiyBnSCCefN/9lretNUF+yTuQV43A+vpXPfEmZbldK77PN4/75pxdpJHJZp6nnSoTz0FWbaF57lIkGWPOPYcn9KGHFaGik28lxe4RvLhZFUn+J/l/kTW4Gppq/cGOBXR38JuNDdUVmlXBQL3+Yf0rB01fkX24rq7Y7Ywa5G/ePThH3Eh3hW8fRbQxyRAySYJ3MeBzxVjXtXkka6gyfKljSUAd+Mflmsi5m+26p5QYeVFjI6Ak1U1rVLs6qhnVR5Q2KVXGU7VpGLUTKThz2SOg8Pa/KmoW6ySf6PJGIzk9COldw1/EFl2sGMbbWA7GvIYgYpXCZ8l/mRh/Ca27TVpbfU/MnGYrlAj88Z6Z/QURkTVpc2qO6uLlh8/WNh1qtDMk7vgnHp6GqN7e7dOUKRu4HFQWF2Il+bAfgsR2qW7Js4utjynUrZbaBEAxWVHCbi4jhHWRgv5nFa+uTCSfaOgqppaf6W03aGNpPxxgfqa6FsXLfQivJVN5Mcbk8wheccDp+lOVzNOzuwAPGAOgxwBT7PTJtSllWIgeWu8579sVHGpWXaOxwaE1eyJOh0PbsxuJ5rvdH0a1udN86ZmMjFgCDgLjivO9NDxNh3VDzgMefyrrtO1m8sbBWWJWhkkI3Y6H1/H+lWImksLpFDiEvCSQ0g6D3ovtmnrZgzB5Lj+BR9z60+11O8dZLaEjyCzDLr90EE/yzWOt/avMiTcyqPlIOGAx+RoEbtvIAV5J3HA54FVlkzeCNum7dz3xT7Wa3e2HkljIc/Mx6e1Y+kWk2qeKZdPn1Wa1DCQp5Sb8uqFgo9BweT6e9czu5tXK6In15d1zAQeMHj06VRVMrgVn2l3cXjbp5mkwoxu7Zq68pSMqO9YqLWjO+k/cTMvWr50thEhI3HGc1gJNmN41UIHYFiMkn2+laGssWuNnUqMHHr1qG80uXTWRZirFxkFeldMbRsjkqS5pEtoFE0WWJI9K7nRbWK7vLeKQkIxO4DqcDOK4W1SVtrDAAblicAV1WkXE63Nv9nkR5M5B/ukfX/PNamTOt1LR40miWyUhmBzHuz0781RtrIqZBfyC08tSWzg59MfWoZNcvJ5I3KGK4ikKgBemeDn8apa9f3AgSa6YFinIC8bQ2OR7809RHN6ncCW8FzGpAJww/kamu74T6VDHyWibj6UJd6bdTQh0dFlQxgBuM8gdefSse6leG3YKcOpwcVhNe8dFN3jZmrb3IK7T0rBtlzNXQ6xpenWnh231XS9Uvpg10bXNzAI1uCE3O8Q67VOFO7+8O+QMnTIDI27HGaEuVMd+eSNzTkwQTWxLKsVszE44qnbWxRQcVFqXmzWs0UQG8IepxWG7Opy5UckLrz7iWR3zuYk5710OiBdmOeveuVtFzKAvQV0Omh4ZNskioecA9f8A61dqPOZ6PpGkWc+lCWYEyPu+YHG3Bxx+Vctqy3Wk3MMx/wCPefjPY46itCw1e/srCJljVoJXIzjJBz/XFZF5d3Or20tgRiCKRmjZx93ALZz9P50pK6HTnyyuVbyCC3uoTBLuEwLsnePnir0QZFKu27J+Vqwkn3xxmTG5fut3+lacU/mWzjrxXMzujsa9iqpIG4wW+b3PrWJ45wZrNgeofj06VZ8NPb6n4nXTdR1C5tYZm2LLFLFGqepYycYxngck4FYfiZbiHVp7S4a4/wBGmkiVLkASLg4+bHGemccVUYvmTOWpa5hv0rStYdmlxn+Kect/wFBgfqTWc3Suh+zbJba3xjyYVU/7x+Y/qa1k7IiCvJIvafHjbxxW80whtmY8YHFVrS1AiBHYVS1q4MVq8akAkcEnGPeuVK8j0nLkjcTQ4l1GZ4zJteZmx7nBI/lTGlbVgYXXFxGdi59en86y9A89r6EwTrlW3bsY2kc55qe4mmt9ZmuGj2eY53KB91u9dMlZXRw0p6uL6liyaXbkdm+ZDWuu2RgGHynjHpWJbzlZ3YtksxOfXNXXuAs+f4W5PtXP1OzdHQyyn7IvPKnGPai2dZLViTy5Jz6Vg6jdv/ZjhJSr7lIdepFWNb0TWvDug6Xe3l5crNemTzIimBAAFKBjj7xDZx26dc1XK3GyZw1I8szidQJN02e1WNPAFjdt3LIv4cn+gooro6Ey3Nrw7GgtdRbaM7U/mapX0MaXTBFCjjp7iiisYfxpCewyJF3hsc12r4j0EuqgEICOO+AR+RoorpJE084ubmDrGzrkH3BzWfrccaasdkaLsjVRtGOOtFFHUBlrI0dqWXgkmsdtVudI119QtSnnxO23eMj5lKnj6MaKK518bH0I9M+VZMdgoqe4dgowerqv4EgUUVP2jrj/AAjIY+dqUpfnM5/nXReJVRTOwRcqwwcdM0UUVP4kTlMGEB4/mGc8V03hlV+0uCoI2r1+uKKK6SS9fZFzOwJBjeNlI9TkEn8hVnVWDaLdSFELuNhJHIGcYFFFNgjzi3PKD+7Jx+VN1JiJX/A4oorGXxo0iXte8VyeIbe3hm0jTLU26LHFJapIpSNQcIAXKhecnAyTzWjpUSBF46CiilU2NaO5usxSE4rIt5Wkj1Qvg7HjVfbgmiiuafwP+upVYwlRReTqqgANgADpxVuNQG3Y5xRRXdHZHIztZj5ehs6gAqqkcd8Ag/hWZsWK+ntwMxvIAQfQjJFFFNgc/qwCajcooAUNkAduKisriRJQAcg8EGiiueR2Q2Hx64dGvLqP+ztOvoZnDmO9g8wKyZwQQQR1ORnB7g1n6nqFzqt7Lf3knmXNw7SyPjGWPJ47fSiitI9DCfUr2qLJdwI3KtIoP0JFdXaqJb6Z35Jkb+dFFKrsVQ+I2mcpH8vHFcJrlzLJqEqM3yhQAKKKzpbm2I+FG14QRPKlyoPy557/ADAU7UxuvL1SSRF5bL9SSpJ/AD8qKK3exyR+JGTG7CYjPFa0vzQROfvYoormZ3Ir3jsLIHPIYc0t74h1TUNOt9Nu7yaa3t3eVRJIzEs+M5JPONvHpk+tFFaR2Oetuf/Z", 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", "info": {"video_id": "82577", "label": "moving antiseptic and keys closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0d1eb074fdddf2dfcc7b31ae3c116c6bd8aad385ca85f9c951dfee90b7d1f605"} +{"episode": 19383, "episode_seed": 1046388668, "split": "train", "timestamp": "2025-10-13T03:02:12.484464", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1046388668, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 powder bottle so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "12020", "label": "poking powder bottle so that it falls over", "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": "12020", "label": "poking powder bottle so that it falls over", "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": "775f8ed98b7272e9a8a12c50be73caf54ab659fc67fa64ce6e05a88e9f2eeba7"} +{"episode": 19384, "episode_seed": 3690086430, "split": "train", "timestamp": "2025-10-13T03:02:13.956416", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3690086430, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 triangle behind eyeglass case'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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"info": {"video_id": "156920", "label": "pretending to put triangle behind eyeglass case", "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": "156920", "label": "pretending to put triangle behind eyeglass case", "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": "5866be57c45e4b4621743d5abc45acbe83a0a3c0b5f6311438bfdf9e071e47c9"} +{"episode": 19385, "episode_seed": 1908087021, "split": "train", "timestamp": "2025-10-13T03:02:15.191259", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1908087021, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 banana on the edge of glass so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "196815", "label": "putting banana on the edge of glass so it is not supported and falls down", "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": "196815", "label": "putting banana on the edge of glass so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3d47f2fccec1d5809e78bcddc3d281ddaaae2a48c0e414db2f0ddb3f763414c3"} +{"episode": 19386, "episode_seed": 615022108, "split": "train", "timestamp": "2025-10-13T03:02:16.088254", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 615022108, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 color pencils 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, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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BufQVt01jipdTliDppu/Up31zdxSxJb2TTxt/rWDhdo9uetZtvZXGg4SxtZbxJpN0rNIq7B7Dua2hIGJ9qY8pA4FYfWrKyRbo80rvcp6tf3dsIUtrCW4ST/WsrhSi+3P3qwbTzPCZSCC3utSjuJd8kgwBEvbAzy3rW5cuSp5rNny3eo+tNKyR0wwcZtSkyLW9ee3ZNPhsby5t7kMs11EwBiDAj5cnkjrXK2lz/wAIoINJtrS81SMyNJNdiMhU3dkUZ6AAn1Oa6GeMlc96ooGSRs96wniJcvLbQ9CngKd+dPUtXGqXFm0MVpps14JTmRgdoRcdif4qxbXR7jwu82q2AuNQuJlKLbuoXbu5Jkwfmx7d61xOFHJokvMjArKNblVkXPB88rsvS65cjTDfW2nTm7ZMC1fA2vjvz93+dc4bae61eHxVNbXVvfwKN2nK67ZXAwCrE8L6jrW3FMHjyeKrXcgKn5qX1hwV0T9RjN2kWbHxTPPp/wBuvdOnhvLdWBtUxiQ9tpz0Pf0rAmK+Ibu18QX0N7ZX9gObOIgCYg5XYxPy+9K0uDimvLWaxsldpHS8qhKybZr2XiqW8sxe3+mz2l3a7iLWJlIl7jac8e+a5G6nOu39t4i1G3u7K+07pY2+Ck4BJUIxPycnDetXpJC1UJSdrVl9cmndLc3WUUpJKTehdHjJrmxi1SfSZrbULMFUsIXAjl54IPYeorjbvU1v9Xg8W3djNHq9ogRLCMr5MjqCFbOcqvPK9/xrSkjLDr1rGuoWAI96cMRK9+5rLLaVkm3oOm1e/uZA8vijw/akceWiyyD8whH61J/byQjy5PGaHI5+y6WzDPsW28V5ujwvy1wR9AasRiw3ZkvZB9Is19SsBDyPj3LFPef4neDWtHibe/ijxBM+c/ubKKMfhl6jk8SaI7jzdV8UuO5EsK/pzXIAaGGBN7fN64gA/rW5on/CFyXIGoHV2XI5RYwPxya0+pwSuZSVfd1PxJ59e8M7cmy1669TNquwH8FSqE3iHw4QFTw0xA/576nM+fyxWt4k1HwBBME0/T9TlAHUyqqn9M1yUmpaGXYx6VJjsGk6VUcPTa6II05TXvVD0z4bWHh7xdPfC68MaXHFbBSoUyuzE57s544rnvGmoHwr4pmsrTSNCSIYkhYacjMFPY7s85zW/wDBzVLKbV7+2tbEW7tArkhs7sH/AOvWN8b7UR6/Y3KoFMkTIxA6kH/69cFVqFfkR1Sw8Fh7p38zjpPGusF98U8MDesNtEn8lqrP4y8Rzrtk1zUCvTAuGA/Q11/w18Aaf4ns7zUNWMphQmKKON9vzActn2zXn2sae+k6td2Ehy0ErJn1HY/linzJuxzexcYqT2Z2fgfxDqCx6hHJr8NorlCWu45J2JwRlQAcds/hXVQ6qkOWfx1bMo6eXpkhbP0IH868i01iPNAOCcf1rvn1TwcfDDW8Oj3keq4X99JLvBPfByMflVqjCWrRKrVYy5FPlR0beILO4A8/xrdgY/5Z6T/i1SJ4j0yFML4w1fHtpif/ABdedrd6WMeZa3BP+zKKsxXnh0jEtnqA/wB2Zf8ACulYGl3RXNWf/L78WdsfEOkSriTxjrbAn7i6bGD+e7FVX1vw6Hy/iPxM5/2baBR/Oqmj3Hw7Ub72z1rcOv71Cv8ALNU9Uu/h9JO32SPWlH+2YyKSwlLmtYFUr3sqv4stv4h8Pg5fVvFL89AYF4/WoJfEXho7sT+Knz0LXsS/yWueml8MliI/tgX3qu7aFn5Guce9X9Sp9LF8ld71fxN6XXPDRjYCDxBI5J5k1NQB+ASotNutF1XVLbT4NDvLiaeQRp52rOBk9ztQfWuflfRiPladT9Sa1vB8umxeMNKkikm8wXChcjjnionhYxi2rBGjUctZ3+Z0/jbw/o/g1bVl0K3u1nGGkkupyEb2+Yfr6V7f/wAJFq7bfLs9NVcfda9XP8687+Ldol34SeYM26Blce/NZMVy7sATwOlZYGlGun5HBnOJlgpx5Ot/wt5M9gHiDURgSR6WrEdPtg4pRr2oZyzaQB/19815Mk7biWPQetRm7fdw3Fd/1CB4f9tVv6/4Y9ePiC93AL/ZRPp9sqGXXb8j7+jIT03Xh/oK8huJ5GHDkH61UF68cnls/A6GlLL4Pc0pZxWf9f8AAPZP7bv0XibRdx7/AGsn+lRN4hvtmTd6COe9y3+FcF4f1DRYZ2/tmG4lQ/daN8AfUcE/nWjfz+CbiaTypr+AZ42qSv681ksBSUuXl/A7YY7EVI8yml5N/wDAOgm168kbH2/QAO589z/Ss+41y6VgG1XRFHYjzD/SuZmtNBlb9xrRTth1xVKXRIZDmDV7Z/QE/wD166FllHohfXsd0kvkzpn1ubHPiXSVHfbaysf5UwavfhGktQ2vBm2L9itjH5TAA/Pn1zx9DXGy+H75STHNBIPZ6wtZF7pkEMco8sySMw2t1GAKwxOWQVN6HTh8yxcJpykelw6nr7EmXwrfrjk7mVR+Zqdr3W5APJ8PFfeS9iUfzrxf7bOUwZGI9Cc0NcMoA3D8q81ZfSPQedYno/y/yPa49Q1mJNr6PbgnudShx/OoZ7zXZVB/smzjz0Z9UhAP05rxZrp2UgkflVJrmVCW3cdKby+ja1hRzfFXvzfl/kezGbWy24xaIgHZtXjz+lQ/bdV3fNN4dTPTfqa/0ryayu4TdRG6EhgDDzBEQG298Z4zXc6rN8OJdPtv7Om1eK4yfNEo3HGO/b8qcctw7aVtzVZvjZfbt93+Rrz6jfKDnUvDCn0+3k4/IVmzX16se4674dBIyVSSRyP/AByuVuIPD7OTDq0wGePMiqhJY2TE+Tq8R/3hiuj+xqXRIP7Txr/5eHVnUQwy/izSoiOgSymf/wBlFVnuLedxCni9HuJG2qF0tghPb5iQR27d65V9JLfcvbZsf7VR29hPb31vLIYpI45VZgGzkAgn9KTytLaAvruLlvUf3lGNRszTWpolAFOjSSeVY40Z3chVVRksT0AHc0+Y4bO4gBqZGZBkHFXtS0HUdEkjTULfyxKu6N1YOjjvhhkEg8EdjxVGQhRiriyXq7ENw5b61GB8uTSsauaQIn1mxSdd0TXEYceoLColLqaxWyPSvglZXdr4qlnuLWeKKazPlPJGQr/MOhNX/j7b4fSrgDjLp+gNepJYi3SC4QnMZHA4GPSvPPja63PhpCUO6K6UgntkH+deT7XnqqR67o8lJxQvwfKR+CJZWB5uJBxXj3j9lPjfVNn3fMGP++RXt3wngWL4cwuwx5rux/M14X44Lf8ACaaqGOSJyP0q6b/esmr/AAYoz9LGWkz7VpScCsrTW2+Z+FXXkLcCvTg1ynj1ot1GBPzU5c1etNC1O90q41K3s5JLO3OJZF/h98dSBxkjpkZxmqygAZq4u5nJ2Ii5xjtVY/6yppT82aiGM02y46DWGKQYokOTUbMQKhuxolcVsVqeE18zxdpEY73cf86xi1e//DHQtKm8LCWyWN5n/wBdMQN+769selc9eryxOqhT5pWOh+Jtqh8DagVHzCImuJgQCLPcCuy8VTmbwne2Ny26VYHUse4A4NcIlyFQEnsK2yZ6T+X6nk8TLmdL5/oPd2GTnk1GGYD3psJaaYKqszOcKBySasfZ5ElaOZGjdTgqwwQfcV7aZ8s42RC7nAyOao3Iy27vmtO4UKhA6jmqDru5NUx0nbUAx2qc9qYJGY9ae42QjFVPMKnPpS2N1qTzAbh9Kz5Cqsc9u9Pec5NUppMg81MpnRSgyeS6wvDEfQ1m3szzrEHkZgpONxzjpSvJ8pqpLLjbmuetUk4tNnfRg0wk44BqFnJPWmyTAkU5UZlDc49a4rnVy23DcahlORirIjGCT0qtJwxphHcgRiDinFj60qjk0xzg0tjbdinlahk6Upk4xULvmk5GkYsN+BioxKyyqQcEEc0xmqMtWbnJdTeMTV07Tpr6Jpt8cNshAe4mO1AfQdyfYAmu/wDDunW8Vo0umqY1kUo9/Mv7+QdGEQ6RL1GeWIPUdKfoc+j2ev2k+su92qwMAJFykR7bUUYXrxUtjfKlh+4AaJGYDHBUZOMj6V59XEPl909LC5epVbVfuLsCy2KXEGnzpBbTn97ZTwia3c+pRvun3HNYcug6bqkc1xLZ3ejLESsk8SG5tlYeo++gPUdRWgmoLJIzP8q9cnoK0dL1fVRo2sWdqlqlpqXe4DbyNu3IA6ZxWVHEzjudmNyulJJ01Z+RxUvw61+SNptNhg1WAch9PuEmJH+6DuH0IrBSzu9N1i1ivrWa2lE0ZKTRlGxuHODXpMVrFrOqWtnawmHUC/zPETG0YA5bcuCR6Gtfxro+t6D4dLT6gur2f3AuoW6zyREngpIfmX65rp+txaszzJ5fUpta3PXRGslhnPBXIrzb4p6e174OmlAGYwsnT0r0O3lVdGhcnIMKnP4Vz3iO3+3eE5ISM+bAy/mK85O0rnfa6aZieDojD8O9Nij4/wBG3n6nmvCfHyqPGF6y9X2sw9GxzX0L4bt5LTwpZWtwhSWO3VWU9iBXiNxotv4j+Jupafe3sltkStGUj3lnVCQvsODz7V0UHeozCurU0jkdKt7i7uPs9tDJNK+MKi5NdtoWhaebwQ3ZXUbsci2glxCoHUySDr2+VPzrD8JrC1lqguJplj2R/u45CokOTgEDr9K9Nn1LSJL/AE5NHhjhCWXlvH5ZQ7gRwMgc/wA66Z1+RWRz0sF7WacnZMma2ljkhuBdfZ7yHiCW0Ty0t1A+4qdNvqD1zzWVrdrYahLt1GwWG8mBMd5pUHyORyfMg9cd1P4GrkupgsEKEEHnNOh1L7NqumvDB9pkiuFmMQIGVGQck8Ac1y08TNS1PWxOVYeVK0VZo4y/8C6qsH2vSwmr2feWwzIUz2dMbkPsRXJzRyQyFJUZHXqrDBH4V7bqN1Ff+Ir3UHtX0y6nKvE8E+1vlUA4ZD14zg1SvNXvbi38jWEsNdtmBQrewBJ1Hqsy8g12rFxe54/9mV0rxVzxktTW5BxXeTeHfCl/LciG81HRHQ4VbyIXMCt6GWPkDkdQcVyuq6FeaUFlkVJrRziO7t28yGT6MO/scH2rVTTOVxcXZoyD0r2r4AXm5tYsmbhQkqj68H+VVPBPwct/EHhaPVtSuriGW5BeCOLACr2JyOc9az/DFjqPgzUvEtpHctFd25hQSx8FlLH+YxXLWnGacUdlGEotSZ6t40tAtu7pz5ilCPqDXnuk6bcX8aXAKRWgO1riZtiA+xPU+wzV7xHqF02jQXtvr2ozqbkwf6QiosxCZZ48c7VPynPqPcDvrez0RYtWN9eJc3kUOIhcOg2ApnCKMBeT2FbYGp7Dmv1scmZ4V4vka2V/xt/kN8O+Fra2iS5iVzv5N3L8r7f+mSfw54+Y81Z1LRI7iJnvYDdIg+W8hbE6Lz99Tw4Hr1xWuL1Yoo1YbRtGAOmMUyO4R8scbf4s9MVnLHVPaXOiOSUfZcrXzPOb/wAMTywy3OnSLewKPmaHqo7Er1FcpMjxuQyn5fUV7YjWF1p1g5iuIZY2C/aI4WTauSB8+MbentUWracJmMd1Z2WpJjOZwIZh/wADUYP6V6kMwX2jwJ5JJN+z1/r7/wAzxAyBV56moXYEV3mseEtKmlDWd62mySED7NfqQo+koyDXMa54a1LQwGuYcwv9yeI742+jDiuyGIhPZnBPCzpNpo56QjBycVQd896s3EnzsSSSepNZ8rYokzelAa8mO/FULiQs6qDyTgD1rU8NWun6v4mj03Vbye1gnbak0c0UaxnqSxk4xjPA5JwO9XtGsJbTWNZg8xrR7K5WEPcwq1xEu8qcEHCtjqRn2NefXxEYxdz1sPhJSat1F0Xwo1w8barJJaq3Ito03XEo9lPCD/afA9jXepZC3sFsl0+F9NZiX0t35x2cTdfN/wBrp2xikm07TNC1yZdOLukltE7Ss+9iSTnJ7kkZpz30cjKA3614eIx81K0D6bA5LTnT5qu7Ob1PwrZzSFNHuHimLY/s+/ZUmGf7rfdkHuCD7Vxup6Ze6ZdvbXtrNbzL1SVCrD8DXrdpNov9u2f9tRLLayRyJIpQuSuARwOevepxOklvdJayw3+nxzyCK11ODzgqZ+UBm+dOPeuujj04JzPOxGTThVcaWp4aSV6mo2bNeoaloXhbUIWE+nXWg3LAFbm3kN1bZ77k++v61zEvgDUpLWW60m4stXhjJyLGbdKAO5iIDj8q6414TXus8+dCpSdpqzORY4qu7c8VPOrxuyOCpU4KkYII9aqMabZcEITTGNKT6V0viPwVe+G/Duj6jeCVZ74yebCYyBb4CFAx/vMrZx26dc4zkzZI2dPnkgt47iNyJJhvdvU1qI7PbG8J/fIFUkfxgnGG9RRRXkPc+piv3dzIa8kl1cWbBRCeSAOTgZx9K6qGV/IBziiilLYqg273NjwIc+PVUgHdZt1/3hXZfFFR/wAITdcdMYoooRxV/wCOXdPkZ/BtixPJtE/9BpJyTo1qPUKKKKnqZsq2sjSWSljkjcufocV88eIdVudE+I+oahabPPimcLvXcPmUqePoTRRXThvjZyYn4UJ4Vt0EMtxyXGMc8A88/Wuvtp5L1/IuG3pxjPUe4PrRRU1/jZ6GBX7lBczOLdZSdz5Klj3wSMmrWhsWthMTmSX52Pv/AICiisDuXQvXY+0IFk5HYjqPcVxT63eSziBinEgTeF+bG7GfrRRVwIrtrY3UURBY04VTwKp3sv2eLy1jRoLqZYbiA52TKx6sB/EOoYcg96KKui/fRjmEU8M3Y90+Gzs3gSwjY5EKtCpPXarEDP4CuG8cWkMGu6pdIuJJorcP6HDtiiim/jPJh8L9Dj9c8QvrEkEMmnWEBhQJHJArqyoOigFiAOc9OvNesWTC2iFsiI0fH313EnuST3oorWbOjBJO9y0p8uaS1X/UiMSqv9wliCB6DjpUYbzL2C3cAxOrOyn+LbjAPtzRRWE/iO2HwM6AyMYipORjpWSjss09sP8AVxBdnqAR0+g7UUU3sY00uYpJiad2kAbyW2opGQMqCTj15xUN1bw22n315DGqukLO0eMxy+zoeCPwzRRW1CTU4q4sbThKhNtJvU8m8ZWFvp2vzw2ylIyqSBc5CllDED2yeK5GViXPNFFfR/ZR8PT3ZDZ68+jy3EZ07Tr+KZ1cx3sHmBWXOCCCCOpyM4PcGtHQ7641jVtRv9Qk8+a4cTS7gNrsSeo6YHYdBRRXjYz4JH0eXfxYf10OxIS2R7u3ijiljA+4uAwyBhh3FS3ChLohemelFFeBU2Pr6KSk0i7oLkobk/66Qcv3wCQAPanalPJG4nVjv+VD6MpPQ/0oopfaKitDNv5Xj+ZGIbgA+mTioRaW+1E8lcqeHGQ+fXcOc0UU4SajoxThGcmpK5k+J4UvdKv2uFD3GnpA0VyQBK4ckFXb+MDHBPPvXnLdaKK9+i24K58VVSVWSXcYTg5FauoeJ9Y1TR7bS72+mntreV5UEkjMSzBRySecbePTJ9aKKb3A/9k=", 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", "info": {"video_id": "155278", "label": "pushing color pencils from right to left", "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": "155278", "label": "pushing color pencils from right to left", "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": "4f42cf529a8f88ddff6ad606411d7ded58335255b0dd2fe51113b33ec7db7bd6"} +{"episode": 19387, "episode_seed": 294462231, "split": "train", "timestamp": "2025-10-13T03:02:17.894946", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 294462231, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning a coin that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "36712", "label": "spinning a coin that quickly stops spinning", "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": "36712", "label": "spinning a coin that quickly stops spinning", "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": "531c97f1e9bda86853554c6e120fbf62e0cbb3c2919f78fe4f16156952c3a1d8"} +{"episode": 19388, "episode_seed": 882896732, "split": "train", "timestamp": "2025-10-13T03:02:20.033629", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 882896732, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling pen on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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XSFFEO0rnOMbfeqQMkhTawYAAt3rd099uj3iggvIwQY9+P61zr3lraXEMUxxJKMKoUsR2ycdBnjNdJCpOiXUqDaysHHrxtraj8ZEjgJtF0zX5ru61HWms5ftarCqw78hiQox25FdFY2sctvd2It5FimTazRKSzEgqeDx0A9qZNpsUuox+WGxdX9vIygYVVUHP47if0rqxpEKrh089EUbo3k6hRx/nvWs9WJO+x534XjNrerpTwSTosBR2UEMDE5x+Yauxs3lm8OXsdxCYZYbuQFDxgF9y/hhhWXZR+XqmmalZPLFJM0zXUBOVSNuig45wcc11s9qG0q9cj95MAzkjrjAH6CtIxfI2ZLSyZxsykMGIO5j1UZx/nFUrlD8z5JJ/u8VpyACTbluB6fWqMuBg4f7v6euK886DLdPkyrDDZJz/AJ+tXvDsfmvM3pj8OvFV8KGO5enfsPStHw4nly3owR90nP40M0h8RNfyBDzVa1s49Qtnjzt29x1B7Gn34E10Ihkkcmm2ccmn6gqjJRgdw9aIuzLkr3kb2sXDQ+FrdA3zx27ZfB4OAoOP+BVxlp4Z02Oa31H+2Emujb75LIxkk87SdwPr/Ku+vokFlYLIB5UsZjcH0IBrD0LRwdVgjzIwtrBQTgD5/N3MPp/Q13S+E5PJGfr1iNQ8LIUSSE2TrMgVCy4RscsemR3pul3Hn6JqKxWk0s9qZo4dvR943j8Rmur1exitNKnllhlmJXy0YSDKljjJ7HGfy4qpoEcml6tqNpbXJnsj5ckTsoB8zbhuMD0FKEW2khS0lzPYs6vJ9psbG6TnzYtw5x1AP9a5512SFVJBwM/L17c11WsWKW+k2UUYISHKj16VzMpUh/myAcdOvNYYhfvGVB+6ZNwmwbdxx39KqXCsinJ+UY5781pXGPmA3ZJ43cDPpmqbIjxsBnJHBPp7ViaGhEpDgrgYOKsIgDl+O2CewqFULN3zjBJqzCNoTOBjIYDoPegTJ0QjZltxxwcVs65bMfInVS0ZjaOQgdAc9fzNZkA3MvII3Yx2Oa6i8u47f7NCyswn3DcFyBgZ5+vSunDLciRg6PH9m/tCafGZWVxK7E7iBt5/ACl1PyJ7nTp7eVEkgdpGdT935fQ9e9PupLeC3ks4pB5iqX2g5wMg/wBRWHrrvbRweXIwDTKG5ByMnjiqn7rsi6cOZWNnRrJraJp3A/0hzcMQR8zMc/yxS+JE/eRMDgmM4NQWZxfzr1AljIHflccflVzxEga2tiSOUK/yrWv/AA3HsZqNnc5J1O1cPkeq+uKoTxllBVy3p32mtS4jBCqSQR04/nVCdAFZTkDPH1rzjQWxcQiR3kCIgyzPxtHNXLW7tJ33w3EbhvulcGudvdKbVJYI5ZX8hCS6A8OeMZ/WrNtbaXoNz5zzpDGGAyzYGe+KpWsVy3VzrI4wqjBJ68ntXQatYzTw208Klmj3ZGecVwsXi7SJLhIYrrzWLYBVeOcV395rENuLJUKFJpNjFmClc5xjPU5x+Ga6cOtzKRmaTGLFbu4GPKkUABVGQV6foaXUrqC8htUlEipDLvdmwCeCKZc6raNNLYQEGQxNISvAHGTWT4lQJpikJt+dTwpHf3pz93YulBNWZt6VHbwoD5h81jueMrkqzHjP5VP4gUGK2cjgoc/oao2oKX0zneFKRkkfVutaWuYOl2zkHGSOhz0/+tWtX4GvIz5UtTkJEVY0bGBkAbu9UZlQxFgNpHykn0rWljAXbtUjHOf89ao3C7SSACP6e9eeaGbKmA33SMYPP5V0AKBMt8qRjcWboPXNYZXYxxjPOBjrUuvykwxafDxLd5WRv+mY6/mTimh2uJpJmudSa83HbdNwCOBGOg/Ln8a9F0zyU0e6e5dUgCsZHbgAYGTXEaHGULM6gKg2ZJGAMEn+lN/tmXWY/s6/u9MEhZVH/LbB4Zj6dwPxrSnPld2OUeZ8qJotRtWme8nadLe3fdAuPmZc9+24/pW1put3V551x5gPnDLpsBEfbbn6VyqRx3kzTHIt4x8g9f8Aa/wro9MSGytXjkZUlkk27ec9Bgccd/1pqpKRo6cYljTr63kVHEIeIMtqg+6V55P6j8q6WM+fplzkDmM/d6d+lcXoEZmtjCpAcXm8Z6cMprtNMJkt7gYG0qygjuf8muuPwowqRSbschLkytuxgAZ461QbeD91gBkEHmtJ2yGJ6ggcdqpy4GV5JGCK88ZlyAZZSrDJPIOQQat6aTFHdtzkhcHPXrUEigAk4OP/ANVS2aFhMu7IbaQPTrSexpD4iXTVaeZppRg5xWhJGHmDjtSRKIYtg6mpYgTuDKASOOetSaVHZWNfU7zSI9Jhiv8AU7W1dMEbpFyDjpjrXO2XivRLe6kmglmuJwDH+4hZlYfUgDHSn6/4Q8OWpgvJLaV7+9uhhA5bzTnlQuRTjFpNprNtp1rpFvHvDF3dMkAA+v0r0na2pxW6lfVvFl1Dpscb6SPKYiVQ06L0OQSAWNZtt4k8S3EubHQrZHkLS723kY6DrtHAwK3tVVP+EddIwqjygcKfp2xU+mKXitplKkR2pVyT0Py1NJ3bNpw0TZfH9qyeGIJNXS2S7Ev3YM4A5xnPeuek5jdsfQL1rsr1t/h53AxtYEZ/D2965STGFwcEjPHP4CsK/wASIiZkhLBhgYPIqkcHbtLAg9GHf0rSnww4b5sEdeMiqLr8/Ocnjg1gUi2rMASFJXqfUVdhHG0fMMcgDv3FQKrFcLnJ45qymQxQdVXI/wBqhAWLEAzRYKglxlQPeofFd3KviPS40lSQIhUW7FgDJjIJI9jx2yOat2AK3VunrICTnrzmt+90/dcWt/CFWdFCNn+JSMH8QK6aCfK7EPc4SKNI9b1ZvMKsluFww7grnHt/jVzV7WTUIYlgH3ZQ2WwBjn0roZNOeV5bh1OZAQYxg43BQTn1O0U6LTXckFcc4z1rZUr7jjU5dUUY7VltfNbbl3GXYAFwMjH61Z12ENplttxhWIGQCD/nFbcFosVr5LEAkEZ9/WsvXIzHpCg5do2HI5z19aqqrxZPMchP0LZ+Vuc46VQmAK7iwP1Hp6VqSjI28MAAcAd64+zM+qeK7jTJNUns4283ykjjDZZULBfYcHk/zrgjG7NLl+4vYLDTp7qY5VQOnDMfQe5rJstDm1xvt2pAln5jtx92NfSqeg2914gvY2upnljhw+xjxk16FLEsMa2MH+sdf3rD+FfT6mh+7obQV1dnOJZWsMfl2tmPQPjAz7etOkXUUurSczEGDIXgMFz3weDXTG1jht8lQMfdA/kKztRENvLHDc3ixXLYJtkXe6jtu54PtTpuV9By5eo5p7W01i8mupI4Q1oY1czKu5tob144xxS6nruh3lt5Ump26/MCfJzIePpmpNM+F+l31sb2a5u5ppSz5BRBkn2XP61vWvw40eP5JbaaZM5Cy3EjA/hnFdqpR6nMptPQwG8beHLezaP7RdOSchUt3HTPOTj1roI9bsfEfhoXFkkyxxzbCJItmDz07Hr2rZtvC3h7TY8Jo9gpz1aBSfzNGrJbpo3kW7RhRgogIx17VVRe6yLs5GVDsL7ecYPqaoOoKn5SpH4HFaTDgYGMDBbPf/8AXXNeJbia10mSSFiswlXLocYz2/GvOSuzUlIYsuflPrniq9iw1DUbjUnJ8r7kGRjEY6H8eT+NZurkQ6FDqVhrWoTBrj7MDcRLGs5CbmeLHO1ThTu9R7gaduhSwEScYFOUeU0pau5Pqdw4toNLt3/f3il5sdYoj1/E9B+NWDbCKCKzQYdxhsfwoP8AOKo6RbR6fHJcTO80jHLSOdzOeg/LoK1oFdUe6lX97L0HoOwqWzWKsZer6pa6PCsc7ODJnCxruPAyOMjjOB+NaB1uV5bnUZYeJwpWJiRsxjA4B68ZqTXobCNrfT/s8El7tDXlwyBmTJyI1Pb39h710fhSztFSXUbqZIwp8uNT3H8R/p+BreEbNRXzM3LRyfyOXsfEPiDzdmmeFRIMlh8kzAn1ztUV0/he58ZTats1XTLS1sypL7wVcem35iTzjrXU22saZKzJbzGV0HzARtx+JApkWv28wlxFOPLGfnj2Z+ma7dDl1d2cpMNsrgnAGQfzqhKrI4IbI5wAOcYrSuCrXUhTKhyWIPpms+44dSuQ3TJ9Mdf5V5stzRGfKpJLBzjAH+R/npU2nqqhyB6ZrnbW5+2eNZtLvdUu7W3eTy45Y5YkWPoSWL8YxnjqTgVa8PS3SalrNrdSXJNtMI1S5xvXBYfNjjOAM44ocGo3Lg/eOl4Mi5OO1WYV+8DtYbvvGoIs+ao68cgjp71biXb5eAeSM+/NSkFR3ZZ8XabcXzaXEkcOzzgBJKCQuSQwOOxBH5CqzaW9p4gsijxNEkSoivznIYE59tv612lzDDJZtDMoZTnP59qgS0iJYlwWbnLHp9M16DhcwTOXW0eewWC4JZSgUr0xWzpemo1u6rGq4UIoP3QOOKvG1tLU757mFRxktIB/M1L/AGlpsFs0yXcBiB5dW3L+Yq1GKQ3KTKU6EaHcp3QY5GOmP04rknUYIyAAcgCuwudSsrjTpXikVllDAMg6np/SuRYYBBIIU8kjqa5cRuhrdmc+QSr7RnH0qhIp6sRtJyOOg71F4oup7PS5ZLWZ0cunzj0PasbXbPXtD0XTL67vrsTXhkMkTJgQYClQTj7xDZx2/OsVBvUq9jrY/mkwehAyKtW6h1Lnqxx+tFFQhl2xb/TImx9yVcVtyX0rtg7QAe2aKK66HwsiW4xtTnjPAjPAPK1lax4k1C1iLQmJSB/zzBoorclDr7VL46ZbzLcskjY3FVXnI9xRe3U8sUavKxBQEj1NFFZ1Hoy7LlRiuSIlweoyT615xfajPpPiq5vrbb50cr7d4yPmXaePoxoorlp7jZreAj5K6kygExxpjP0au00dA8DTv80r/MzHuaKKifxHRT+FHMeOvEGoaNqGnpYyLGWYNuKgkH2zxTbW1RLfzyzvM58x5HbLOx6kn1ooqnpApfEek6KzppFvskdcrnhsd6kuIjdhxNNOQDxiZh/I0UV2/ZON/EyCW0tzarA8fmRpyA5JOfXOc1VmASOOJBtRFwqjsKKKVT4RJ9DPkAHlp/Cx5Fcz4wULoMrD/nsmffmiiuNbos5bWvEba2lvDLpen25hRUje3R1KIucIAXIA5zwOTzXWyHZbnbx0FFFOtujah1HRfPJBGfuk8itCa6e1ia5QKzwRSSoGGRuVSRkfUCiis4fEjSfwsxoExZJMxLyuPNd2OSzHkk16Nph8rTLaNOFWJSPqRk0UVrTerM6/wosu7/N8xFVS7Oh3MTxRRVSk+5zopyAZPGc1RYkL67WKjPpmiismUedajqx0zXtTiNhY3sUswcx3cO8BlHBBBBHU5GcHuDWr4OvbjUr7U727k8y4uHSSRsYyx3dqKK0n8A4/EdtGdsMpHXmrI4Xd3IFFFZAbEMrGJCeSepPJNSO/ThT9RRRXoGRE21y26NCMdCtQGUxxlUVVUHG0LgUUVm2xkEzEque+TWdcALAXXg9aKK5pu5SOY8YgHQZGxg+bGePrXEXeu6lf6ZBYXV3NNBbyNIgkkZiS2M5yecY49Mn1ooq4bAz/2Q==", 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", 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hSCpHHvXV3zqltluwpM1pu1zEkljNwu7HBxXQ+HrIWOtGfd8skRDL2z61zYsjLEZhnI5rqPC5a5ZFkHzLGVyfqK1pP3kTONo3OX1qxt9d1lra+1EWMC2zSFyu7DHL5x34Pb0qxodhbaQ1tBbSLeL5eBdKrKGQgtnb+Aq1qNqsqm6yRPFazwgKuS7bQFB9sZ/IVv6bonlaVaohfiFDjIwfkA/pXTU1ME9TgJIRoPiiaTZLKs14k4RkKNtlBQ8exORXcaK/l61cWQgkjhNohjdx98qzBvy3CsjXrKJpL+SzaW0vLERC3RiG82TduznnHXvXZWS/a7mC6kHzxowXAxjdjd/KrpRd2zJ6b9Ti7lOG3DhRgd+9Up1LqGLHgcHGDWpeRiCV03c7yMY+tZ84BDcseR90fpXntanQZTKW3sGJZfX+tMgUGSRWIBDA+2asS7TISclT6d/UYpEjRZGfjBwq9xQMmiAGDhgW/PNWY0Bf+EqAMeuabEnDMBznIBHap4VYlAdoOc/p2oEzb8PbVnuJMjakXJ/HNea+NZp7m4ZLdJJPs6KJSilgC3zc4+tekWKyLa3pDDBg7fQ5Fc1c3Op6Pe6tLp85TzUjdHEYb78mFXnjpurspfwyHuQaJpweyuJJE2mSHKDfn7w546jnFZXglHSGN0iLXSWZRUbPO2XDDb34I+ldtFptwt29xsnM8mR1Ccl+gbseM/jXPrpv2XxnCbw3EEbXUsSuFLASOmdu7vz3qYrUUm20dLBDGnhm5tEUbbWVoguc7QGyB+AYVz8wKvjJ28DPf/8AXXS22nCwttZSJmeCUCcM56uV+cfT5R+dc/MuQoG5OcnH61OJWqbHDrYy7kKSw+YjHDDmqWB8wJ5OcH39q05xuAGGGcnOKpFGbCFN2M8n0rmRobEl3axMLaW5iWUjIQsM4+lX7fy5QrI+VHTA4rjLTwxbrbma6leS5Y5MjH5ia2YPEWi6ZbiFr+MNG3KL8x+lXbsOUbHd6BGC8ykNggAj2561l3Wky5FrKACSRGxGQRn/APUam8H67Y3yzvFIdgIGSMdj/jVttctpLSW5ufLVreRxtVg3IPHTocEde9ddNXp6mElfQutqawTp5iyMQg3KoG0t6+tYKQ2rXJaSQoBK88jHoMn5Qfz/AEqxHPHqBW5RMpJErLlSeMt6fSsK1UtNraDOeo/I0o/xEuhtypwud3YhSjxKSwClSduMnH/16465RTMBtJbB6Cut0pv9JKnfk84YH09fzrmrxFF1KMY2MRz9aWJd0mzNJRdkY8oQMVwGGSOKpSxqHYAr8uBjocVqTJ947VU45PtWfMuWxjBBx07VyGhLpQ2SSsRlgq8DueabrbeZHFp8TFXnO6QDqEHXP1OB+dTaaFKy79pjwOe2Oc1j2zzX93LqODichIh3VBwo/r+NNDirs7Hw+JG+zGQgsXGOOwOB/Wr3jC9htp7aOFib5kGQOiR/3j7nnFYt3q50ZLVLeFHu3YiJDyFVerHHYenc1m3MrFWllkaa+uTuaRxyT6+wHYfQVrGpyxfcIw55Xexqw6vDZr/ZlpNIodvMlkYZwccKM9z3/AVqXupu0tsJyPtEqmGM+Xwu4DJrAsNOjWaEEbgGUyM3fJ/rV/Vpopb7TpI3DqtwASufb1pxk2ackVodJp9zG+UigWPYxj65ztXII9OtM8TLtuQy/wAUQ/majsUaJi67WE8+UXnP3V/LpVnxKSGtWJHzJgk9Oo/xror6xfyOa1rHLTgrtwCx7kDH5iqU+7YpZSxU8j2/rWnNgFiN3y9jVC4AJ4yBnv3rhLM+RAykgN24z2rT1OV2nSFeVPBrPdc5CnaRzkHp+FbCQhpjK1SzamtyeOJY7UR9yK09AMVpM7zSRxoBy7sFA5Hc1mszMflUMKuxeHtP8Rxm01CNntwyuAjlSSM+laUfjRNaV1Yz9X1nw5a3Um3VreYSv80URLlTn/ZzxU0PiuORYY9Msri4W3Q4eZViAUe7sO3tWdYaP4btY9QuLfTftFvFMyxySAsoIHK5zzg+o71paQ9tPb210lpb25kVyFRQuAGAHIFdc2jCC945248XahPfSrb6HFLI0gmkBlL5wOPujgdD1re8Mal4tvtRtvOsLG2sT8zlt27aeeOSc/WoYsL4nuNzAB4ABz1ORXTaMHgNrC4G8RIDg5x9aqm/duVOFmY2rqUv5UAH+tbGayJzhyFBPQjPSug1oY1edT0znjr0FY0hBxluG4Ht9K4pr3mC2MufHmAncMjqvrTIVGT3GePb2qaYFhwflIpsAyGI3bemM/yqCiwqEw7MjPT8KtRJ821WAAzlQKrxRlXUnGOnuP8APNW4TjaCRuB9OtAjZ0OESR3EfZ028j1BrFubOeWIQNGxdWTMZON21ty/XnP510nh9QPNywz6+vH/ANeo3u7a7jS9cNF5RYHzOCOdvP6H8a7aSvTSMpE73NmtyVlaMJgNgk7s+lczb6c8yWtoGV0imkuxFkHa2Tgg/U1ekZLmV5EYmNkVlIIGQQfWsO0nleLUmdyzR3A2n0AIOP0ohrU5TZwvC520SZtJoyPm8s5574rip1PmjDjpwD65rs9MAPnLgYyw46dq5KaPEzMD0G3OOmKjFNyszOMVHRGVIp4HmMp59uf8KolGjcnkYPpxmtKSJeWXd14yOlUpBiQlSeTyK5C0Zmr3c2oam2kWDFOn2icfwL/dHv61Yg8OWGnBHa2812+7kZZq1PDeixabZGa5bnl5HbqxrWhha6mNy67d3Cqf4V9KpvsdKXcwIo7mNme0TyFIIwKksI7hNAu7SUiRUAVUbauCzdd3U8kdf5VuSwLiVvMjht4hmaeQ4SP/ABPtWRb6BY+KrmO2a/maESFiUiVd/GO+a2pKUtHsZVOVLzNKDXdItIbdHvrVMWyIRJMCQQWBGAc1Ug1/w9aXs876i7mVgcx27sFAH05rbt/hbpNswMf2xwMH/Xlf/QcVtWvgHw9AyyyaVDKwP3pt0mf++ia64wSdzDndrGDpXj7QJdcWGH7Y73EgVX+zk8nI6dR26CrOpRAalcKAcGRgQenr/Wurt7DSrOVWtbS0tpEBAMSKhI/DrXM6vtOpzOCro3TaepxWWIXugndmLOpD4KE44yPT/OKoTjDcDg9fm6D2rSucoqkkYUgkH9K5O28/UvF9xpj6pcWUREnlLGgYkqhYL7DgnP8AjXJGLbLvYs38zrZ/Yo2Iluzs4/hQff8A6D8a1bSOG1VA8ixRW8Zlkc9FAFcj4duri9uGluJnlKBSu49M9f5Cti9smvbqISSP5QOWiB4fnI3eoB5oejsbRV46dSzpwk1K6l1S4BjjYbY1b+CIcj8T1P1q4kYfddONqn7uf4VHT/GlH7/ZZwg7BzKR6elalulntuJ78D7Bax5kXAPmE8KmO+f8KSXM7F6Ric3ZeJEv1vbKy80+aVMkpXAQKxwFOecjHp1NX7nX54pUW20dLuVMEAGQ7TjsFQ/nmm6ZbJd3mIoLe2kuZFQJEoVIh0A49B3716ZHdaLo0McDXYCIu0YVjx+ArqopOWmyMajtG3VnBRax46uIENr4ZjhQfN5jxNz7new9PSupvDqL6HYSarHbx3hUiRYCWUDHH9K27rXLW1SNhHO6sMjZCT/+qs7XbyG7gSJVbI+bOR6VrVtyswV9DnJVLAbW+cY61Ql5iwWPQ4IHvWlJ8yZbJ3Dp6VzPiW6uLTQ3mt5XjdZFVdpGcEn+dcFrs0LLxjzArknsPb8f0rXzgYFcPqsjQaJBqFhreoSq1z9mzPEqLOQgZnixztU4U7vUe4HbI2SeeMdaJx5TSm9yRFGxec/NgrjrXRaKkjLcmJV80r8ozxuw3X8awoU3KhI5x24/Guk8OD/XsezD9Qa0or30ZTdzldO0OZLTVrrEMUmZRFEgOVGNxBHQ98emau2FrNb2lpGrx7YhLH5kY+8NwwfbNdXNa28lxIw+QvgvgkbsetOewikGfNjUY6bgBXXydWQpHNw6ehvTPsJlcBCSecV0BsxbXELqAFOEGASeMHk+nFPSXTIJBG15bebnhPNXJPsM5p0mr6eboWjXEbS54TBJz19PatGklZBdtnPeIExqjEAZIUg/p/SsC5UgFkKkYzk9q39dmjmvVljcnaNpGO+TWHdACNstgj5iFrgq/Gyo7GdcAufkIDZx054FQxDlsHDZyMDgCsi1ujfeNJNNvtUurSCSXbG8UscYj75YuMYxnjucDvU2hvdjVtWtLqS6JtpvLVZ8B0wW+9jjPAzjIqXBpXKubsRYsdw2MBnpnntirY27kLAAHncRUKBl3SkZwMAf/WqyqkspB3KBkc9c1AGvZyGHR7yTzljO0qJCDhWIABI+pzXDxO9x4RlaQlvm2mVSxZ5C3O4HgcjqOOleh6LCtzYzRyqGWTcGB/4DUS6fNFapYKR5ccgMci9VAbcDj1zkfrXbCLcEkZ31ZhWrJGiRo+8fZ4du1R/c96g0vS5hd3QcKyTykiPruHv6VvjTDFsRUyEVY84wCAOOKv2mmlJlkYdO2K0hTSfMU5vlsQabGEvpslSdxxtxwOTiuZvItlzOmQMscED0Peu6eEeesyvwFKlc9ff61xmpjbqVyPu4YkEjqSayxC91CTuzFl5YjdtJGCMcjvVCUDftyuT064pvim4ltdM86BmjkMi/vFHOPSsnXdO13RNF0y+vLy6E955nmRFMCDAUoGOPvMGzjt+dc0YNq5d7HX3LGS6t7U/6rbvKjuc961Ltvs9lM8YAKISKKKzOo8y0XVr3xE8kWoTFoIJmkSFRtTd0yR3I7ZrufDCCPWAqEgBSRg+1FFbr44oz+wztZZpvLI86Xt/GapizijuTOGmZ/wDblZh+ROKKK6+pyIgMEMFy88USpKQcsOpz1/lVBxl1z2oorCuUncpOokjDHruI/KvOdR1CfSfFl5fW23zoZG27xkcqVOfwJoorKG5T2LHhFABc+wQfzroQ5Ny/+yMCiis5/EdNP4EXtP8A9Tv/AInY5qnezPNfWlk5HkRxG62j+KQuVyfXAHH1NFFEOvoOW6NjwwoTVpWAGY4iV+pOK7AyNtIz6UUVtTbUTnrfGQSyyBwN5wRVacZ696KKmTb3M0UZ+HQjjJ2/hXL+Mj/xT8hwPllTH50UVK3KOS1rxG2sx20UmmafbmFFjje3R1KovRACxAHOeByea9MgGVX6iiiqq7ocdmXQd0rIemwH9av2LsJyMnaeq9jRRRS+NEy2NFXJHQflTGf5SNq+nSiiux7EEMgRHV1ijD9m2jIqMzO8mCRweuKKKxk3YZQkAcjd9aoTH55V6gYIoorne5aPOtU1c6T4g1KL7BY3kMs4Yx3cO8BlHBBBBHU5GcHuDWl4WvbjUb3Vru6kMk87pLI54yxz+VFFXL4AW51qfNsB/iPJ79KtkBBwO4X8KKKxQzb0+5e3sWVAOZD1z7VN9tlVWYbc4zyKKK76fwoye4yTWbpI2KiLI/2ay9M8Q6jeanNBLKgjRNwCoBzmiitAHWuo3rXV2j3LsqA7QQBjk+gqhcs0twGkYsTknPeiiuat8KNJJKWhyni8ltEOSeZYzXHXuvalqGnQ6fdXc00Fu7yoJJGYlmxnOTzjHHpk+tFFZ09hM//Z", "info": {"video_id": "17471", "label": "rolling pen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "17471", "label": "rolling pen on a flat surface", "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": "ced62610e7220f5e9bd31745c765ad422d2511db534cce133241cccd863f1fb4"} +{"episode": 19389, "episode_seed": 1145349859, "split": "train", "timestamp": "2025-10-13T03:02:23.608087", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1145349859, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of an inhaler so that it separates into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 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": "107689", "label": "pulling two ends of an inhaler so that it separates into two pieces", "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": "107689", "label": "pulling two ends of an inhaler so that it separates into two pieces", "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": "c9b271497928baf394342fd7f4cfb79c58119f02e7b43542859a7692c8e55d8e"} +{"episode": 19390, "episode_seed": 3011901852, "split": "train", "timestamp": "2025-10-13T03:02:27.321387", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3011901852, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toy hand in the air and catching it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "81116", "label": "throwing toy hand in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "81116", "label": "throwing toy hand in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2f6d0fd652d818e5b26dbf275e7f320be4016c467fa4d336a2525c99b3971662"} +{"episode": 19391, "episode_seed": 1131071320, "split": "train", "timestamp": "2025-10-13T03:02:28.636939", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1131071320, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "166911", "label": "putting bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "166911", "label": "putting bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "371f4bea2e9c43e1a5bbe4d8f6d4aaa55f2e67e5eab06233a8f6ba4d98f92e86"} +{"episode": 19392, "episode_seed": 3061310110, "split": "train", "timestamp": "2025-10-13T03:02:29.840468", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3061310110, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 screwdriver on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "114214", "label": "pretending to put screwdriver on a surface", "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": "114214", "label": "pretending to put screwdriver on a surface", "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": "24c4695e590b4bd8d0af6f5feeb9a7741cbfecaa26f0de99d4a07620defd3ad0"} +{"episode": 19393, "episode_seed": 3009365082, "split": "train", "timestamp": "2025-10-13T03:02:31.231220", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3009365082, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding plastic bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "161139", "label": "folding plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "161139", "label": "folding plastic bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f14bc325dc50f394a623974a038459cf692be2fee1de9168871e851131d6c2f8"} +{"episode": 19394, "episode_seed": 2789188418, "split": "train", "timestamp": "2025-10-13T03:02:33.743311", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2789188418, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting screwdriver into basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "193281", "label": "putting screwdriver into basket", "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": "193281", "label": "putting screwdriver into basket", "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": "db06c38c1bf0aa2856a8cc5a41db11474b6ad661625c3e0dd1c2b1f96b773bf9"} +{"episode": 19395, "episode_seed": 3884414074, "split": "train", "timestamp": "2025-10-13T03:02:35.181463", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3884414074, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 grater behind food color bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "122578", "label": "putting grater behind food color bottle", "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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qQO2K6ZPmUHOc9/Wk1YuM7rQzU8IaNIABbYxxwatN4P0d41jW22Y7qeT+NakXbjHFWlYZoshuTKdjoWmWMXlRWceO7ONzH8TWB4vsoI7uxWCJYhIjlygxkArj+ddehzXKeNsebYYJ5STp9Vq4uxnO7VmZCkY61OhGPes6OTAxk/jVlZMAYP60riRpxcY5qwpzwe9Ys+pLaRgseewptrqYvLdp25UELt7c56/kacVzMJPlVzT0nWbLV/ONo7sIX2NuXH4j24rXUV5f4ND2qXRinI/e84OOATXoWmXrXaEOPnXrgYBFNpbx2Bc0XyzVmasTANVxM9apx8McjNW0bihMponXhc96sLgiqymp1IBpqRDR4RszGv0H8qVARyKeq/u0/wB0fypR8tSxoswSYxmtW2fKjaawvMxT49S+zkblOPUUhmf4+1F7a70u3AXvJknHU4/Liu+0qdrvSrS4bGXjB+TkHtke3FcsNMs/GGtabbynad3lbmXOM88Dv0rvbmwg026ksbckxW+I1z14A61ooLl5gdaTap9EMTOBg1ajPI+tQAA1LGcYAB6VDAtA9Oe9TgjqKrryOKkQ80gM/V2Ang9o2/mKzWmxxu5q3rjlZrfP9xufxFYcs5HOeamRUUTyzkDnpWDqkrMhwatvedQSKzbyQODjms2UZdlrcdpE9tPw0e5lOPqQD7VymnXb3DzxLGGR2yTnvnI/z71v3NnHcyruBB3DkcEV2OgeA7GLQbjVQwDmZY0UDgYbk57n2reFpJ+RPM4adGZuj+CLq/RXnP2eMjIaRfv+uK7bRPBum2CsbhRdSN/fGAPoK07XMVqkOchRirsOBzjNRJLoaKbLkFvBFbCBIY1hHGwKNv5Vn3XhXRb/ACZLNY3P8UPyH8hxWlE2RkgiphxWbFdnDX/w5Qq7WV52OEmX+o/wrBziJB6KP5V60SfLOPQ15Bu/dr9BVRFJt7kErkciqbybuDViVsfSqrDJyKGJGbdyvaSxXAGURsnjIxjHPtWd4g1uOebTzEM4beQx65OMZ9OK3XeMDbKmQaXSvCWma/qtraxfujJJtLMCQp68Lnn6VdOz91icnB88d0b+hxtqEtudkrhgrsIVyMdfvHCgfj+td0pJjQ4C5ycDtzVaDRbXQ9TnjgnkdYiEVWxhcKB2FWi29snrWk7WsiKab959SzE3SrAPTmqkRwcAGrIrE1LAPpXJ+NW/e2P+5J/Na6lDzXJ+NeZbHP8Adk/mtEXqTI5Ysc8GnJcMrYbpUZ45zzSeZgc1TEM1NWnQMh5ArDs9XWySWCcEPHudeOe5H1Ga23nKdtwqjPDpN+wFxEyuOAy5BBoi7MTjdFDwLPJf3E9shjG5i2WfBx/hz+Zr13TtOWwjjG8SySgs74wFwOg/E1zvhbwFYW3hybVVuDE8sqxqsYHGG55Oc59O38uviCwW6woSVUYya3ajBWRDnKrNzkCZB5q0h4qsAAc1OjZGeRWJoTxkc5PNTBvWq3Q1MpxjFK4jxeNMxp/uj+VSCHJ4zSQf6tP90VZTrVAIlmr4zipRpCTAjOPY1PEoA61dgG5uB71IGRD4dvrPU7W90+7gSSCUSKs0ZZQw6Hgj8uldgpmYFp5mmmfl5G6ux6n2qoh29AasIx61V3awFhB71MhxgetVoSXGe9WF+Vd1AEqEgnPQnirCDvVePDAcgDtXJre3194yu9MOs3NpEDJ5QiUNllTcF9hweTQldg3Y1/ETfvrX/cf+a1gSAEEGsvT9WvtQlLXl1JPtQFd56ZPOK0WfK1EtGXHYieNe4qFoFJ46VYIDHvTlUVkWVH0dbgEB9rH+IVu+GbTVLGxayuL2J7TzmmEcUZUu5/iYk8/QYGTmm28WMHH0rYtQRgYxVRk1sJo04l5HJ+tW4xg+1VFbBVe1XI1ORinuBYBJUEetToQfwqupw23uOKyPF97c6d4ce4s7hoZvNRdyHnBJyKVhNnSHhDnH3T/KvHV+ZF+grW1PVr+DRY76y8Q6lKpnMGZ0VFmIXLPH32g8HPqPoMe3OY0/3RV8riSncUxBmOc0C1DdqmFSxqB3xUNlEC6UswIPH1pbPQtRsNYtL/Tri2DwSCRVuFYqDjGeCM8Hp3rUgXLDFaMHGMCiLadwNNDM43XEzTTP8zyEY3Mepx2+lToOOvNVYycZNTQkuM96q9wLKNjA9amjJBOeh6VEvyru/CpUwwHOB2NAFmMd65Xxn801gP8AYk/mtZ66pcT+N7nTLjWLy0tmm2RtFLGix9CSS4xjGeOpPFY015fy6zdWt9cXMhtXZEW5xvT5sc44zwM44qlFrUhyu7DzECvNPW23YB/WpF6VPGgJ71LY0QjTVbn9ajn8NfaFPlzBH7NjkVqpjHXIq9CuADg+ooQEHhi11fT9NGn3V1bm0SRpVSBCC7t1ZiT27Acc5reXJI5NVI2PTBFTByCo7Vbk3uItDgjnin5JGR61GgOR71IDhtvUjihgTKQ1Tg7cdK5vxbeXGn+H3uLS4aGXzUXenUDPIrnNXl8TaNpGnXdzql6st0X8yIrjycbSoJx94hs4/wDr0lFsTdjCh/1aD/ZH8qsxHLY7UUVQF5OlWIiRIACRx2ooqANKIlYQe/vUiH5frRRVATpxip3PQe2aKKaAcjZwPavN9T1CfTPF95e2+zzo5m27hkcrtPH0Jooprcl7FbRBiaQeiAfrWyzHANFFZVPiNYbD05Ge9TDg0UVkWX7EbmjySeM4raiPzYoopiL6HJ5q3D90miiqQhyH5vwzWB46Y/8ACLN0/wBdH/M0UVXUT2OE1XX21eCKOTTrGAwoEjeBXUqgBwoBYgDnPTrU8HESf7o/lRRVVOhMCZGJbb2q0goorJmhZhJ3gAkcHpWtbfLAD396KKEItoTtHvVhOooopoCd+MDtjNPU9B7UUVTEjzPV9XbTvEmqIbKyu45bjcUuod4BUcEYII69M4PcGq9jdz6hqV1eXL+ZPN+8dsYySaKK0fwmf2jWVjjPerkByue9FFZMstDgcVbtSW2EknjOM0UU0BeJJbFSqcnmiimLoWY/uk+gpFPP4ZooqhGD43Y/8Iy3r50f8zXA3Otahe2ENhc3UssEDtIu+RmJLY65POMcemT60UU47Cluf//Z", 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", "info": {"video_id": "122578", "label": "putting grater behind food color bottle", "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": "7f4f0b6d2b8ef059f7f8c0947900d5deba87181a6af362a7130f20b320389f0c"} +{"episode": 19396, "episode_seed": 1815684255, "split": "train", "timestamp": "2025-10-13T03:02:36.889758", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1815684255, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 steel bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "50905", "label": "pouring water into steel bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "50905", "label": "pouring water into steel bowl", "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": "5967b385e3bfa95b209beddc3fd3e84c7a444a83be896424d02d3d04853d61c2"} +{"episode": 19397, "episode_seed": 3202231136, "split": "train", "timestamp": "2025-10-13T03:02:38.249033", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3202231136, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping a dowel rod next to a plastic cylinder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "128714", "label": "dropping a dowel rod next to a plastic cylinder", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "128714", "label": "dropping a dowel rod next to a plastic cylinder", "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": "21eb52f3af6ffb9aa29b011be5cc5bbed2e0a689b80e6aa1d993f6b697326b14"} +{"episode": 19398, "episode_seed": 4284970488, "split": "train", "timestamp": "2025-10-13T03:02:42.404356", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4284970488, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 brush on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "82103", "label": "pretending to put brush on a surface", "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": "82103", "label": "pretending to put brush on a surface", "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": "477887e32c63c1834a06b570829831c6814972376912d307e38297916eedb612"} +{"episode": 19399, "episode_seed": 3088230637, "split": "train", "timestamp": "2025-10-13T03:02:45.186620", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 235, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3088230637, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a hanger 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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", 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", "info": {"video_id": "189271", "label": "poking a hanger 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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98Qz6haCMr5LxYYvkbduDyeox3zTTTMHRlRTdk0Fz4b8KvBPPd6agikwXmupHULj+5uOR+lXFSw1G4tb0vJ5EPNouMJnGN+3vxwvoOe9QposWp/6Trtus0pbdHEzfu4B2AHRj6k9T7VzPjjxjHZ2zaVp8iy3j/u2eM52Z7AjvWiVhNP45nW3viHT7VzGJUcqfmEYB5+tVpLCG8vGuBqMcbyYyoQnbXn/hrSruN5XvjghC+1j0b+EH+f4VaivXsJ/3rke5Pancy1qK7PWINLtrfV7e7t0VSYPLYr/EB0zXnPxntPNvNJQyKiN5rDccD+Cuu8L+JLe+ItjKMj7uTWt4n0+z1G3ijvYIpYkGf3mMY4J59OOaTEtGfPcPh238mOaW7BXOZFi2swXPYE8nHauyGl+CL60ittOurm2mCkySszZBHXI53H8gK1rzwloGoXKXFpb/AGVed5j4WT12r2Hv+VV7zwHbzQ+ZpF3JYTbuDvJU+ue+feoZ0RpTauaujf8ACO6QYmt2UsIlR0WPcGKkkOTj7xzzWxeQ+E9XhZ7zT4g7nLsluVYn13AVx8Fl4q8Kr9rnuItWsEGZkjJ81F7kZ5OKt2enaPqF1NqcrxawlyQyl7zymiGOgQ8A/jStcp1pwdpJI1xP4K0uJAYjN5PKfa5wwT8Gbj8q07Hxfa61cvYWBi8yOISENG7YXoCCQo71U0PTLXSraWOw0iKCCY5kMs6vv9NxGSQPTpUkevxapePZWKvcsqgTXKpsiRfRT/EeuMfXNCiTOq2rRld+SM/UL7U9UdrWwimuoQ5imusjy4yOqqoI3ehJyB05qQaLYaDby3ItxOzqFl85FO72xjGM4/IVZvdf0zQLZYpY1t2xtjijXAI9h2rPTX7PUI5I71XSAEFQrYLH6+1aJGUmo6bsytSW+h1Sy1uxUubSQtKFHSNsA/0r0mWzt7+OKd38vzVBU+jVl6GNNkt7mC1D5mXDCRslhjjtW2Lf/iWLGowYwpA9MUGUdDwO88RXt1LksQvoKSK4vb/KqWI9a3rPSNMtRm9jLuTwoOK24NPsnixbDyAORjnn3rJRbPVc1E4UaJrL3QAt5vIcHLjp+NaNj4R1q0hkW31OD7O+SAxdSrdiCvQ13MIeFdjOG4x7Uy6kkksPLs9iTs21HI+WMZwWx7YP44rXlsc9V6Xetyqby/itLbSbF1u9USFBcTycJGccs3uew6msHULCK1uMajPLqd3xvaZiI0z2CDj881rT3EGg24trZj57fM8hOWJPVmPcmsyLTLjUNWsjMGFtN+9ZiTkjAPPqTkUzklGMPdWrL0HhWXxAY3O6K0XqcYBH90V1emeFobMFAA2Rit+BUW3RBhVAAAHAAqcQhlyHzjsKCorlRy2u+BbPU7TakvlTLyrY4zXmdz4X1TT7sxOoJU8N2+te8Mu4Z5/Gs3UrFLmM5Xke1Joam0ePa/JdvpOm2jSM5jMnAPrtrKttG1CdgFhcKe5HFd5qdhDZyCYqMITgH1qO11Waf7/CdlxUcjkzrhNRgjDtvDEF2nlTTlR/EVHNalr4MsLeJYpVF1FtyzSADH4VshreZtwjAcDggdaS981tPuBFnzPJfbj12nFXypBfm1ZANHtbSMWWnRJa20nzXDRDDP8A7IPbPc9gPerd3PFaafHaWqqspxHDCvAHYfQVi2fiKKXTRd43LKoZDngPgbkY9iCCeeoNJpUjveNqN9KqwxfOTkEZ7fl2A9qZx+1UYXW7IfDdhdalrVzaTPt8vDSOwJ6jI49TmvRbXRbKyhWGKJTjksRyT61k6DGsU1xeyJ5bTPvYHsMYC/UAD8c1tf2zah8FgfrQKEbK/Uu20cSEhU5A9Kzta0Oy1u3aO5t0LdVbHIrRjvbSTDLMiZ4INWSgYZVlPcEGgeq1PJ5/CkelzlkiLlTxTLnUtLsJMLh2Hoe9ekahp5uIX2gb8HAz1rwSHS76+lPlRPIc84GaznodOHd7nVz+K1jT9yMH2rM/4TnUkmKrI27BwM0lr4auIBvvFZf9nGfzrbtPCujylZmEhkAJ3buDSjG+p0SnbRFHw98SnW5+ya4MozfLMFwV+vtXQ3uuXFxaW9xpNnLfXDJ5kO0/Im4Y3MT+IH41at7C3tYlKxQlx1YKK424h1nw1cTGC1lutNDs8MsD7ZIQxyVPXjPYgj6VaVjmquVk3qkT23hzxPrGsQS69OBZEnzIUnwQNpxgD3xVVfDq6fOx0qEzXTyMEkbkqCTgL6cd+tTt4g1m+t2SO1mtlcYaaZwZGH91QAAM9M4r03w9pcNjpsZMYNwy5dz1z6D2qjkbdSWmxyWieG72KNluWJZuWY9SfWoPEXgjUGsxcWsfmMnO0dSK9NWJhzgD3NSOGIGKVjTmtsfOtvPdWN0DtlhlQ88YNd1J4gvtR0izaUt5se5SemRxiuq1zw9bXTfaFiXzepOOtcyxg0gSG8Zdp+4CPzqWrI2ptSmh+napdOQssIk9WYdPxrpLa4tzgNGEGOu7FeeXPi1BMVt0AXPWs+68QXdyjeWxA74rO52JHrZlj48plK5xw4JH/wBasifwf4auABPpFsrAk7kLISScnJB5ryUXeq6jHJBA8pcNkDJBNdZpWv8AiLTNPhTXLQraLMifancbkB457kZxzVcrM51YpPS51KabY2liNMtpfJ0uB2abzJPvknd5eT/CO/4D1qvqvjzQdOtG2Xa3M8XEccCHGfQnoBWLf6NN4lc/bNbW2gjJBtIVwyf7xJ5z1z0NOGhaRo2ix6ejC4aaf7QnnAEgcDP0yB+P0rRHE5qEbrqci8d94kv21bUpDFE5AhQ9X54AHp710t/apDaW6xtzFHgn1Pc1qWPge5urg311IVBP7tG6getdfF4YtZoQk3QLjPrQyIfzM810rxT9gmXqMNya9e0nVbfVdMM8EykkZYZ6V5T4o8BXWmStc6e4nt2OSvdai8JS6jpWpJIxMcXQqT1pXLlFPVFq7gd7gyuOnQelWbZ2OAoJwOgGaeZgL61gdVbzGOQfQY/xrX8mK28RvHCNsbRqwUdic5/lROqoaGl9SG1lEg5zx61h2+qPBNfWzDfLazSpIncIzb0fHUryQcdKk1vUhpmqzW8GN7PlRjhQe9L4YtEn8QXGuzEySpAY2Y9OR/PHFNzSXMKpLmajHcy7S0m1G9ZpZVdX5dlYMffp0/HpXe/6PFbxSuAqRqBGvTIwB+XA/KuQ8P2upCFb7Wr4zIw3Q23b2Z/X6fnU+oajPeb9mcjgrRcxp023zM0tR8TumTG3I7ZqjB4/kgIzzzzWBLZ3Ew3FTWTcWE6McqcA5qHJnUoR6np9j8RojKsdwAwY4DYrfi8S2d0m5GTOOteEILxcuYJGjXqdvArRs9SkjHylh7U4y7k1Kav7p6P4gmtdRWFogFkUt5gB4zxiuZkf7I8eMENIE596bo83nTbZnKiVhhiOvrTvEUBtSkbHlLhOR+PNNy91rqK1tjqXEcesWgiUKJIMlR/eB60y+ubeyebzHCKG4Hc/SmwKW1G1mLDEcJBFYHiOCR9fjEaljcIoTvg9KwpT97UTm4xug02zittH8Q6jYx/ZzdqVj5yqMD1A7cnNM8PadOzJqevXzXMcLZggxhCw/iI7gdvf6V0VzbR2+lRWWwtGQAVHfHP696w79Lp5hj5SMcYwMen0rSErpsl07tXL2qeIS7bY+F7YrlL3VZy+9WIOfWt1dCkumDAEHHIqG48PNsOVPvVO5quVHPxa/dxyMPOIGB1PStnTPGV9BlXcPHnjnpVJ/CV1dY8hTgkDcBS3ngbVtNgWdD5qnqB2qVe5c5QcbHXDxd5ltuLfMOR9axpLhrGTyLX5c/eIrJs9G1FxuZQgB53Ctua3QjI61pFczuzOL5VZF62vWVfm+Yn1q2rK2CgA49KwlbyhzVy1uguWY7R1O48Y9asqBp7zGPryc1zWraubxzFCcRL0P94+v0p2t60k0flWxJT+N/73tVfSNLl1mZI7ZcDgyPjhB3P/ANapMK9a/uxL/h+wkmkFxIu6KNhs4+8/b8uv5V2lzrUWm24HGQOfrVe5ktdIsEihUKsS4H9T9a4LVtTkuw2Gzk84HFJuwU4aHfWfjO0cnzZBj61t2uuabcMUWXY2eAT1rwCaWRCQC2ewqSPVJUkXE8isD1zUc5uqCaPoR3t5BxICD+teZfEeyDy6ebeTcsnmZA7Ebay9P8U3UYxJMSOxrTt75dTklknI2x4KA+/X+VOTutCKMeWepztj4Se4jEk1xHCCejda3rbw8tmqmKNZkB5J6k1XZ5DdbiSEH3VrVgu2UABuKcadtWbSqN6IuxwwbBut0Qg5JQbTx60uoWMGp2UtpOmYJk2sB1HoR7iiMiVc5681Q1XUjZIVjOZ34Ueg9aqwNqMbs5S50zU9KuUtbbWklhQYVpoA7xjsATn9K6HwjpTya59suZpLlkHzSy8ln7fQAdqxrW3mvryOFVMksjYA9T6mvQ9Ns10qFUBG2MYzjlm7mg8+KUpXtodMqhiMsaccIxXnnvXKS660VwdxwM+ta9r4isZUUSvkjgkdqLmzTexfljVkKsAVYVyeqaPEsgdRt5+U1163ljMgMcoYH0qrcCzuMwPlQRlT1pMlXTPJxOz67YeoDfzFdXbh31+eUj5ViUD/AD+NcfYyrd6/CyjHkyyxuvoQT/QCuqtJ22SSN/FJtB+lclV3lc16nK+LoWi8RSOgJeVEZR74x/Suw0uz/s3R44SAXkX5+PvMepP8qcbK2vbqG5mhV5YeEc9hSaveC2iRc/O33QKfPzWighTs3JlDUJAZPLUdRxin6fp6Pl2HJ6HFSaZpUl1++mB55roY7GKKI4BHrXUhSdiKPS7eaLOwbh6Cs/8AsaFb0+cFEQOMN3ratmELc9Kg1za1sJE+8vPFFhKdi5YaXYiBoUgTYeoPOQazn8G6dFcmRYguTUel6hKsifNz057is1tRvtU8ZXmnf2zdWkOZDCsahslU3BfYcHn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98Qz6haCMr5LxYYvkbduDyeox3zTTTMHRlRTdk0Fz4b8KvBPPd6agikwXmupHULj+5uOR+lXFSw1G4tb0vJ5EPNouMJnGN+3vxwvoOe9QposWp/6Trtus0pbdHEzfu4B2AHRj6k9T7VzPjjxjHZ2zaVp8iy3j/u2eM52Z7AjvWiVhNP45nW3viHT7VzGJUcqfmEYB5+tVpLCG8vGuBqMcbyYyoQnbXn/hrSruN5XvjghC+1j0b+EH+f4VaivXsJ/3rke5Pancy1qK7PWINLtrfV7e7t0VSYPLYr/EB0zXnPxntPNvNJQyKiN5rDccD+Cuu8L+JLe+ItjKMj7uTWt4n0+z1G3ijvYIpYkGf3mMY4J59OOaTEtGfPcPh238mOaW7BXOZFi2swXPYE8nHauyGl+CL60ittOurm2mCkySszZBHXI53H8gK1rzwloGoXKXFpb/AGVed5j4WT12r2Hv+VV7zwHbzQ+ZpF3JYTbuDvJU+ue+feoZ0RpTauaujf8ACO6QYmt2UsIlR0WPcGKkkOTj7xzzWxeQ+E9XhZ7zT4g7nLsluVYn13AVx8Fl4q8Kr9rnuItWsEGZkjJ81F7kZ5OKt2enaPqF1NqcrxawlyQyl7zymiGOgQ8A/jStcp1pwdpJI1xP4K0uJAYjN5PKfa5wwT8Gbj8q07Hxfa61cvYWBi8yOISENG7YXoCCQo71U0PTLXSraWOw0iKCCY5kMs6vv9NxGSQPTpUkevxapePZWKvcsqgTXKpsiRfRT/EeuMfXNCiTOq2rRld+SM/UL7U9UdrWwimuoQ5imusjy4yOqqoI3ehJyB05qQaLYaDby3ItxOzqFl85FO72xjGM4/IVZvdf0zQLZYpY1t2xtjijXAI9h2rPTX7PUI5I71XSAEFQrYLH6+1aJGUmo6bsytSW+h1Sy1uxUubSQtKFHSNsA/0r0mWzt7+OKd38vzVBU+jVl6GNNkt7mC1D5mXDCRslhjjtW2Lf/iWLGowYwpA9MUGUdDwO88RXt1LksQvoKSK4vb/KqWI9a3rPSNMtRm9jLuTwoOK24NPsnixbDyAORjnn3rJRbPVc1E4UaJrL3QAt5vIcHLjp+NaNj4R1q0hkW31OD7O+SAxdSrdiCvQ13MIeFdjOG4x7Uy6kkksPLs9iTs21HI+WMZwWx7YP44rXlsc9V6Xetyqby/itLbSbF1u9USFBcTycJGccs3uew6msHULCK1uMajPLqd3xvaZiI0z2CDj881rT3EGg24trZj57fM8hOWJPVmPcmsyLTLjUNWsjMGFtN+9ZiTkjAPPqTkUzklGMPdWrL0HhWXxAY3O6K0XqcYBH90V1emeFobMFAA2Rit+BUW3RBhVAAAHAAqcQhlyHzjsKCorlRy2u+BbPU7TakvlTLyrY4zXmdz4X1TT7sxOoJU8N2+te8Mu4Z5/Gs3UrFLmM5Xke1Joam0ePa/JdvpOm2jSM5jMnAPrtrKttG1CdgFhcKe5HFd5qdhDZyCYqMITgH1qO11Waf7/CdlxUcjkzrhNRgjDtvDEF2nlTTlR/EVHNalr4MsLeJYpVF1FtyzSADH4VshreZtwjAcDggdaS981tPuBFnzPJfbj12nFXypBfm1ZANHtbSMWWnRJa20nzXDRDDP8A7IPbPc9gPerd3PFaafHaWqqspxHDCvAHYfQVi2fiKKXTRd43LKoZDngPgbkY9iCCeeoNJpUjveNqN9KqwxfOTkEZ7fl2A9qZx+1UYXW7IfDdhdalrVzaTPt8vDSOwJ6jI49TmvRbXRbKyhWGKJTjksRyT61k6DGsU1xeyJ5bTPvYHsMYC/UAD8c1tf2zah8FgfrQKEbK/Uu20cSEhU5A9Kzta0Oy1u3aO5t0LdVbHIrRjvbSTDLMiZ4INWSgYZVlPcEGgeq1PJ5/CkelzlkiLlTxTLnUtLsJMLh2Hoe9ekahp5uIX2gb8HAz1rwSHS76+lPlRPIc84GaznodOHd7nVz+K1jT9yMH2rM/4TnUkmKrI27BwM0lr4auIBvvFZf9nGfzrbtPCujylZmEhkAJ3buDSjG+p0SnbRFHw98SnW5+ya4MozfLMFwV+vtXQ3uuXFxaW9xpNnLfXDJ5kO0/Im4Y3MT+IH41at7C3tYlKxQlx1YKK424h1nw1cTGC1lutNDs8MsD7ZIQxyVPXjPYgj6VaVjmquVk3qkT23hzxPrGsQS69OBZEnzIUnwQNpxgD3xVVfDq6fOx0qEzXTyMEkbkqCTgL6cd+tTt4g1m+t2SO1mtlcYaaZwZGH91QAAM9M4r03w9pcNjpsZMYNwy5dz1z6D2qjkbdSWmxyWieG72KNluWJZuWY9SfWoPEXgjUGsxcWsfmMnO0dSK9NWJhzgD3NSOGIGKVjTmtsfOtvPdWN0DtlhlQ88YNd1J4gvtR0izaUt5se5SemRxiuq1zw9bXTfaFiXzepOOtcyxg0gSG8Zdp+4CPzqWrI2ptSmh+napdOQssIk9WYdPxrpLa4tzgNGEGOu7FeeXPi1BMVt0AXPWs+68QXdyjeWxA74rO52JHrZlj48plK5xw4JH/wBasifwf4auABPpFsrAk7kLISScnJB5ryUXeq6jHJBA8pcNkDJBNdZpWv8AiLTNPhTXLQraLMifancbkB457kZxzVcrM51YpPS51KabY2liNMtpfJ0uB2abzJPvknd5eT/CO/4D1qvqvjzQdOtG2Xa3M8XEccCHGfQnoBWLf6NN4lc/bNbW2gjJBtIVwyf7xJ5z1z0NOGhaRo2ix6ejC4aaf7QnnAEgcDP0yB+P0rRHE5qEbrqci8d94kv21bUpDFE5AhQ9X54AHp710t/apDaW6xtzFHgn1Pc1qWPge5urg311IVBP7tG6getdfF4YtZoQk3QLjPrQyIfzM810rxT9gmXqMNya9e0nVbfVdMM8EykkZYZ6V5T4o8BXWmStc6e4nt2OSvdai8JS6jpWpJIxMcXQqT1pXLlFPVFq7gd7gyuOnQelWbZ2OAoJwOgGaeZgL61gdVbzGOQfQY/xrX8mK28RvHCNsbRqwUdic5/lROqoaGl9SG1lEg5zx61h2+qPBNfWzDfLazSpIncIzb0fHUryQcdKk1vUhpmqzW8GN7PlRjhQe9L4YtEn8QXGuzEySpAY2Y9OR/PHFNzSXMKpLmajHcy7S0m1G9ZpZVdX5dlYMffp0/HpXe/6PFbxSuAqRqBGvTIwB+XA/KuQ8P2upCFb7Wr4zIw3Q23b2Z/X6fnU+oajPeb9mcjgrRcxp023zM0tR8TumTG3I7ZqjB4/kgIzzzzWBLZ3Ew3FTWTcWE6McqcA5qHJnUoR6np9j8RojKsdwAwY4DYrfi8S2d0m5GTOOteEILxcuYJGjXqdvArRs9SkjHylh7U4y7k1Kav7p6P4gmtdRWFogFkUt5gB4zxiuZkf7I8eMENIE596bo83nTbZnKiVhhiOvrTvEUBtSkbHlLhOR+PNNy91rqK1tjqXEcesWgiUKJIMlR/eB60y+ubeyebzHCKG4Hc/SmwKW1G1mLDEcJBFYHiOCR9fjEaljcIoTvg9KwpT97UTm4xug02zittH8Q6jYx/ZzdqVj5yqMD1A7cnNM8PadOzJqevXzXMcLZggxhCw/iI7gdvf6V0VzbR2+lRWWwtGQAVHfHP696w79Lp5hj5SMcYwMen0rSErpsl07tXL2qeIS7bY+F7YrlL3VZy+9WIOfWt1dCkumDAEHHIqG48PNsOVPvVO5quVHPxa/dxyMPOIGB1PStnTPGV9BlXcPHnjnpVJ/CV1dY8hTgkDcBS3ngbVtNgWdD5qnqB2qVe5c5QcbHXDxd5ltuLfMOR9axpLhrGTyLX5c/eIrJs9G1FxuZQgB53Ctua3QjI61pFczuzOL5VZF62vWVfm+Yn1q2rK2CgA49KwlbyhzVy1uguWY7R1O48Y9asqBp7zGPryc1zWraubxzFCcRL0P94+v0p2t60k0flWxJT+N/73tVfSNLl1mZI7ZcDgyPjhB3P/ANapMK9a/uxL/h+wkmkFxIu6KNhs4+8/b8uv5V2lzrUWm24HGQOfrVe5ktdIsEihUKsS4H9T9a4LVtTkuw2Gzk84HFJuwU4aHfWfjO0cnzZBj61t2uuabcMUWXY2eAT1rwCaWRCQC2ewqSPVJUkXE8isD1zUc5uqCaPoR3t5BxICD+teZfEeyDy6ebeTcsnmZA7Ebay9P8U3UYxJMSOxrTt75dTklknI2x4KA+/X+VOTutCKMeWepztj4Se4jEk1xHCCejda3rbw8tmqmKNZkB5J6k1XZ5DdbiSEH3VrVgu2UABuKcadtWbSqN6IuxwwbBut0Qg5JQbTx60uoWMGp2UtpOmYJk2sB1HoR7iiMiVc5681Q1XUjZIVjOZ34Ueg9aqwNqMbs5S50zU9KuUtbbWklhQYVpoA7xjsATn9K6HwjpTya59suZpLlkHzSy8ln7fQAdqxrW3mvryOFVMksjYA9T6mvQ9Ns10qFUBG2MYzjlm7mg8+KUpXtodMqhiMsaccIxXnnvXKS660VwdxwM+ta9r4isZUUSvkjgkdqLmzTexfljVkKsAVYVyeqaPEsgdRt5+U1163ljMgMcoYH0qrcCzuMwPlQRlT1pMlXTPJxOz67YeoDfzFdXbh31+eUj5ViUD/AD+NcfYyrd6/CyjHkyyxuvoQT/QCuqtJ22SSN/FJtB+lclV3lc16nK+LoWi8RSOgJeVEZR74x/Suw0uz/s3R44SAXkX5+PvMepP8qcbK2vbqG5mhV5YeEc9hSaveC2iRc/O33QKfPzWighTs3JlDUJAZPLUdRxin6fp6Pl2HJ6HFSaZpUl1++mB55roY7GKKI4BHrXUhSdiKPS7eaLOwbh6Cs/8AsaFb0+cFEQOMN3ratmELc9Kg1za1sJE+8vPFFhKdi5YaXYiBoUgTYeoPOQazn8G6dFcmRYguTUel6hKsifNz057is1tRvtU8ZXmnf2zdWkOZDCsahslU3BfYcHn/AOtRYiUupmeMrI6PfaM8TZQzOCR9BVLxGJ5rpp2BNq0Cy7vRwcEfqDWNqus3d9bW5u7p5nSVTGHPT1xWxcXYudHlVslgmzA7nOf8K5qvuyNFK6ub9u/mSzSq2FVFUfWtG2HmLvOcelZlipj0uIEDcxz9a1Lf5F2CudsuJXvrtIbhI26spxUIIkZSEJ/XinahpT6hfwSK2FjUg/nmtm1sPKVeMkDkmuyj8KFNle3O0pleQPStGe0W5gbAGSKZMgBA24A6GnQ3Oz5fyraxmpWdynazQ20jWwG0jua3ofKu4M9fX2NclqaP9sEowAfTjmqmqatd2OhvNaXDwziRF3qecZOaEhSnfc7Fra3UlTECCOmK87MiEkDpmreqaneR6LFqFjr+pSkz/Z8zoqLOQuWePvtUnB3eo9xWGhfBOSB3qohTdy7IMg+1c/qGoNJN9nib5FPzn1Pp9Knu9Sd3+x2zZlbgt/d+nvVS60e7sJIUkjJE2NhQZyT2pNq9hVJ6WQ5Fe6dIYgXZm2qqjrmvQdBtjoGlG3yCx+Z2Hdv/AK1U9A0GPR7Y3N0ublhj/cB7D3NO1/Umtj5SYMjcIg71LfQmnDqzL1a/lvrpreLJXGDVi08NFrcORuyOfarOhaOwjM0wy7c/WulssD5CKVrm7lbY4W48NhrgRAfM3Tirlj8N7abzGuWYE9Np6e9dbqEf2ZftMagt646U6w1VCQx+jf40uXuNz0sjgH+H91b3ZRZC0QPB71e/sY6MAuG+fqW74/8A11qHUZrvxvc6dPq13a2rzbI3iljRY+AckuMYxnjqTisS51K+XUru1v5riU28rRotyF3pgnrjjPAzjirirMyjUu7MklVZADioGLJwCPrThchsAmq99dR21q0rHJ6Af3j6VbNb21ZO+tCyARAHmI4XOMD1NYN3eSveee7FnYgEj+VUFldpmmf5nfk11nhzRDdMt9dJiJeYlP8AGR3+gqGc06kqjt0Om0HR49Lt1vJSDdSrzjoi+n19aNRvckAE4Pp3qSe4WKIRq3IAFVYbfzv9YeCcg+lJmsYpIxNTWSaNmBIIGQQK5iW4vrZ2bLbeBx3r02TS12cqD3qta6NZXKl5MEAg7SPeoaNIPyOAsPEV5auCWfaWyQ3Suyttc+3wrglWB3Y9aveM9NtofDBmgjWKVJUUOqjoTzXN6lpGteHNG028e6nSe6Ll4vLx5IG0qCcfeIbOP/r1STsZSqLmvYbeQRWniCNoECGWSWV8d2KjmtcfLp9uB3XJ+poorhZaNe3GLdPeqtxbx3Gp2/mDO1SRRRVUvjNOh01vEkcY2r2p8igq2R2NFFdxzszmAzjtio5jutznntRRQBlxIBKCCcj3965PU9RuNL8WXN9blfOjlON4yPmXaePoTRRQZs5bUwDLZj/eH8q34CVto0BwrMCR+FFFcmI3NIbHZW6j90vZUGK0LYA5oormN47E8M7wzHZjkYORWkJ3bAOOfaiiu+j8CMp7hOAUDHrVYovTFFFaklK8QNyeo5rnfEYA8PO3/TVP50UUESOd1fxJJrEVvG+nWFu0Sqkb26upVFzhQCxAHOenXmm6vcSQ2qCMgF+Ce+KKKaKj8DMrSSf7QtznknBr1K0AeOLcoO0EjI6GiiuWr8aHR+Ekv5Gaa0hJ+RpMkfQVkW9tHfeLb1p8t5G1Ix2A2g/zNFFaP4zSOx0oQQhgnGOKTcVUMODmiitSAu3aSzYMeMVhWzFJFwe+M0UUEswL/WH07X9SjNlZXccs4YpdRbwCo4IOQR16Zwe4qg91Nf6hc3dy5eedw7t0yT/KiimtxQ+IsDhCe+a529uZJ7t95BCEhR6Ciimyq2xe8OWsV9rENvOC0bk7gO+BmvTLg+TCFjAVQMAAdAKKKkzpmHLI7TYLd61bViIwR6iiig2ZtwqJLcBucisRZ3j1EwqQEx0oopdQvoO8VSM/hF8npOgB+hrhbvWtQvbKGwubqWWCB2kXfIzElsdcnnGOPTJ9aKKZjP4j/9k=", "info": {"video_id": "189271", "label": "poking a hanger 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": "1fd41bdea6e86e76b5c2fa15f3d0806e7764094215247c29b37e0d6a95b318dd"}