diff --git "a/video_unshuffle/reorder/train/batch_000047.jsonl" "b/video_unshuffle/reorder/train/batch_000047.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000047.jsonl" @@ -0,0 +1,100 @@ +{"episode": 4700, "episode_seed": 2146170771, "split": "train", "timestamp": "2025-10-13T02:48:45.149207", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2146170771, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing window'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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", "info": {"video_id": "54729", "label": "closing window", "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": "54729", "label": "closing window", "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": "7020793e391ca2b7c2e39b8ed6652242f7e6a932ee1eb8a4d475c2830a50162e"} +{"episode": 4701, "episode_seed": 1665720606, "split": "train", "timestamp": "2025-10-13T02:48:46.759400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1665720606, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile box upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "99204", "label": "turning mobile box upside 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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", 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", "info": {"video_id": "99204", "label": "turning mobile box upside 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": "e84fa808a6af3df1d1754a2b0ca61392d1f63c2c20d4b476b7d9f2a96373c687"} +{"episode": 4702, "episode_seed": 1099241604, "split": "train", "timestamp": "2025-10-13T02:48:47.422991", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1099241604, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 log upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "50109", "label": "putting wooden log upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "50109", "label": "putting wooden log upright on the table, so it falls on its side", "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": "0e7e876f083e488450d0827b47489df4ae5b5f89f5605677c4e2f97b1c4b82c6"} +{"episode": 4703, "episode_seed": 2912602989, "split": "train", "timestamp": "2025-10-13T02:48:49.185052", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2912602989, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 haircomb with key on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "88765", "label": "tilting haircomb with key on it until it falls off", "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": "88765", "label": "tilting haircomb with key on it until it falls off", "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": "139dddced042d098cb78e65054f9fbaec310b8b854ae8399168ce37b4fb87203"} +{"episode": 4704, "episode_seed": 1108533782, "split": "train", "timestamp": "2025-10-13T02:48:51.530565", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1108533782, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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, 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": "212303", "label": "putting milk bottle on a surface", "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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71bpkVPNgoVHGeCR2raVdvSJnGkluVnnUcuTx61m3tzBK6bgjBQSM9jS3CO77QpB6AZ6msa7hcvtU/e5PHSsWr7m0ZW2MbXPD9veRyXdqdsvXHrXgury3dhrdz56SRs0hZSRgMvY19Cl5UcQA5yD2rI1nw4mvWYhvrMPtA2uEwV7DkU4Oz1FNcy0PMdB1OWaRQ7lsjAHp6V3uluxuEaNwWHGTyP1rlLv4caxpUxm0nM0anJifII+hrQ8MNq0upLZtYTxyZxIHTAXvkn096qT6ohLuenaBqckFnJFvL7pm8tSc4AUAkH6n9K2fD0y3E945zuZlbbgZGc4rnbS0OmwhQQZdgUFm/M+2Sa3vDLEfaSwP8PORhuvNZwm3WjHt/kayjai5HVIMAYFK7Yzg9Rzmqv2nGFBGe1NdmkBxmu6VSMdzjjCUtiRpUXuCaqXhe6tnh8ySJX+UvGQGA9j2qKY+XlSeevHasy6uiitsk4PY1zyrSlsbxpRW5yXiLS53t3mjXIPCgnmuB1TUZNNsDuyGZ1jwe3Oa9Y+2MZAjYKqOe9cp4t8K2niKPakvkSL86Mv97pXPTios6q1aVVK/Q5zS/EhODn5iAOTXa2WtXLIu9i4wCFIzXjNxp2q+G7si8id4c8TKMj8RXXaP4hjMMeGDe5PbtW8jmiez6XqhAiWU/LIdqkdj2Bp2uX6m2ijB4aQMcHrgH/61cXa6lJIIjEPMMY3qR3PQH8/5VoXG8KqLIfMVOQM4zWNapaDRrSp3lcz/AB4YXRiWARVGSOhz6V5XY6wNO1QwmRoomfKSA42v/ga9M8UWVzdJJJMNkQjy7HAAA6815Lc6NNfwtfwiMQE/uo5wwMg/vD0H1612TakrM5YJp6H0L4Q8Sf2zbLDJKHnjUBuMHP0967CNlQYH8ua+XPC3iSe0licHZdW5KkA43AHlT7V9B+GvEUGt6ckysPNx86DqDXOtHZm8l1R0MqCVSDwMccVRMIUnHGPbrV5WZhzgA88HtUZQuQuSR60yCpcROYo/KBUEnc30/WrMDvJAHkGGGRnGMj1q1ty6gjK9gacVwSPUd6TGjOkjwgI/lkVn3U0cEDyOoCoc5/pWpMu1Mt0Az7V5n8QPEISRNMgPyht8jK20k9hn9aluyuUld2NDQLyS6bWJyg+cKR2x96vLtYum0/W/tBJwG+YjoPf8K7TwZqc8ljqkku0ZVdpJ+Yfe/WuD8YXBknkCAeXjO4c1vR1pWkYVXapdHsPgzxZFqVv9iupk+0x/dJOAyV2SyHgKoznHJr5a8K+ILq0mSMgExk+S79CO619C+FPENvrOmo6sRKg2yI3UH/Pf6VjazszbdXOlaBJUcShW3DByKxG0K0hkIiM8cZ6xpKQv5VtISw5Pamy/NgbgOgBxTsK5ViULGsUK/KABgDHHpToWSWRkVl3ryPepIRul+8FAxk496jSwAdZFOAG3dMk/j+NGg7sbPCrfdzkjOBVWSEHKgLtJxg81qyJht3GP1qlMmTxnk454zSBnEeJdKis4EurfZbyrKAVbO0/TB/TpWr42lz4fYZHJHf2rlvFWswXWovbCQrFbvtDY+Vz3IP14rovFojfSguRuPTv0H6VWGtzSt5Gde9kc14D8WyW0rWd7cMbcttG/J2GvWVfIyCCpGQSeor5auNQTS9V37yYn4kPXHPX8K9l8EeKWu7ZLC6njkYY2vnkr2JonHlkXB80T0CSONsZwD0HFYWo6ZdxyR3FsnnAj94gOGI9QT3reiwp3MBk9eOlSsQ646D1IpbjOUjsmubmEi1mgRcFjKMEf41r+QqgorEjv6VO67WwGAPrTJFb7MzRAmTIycdM0uUfMILVSvbPb3qrJbIXI8oZxkk8Vfs5HliKNjdHwGGeaa8YKk+ppWC9zl9V024mPmWsoMm3BRuMj0H6f/Wo8J3EhudSimDLLGUDAnp17dv61uy7Qj71HTr0wfWsLRr4XWrarIq/KDGqgdSBminGKqqXUU5twaKc3i3+zvGT291NssnGzBXOG9fau3huFkiV1cMrAEMO9eE+OZmTWHuMZw+cDnIzXY+BPF0U8Uen3Uq4dA0DdM+xrStG0ripO8T0G4gMwI3dPfFZV5EYYGJHzYOV9hWuJAucDPpg9al8rzR+8VcHgCoKOOaHzoN0HpktiptNs0mt90oO5SQSK0W0SG3kYQTzwo2cxo42n14I4q3CiQQCCAe3vSsxpmZc6HZXSPHJCrqfUDpXFaj8KdPluDNplw9k5OSo5U/UV6VEyvceTuXf1wfX0pZYwUzzuPXAo1QaHIW2jR6Hpax7WlaMZ8xudx9foKotfQSY+Xex5AQ/M2QPf612csfBC49DnvXJ+J9IhjsnuY9tvIHG4bflbPcAdD3rGrBy17GtOfLocnd6m/wARvEz3GoWb2Oj2MAaC1kPMpb+J+x6dO1Udfk+x3LRtCw3FVCbCFiBxjPoO4ro77TGMQ+zqishBBQnJAPGcc++K4/xJY6xPcPLLbSBC255ZdzkrkDHPY9cnmmqvOOUFB2WpzOoaBfWFxPdphpBJvAXoynJxx3ro/B/iq40y7juoGcAHbLGD1+vvWPp84lZoNQLSJEWBlWRl45xnHY1E0UPnPd6eymFW2FIznkHqf6Vrd9SGuh9O6Rq9rqllHdQMDuUFl/uk1pgg8sx5+6MV89eFPFFxol7HOJQ1s5+dG5/SvctP1KPUrBLmLAViSMMD09PWnczasa+d3HOMDqaHY7sDoBjrUe4BMjk8e1JFIXXPQjp6UMEUdV1BLG2kdwCcYAzjJx+teSat4d1K+AvY3RpJGJZTgHn2Pfpwa7DVNTbVNVKx4+zxEqpx949zXJJc3194uu9KfWLq1i/eCNUUNkqm4L7Dg8n0qVHndht8iL3hHTG1BdTMypb3MMSLdKDgA4b5h7HrXFX/ANn8QSsdPWVdMgJ8+6kQASkHAVOcgHnmkafxHr1lc2MGqTrbzxgXAAG6T+6pbGdvJz61vGSxg8P/AGQFYfsUKJ5bIcO3fkcAdeaOf2a5L6kqlzLmex5x4i0+HT5I7yzhSAq4G1DwRW74T8VTWN7DdRs25TtkTrn/AOvVOQ2l1NcW2os8jEgQnaF2sAflwO/P8qyry0e3vTdWMc2zP7xTGUH/AOv6U1Lm33KsltsfUWiazbazp0V3DIHVh8yKeVNa5KlOeBjqTXzz4L8Xvotysqys9s/3kxxz3r3XTNSg1KzW6t3DRMOoPfFNMmxpwlVB6+5qWMgArznk1XEhLMMgMBjAHapN20bBwcce1DYWHMyEAjnArlvGGptpekOyHEko2Iehz610UxCws27GB1PavKfHOoTXdm91FKUWKUImDknOQee3Sp8ijhIoDeTOd4doyZPK3Hc4zzx7cV6Rr7z3NqiRRnaSRkDOeK4TWtJtYdMg1jTNUvWlN0YA88YjWY7Mu8YHIUHCnd6j6DpvFfjCz129s/C3hWdw8kn+lajFkBVUZZUPf3I4q6cXTvcyl77PMdV0ma7vZ7a0KuYP9dubaFP93Pr7UeHdWl0+5+z/AD289u4MZDZK/j3FdbqtvaaJarEpxbpnezMWZ3JyWPc5964fVNLvJL43kcJjVog8RP8AFwOPyNDmp6Fqm4an0b4O8Uxa7YBZCFuIxh1J64711qSFsbRkdjXy54Y8Sz2NzHdQuySxMN6t0Psf8a+h/D2v22uWEd1FJh+jpnGCO9LbRjaNiUEZGeDjGB0qUIViVeo4zx3qMHcQQwVeuT1z9akDHAGe/wCXvRcViYoBgj8qqyqQGH3RnHy8VM7FVUZOevNVp5xEhZ8jAJODU3KscZ4611dL0l4ISDNcjbkNjavf8+n41z/gHU3kOpBwSieWF3vk4w3f0rBvGTxN8Qbuz1DULq3snnMcDRyxIsIGD8xk4xjPA6nAq/4A06/l1XXtMkSdPskyoBMqq4UF8btvGfXHHpVRg1JTIlJW5TE8bXhknYqAzPu3N6Vxmg6vLZ3nkkbow4aNyOEau08RpDdajcaTpzNLdQyFbqcxkxQDGW57t2x61x2vaPbWtr59pGY3iw27eTuPqc962nJS0YoRa1R754L8SQ6rZ+S7bbqLhozzx7e1dgjFuAcCvl7w54jmtriKeN2WWIjIz1HXFfQfhzxBBr2nLPFIuRxIg+8D9KwWmjNZLsbsoHlgEqPf0qAITLsBUEZycdKsLtMffHq386IcAnnJPGfSnckqyaeJZ3kVgAX3biM/l+VWZE+ZTxj34NTxsoc8nk8UyQo6+pHNS2NIz7hAckE9fTFeeeL9Xia/axLHZBjdIuCu/uDz6Vv/ABD1S60fwvJdWkzwy+aiq68Hk9BXj3iTw/rGlaTpmoahdXH2rUWlMsTqR5RARkVj/eYMTjt06g0Sg5x0BSUXqerWWrSrov23yLdrkyCPzHTcRgdRk9efpXL+I7i5u7qSG4upnSOEsgDbQvPQBcAD6CiiuaHwo0ilyo5nxtptv4bm0y405SsktkkzFufmLYP4Vytqn2Gxgv4CRLcM3mA8qwz0xRRXXT+Eme5d3FNQKJ8qk5wO1eg/DjV7yDXzp6S/6PJGXKnnByM4ooqUOZ7MjsykntxWN4hvJbfRJjGQpkIQn0B44/OiihkR3Od0mJAW46JxXC61fTaX4yvby32+bHM23cMjldp/QmiinRCtuTeD4kdb1CDgCPGDj1pdatY1xtLqZJlQlWI45oormrfxmar+AeeX9tDBEXRfnWRW3EkknBzk1qxzSSaelvI5dPO8o5PJU84/TFFFbp3WpDWhQ2CHUzCn+rLbcfhXo3w71G6h1A2aSsIQUO31ycGiihbhM9jDFZeucoTk/U/4U6c5IPTLc4ooqzNGN4ruZYtCzG20ySCNiP7ted+I1C+FmIGMToP1ooqPtot/Cc3rHiBtZigil02wg8lVjje3R1KoP4QCxAHOenXmtyXSrPTLKSSyi8loSRHt/hBODRRSxb1ReEXxHP8AiDULmeyh8yTPk2RKYUD+7kH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", "info": {"video_id": "212303", "label": "putting milk bottle on a surface", "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": "0a2b3a4d86f92e428c1db27dd7d40901e258d7b89a732d6120dc07445979ee74"} +{"episode": 4705, "episode_seed": 1231164715, "split": "train", "timestamp": "2025-10-13T02:48:52.371346", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1231164715, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tv remote onto book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "143168", "label": "dropping tv remote onto book", "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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zFn+UjZjcM9CBxz71ei1WxuQTDeW7viVyFlGQemPrzXgdsbMi3t/NgIXyIirSJ05d/vAd+Dzjtk0/Q/sLS3L680YJja4txNICgRs7iBz8xOPetZU1Y5Tu9YUNrF8COkuPyVaxL2ICxuGUg4jb+RNebX+pXUdxItrdXEUCDEW4lGkTPBb1OO9R2nirU7NZY96SxyoUdZF65GM5HeueWDlfmTO+GMSiotGFdXLXkqSNt3FBnAwM1DgbSxOelKYgoGOcDHNHliPGe/OMdPavRORand/C+3tTqF9d3RKBYxEj44Uk5OfwArm9Xd7jxLe3ePldmdf93OB+grqPClu0egAA4kuXJH48D9BWTc28baxLDGDKnmrAg/vYOD/WsqLvWbHVVqaR694uvSde0m0jZBN5hdiOcZ4Gf1qw0ZvLDUbdJnA3PDHKGwchQMg/UGuMurrd4x3KnnzNIyxqxJy+MAt7A8/hW5rk50bQIbe3Y78hQ/ckfMW+pP8AOuCrHSKW53wvrc8luvP3yGZmMisVbccnIODUuk6tcaXeCWKWSNWGx9hxxXo134R0/UZF1MzPHFqEYuAAoI3fxD8efzrn5/AW1m8q9VgDwWQjIrvi1OOp5svdkV5NYvhG9m1zM1rOflG88HrgdhzkjA9a5611e60i6nVW8xXBV0LkKx7Hg9f/ANVdJc+Gb+LTxCZrXauf3rkg49OelYDeHZEJMsqhAf4ec1K5Y/EaJOfwIzbu9fUJzLJHEjMAuI02jgY6VCoZCySMen3fr/KtaSOz05NxwCO55J+lYqzC4vJJN21XyeewrRSvtsUocrs2dT4HXZqNxdhADGoRT7nJ/wDZRXQ+J72CXXoLPO1La2SNR2DMef0ArI8LR+VpytxmWUtkdxlVH8zWZrlyz6/qE2f9W2M/7qD+tTSV6/N2T/Rf5kYh+67HqXw9mjtfC1xeyziO3Esg3E8EB25H5/pWRaTx6pa6y8jHfdz+VCnTl2Azj1AP86ztGnFp4OFnJgFLSOQk9vMY5rS8Go11EZSAILeZjH6s5ABY/QcD6msKySc5eZ0UYvlS7mBrXh68sZ2XQ7iWeeAgyKhwVB7/AIcfnWBqUHiyMFL2HUCuTwwJGe/Su98MyM/xEuLa5BWO+EsHPY4JX+VdReTh7MW0wYXETbenTHH8v5VpRk7WephiIpS0R4HDaahNP5fkTlzzjyzk1XuYpYi2/gocENwc17raXEllfw3UOBJE24e/qPyqp4l1dNan8y5itzsBEcUcYIUVq6iTuzCMXLRLU8GeRs9aIxI54yQOtd9qMFoykGzt1PchBXMX1xbRwtBCF3H+70FNVVLSJr7CUdZEMhG0Y+cgYzXqmhzx6RoJeRcfZLZnH+9t/wDrH868x0+EXF3aR5BLSAFT6Z5rs9WuSvhy+wf9aFT/AL6b/A1hXjzpQ7/5m0nZFPTCsl9pIRy0rXcSkdyxySfzrufEl4tx4p02xSdQybjK69VyMfyB/OvNtB3N4isnBwIBJcH2wMCt63lNx4mdIFVpZg6qxGRGDwX+oGce+K1xUVKV+yZlhG0mxPEOg6jqF5PqllHFNaszABnw2FO3jPUHFYNr4sljcec1ySrbspMD823bkhweQOPau28V3J03SrO3tlKqrggDsE6Cte68K6FqEjCfT4Ss8KXEcifKdrKMnjrgnP4GscPUcl723QvE0lDVHmEviWLCmFRHInl7JTAodNnTBU988nGTUOoa8NUeS5u5WmvmdSspbaqKM/KFx64rfvfAFluYQXE0LA42thwDWbf+BJoLCGW1vori4bO6HaVKYPUk8HNdPunLc51pFck7gSTk0w1JNo2pwNsmsZMnowxj86zp1ntpCjkg/XNUrXsPVK5c3EoVyABXV+BoA32mQtgykRqf8/72fwrjLYvIrsRnFd74bH2WztQOpG8/U5P9BWFd2izog/dQniSQPq1yIf8AVWUfkx98YG5j+ZH5V1fhbUYNK0+83xOwitYCgVRzhe59yxry6e+lkN5IhJM7v/482B+ldzcalFFZ3yhNkcNvBaDb3cDJ/HFVVp2pRh6GdF81RtlvSLqS9S/neL99f3HlK3Ze7D6bay9f8J2yTumheat6i+c0Jk4255we1anguEyWsly+fvlY1P8ACDjP4nj8qv6dY38fxDhuprd2s5yYXYDICMuBn8cVxyly1Wk7W/E7nDmp3aPPb1/Ful2yw3Yvxb/whx5idM8Zz61gtqM7yZfYzehQD+Ve83svlW8mnzhzLC+0HtweP0J/Suem0+zlmR5LSCRlYMN8YNdynoeYeUT6jPcMvnuXZFCLuYnCjoB7VA1wAfmUivQ9a8OaRqN3LcLAtoWPEVqcIn0BzXK3vh+2skctcyOOwOBil7WG3U1jSm1e2hi+fG3QilJ8zb1ZjgVTli2yFVYMPWtfS4BJe2qEgqCGI9AKuVkrhRvd3PR9Omh0vw/JIwAa2t22k/3sYH8v1rntLj36ppwjId2kPvltpOfzqTWrgpoMiZ/1rov8jWX4fuJINWF2CQLaFpfxPArOhG0Zy7/5f5iqu8oo6/wxbXEnigXN3uMuWds9uDXZeJtDuL62tWQDI3M+TgKOOTWzbaBYaVcXWoTyCOLOS0h2hR1xSQpN4vkDeW8OhofvEbWu8dh6J6nvXnzm5yU1okejzKHuoqaNbG58BgKjYsbhxC7LjzYifvD2JPH0rnLu+mUlECp2yeT+VeieIWaw8L37258oiHaCoxjkf0zXitxqmZCkOZZM44Oefc0RqTkrRIhSg25S1NKeaNAZZ5CzDu5rEupbi9VpLeFzChw0m3gV2Xhv4fXmsFL3WWeG24Kwjhn/AMBXf6h4YsLjRk06CMW8EZDIIx0Pv61PtFB92bOcfhPl3WUZb1wxOfLB5qhG5QqACTius+I+jHRPFP2NJRJut43U4x1zXIxqcqTjqAa9Sm+aCZ59T+I7Ho2jq0UVpHg7UiQE9sk5P/oNcpeytcS3jc7p5mA9fmfH8qpTX2pKirDdTBVUj5GK5HXmo7bVbqC4hkut9xFG6sVk5PBzwe1OlHlfMZ1k27HoNzaT3a3oiZVt4Ghicd/lU4x7ZY12/gnT2Gmxxbdqs5Y/TgfrWL8OvsevHV4/MjmWZY3C7wHyWdjx14+UV2M2qxWcw0bQYVu9SwAyp9yEf3nbt9K4K8pyvTsdtGUIwTW468nW2vYILG2jl1CV90aMOI1B5dvQAfrio/GEX2W8F5EAEuFD88DPet3RdDXTEeaeX7TfTndPcEY3HsAOyjsK4n4m3i2mp2aO5wIDtXPX5j0Fc9OTi+WI3FTkuYwprl5SfMlJX+6vArMutQRD5ECl5DwFQc07S9L1fxJciGziKRZ+Z24Cj3NereG/BGm+HlWXaLi8I5mcfdP+yO3161UpKLvJ3ZtzRgrJWPGn0uQ+e+qpMiIjfuk+U7sHrmvPiMOpyfu19Ya/pNjc6deyTW0TObeQ7yvP3TzXyaVJIOQR0Ga68HUc+a5yYlrSxueG8tqHmkHESMw9zW5rcrJocEJBDPMgYf7qAn9RXJWkstuS8L7XHHTgjFMfUNTUjddXDADA3OSK6eS87+hjNvlOj0fI/tKZeGW2SBD/ALTn/wCvXSeEbFotZeRwWZUbJ+vArjtH1dDBJbS7I7hpRLuPAkKggD0BzivcEsdK8NQSXt3IsKlsgyHkn0A7mscVUa91Lc0wnKk2+g6902yNop1BI2VELyF+i1HchbnwrYXsNs8EcBMCo3Xys/IfxH86ms7G88TTJe6jA1vpkZDQWjjDTejSDsvovfvV/wAXyG08KXZQ437Fzj/aH9K86nN05rudFRe1VmcNPfwJkBt7ei81SnvztLHbGo/E/nWK+o5fy4QZH6YWuq0L4f32rbLvWJGt7YkEQj77D+n410zqy3k7IVOhTj5nMkX2sytb6XayXMmCWYDgD3NcNrVtd2WoT2l4jRzRPh42GMHrX1RZ6ZZ6VZi2soEiiA6KOvuT3NfOvxOz/wALA1UAdHX/ANBFPB1eabiloRivhucxB8ziJerEAfjXdxTrBFcOD8sKMB+CD/GuCtneKdZFHzD5hnvitOfxFN5ckBtovLkBBzkEg4z0rsqQctEcqnaNx+mR+de2EJ/imQn6KMmupsbEavHqU4VmaFll2qeMOzDJH0Va5fRruB78yqvlyxwyGOMnO5iOMV3nw7v7Swm1yW9mEduPKhVtwySoIwF6nOe3SniJO14iwzUZLmOu8JaO9tZR+epVc7znjnt/KrrSXGrag1pp8hSON83N0n8POdin19fQVnW2rnxXdPZQXKaZp0bbGZ3CzTY/hXPAH613NlY2+nWkVvbRCKJB8oA/XPf615NVSi+aW56HPz7bHHeN5Utb+C4Tb5lxEGZfQjgn/PpXGy3zMC0suF9BwK6D4mG6XVbFYIHdXhIVscZ3HI+vtVbQPh9eX5S61h2igPIiH3j+HatFU9xcz0CFOMdbGJaJfaxcC20u3aRjwWxhV/Gtq/8Ahii6BeXV9fSPeRwPIAgGwEKTivT7HTrPTLcQWcCRRAYwo6/WqfiIgeH9T5/5dJT/AOOGsfbu6UNC5O6Pk88Nn2ra0EEtPNg5SMhR6k1iEE45HI4q3bXE9vGxgfaTkH+hr2pq6PNp3udL4hlxbW0PrIzH8BiodKwtneyHjzHSIH2Aya599U1Bm/ezM+OzqDWpa3sc+jtBCNsyl2ZM9S3GR+tCXLDlMm7yuz0q71241e/tJtUm32sL7vswXfH7AqSN3vk812dl8Qrc4jkigZRwPKYwnH+6/wAv/j1eDQ6xLEfmHHfacVfj12A4y5Q/7S/4VjOjdao7Iyh0Pf7vXNC1vSriyu5ZoIbhNjGRCoHuHXK/rVLwv4R0PT2+0wTQX8inKsjKyp+AJ5rx231YD54ZSp65ifB/Sra643VpULjoZEG7/vrg/rXK6HRGqlZaM+il2BeD79eKrzPhW2jOOteHWvjzUbEjy7q4CjoBLvX8nz/Otuy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", "info": {"video_id": "143168", "label": "dropping tv remote onto book", "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": "61e0e9dd2a6a971ab0395cdb7cf40f795f914638cd05b5f077539dbbca4a13e1"} +{"episode": 4706, "episode_seed": 416275557, "split": "train", "timestamp": "2025-10-13T02:48:53.961186", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 416275557, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen cap 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, 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": "659", "label": "pushing pen cap so that it falls off the table", "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": "659", "label": "pushing pen cap so that it falls off the table", "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": "0febbf6acd83a48e68b2963227ce4bf66867f47c5312fc9ce15b7925d351a3c6"} +{"episode": 4707, "episode_seed": 2726448570, "split": "train", "timestamp": "2025-10-13T02:48:56.677234", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2726448570, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sunglass on top of wallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 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": "136151", "label": "showing sunglass on top of wallet", "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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HfilZlvEvv+Bzc/i2+lyPLUA9jzUVjfte3qpeSGOI90XkH8elb914Fn03ZPcT+bF/dAxk9hW9p3hfQ2SP7TEIw5w0rMx2D1xmpej1J9q31Oq8AWlhapdLBcTyXSAK4eTKlCcqwUD8Pwrs2krk9Kgg8JRs0umQy2kgC/brUFm29s89K6aJob22FxYTrcRHn5T8w/Chu7MZO7NvQpFC3JY4xtxx9a0DDtDSpvQy87xLtH5duKyvDsuxrgbA2doIJxjr2reuJIlRRhQ4bPzYH/16aJOe8UR3Mel3CW00cjCNvKXIzuxxz2r5f1jVdUvL0wXcHk7GyYCdvI9c9a+sdSzIrLJskB5BA9sVwl/8P9O1B2lmgzuPJz1qktClK254U2v6qF2gQIPc5/rVSTW9TfrcRr/uqK9xPwy0dSALWpB8OtHQ7fsaY+lLlNfrDPAXv75x8162PZsUiW+oXQDJ58oP93c2a90vPBmi2qOZLSJY1HLbc4965rTLaO2uZDEoWJT8q+g7UpKwlU5t/wAyHwK0sOo2aDQme4VxHJi2ydh/iyRxg4Oa9gdiuQc5HUGuLtfscixicy2F4OUvY2JDZ6BvStn+27nTysWvwB4DxHfwcg/XHSk3ciTuaxfJFdfBtVQrMW4JA4P8q4zas0QntZVuIWGQ6dfxFdPY3vmsyRHLKAMBc9+OBTWpJO6fenUsjN8ud5XH4fnWF4xhuho1ylpKry+U3lBxjnHQmulmuCISu3e2Ru8sbtp98dPpWde/6TGVVncPwQ35GqSFex8n3+oau+peZdqkcsLEqjEhVPTj1psmv6qRjz4FHsua+jbnwTpk7b5bOJmPJytU/wDhBtIByLGEf8BptXNY1nHY+c31TU5D812R/urj+lQiXULqTYtxM7nsCa+kZPB+mRof9Ci3dhsFcV4hsLK3vI4LeBI5kI3soHPcDj8/yqXGyuHtpN2/VnD+GtL1BbjZcaRNdeadsbNEWIbt1r3zT2cadarJZ/Y5PKUtb7QvlnHTA4rhrMW3yx3XnrAF5eD7yN2b8K6SPVb7TbZXuv8Aia6X/Dcw8ug9xUXuKTubTSc1paIQxnLDO3BHy9Ov5VjwSwX9t9osJ1uI+6g4ZfqKt6YbjdJ5Ee9gRx6HmmiDrDHI+zKgL3IPP+FQSQpiVZVHUAbmA/kKijuo4yckmUAKUHVfr/8AWpBOZC7b45UckE7SMYPTmqsK54r8UPCN9f36XVk8x+UI8IOVOOh+tecnwtrYXZ9jvio7b+K+qPsCTEu4z6CoJdLjBwE/KqsUqjWx8tjwZrchyNOmx/tNSN4K1tUJOnNx1y9fT7abGBnYBjtXNeJJ4tOtTIhAnc7Y1xn8TS5UHtGzwzTfBs126h5lhcH5gQTtNeqeBtPeyuyk2txPKkZiFu0RXzBnIO4nqDmsSzGxpGx8zE/rXQrJGbaO11G0E0CDEc8Q2yxf4is7ltu1jsZN0Z2sCG9DUDOc4rGgv9Q0+38xHXWNK9R/ro/qK0bW8stVj8zTrgSY+9E5w6GgzO0nnkMeIVM6ZILIcdOvFVZHE0QxEFK8ZBqFQPOUpI6hB07HNWo4jzu4HpWqRLKY05XBZwCcVE+nIONozWwo47YFMkK7SSOe1MRjiwToFH1IqC4tEC+XgAHqTW0RhdzVzHiTVBZ2z7CBKeFpgcJ4juRPfGCJyYYj68bu/wDhU+l2zTLI4jLJEg3YHTNYTMZJR3yfzrctI5I2WaCWSCdThJEP5gjuPY1hLXU1S6GhA1xp5ZrKUBT96FuUb8KhUWlxdebp9w2kakTnZnMUpqZb6G5k+z3qx2N4T8sg4gmP/sh/SuXS1n1Dxlc6Le6jPaL+8MSogfcyoWCg9AOCc+3vSQmen+GdU1QvPDqGnKlym1ftEY3KQc8j8v1roi8jvtljSTAJ80/eDZ615x8ItTvry31SO6vJZo4xCUDtnZndnFelxxqshwB6/WtYrQlhHHuUfLwPXvU/lKR0HFKOmB2qRULoWP3B+tWSUngVeuOemKhljVYz2q9IiACQHNc/rmoraWjyEgHtRYVzkfGGpjatjGR6yY/Qf59K5azUHJwcE9AOabqF009y7ucnP51b06I4ReQx+YnGcCspO7NYqx0PkxTWv2i3cXFrnbuUYKH0cdVNVVuLjTwVtyskDfet5RlCPb0pqxzwyfa7OY290ODxlZB6OOhFZXiDVIptLcwltP1MSL+5B/dyeuw9vpWaKaNSzWJrnz9Buzp95nL2Ux/dv9K9Zmt4fIWNG8iVxkMowR614BrECQaLBf2erahL/pX2fNxEsYmIUMzxY+YKpwp3eo9wPfEBKjB4x3rSJBCsTK6fM+RzuU43H6VZSLaMsc+lCrjBPQVIjZGT07VokSwKjbyM/Sq7INxwMAetXAcxbYxlyetUdQn8qPLjaQORTsTcwvEGpR2Fs0g/1gHyj1NeUSStPc72O5mbJJ7mt3xRqrXl46A/IvAxWDaDfMXb7qVnN9DSK6nQ6TbieOVY3Rpxz5GfnK46gd/wqePzrKVpbKUxP/EvVW+oqjFD5sUe4kEHdG6HDIfUEdO1XG1EbvI1dhG5OEv0XhvaRfX/AGhWRbRGHtbm6822m/sjUyfvKf3Mp967jwfqGoSNdxapapHPEExKnKTA56fl+teUQRpd+NJNH1TUZ4LWWXZFNDNEsa98ln4IxnpyTgV2Xwze9TUPEGnXU91JHZzJHHFdY3x8uOccA8DocelWkQz0Jgsj+b5aLKRy45Jp0MY2jdzj1pQo4HtThy+0fdFapEslAycAZ9AKSWNsMN3Trik83y2+nTFE7rHG0xc72H4UyWzN1C6S2gds4Cjk15Jr+pPf37OSdq8AdgK6jxdq+Y2t425PBxXASAyMOeWNRJ9C4rqXbBSQrYU/NkB+h+vtXTwPBfkpbqYroDLWcjc/VD/GP1rCs4t0ojA+VFyecVoSWiXCeVJuDg5jKnDKR3BHesWaIWQyWsxmtZWgmBwSvGfYjvUDz2N9OJLsHTr8fdvbfhGP+0Kz/Eer3dvpbRXwbzlkUJfx8Pt9HHf61Q13Sdd0HQ9Mu7y8uDLe+Z5kRTAiAClAxI+8wbOO3500Sz3VRiX8KsLyB79aKK6CB6DLqp6E091GHP8AdFFFBLM66Yqdo6V5j4qmkkuHDNwMDH+fpRRSlsOO5zdn81zz/CuRXSWgH2SJ8fMSefzoorFmyJbq2iudMV5V3Fhk59689h1O50fxbJ9nYOImbyxKN23K7Tj8GNFFJBI9B+EEaxy61Gv3R5I5/wCBV6p91MjqRRRW0djNj04A9xUm4+XgHAbggUUVRLILpfKiZVJxk9a828X3EjMI93y5PT8KKKT2EtziiA0iA92raseLtscYTj2oorFm6NNGKvNID8yJuHHuAaxvGdvDJ4fSZoxukdS2OnWiip6jOcufE8niNorW50zTrcW0aJDJbI6siL0UZcgDueOTzX0cnC8dlFFFaxM2DE4Cdj1pzHjHaiitCBkLsDkHqK5nxNcyiGTDY60UUCPK5pWeQuxycE1LbjFoSOpPNFFYGyOgRz5CnC8KCMDGOcYqw1vHcWMgkXdt7nv9aKKllHnL6udC1+7sUsbG8s55smC8h8xVZehXkEdTkZwe4NelfC66nvdU8RXVxIZJp5IZJGIHJO80UVcTNnpnWMnuTio8kYA70UVqiHuMYk7j6dKztcnkis/kOPlzRRTEeS63cSS3km9s7eBVC1+aYE9qKKye5qtjZ04Zunz2A/rWrKoi+devC8+hoorNloyvFH77QJRJ8xjnQK3fGa4m/wDEWqS2lpp015LNaxTO4SaRn3F8Zzk8428emT60UU0Sz//Z", 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", 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", "info": {"video_id": "136151", "label": "showing sunglass on top of wallet", "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": "d88b0e83438a80e4f5302665b4968d47a835a24f4b2f55d5199c663ddb13bcee"} +{"episode": 4708, "episode_seed": 2423156616, "split": "train", "timestamp": "2025-10-13T02:48:58.491227", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2423156616, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 filter and plastic ladle 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', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "220018", "label": "moving filter and plastic ladle away from each other", "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": "220018", "label": "moving filter and plastic ladle away from each other", "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": "4a4fa39b8d410697b060b618161c09c1ce3c4ae816c7eefd6e4059c214f87f03"} +{"episode": 4709, "episode_seed": 1064813650, "split": "train", "timestamp": "2025-10-13T02:49:00.898490", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1064813650, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scale away from stapler'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "82957", "label": "moving scale away from stapler", "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": "82957", "label": "moving scale away from stapler", "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": "2ae0061a307ee559cae0ad43f6c9e0a2908a27c1b33595504c15926d8e9f8571"} +{"episode": 4710, "episode_seed": 68676860, "split": "train", "timestamp": "2025-10-13T02:49:02.836883", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 68676860, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 keys over box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "184635", "label": "holding keys over box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "184635", "label": "holding keys over box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6a599e234be7d4edf11eaf64b69cfabe4ddcdcf6e010b477e5a3ab031f18db1f"} +{"episode": 4711, "episode_seed": 1419180449, "split": "train", "timestamp": "2025-10-13T02:49:04.418464", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1419180449, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deodorants'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "150127", "label": "putting deodorants", "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": "150127", "label": "putting deodorants", "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": "dd6f88ac5dd703dd5ace4eb119190e8fe3b0066a3691a1a5e1348c0523815bfb"} +{"episode": 4712, "episode_seed": 655391514, "split": "train", "timestamp": "2025-10-13T02:49:06.151400", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 655391514, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle next to banana'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "5089", "label": "holding bottle next to banana", "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": "5089", "label": "holding bottle next to banana", "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": "bd63cf873b1745e584fbd32645d054753ce19474da357d4c6dc30fa958c1adcd"} +{"episode": 4713, "episode_seed": 3970437691, "split": "train", "timestamp": "2025-10-13T02:49:07.768417", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3970437691, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glove 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', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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YwBmXYxXcR1xWDrpVkt5dwLEYyO4xWdRXRtRlaRHpMmJiv94CqmpaPDf+L7S3t1O9VD3XHCqOR+J6VY0hZGvYm2nZuwSeldtbaZbw3c9wi7XmZS5PcgYH4Yop7Crv3y1APLgwV+6RipJSMjqcjp64/rRKG2FVAyRyPSmkF1BAHOO/Xv8AnmtDFDeTxng8DPft+fWrCHjP8/6+9VxnPHPGAfXtz79alB3dCPr/AJ9qRQ+R3A/djLcDB4zVhWyDn1qshDHeRjIxz6VYHy8Yyf5UCOZIx6flUckscYy5AA7niq7peScyzpCD/DHyaYllbhizK0r+shz+lcnsWz1pYyEdtRH1NM4t4nnb0QcfnUYbU7hvmMdsnovzt/hWgFAAGAB2AGBTl4PHArSOHitzmnjpvSOhzt1cW1tMySRSXMyHDGVvlBq7oN3JdX7q6oIxHkRqMAHIrF1xgmr3I6fMD+gq/wCF5M3U7E9IwP1pRupWQTs6fM9WdcHCyAjAyMYxQCfKDEEkDtUMT72xzxVlc7GUcEEgV0HEhqNwpO4Hrg9fxqbGSCfwqIk5HOO9YFpJc6l4uuNNk1a4tIz5nlCNN2WVCwX2HB5P070ilqWfFETTraqmSxLYAGT2qhbaBLIqtO3lL78sfwpvh/U7y9WY3M7S7QpXfztznOK3Yy2SSxOe9Z+xi5czOhYqcIKESG10m0tSXjjAb++eWP8AhU1+inTLlFAH7s1MDkUyUbreVT3Rh+lacqSsjDmbkmzi0Hzg12+jtt0e3zxgH+ZrhkPzCuw01ydLgUdQuf1rCiveOvFP3F6m7EQF3D1BxUzkk5qtCdtttbAbb+tTu3yA44NdBwIYpwAck1MrDAPT/Cqxk2gL0Gcdf0+tZfiS7mtNEaa1meOXzEAZeOCeaRZ0QYFcdSK86mkghUvOpZOhUfxe1aGpXc1tokV/p+u6jKrXH2f9/GqLMQmWeMDnapwp3eo9wKFza/aNOmcDLJyv4dayqK7VjalZXuZVzfSXjgECOMY2xp0FdT4fuN2jmIn7jn9a4wcHIrd0O5KNNFnhgGqabfPqb14L2dkc9470j7Pqkd/Ev7u74b2cf4jFeoadAlrZ28UY2ooC/pXKa4i6m9hYjBYzCU+yr1/nXXq2IwuCcc/l/wDqrpOAtN0PHJ54o3LgDgn9M/402QjA5yTxjPB71DnkFmwOhz/I/iaQIt7vXnP/AOupFY9D0FVVk+Y/wgdz2+v5VOrHb+HJ9KBkzEZ5rK1VGaaBgQEAbK478Y/rWNb3z3fjObTLvVbu1t3l2RvFLGix9yWLjGMZ9ycCmWU15/aWp2t3LcubeYoq3GN68kc44zwM44oCxYePGdoGTWbfWEc/kiQbArA7cZ7VrketMYKSOmabQDLSJTIB5W1FI2gjvW1FgpzwBWfAMyc8Z7VcPIwTx7UEkxI3DAJ5/Kq+4kdM4PI78env0pxJIxwP60iA72B6ZB/T/wCtQCHHJyBzn9f8Dk0iDOCG3EcZ/vdufehlORuyTwSvrjnIp6DPXn+tIZNGoIPPXipwoBFYfiW7nstFaW2laKQSIN69cVla1D4i0TRtNvbrULtZrwyeZEVwIcbSoY4+8Q2cdvzouNK4WwzAhPJx1qYdCaKKEIXuKUUUUwZxfiE51iU+y/yq94Z4ebHcKP50UVgvjOqX8I6qz4kbv35q8gyzg9Cf6CiitjlGnl8kngE9ffFcNfahNpXiy5vbYJ5sUrbdy5HzKVPH0JoopMqJZ8LABLoegQD9a6ccUUU0J7j19KSTp9aKKYjhl/4+CPSuz0b/AI84vaMGiisKW52Yn4UbqKGUE9jQSdh54UjAoorc4yEqA4XGR7/TNYvi1ydC56GYAj6UUVJSOd1bxC2swwRyabYW5hVY43t0dSqDooBYgDnPA5PNbloB9kTjqOaKKXUp7HI3ChLiRV6BiB+dW9MJF4oz1BFFFYR+JHbU+Bm9bwJ/a1vdEEyLE6D0wSK6ZQNqnv8A/WoorqPOAMTAM85IB/GoixBJzkg4z69etFFJjRImfOdc8L0PtirHRTjjGCMfWiigDgdQ1dtM1/U4zY2N5FJNuKXcO8BlHBBBBHU5GcHuDVnQr241DUr27uZN89wwkkbGMsc/lRRQtynsbslV2hT7Ss+D5m3ZnPbr0oopkDoZm+3+XxtCZrTH3B9aKKEIYedgPIYc/nVlRhvqB/OiigESSKADx6/hzTVGSn+0M0UUDMjxd/yLzHv5sf8AOuOu9b1G+0+HT7q7mlggdpF3yMxJbHXJ5xjj0yfWiikVHY//2Q==", "info": {"video_id": "198647", "label": "moving glove across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "198647", "label": "moving glove across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1baaedd2f90f16cec3adbf91a7dbe7690849d4509a1030ee0a048c5befca011e"} +{"episode": 4714, "episode_seed": 2062648295, "split": "train", "timestamp": "2025-10-13T02:49:09.066154", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2062648295, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic bag, 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, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "58613", "label": "lifting up one end of plastic bag, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "58613", "label": "lifting up one end of plastic bag, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d64c377f0c99fba5d8b2a3110300a1089281aff4d688f78d5a635be1ec938e5e"} +{"episode": 4715, "episode_seed": 1173274974, "split": "train", "timestamp": "2025-10-13T02:49:09.620272", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1173274974, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 writing pad 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', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "60565", "label": "lifting up one end of writing pad without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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Hxjafzqjo6ljOOwx/WtlYvpiuOqvfZ2Un7iM+SM/3V/OqzIAc/KK1ZrcdQePaqjw8d6zsaXKyAeo/75pJQpX736VOIh6frTjAvdRVXEzDuIscgn8qzZoi2ev5V008SAH5BWfKiDOAKpSJMWG6uLNmC/OhGNrdPwrVgvI5uY2IJ6q3X/69VJkXP3RzUGzB3Dgjpito1DKVO5smQjBFdArHArk470HAm+9/fA/mK7JUOBz+QqazTSKoxavchJY5wKhbd6GrjRnGcsfxqBkXPc/U1gbkQL+n60rBiP4fzoC88KPyqQg4+6PypoRmTo3qtZk6E91FbksbMDhP0rPlgfn5f0qriMCeAk9RVQxyROskb7WU5BFbs1q30/CqbWxzyf0q1Ilo0tL1T7VGY24mAyVHf3FbGluWebC5IxnP41yJtXRxLCxSReQRXR6Fd/aBMSuyUbd4HTvyKqpPmptGMIctRNG6fMx0UfjUbluPnFG84xUbMR2rksdQ4Mc/6z9KUnj77flUW9s96eC5/hJppDKtwA3cn8ay5oxzyfzrXlDEfd/Ws6ZSScqPzqiTMmjCwuR1x61hTRYIIGMdCK6C4RipAAA+tZskJ6fLWkWQ0bOg619ojFrOT56DqT98f41rTMpmV2wVI2tXBSQywuJYm2upyCO1dJYal9vtCzYEqcSIO3v9K6lLmjys5Zx5JcyNieO7kY4ztHbpmkUTLkKjL9K1JUi2nMh/OqmYge/61wqWp23KUqSNyyZPuRVYxEEjCj8a1GKH7qE++KhcMTxHj61opWIauVYoiCeT+FTLAxP3mFOCTN6AfSpBDIR8zH8qftGupPIRSmYEE3Dkjpk1SlnlGQ0qkEgnI9K0XtlPU/nVWW0j570e1fcPZrsZUt0A2TsOD/dqM36E48lD9Mir7Wkf939KxdOtm1LxZPpkmoz2kZEhi8uMMWZULBfYcHk+nvTjUbdiZU4pHS6DMsvnkRFfu++etbe/b2rjPBN1e3cd4ZJXcgR4z2zmuvjhnQksAxPvUT1d2aQSUSZ97oTsIUdzWZNOM7VBrScTFCD09zVKSJj02VDKRWVzStLkcEkj2qUQHOcc+wqQW24dDRdAzLmZ2HG78qoS7x/B+ZroZLWIDk/hmqM0MI//AFUXQXOfkMhOMD8Kh6dVY1rzCJTjBNYmuTSQae0kG5HDgAiqi9bEvuW0VXx8hz716AiAAcHGK811SGO20KDUtN1e/lVrr7Nm4iWNZyE3M8QHO1ThTu9R7gej+aqqC0gzjtTmmgg7lgIpGAP1qB4wG7CpUy45fYPemTgqMRHJ7k1FiyLaq9/0oO0jlj+dQMXGcmkBYgFcE+9MLBIVAPNZs8gycEGrkqsx6j8qoyQPzgt+AxRYLFOUk5qm0gViCaty2rt6/iarNbSAcHH4UCdhA2eAtamgod9ycAZ29fxrm9I2Xvi5tM1DUrq1gkk2JJFLFGsfcljJxjGeByTgVu+FVuU1XWrO5e5JtphGqXAG9cFh823jPAzjircXy3IjJc1jpApPQr+VIykdWb8sVbVBjnNEkSlQcVi7GtzPIA7k/wDAqVQP7v8AOrXlr32inqFHcD8KAuUJF4+5VCdM5wgrakAA+8apXDAA8/nRcRhSQE5+UVTlgbk4H5VrSv1xVGViOc8VSYmUDbZ4Jqq1vNZTi5gPzDqD0Yehp+tXbwac0kEhV96jcvWma9pOtaFoWl315c3ImvTJ5kJTAgAClAxx94hs47fUGtoXeqMpNbM9IkRQp4FQbQewoorm6mwoAHGBUUjYJwAPwooqkLqNRd3UnpUwiUds/WiihlAyKF+6KgcDPQflRRUgVXNcHd6lcaV4ouL622edFI23euR8ylTx9GNFFb09zOpsb/w5QN/aCnOFEYH/AI9XeCNRniiis6m4R2Aqu3oKpyttzgCiikMptO/ODinRlmPLN+dFFMBzRrt55+tV5UU5GOKKKkCjMqg9BXPeJDjSn4H+sX+dFFEPiQ5bGVq/iV9citopdL062MCrHG9sjqUReiAFyoHOTgcnmvVooEkPzCiiuioZ0yykKjjc2PrRJCoXv+dFFZvY0KbxqjnAp8KgnHT6UUVmwZP5aiqVxgE/KKKKQjLmkYZAx+VZsszn+Kiimho5WXWm0zVL6NrCwvoppQ5jvId4DKOCCCCOpyM4PcGuo8E31xfXur31zJ5lxcukkrkdWO7sOn0oorol8BlH4ztFc0b2ZgpPFFFYM2IZ3ZXKjgVGZGoooGNkb5DwOKzLhsjoPyoooQ0UpWb+8R9KqSL3yT9TRRVMlmJr0rf2aw9JF/nWVc+INU1HTbfTru8mmt7eR5U8yRmJZsZySecbePTJ9aKK3hsYT3P/2Q==", 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"info": {"video_id": "60565", "label": "lifting up one end of writing pad without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1c55716e578f0f09136b88d9aea34dfa1e2c676a4f78a780915ef80a9378742a"} +{"episode": 4716, "episode_seed": 428950232, "split": "train", "timestamp": "2025-10-13T02:49:11.427871", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 428950232, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 watch and key 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', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "187345", "label": "moving watch and key closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "187345", "label": "moving watch and key closer to each other", "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": "6ee7d0fc7e14ca327787b6c74705d6cdcdf0b5e01f74381e012ade2ccfc88ba8"} +{"episode": 4717, "episode_seed": 3890198461, "split": "train", "timestamp": "2025-10-13T02:49:12.488146", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3890198461, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lock into drawer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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LqylSpAt4hlTkfdFYowCMjI9K3p/Cjln8TAnPakooqyTphoN2TglB+dWtQiNlplnbMQWUOxx7muqeFSdwAH6Vy/iRv9MRB0WP+prlU3Jo7HBRVynpJJjlaugs0EcZ2jrzWFoqkxHI710CYWP6U5BTItKhEd3cSjrI2f1xXQbsqR/tN/KsSz4z/uj+dagfr/vn+VQ9xGRqZzCp/wB2qXijbNouizEZbyimcdhVvUTm3/AfzqpqEZuvCmmhclknZOPxprRpiezGaHJpWnacdY1KKQlJFhiVBuLsBkgA8cAg5PqK57WtNitJYrq0m8+wugXgkK4IwfmRh2YH+h71t61p7r4KtpE+YWl86zbRwvmIpH6qRUPhDSYfETnSby+ltodzywhI9+6URMce2Qoyfatqer5jk5nIy9Fs1umm3IGC46jp1qa/02OKfaqADHaneHFLG4GM/d/rWjfwlWVsdR2qm9TaK90h8OwwWurpcMVUxxuwycc7SP61t6Tco2pCbeOFPeuPvbV2mDk8EAfSo0s2xnzMUnC7uNTtoe0WVz8kYDA/c7/jV+O4OBzxtX/0KvCTHLF92Y/gSKQXtyjbFuJQR6SGl7ITn3PcLm4Pktwejf8AoVc5dz7NXtZORtnU/wDjw/xrzUateKdv2u4H/bU1MLjUplEiXMrc5BMhpeyY1USLHimzC+K9SBJANyzfmc/1qRPDtxLZEefbi5dC9vamUedKueML7gEjue1UZI7u5uGa6Znlk5LM2SfrUviYyW/iSWWNmX5YpIWXjC7FKkf57VeqtExnK7sjEwQ2PevVLVGXAxnPYVzvifQ9Ki0aLXNPv7uZp7vyWa4gEa3LbA7yRDOdqsQpDD+Ie4HS6hqEWk2hupY5HUMFAA5yamprY2ovdlPVmw6IQARnIFVNKIWaYe1VZdTGoymURsg6gE0WMzR3EmFzmpUbI2TTOxtJcov+8tX0l+79Hrg7vxW2mXHk/Yw/IYHfj+lRjx/MMYsE4B6yHv8AhS5GzNySdjv5JeG/3UrI1B8xyD/ab+Vco/j26bIFjCMgD757VTn8Y3U27NtCoJz1NNU2LnRv+W934b1K3QFj5qPgd+RSQeHpr7wlqdpbRl5vknix/wAtXjzvVR3wrH6kVzVr4qurVJUSGFklxvDZ5x+Nel6LrFv/AGRZ30kkcLeWrCKI4IYZ6f3R298VEuaBy4qo7x5UeaaJazDQfEFy0beQtukRJHG8yoQPwAJrKitWnt5mUEsmCMfjXqllq0HivxPPpGp6hNb2Ny5VfKliREz1LFxjGM9OScVxosH0XXdVsHSVPImMarOAHwCQN2OM4644rdSai2y4RbepzUdlLLAJUwQTjFXdE0iW+1q2t3jIQvlz22jk1tusZH3AM+lb3hWx/wBJe5C8Y2g/zrKVVpM6I0k2jubeARxKEGKx/EN6fLMS8sRjFacl2IkCL97pXK3uoRpqwEmCI1JYn+E4rkitTsRzGrCPSxJJJhpGGFHqcfyrj3dpHLsSWJyTV3V9SfU795iSE6Ip7CqFehTjZanDWnzS02DNFKo5oNWYiUUAZOK6nxH4JvfDXh3R9RvBKs98ZPNhMZAtwAhQMf7zK2cdunXOADv3hRuo6VwPiEk6nJ7KB+lFFcVLc76uxZ0pFW2QjqeTWof9WaKK1Yo7BbHg/wC6P51e3Hcf9/8ApRRUPczMq/P+jn/dP86saMgn0RkYkbbg4I6jOB/U0UUp/CKW0vQ7XTbK1Yf2dJbxvZzMbeSFh8rLhW/ME5zXFaykXhDXbw6REkYspHMIfLjlCpznrwxoorPDt8x52Hd2zm/C5w1z/wAB/rW/fIptkJHOetFFdkviO6PwmM6KyupHHNVAMDAoooJe5Wm61ScfvSfaiirWxL3If4jXQ6Uoa1Ge1FFUiJHR6jp1tDc6eETHm20Zf3zuY/nj8qu63odjqHh0Xk6N59pcrAjKcZjJJ2n1A7elFFc8n75hN/vUct4t8TtrcsNrJpOm232VUihktlkVkjUcIAXKhec8Dk8+td5q+n2+pWIguA2xSHAU45Aoop1N4ndR2ZyTWkNszJGvA9TUFoT9sYe1FFUzaBBrUET3CsyAnHU1hyRIJ0UKADniiiqRhU+IJIowV+Ud60vDFvDNqwSWJJF2nhlyKKKpGU9jt9Rt7Sx015obG035ABaFTjNcoxLE5/IcCiilMUNhdH1ttJ1C4hOn6fewzuGZLyDeFZM4IIII6nIzg9wa0b26l1LUJr27YSXFwxkkfGMk/wCelFFZ1PhNqe5E8SCMsBzXZaSiwWUaoMAIDRRXJU2OqG5HczyCfhsc1yWtKIobkoMEqcn15oooh8RpL4DkRDG55UVFc26Rfdz+NFFdsTz5G5Y20Uumxb0B+XP6msK4iVb0xqMLkCiilH4mOXwo09a0u3sIIpIN4YuVOWz261HqHifWNU0e20u9vpp7a3leVBJIzEswUcknnG3j0yfWiiqhsZI//9k=", 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"info": {"video_id": "196169", "label": "putting lock into drawer", "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": "196169", "label": "putting lock into drawer", "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": "bdb3cb7d5eb56324e78bb12b74f9a8221186169d3851a3e92d04472ed6964750"} +{"episode": 4718, "episode_seed": 1790846272, "split": "train", "timestamp": "2025-10-13T02:49:13.692465", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1790846272, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 packet 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, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "200346", "label": "pushing packet from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "200346", "label": "pushing packet from left to right", "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": "74ab4458bf7b452101eb7ec287584d66c6ed9d48bb90efcb561ca8d93724f131"} +{"episode": 4719, "episode_seed": 1229361111, "split": "train", "timestamp": "2025-10-13T02:49:16.334011", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1229361111, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 oil is inside the 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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", 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ucMK6OwDEgoRz1U159aPvM+syyrenE214Rm9Af1rndXnkgKyRPtZpG5wDwMCt15HSPBALHhUXuewrA1+MQ3UVszfNFH8xH94nJow699GmbTSw8k+pDY6nezXUcc1w7xjkKQAK9E06TzrPA64rz7RLZZr3HJ2qSa6/SLgwgrnIBxXVU1Z8vS0icx4tso7bUlnQbTODuX3Hf9a51jXW+O2HmWbDvv8A6VxjPiqh8KMai95g59qgLE9aczmmVQkXNPkKXcQzxu/pW5bu8MmSxwDiuaibZIrehBrpuCcd/wCYrnrLqezltSycDo9Pbz8dM9zU18iyKsI5yyqPzyaz9LlRM+taU8Rt4ZJ5/lfYdinsPU1ypanv86cNTN0CU3GqraLEnR8SZOeATXp+gXGbSMN3Fec+DbYx3k1+4+WKJo093YYx+Wa7zTEaFY07YrtlufHp3u/Ml8UaW9/pkyW7bJ1G+M+47fjXiDMDX0RN8yfVTXzg7ct9TVU29jOqtmDkDpzULNtpjOT3phckYJ4rQwEJ+bNdz4RvTD4f1eQnDNIgOPTBNcKT2FdN4adpNM1i0UZcwiVR646/yqZOyugtfQqanqTTSBXZnZQACT0A6AVBY3W25VjyOhFZcrZOQafaSHzRU8uhq97Hp+p3Ah8CWNz5Sy+VdlAGYrwQe4rDt/F32cEDQdPkOPvSySN/WtnXU8nwBpNscB552lwfQCuUist6cugNdEHZHKatnqLXsju8UcRP8EecD86xPGX/AC5/8D/pWhBD5EgZXBx1xWZ4ubetkf8Af/pWTjaVzsU+alY5iiiiqMQqSHJlROzMAajp8TbZUb0YGgDt9b1OSzuJREwUeX5Z4B+Urg9frXJG9LOeMA1o+JpC9+pz8rIGH5VhHg1nGN1qUtFodHpN0OVJO7OVNa/ja7ki1K0niCHz7ZWO5c8/5NcrpT/6QorovGpHnabET80dqAauGjMp7nJz3Ms0hZmwf9ngVF5j/wB4/nSy43cHNMqnuUtgooopDCiiigCaGUxSBx2/Wugsr8KN+4474PI/CubB4pyuR0OKyqU1M78JjJUHoei6Ix1GcSRqwCn75649B6fWqGq+HNSmvprklWMjbsDsOw/CrPhfULaDRCWkCzKTznmuisNTinI8wghu9YpOnsdGIrvEW5zntK099NRmkH7x+KvwxtC+T3rWvBHkMuODWPpsB1nxTLps2pTWsbLIYvLTcWZULBfQDg8n096pXkckrQRi+NX3LYf8D/pXIOa0dXvLi6S3M0rPgEjd2zispmzW0VZWOabuxCaO9NoqhIlXrW5aTrcwLGXxMgxg9wKwVzkVKjskmQcEVEo3VjalUcHzRO30VDEhmlHzbuh7Cu2srKDWIisiBhgZz3rya31uaFCpGR65rtPC3iaBVw0ojfj5W71i6djpliHPdncposFqI40QKiHO0etaSxKHG0dKzDrtvLECrqSfequuapNbaAZraZo5vMQblPP0oSZk3pc6eV8RkZ7V83u3J+tes6veTQ6FFqFjruozK1wbfNxGqLOQm5nj77VPynd6j3A8fZjzmtoKxhUlewjtTKCc5qMsc9KoyJAea1dC1H+zdTiuM4Q/I/0NZaKDnI5qQxsIiRzQ1oBv6z4XnYm/0iM3VlL8wWL5mj9RjuPQ0/wp4I1bW9XgR7WW2td482eZSoAz2z1NVdE8Q3uksPJfKddprcu/iPqzWskUOyKRxgSjO5B3x7+/alFPYJSfQ0fiFeQyeI/7Ns2DW2nL5CkdCw6/lwPrmuYTdgZzyOKq2chuSQWJc888k1pRxMOMHIPpXQkY7D4UbBxjFY3iZiVtAe27+ldF4ctrTUvFA03Ur25tYZn2LLFLFGsfcljJxjGeByTgVzPimCWz1aeylFwv2eeSMJcACRcHHzY4z0zjiokaxZh0UUVIwooooA3L/N/o9rdIMvbrskA9PX8/51iE5q3YajLYvxhoifnQjqK1F03Sb4+bDe/ZweSjDOPpUbaAR+FNPk1HWooUUtg5OB2qbxXdfa9fnKn5Y8Rj8K3rW/03wtpjtYkTXcyfI7HJOe/sK4xleQlySWJJJrWK6mcndlNvvGgdaCDvI711PiHwTe+GvD2j6jeCVZ74yebCYyBb4CFFY/3mVs47dOucSWcrRRRQMKKKKAF7UUUUDHK7qMKxH0Na+l6jcxYRZDt9DRRUtaFxbOqiv7iSMbmzWeuqXOk682oW2zz4mbbvXI+ZSp4+jGiiso7m09jndQGBEo6AEfyrPbrRRWqOd7iUUUVQixH95adKgwT3ooqWWiJasQMVYEHpRRQOWx0lpK4VSHI4zwa27m/uJtCdJH3ASJ1oop1Foiab1Yur+JX1u3gjl0zT7cwoscb2yOpVADhAC5AHOeByea8/bp+NFFJCZFSHrRRQSSxDJq3Gcx0UVQgRRuJ71HMACPeiiqWwifTx+9Q98108CDcrd8CiitIkSKx1n+x9SvYv7O0++hllDGO9g8wKyDggggjqcjOD3BrnvEV7calfvfXcnmXNw7SSPjGWOO3b6UUVnIuJj0UUVJQUUUUAFSxDkGiimtxPYeCSTk1YTlqKK0RmypONsxxWnfeJ9X1XSbXS72+mntreV5UEkjMSzBRySecbePTJ9aKKze5otj//2Q==", "info": {"video_id": "217019", "label": "showing that oil is inside the 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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"info": {"video_id": "217019", "label": "showing that oil is inside the 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": "743534b4f79a8ce591a98d519943447187ad32701f5e61f1c6173a6ec5d693ed"} +{"episode": 4720, "episode_seed": 3924100374, "split": "train", "timestamp": "2025-10-13T02:49:19.213268", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3924100374, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 redpen in front of notepad'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "102186", "label": "holding redpen in front of notepad", "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": "102186", "label": "holding redpen in front of notepad", "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": "75c402fb650e72472f944fc5465ceed42d08c40e8457e9fd96642b19a289e469"} +{"episode": 4721, "episode_seed": 1582220852, "split": "train", "timestamp": "2025-10-13T02:49:21.126974", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1582220852, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic 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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", 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", 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", "info": {"video_id": "183019", "label": "uncovering a plastic 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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pEF38RrsykRwsjL6tXYeDtSPiCCCe5fMiO4IPTIwQMfjXm/xCWzs/FcltaBcRRqkm3oWBP9MVqeA/Euj6Vp1ympXktvIs4kiEcJcuCoBxjpjH611UaaaaTtdNX+Rhi5ScHBK+qPR9clksrvyom2xugOMdPWsvSJjDq9spOAZAKxNU+I+gzEm3t9QuZf70gWMGudn8bXdzdI1paxwBTkZO416dOrSp4b2Und2szyvq9WU7nc+P1Au7dwOqgZ/DH9K49X6Ypsuq3eoohupS59/XJFC54PpXjRvypS3SPVpx5Y2Zfhc5Xmuu0V8AZ61x9v8Ae5rptKlwoxQyZHaRlZbdo2IOVIr5v3hGCLwqDaK+greXcmQeg/pXzqG+Y/U1VMmG5MzZpV6VHUkeO9XsakijNbC6pcyyxiVVfGBu/vAdjWUlWYz8wPpWVSKludNCrKmnyvc19XnkudUmmlI3vj7owBwAAB6DGKkV9y7h/Fz+dZzOXk3HkmrMTZiUemR/X+tC2VzKWrLavyMVpWjHclZKZyPatOzPzgnpTM5Hd6W/7oZPJrk/iZELi80J5RmOHznb3PyYH510GnTfIMnrXM/EeU7dMAPXzP8A2WphpIwXxHKLMTBtyeSTUWfmqFG+XFPU81qjdE4OK3vD+rR6a14JQNlxAY95Gdh9f51goOhzVuIDafcUqqUoOLN6MuWakdXY3MDaVqQ8zcfLCoByTz1z2AqrZPhnX6N/T/CqVhMILSdAB+8GDUts+2ZMHqCp/n/Ssqa5U0PET55XNhW5wKtQOCcVnBs1Zt2wc1ojmZ12iyZ29Ca6e7sbXVtNlsruJZIpFwQRXJ6KQrCuugkwoIHNT1MJbnzQ/irf4Ok0cDLTOpb2AOa5bYSc0iDBFWQORW3Ko7HXObm7s6TwRdW1jdXZu7tLYFFZXcMckE8DAJzzXUan4w0uYfKLu8lHRtixJ+uT+ledRtg1MGJraFeULW3XW2pyzw8JyvI273Xri6AEMUdso6FMs35n/CokmmmLNNPLKxGcyOT3H+NZ6c4q5Bwx6cqR+h/+JrKrUlUd5O5rCEYfCrF2M8jPSrMRGcVRjerURyc5rOxbNe1baynPFdHYz8rz0rmLc8ituzPzLj0pNGEzdv7W1vYFjuZXVSjgKvQk45P0rwKx1K70nUJJrOTZICVV/TnqK9H+IWtXel2+nLaNsMwlVjjkfd6fma8vjT5adOLV77G1OVoK24spkuZGmldnkckszHJJp8UB9aeo+QCrEK4NaXsDQsVsueavwwqrDio0qzFyRSbuCRchOY1J9f6A/wCNXI24rPRtqkehGeOnLD+gqzG+QKiw+hp27ZYVt2MhU8Vg255FbFm2GBpWM5HV2Eu4Z5PFeAA/Mfqa9308jyyQeQK8H/iP1NOCsTT3ZKKkU81CDT1PNUzVFpDVhGqqhqdDnFSykW1OcVZgbhh6EH+Y/oKqR8mp1O12A64J6fQ/0NKwNmjEcfjV+0fkc1lRPkVoWpwRTsQzpbGfYRg1gfEJ9yaWc/8APX/2WtS0fDDmsXx62U0w/wDXT/2WpS1Ml8RyqtxUqmqyNgVKrVZuXEPSrcTDFUI2zircbUmUmaMbfLiphJ5e1zjCsDVSLoD2qztLR49wPz4qUJs1kJB2+nFXIMBh6YrMgl3hWPUqCfxAq9CckVRDOo02TYVIrqbaYYXBri7KQjHPNdLYSE7cfiKho55Hy6q55qYHkVGD2p4rZnWTKamQ1XU1Kjc0hFtOTVyPiRAcDO3r/vY/9mqgjAnjj2q0ZCpDDHEbcn2w39KAJYnwcE8981ehbkVkGTbcOvTDEfrV6CbkciiwmzdtznHNblmSHU7sGudglwBg807RGl1TxRJp0mqT2iFZDF5SbtzKhYL6AcHk+nvVKJjIrfE1tyaUf+uv/stcIDhcVr6/qN1qMVo1zcPLtDFdx6ZxmsYU2jWnpEnTmrCHFQLxUgapKZbjb3q3AcsM1nI3HWrkMmCOaQFoOAsoyBy2B9Cp/wDZjUlvLng1VL/64ZHO79UH/wATUdvNz1p2JudFbOCRzWxauARyAe1c3azgYqzqN68WmGWGQrJuGCp5ppESO/sjlOABXhR4Y/U16RfXH2LQYdT0zXNRkRrk22biJY1nITczxd9qkhTu9R7geaZyabVhQJQaepqIGnKalmpZU1YjYZGapK9TI1KwXNGJgTxzVhmC3JGeCqjH13Lz+YqhE+COasPKBIjZ6Jn8mU/0NCQNk9tMcjJrXtnyQPwrm0k8u4dOm1iP1rXs7gA5PanYlnUWjAMMnjNYnjtgY9NIHOZM/wDjtLoUsGpeKhp1/qNzaW8r7EkimijWPuSxfjGM8DknArB8SS3KanNZXMlyfss0kapcY3pg4+bHGeBnHFPl0M4r3jPVqlVqqI1TK3NQblyNsVbjb3rPR8VYSTNAzWibK596uH/jzmI6qhYfUc/0rJhflea04GEkTpn7ykdaLCZMkoQJjHG5ePZjj9CK1baTcQa5pZSII3Ax8wzj3RTz75zWtZ3GQvNVYjodVZseD2rpNPPKEN05rz7Vb2W10YyW8rRy71G5TyBmpdTXxJoGj6Xe3Wo3iTXZkLxFceTgKUBOPvENnHb6g0+UwkrnkK9akFFFDOseOhp6+tFFSInj6irP3sA90cf+ONRRTQmQSkm6Y55JyfyqzC7ButFFCJNS1lYH8M1nJqlzpHiJr612edE7bd4yPmUqePoxoorRESMe7J2RL2AwP0qqKKKTNIfCTjtTh2ooqCmSLViMnfiiikIlLkM7dwV/9BcVTichqKKoRoxORgA8U68mc6a+TkB14oopolk2s+K5NdS2hl0rTbYwIscUlqkilI1zhAC5UDnJwOTzXNUUU2KIo6U8UUVJY4GpFJFFFICdGPy896mmc7FB5BR+P+AmiimBBM7fbZDnncauwSNtyDjIoopITC21+TSLu7jOn6ffRSuHMd7B5gDJ0IIII6nIzg9wap6jf3OqX01/eSeZc3DmWR8Yyx9u30ooq3sQtyBeoqVSaKKzZqSqTxUyMc0UUhluEncB61oWbktk+tFFUhMrE/6Gw7AoR+bj+VW7GR9o+boaKKfUktavK50ojd/y0XpVG68QanfabBYXV3NNBbu0q+ZIzEs2M5yecbePTJ9aKK0Mmf/Z", 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", 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", "info": {"video_id": "183019", "label": "uncovering a plastic 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": "6d6ee49aef98882470e3fc97cdbee994bd30849df4675da0f518ebe4e80f321d"} +{"episode": 4722, "episode_seed": 1506328817, "split": "train", "timestamp": "2025-10-13T02:49:21.699324", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1506328817, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 yellow sandal 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', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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t8giuv+LkBfT9JvwOYbgxt7bgD/Na4+3YFsV7mT1OfCQ8tPuOWorSZ2fhVyzXOf8AZ/rW9rZ2+HL/AP64MK5/wv8AeuMD+7/WtzXyV8O3QOMsoUfiRX01L+Df1POkr1reaOJsrcOzHHCtgV6X4Et1bTjEB8qXbE/Qqp/pXE2Fv5duCerEt+ddv4Suf7O0vVbhlBCBNvuxzXy+bUVUwbUulmfYYmNqTsO8YS3mreI9C0PTrmSAyXymWSI4IVVLN+QrrNU08ZkjHTqpP6VyWnSC11KLVJvmlVHCt1ILkZP5DFL4h8eXlvcWVvp2mm6851Ezy5CIM88jp+NedRyyni8tXI1zq7/HZ/I8Kc5QrWtoZ0+ozTarDBkhJJCrD8CD/Kug0+UwNtPTuK5GWUS+JrSYOWZpSSPYg11SsGAYduteVm0fYVacI9Ir82dcPei7mP8AEq2WTwNqO0cRbJV9gGH+NeO6exNrCf8AZr3DxLCb7wtqlsBlntZAPf5cj9RXhOkS5s4/qR+te7kNbnoyjtZ/n/TOStG0jpbWT5FFei2zZx9K84tSCF+teh2nbJr6zC9TzsRujjdaQzeKLlR/z0Ufkorb8NIIdfsTgcyFP++gV/rWTHi81e9vOqtMwU/p/St/QoRLrVkCcDz1JPsDn+lebi4qUaiezufV4aHLhEn2Oy8T339naOLVThxGXc+igZP61lfDO3tLDwJaI2Fubl2uZWIxkt0H5AVFqcyaje3pulLxTAx7AcfKRjGfpVANLZWrQ207IhQJjAPA6V4eUYWn7GrCtF8s7W9NTx66l7vJujU8YkWwVw2FZCdo65HeotGTOk2kgOSYwSa5iW6mg0vybqd7iTLHzHJ5yew7D2rpdAk26NaDqojArzM1wywuFhSg7pN/qdFJt6s6GKYPb7W6ryK8E8TRfZ/iBrMQGA0hcfjg/wBa9wSQLnB6c/hXjvxBtzbfEHzv4bm2Vx+AKn/0Gq4frv27g+q/IxxEbK5Wsn2sM11/htsmc/7v9a46zcEiuv8ADuP3v/Af619vh/4iOCv8LL/ip8aGo/vTxj9c/wBK5/T7fbboxHJ5rW8TS+e9jYIcksZX9gBgVHHGF2rjijE61D28mhag2+rO/wDC9xHZ+E0u3IzCGiA/4ESB+orF8M6W2ufFJb+5QPFptl5pLdBLIxC/jjJ/ChJ0XQLOzQ872mkHuTgfoKs2WuXGkzPLAqDeAGwPvAdM+tfMYehOlj5V1D3dfxe5hilzOST1udF4u2WOlSFfvO20DHI7muE8Jss5viwwxlAP4D/69T674lk1EM0qhQBhVHQetUPCb/61t3MjFv1xWeb0KdHDTVJW5nf+vuIw/NpzHZWxaCUegrifjBEJPC9vOB/qrsfkyn/Cuz8zuwwwrm/iJB9s8D6gByYQsw/4Cw/oTXz+V1pU8VTv3/PQ1rxvFs8ttmJCt6gGty3lyoA7CufsHDW0JPUoK3bYAgfSv0NHnvY9AWQQjc/GBzWDJef2nqclwAfJhHlR+/c1x2gahqNxLHC15NIH/dhHYsCDx0P1rqrMKiSRqMKszqB6AHH9K7KmK9pGyR6OX5cqNT2knfsXkG9iR2FdI1wgKq3/AC7oiL/3yP65rm4QQTitB5PMnZwOGOa8bHYZYnlhL4db/h/wTux01GKXUvXl3JdqAWKxgcIOn41h3MceVPloSpyDjpWg74Xmsy6l/dsF6nirp04UoqEFZHkb6swtWuGl+UHJ9K7vS7NrTTYEAwQg/OuAhQ3Gt2sWMhplB/OvU89BjpXznEFVrkpr1NqWmpyfj6A3/gjUFAzJblLgD2U8/oTXmULkbWHcA17XqVotzBLCwzHcxPA4/wB4ED9a8PtgyQxq4wygKwPqOD/Kuvh2rejKHZ3+/wD4Yyrx96/c7fwlNvFyfTb/AFq7rd8L6a302I5UN5spHoO351xthqV1YThbdlCyEFwyg5x/+s10tooS7mkIw0iK5Gc43ZIH0xivrFiF7LkQ8HgHOqq0ti+iA7VFbtpMI9IMHBMspZhnpgAD+ZrGgQmUewrRhZQPeuDEU41Y8s9j08bXUV7NblgMRyTVK6dcZbPpV0bSvBqhebPu5qdErI8kzrJ8eI7Tn5d5x+IxXeGP5BjO7ufWvO2kEGoWk392Ufzr0lSCMV8fxA5Kurdjpp/CV0f5hDL0b5fwNeAxW7WV1eWjAgwXLx4+hr3+5j3Rll++vIrx3xdbi38ZagyjCXIjuV/4EvP6g1vw5W/eTg+qv93/AA5liFsyvazlGUH1rsdU1Z4LHbaYZ5gUVgcjPfkdOtcKhxitrSLdho8s2DsEsaD05bn+Qr7WnWcE0upGHwccRK8tkblrALW3WIclRyfU961tP3wyJMmN2Dj8QR/WqMS+bJg9D3q8ku1sDgVhUs00+p6uMr+zj7OPX8i4BgCoZ3IBpUct9KiuzxtFZXPKsYWoyGSAg9q7Hwy+/RYCuPlBX9a5G5UFGz6V0XgybOkvH3SQ/rXzvEF/ZRkujN6ezNyRXXkdRXnHxNti8uiako+672z/APoQ/rXqBKnrXG/EGyEnhi6ZRnyZYrlfbDYb9Grw8orOni4N97ffoFVc0GebQOVOc10mjatFbBonk2PKPlJGRwD19K5hOM1o6Xbm71C3iA4LDPsMiv0aE3F3RzUqMa1RQlsze09ZZp7i7uSfOYhQpOdoxn+orZt4C53MPl7VUt4CL+7iPRbh2P0zx/StaJ1xxjPapnN7s9SvWVCCpUtCUAAY7VDO4KnPSps7hkYzVW5GFPPJrBs81GLqcoNv8vatPw0wt9UgtyPvW4YfU9azLqEGN8nIrUixb+JNPcDAZNv5H/69eHnLvTUO6f4HTS6naSKWA9his3ULT7ZZXWnyD5bmB4h9SDitjiobiPfHlfvody/UV8dTqSjNSLdmrHz1p+5LaNW4ZcqR6EHFblpc4IDelV9Zs/sHiLUrcDCi6d0/3W+Yf+hVFE2DX6fSqKcFNdVc81q2hs+CtPYzwXLrhTNtT3xyT/T866F4THe3KAf8tWbH1p1gi2esabp6IAkCHJHfg8/nWrLbobx5nxtI59zXVGOlj6OPupFKNCCMjAI4q4i4WolbzJC3r0qYdKwm9Tx8RV9pUchkhyKoSopBzV6XgVnzNxWRmZ1kIofEFo7kKglBJPavRQM8ivKdXcxo7jqOf1rtPB+uHULNbS4P+kRLwf76+v1FeBneFlNKtHpo/wDM0hLob8gYoVIryXxZpQ0vXH2DEVwDMo9CSdw/A5/OvYnKopYngV5hqdofEfjI2F3qU1tEPP8AI2JvywTeFHoDtJJPp71x5E5RxNls1qTWa5bs5zTrVrq7AAJVFLMf5frW54m1iLRtXMMKLNKY4wyhsBcDH54rA8Nal5dle+dKVLKjbyfuAZJ/pVS4lt5me/eJvLZitvExy0p7lj6V9tCPu3D677KkoU9zs9C1+31VZ0iGJoyNw9R2IrcjLZHvXA+GG+y66XeVGnuoyXUDGDnPGP5V3qv61jU0Zkqkqnvy3LavtQnpWbdS53c1YeX5cVnTnOazZSM+7kyEbPR15/HFekWzl7aJu5QfyrzK7XzYWiHU9Pr2/WvS9PYPZQt6oK+Yz6F5Ql6m0HoTEsDXAePtGYrFqqdIv3Eg/wBkklT+BJH4ivRgBgGuU+IMr/8ACK3awsQVC5x/vDj9K83LakqWKg49Xb7xT1izy1OorR1zUZ7LSxptopjgdwd56yAent1JNRaxptha+HrfVdM1S+nVro2ubmFY1uCE3O8QHO1ThTu9R3yBmSX86sLmY7r2UYhQ8iFPWv0KFjk9vKEXGPUu6Fq19aa7a2Mj7o5V2spbJGckZ9D/AEr0NUwoy3WvKY7mKxkgZl3yCUSPIev4V6hDKGiVgc8cVnVVmOlJyWpfjIA61UuZck0pl4qnO5NYs2RUnlyTWz4Gl3W94vdZSp/PP9awJs9a3fBY8ue9HaRlf8cYNePnMebDM1gzsACRUN3aR3drJDcIHhZSrqe6kciraDmo7psJ5S/ek+UfjXyKTjqitzw6/tDp+pXVmxyYZWTPqAeD+VWNN1mLR7mKWSLzMyKcbsdM/wCNad5Z2GpfFO903U7y4tYLiYBJo5Yo1j4GSxk4xgHgck4HeuQ1aE2Wp31ncC4Vrad4VjnwJRgkYbGQDwM449K/SMNJzhGUt2l+RxKq6cuaG6PQrHXLTVWupbXcrGT51PUelX43IbvzXAeCA9tqVzFKjAsi4z6da79Tk8U57mnO6j5pblyN8DNVriTJ6inl8Jjv3qjM2c1ky0Vbh8qy57Vo6iQmoeH7lCCszMmR0yVBH9ax5j1rRT99oenDOWg1Fdv0IJ/rXlZlTvGM+1196Nab1O/VycU47s8UyAbo1b1GanfCR7vQV8dyFXPN/iPYIklpfKuHJMMhHfjcv5ciuIQ816L8R1c+DPtKkhlukfI9Dla4TXvDOqeHdA0jULySdZ74yebCYyBbgBCgY/3mVs47dOoOPuMmlJ4ON+l/zOSs0pHZwSMda8z+L7WIvooXIH5k1oXkjeYVzxRRXvLY+gnsR2zEpk1ZQ8UUVyS3Pn0QTk7gKoy0UVBRhasoNtLn0q94cYw6zYsnBLbT9CKKKwxP8Gfo/wAhrc7zUZGWDAPWvL/FepT6H4mlvrMJ50FwwTeuR80ZU8fRjRRXz+Sf7w/T9UOv8COJtYhLPDbsT5bMAQD1q1vM+oSl+kR8tAOij2oor7KGx58tyGxuZI/EFm6nB84D8CcV6urHaOe1FFZVdzoo7CuTs/DNVJzkZoorFmxmzcPXomlcWMQ9BRRXgZ3tD5mkdmXmYqhIrlfFnzeFbwtzmdAfcYP+NFFeRg/95p+qHL4GeX654pfX7e2il0nTLU26LHFJapIpSNQcIAXKhecnA5PNZlqxmZp5DmRmwT7UUV9/TPOkZ87tLON5zuPNemeHrmWbR4TI2SoAz+FFFTU2NKO5sKTtNQydD9aKK52dRRlPBrd8Hcy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", "info": {"video_id": "132997", "label": "poking a yellow sandal so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "132997", "label": "poking a yellow sandal so lightly that it doesn't or almost doesn't move", "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": "e3b1a6c87c619dc0bfb0f264fcb4479ad32310e057b17518d7192eb16e7bd9e7"} +{"episode": 4723, "episode_seed": 3600963965, "split": "train", "timestamp": "2025-10-13T02:49:24.627864", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3600963965, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water bottle so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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cnuf8K5/YuKsap82popNMlyhcMo+Xrj15q9qLGHS9RkHVYXwfQ9P61mRaRY2NjbxJGonj2hZgBvJJGefQ55rav7JNR0XVYGkaMPDjK9fvDP6VhKLU0hSueb3dqo8ReRxshSJfyUH+daBmC7hnkmqV4TDrdwN25gQM+20f0FRiUNIDnknpXs0fdppHlV1+8dy3Lxbls8lhXYQSfaNHtZ1Y5aBTkfQVxtw2LJD33g1u+Gr5LrwvAgOXhJhI+h4/Q1liehthN2N1S+bT9FkkU7pDlUHqSD/n8K5uaDyH0ZxlvlVXYA43AkfyxXQ+LdI1CHSdPuEhZ2NyMQr97cRhM/jRHp8cyPBawSPJp7CKcpmQOx7gfXI4rFRfK0dUpLmTNnSmxZFQej/0qxqNz/pTK/LLEozntTNOs5reKQTQyRFiCEkQqapeKLq/srto7XToZndRiaTBxx0xXFBSUmmarV6DpLgF2+U5HyjnrmsTWtQiFioQ/wAQ7g8An0rQnsdRSzSffC8+1C8KRCPBBBJDc56Yx3rk7mGPasWyUKxf74I6kn+ZNactlqaR3RY0NC9qbhgPunH4sT/hV6ZswFR+FU7BhBo0EKn+HGT144qQyYgyTnmvYp6QS8jxKt3Ub8yVJAdOiz/DMf5VH4IsBZz6vsOYpBEy85wfmyM1VD/6A6jqJcipPh+ZGfUoll83cYwmTjH3s/TmscU7xRrhNJM2tVu/sGjzyJ8rMwVSOxJxmuektS+hWkMYG+GVs5z85JBOD9c8V3Ou+GRfeGCtpMsl4JFkV85UEHBH4c/iKx9Mmt7y9m0P7YqwWkCmB7gbQ7gDcxPbJJzXPCNtzslNN3XQ0tGJ2SpznAP6mr9/I8ctuoUlfLySFzzVi30WXTk3yzQyGRQo8rOAOveqniS31HZENNu/JJjXzPlyfwPauH2cozcWapqTuijJcuCPl4VM8oRg1j6tqiC1uLddvmK2w4ByDgH+ValvojjS0S4vJ5LwK3715WZRu4IKZwRjjFc7qFnc24dpIFCiRd0gP3jjGf5VryW3NUtdiv4eHnCa6Y5G9yPboP6VpO+YmGetUbFlt7GSJQFPmNkD8/609ZcW7MDkZr1qNlTSR4+Iu6smyaKQDTmXPKzg/pXG39rHDftd2zIYnyZADjBz1A/nXTq/+izr/tqa4q5s5HLPF5gRpdoDDqc84PSs8RZxSZWGTUm0Wl1aa21sXokJnW4LhyM8tx/U16Xa+JP7I0NLiSRmuJ2BJLcKD2A/P6CuVu/CcEN+r2Rd4mU70c5KsOmDV6DR1aaJp7O8do8BNrMAuPTnFcjfJKzZ1w9+N0T3EcWqXVrfrOkbQ3KyMSN3mDv06dOK0NDIN2o3M4iiO12GM9if1rYhhs0RQNEcANvz5knJ9TzVceV9ukit7N4B5X3fmYdfU/yrLE8rhdM3pyaTTHeJyDoNpLJyvnlF57lasXUegaQtqllMEknQkmYBSxGM4P4+tR3sPmaelvNHuXzNwVuB060sumLFtMar8ybTnnj0qacoqNy1zaakQkSUF43Vx6qQa5HXmMeozTbuCAqr6nA5rpodKWymlkgjjiaXG8ovWsrVdIklmlldQ6EAg/xKcc/hW+HmnOzMcSnyXRy8c8jMDk+1ajTeULVz2bcaoxwMspZwFUdF9hU8reYIkB5HWvTjG255M5X2IdUuLuLVbn7IsjJJGnmbEyduK52zedrsbEIVJPnGOQDmu68OSZ1O/wDRIoRn8Gq5Jp9vql59tTarsu3co4YA8E46muKvFRTm31OyjU5pKCXRfkI3iGZI7SwsizFcBxgqoJHPOMZzU5t3vGgu7uwZ7oCTb5mR8pGCOnT2q5Y6ZdwTJ5V4FweMKQf/AEKukhXVlORqUh/7aP8A41jGomjq5ZLY5mO71NDAj2yJbxHARJNoVTx/LtWLaanqL63/AKTE32WOREKggqQp4zg55Fei3Dao9s8dxeGSEjDqxzkenNZkVqivu2ALnJAFKdWySRUI9ShrGvWdx4pt0jihtowihlVSBnOR16VuWz+Za3i9/JZvyxXG+ItNW48TQCJlSOaMZDLkBh/LPFdDEHSFgQVBTGfwrknP95c1kvdSOJ1ddmpXUiqSzkDI7DAzVBP9cueoGa6LU9GlMks1vIXLYJjPc46j/CuchH71y2c8V69BxnBWPIxEXGbuXrlsWqLnvnFUfCviJ9Lmu4YlV3lZTEW6IRwTjv1FW3U3B2DAwOtYGgaQ0l87zS+RLb/KQ/Qc8/jSxX2R4Tqet3OuGS2isJHV5GiHmyt/ASOAPU45rnrC0vtK1i8nsbtYILhY3V3cg5B+cMPXrUVtYWt1ewvd6tG6q5by0QEHP/AuT711C2WgnGZrhxjG0qlYXT1bOxXjoka7alFf7Jom3IOAQc81Uu7u3fX4tNn/AHck21jKeQi4POPwpkcFqkkUVnvjgyfvDBz36AU3VtPhu9dinEp3rGihwMHAHSudTXtGy4prRCag0FvezW0N1HN5eBkHB5API7da53XYPM04yKvzROJBgdR0P6Gta60S1d5lmjWVpDlnK/MeMdetUf7PS0sHtYNyx4b75LdfrSnNao6I30OREqqjKr5Tkrj3/wDr1ITizUDueaJ0QW4iAIYkqp7ZAJ/oaiV8xRD1xXpYWXPDXoeXjKfJUutmWLRPMSZcZxhv1rBttSmsnghgd0E3mK+04yAc4NbMU5tzOR1K4rN8L2h1CSV5IFmRRkKTg5LZz+lTjF8L7XFg3ZST62/U7OTW/s62lojP5SfuwkRO6Rj1Jx1A6e9Rz2NrcXgvXWdWaBoHiiGAVyCMZ6Y6fhU1np4WdW/sW3J3Btzsp5rrI5rzA/4l9iMDA/dpwP8AvmuVTi9zrtJbFay1N7mzRXjeJYsRoJByRjio9d1OWwvNPjX/AFNygMh9gwyCe2auzmaSSI3EcKYPAjAUEfgBTNSEF1c24EIwiAHHOOa5/apVXqVGL2K2s6rpq33l2cE0cYiDMVBkUEk9WHQ8dKxZZrbWNOuEtpllBXadvVW6jP5V0E9rCsv7pAARVCa0Ch9qAA9cDGaqdTU3imkcGHbaX2MB0Y57jjNShv8AQ8DuavXVhdRB0+zN5e7n5c/Jzkj9Kyo2Pkoor0MHPmhyvoefjocs+ZdS3Zp5jTIf7mfyrlb+CS8sGhhTc4uXbA9MnNdEJWheXbwWXFc1ZuhtLkyMQ0qsQQRwA/8AU4FVio35fIywtTlUvO36nT2OvPbwq1ztlmkbO1eCMmu7gXKqe/FcF4f0W/iuknlhRMH5fM5P5V6HAuF6D3rzKkk3dHfCNlYvxykEdKZLiSQkqKRfWiPmSs6krqxpFA6LsU7cn1NNbnGamfoBUPeoWisi0IUBxkVFJDE5IY4PrirHaoJOGNXF2YmchrmkiCR7mEExfxD+6fX6VhwL5iu3qcD8K9FfDghhkEYINcNDpCX3jC50v+0J7O2xKYREm/5lQsF9hweT6Y716NHF6WmedXwt3eBjy35s11SONsSXHkxAg8qMNk/lV/RZrqa4t7Ww/dRqQXOcZA65rA0SwuNcvZAZSOFLMeccGvQNI8OW1hIrB5JHzkknFYV613ZGtGlZHTwrkg4xirqMQetVoxgVMDiuVNo6rEsjkqQTUQXtijOaUE5qWykrFG4s4LidGkjBZPunOCKtCFTEVJJXHQmgr8+al6IfpUNJu7GygUiVypj4z1Fc9rWjhne7tYsNnLJ/e9/rXRSqS7VieJLme00d5reRo5RIo3Lwea6KVWUGmjCrBTVmc3Gf3Oehc5/CtvTZbaeQopR3ABZSMkVjeILKGPRI9W07VL6bdcm3PnxLGs5CbmeIDnapwp3eo9wLHhC2i8t5/wB4ZnGCx6Ae1dOIqqpFHNh6Tpt3OytY40lUiNBz2UVqRzcnA4rPhGDmrIbGa5VKyOu1yaU75gwJBAxxUbxIJTIQS/qacnPNK5zmsrLmcjRIjYAtmoJ4wwqzxzUcop3GZ82k2VxE+6OMFhzxg/h71xN7p0un3awsC0eMo/8AeH+Nd/u2iq15aQ30BhmHB5UjqDXZh63s35M5cRS9ovM87nIXee23NJ4EdvNnjBzGsSEkdFOScfqfyqax0+2uvGcmi6tfXFrBLIY0liljjRPUsZOMYzwOScCp/B1i2n69rlkVnjFtKsXl3AUSDBYANgkZwOccVriqqmtDnw9Jw3O6hBDLj1rQRzu61SiGKtKcCuFOx22J3O8rnnFDjAH0psfIyac39Ki+ty0Rnmo5V+XpUy9aSUZWncogXYUw0YOBwc4rk9a0QwSfa7dQIud6D+E+o9q6vaQKaeByMg8EV0Uazpu6MK1NVFZnmlwdpZsfwmuc0t4x5odSF+yNliM+9dp4z017Cxe7tmIiLBTjqme30rn9c8Man4X0DR9SumnS4vxIssJjI+zgKm0Mf7zK2cduO4OOurVUrNHDToyimmejwKMA1px9qKK809FE1Pi70UVDLQ5utQmiikUh1RNyxyKKKpEsgcV5/fahPpXiq5vbfZ5sUrBd4yPmXaePoxoorSO5myPwJCsV5qqLkhTGBnsOa9ChA44oopT3JiXU6U6iioZqh6dDSr1NFFSUN704/dNFFICoT85rnvFvGiPx/wAtU/nRRWkTNnM6x4jfWoreKTTNPtzCixxvbo6lUHRACxAHOeByea7KwUKuFGB6CiirkSjUToKlzRRUMtE0f3RSt0ooqepSGDqaH+7+FFFCGyAgbaifpRRVozPPdZ1j+zNS1UPp+n30byeZ5d5BvAZBwRggjryM4PcGp/A19carfarqN5IZbq5ZJZXIxuY7j0HT6elFFaP4TN7ndx9KlFFFYvY0iWU4FOb7poopFoYOooc/LiiihDZCSRUZ70UVfQhnP+LQG0BweQZU/nXmms+INUu7OPSbm9nntLSR5I1llZyS4GdxJ5xt49Mn1ooraBjI/9k=", 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", "info": {"video_id": "208305", "label": "pushing a water bottle so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "208305", "label": "pushing a water bottle so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dc2891c949dbb7fe166df3d9702053ebeecab979538ef6500263afa76862ddc3"} +{"episode": 4724, "episode_seed": 492222022, "split": "train", "timestamp": "2025-10-13T02:49:26.777436", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 492222022, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bucket with spidol'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "12920", "label": "pushing bucket with spidol", "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": "12920", "label": "pushing bucket with spidol", "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": "6542c5c35563c769d7079ac2aa6d472c017820f1a91c3b47484a0ca2f4aecdcb"} +{"episode": 4725, "episode_seed": 1805510200, "split": "train", "timestamp": "2025-10-13T02:49:28.156033", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1805510200, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "172866", "label": "pretending to be tearing a book", "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": "172866", "label": "pretending to be tearing a book", "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": "ec4597eb18294fdc4edf4ca9b92ac5ba7b4ee2994b56e7e0cbd60fec19fe95c9"} +{"episode": 4726, "episode_seed": 3060629750, "split": "train", "timestamp": "2025-10-13T02:49:30.329695", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3060629750, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping barley up with big 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', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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APyGP5VyMl3dW96stpbiZbdsuhHXI7e4FbNp4q0qaMEzCEjqrgg/T3rWcXozmlK7sa+4nfEFALAg57Z715jrm9dLkWXh2kCkZ9OD+ufyrp9T8UxSq1vpiF5G6y4wI/cVxWvSbY4oSxLE7jk9v/wBZNaUYtamM30MffgYFeufA/LHXfQCH/wBnrx/Net/BHfu1xkPTyfl/vffrSr8LCj8aPZtm7ccZbGMUgfrzjjqfWkaYGLK59+xrIvtR8hX5H1BrlO0mu71YssWBP8OR0Poa8w+IHi1baNbe2Zftcp2qgOduf4jWZ458bT2kps7Vj9pcB/M7IPp3PFeaRSy3WpRSzyNJI0i7mY5J5renSv7zMKtVL3Ueo2GlDUZ03nEaxBppM8hcZ/U5rVg0+XUkE0Nu00aSbC275VHOBk+n9fen6TH5+lrFEBmUgSNjOVGOD7dfzrobX9xH5KKscYPCJwOfT3rnrXcrEw7mINIlExhmt2hbafKkcZwQRkZ9D/iRWDeWrtb3EkmPO3buB2Xp+ldzNIXO5wSMjcCxPtWB4hSO1fKAAThs+59/0opSa0CSTPPfFqqJbORTndGefyP9a5vdXQeLWC/YYweRGSf0rmc127mDLGjaz/ZrMroWjb06ik1fWZNUcDGyJfup/U1l49KPoe1aCuPUkkk859asR5OB6VBHkVbgAI6cg9aaEdx4HDObmBSd5G4Y+lexeH9UE1pDcWzZlX5ZI/cdVJ/WvEPDNy9nqccidGG1vxr0SO6n0Gd9QhiM9hMB9ojXqh/vj+v4VzYiDbNqZ6nFq9tcT+WGCAbRz13HPGPwrP1C+F022BCUQ/MeBubpkeuKyNO1jTtQtxNFPE2eoZgGBz056VXv9ctIIxaWLJLdSA+XEjBwnqzHsO9caNEjhfFNytrY6rIq7HMzRrz1JJ/xrysjHGK7PxjcKjwafHK0uwF5Hbqzep+vJrkmU16UI2Rzzep7H8AH2w+JD6C3/wDalZvxI1uOLUJn3gsuQoz1NO+Dt6un6V4nmY4wsH/tSvK/Emoyanrt3O0jMrSELk9BSt7xadomXIwlk3jqxJx6U9VyOtRKMmpkHPFWjI2PD12dP1m2uc/dbB/GvYBo41eCGaGfyrtfnSZOqt16dx7V4rCmMV6p4R1ci2EErYlUfKSaxrRa95K5pTd9DYl1jxTpSIl7oxueoSeHJVvyGP5VmXs2u66dt7GbO0A/1K8F/Y+31ru01kXNiqylAVHdetcl4n1210yylbIDEY46/hWEYU29EatyR534vuV8+GzjOdg3v9TwK5nNTTzSXsrXMh+eQ5I7D0FQEEdRXXY52xyt86/UV9dMxkjAGd20EV8hKfmX6ivrdZTGBv7KPyxWFXodFDqR305WBt4K7gQR7+tc+U2W5Rf3nbrjFaFzcGe4ZCGOOnPFReUhAbGOQDj61jY6UyG2jUqygjgdTVPVZYobdhIQF2nkZ4rSV0ijZjgAZ4xXBeMfEENpZzQLKxupRtWMEEAHvSjBt2QSkkrszdHvoZvMZQCocsffnrWzqGm6HqMMc/2NDKFwz4BJP4EfrXGeG7ffqEVtJdR2qzMESeT7gJ/vegrS1TUJNGlltJpInKNjfDJuVvcGuxwnDRao4Lxlqxb6Gy022coiJgfKBj8zXnF9dm8u3m52nhfpVvXdbn1BmXO2P+dZ+3Cj6VaTtqTJroR7q9c+B8uxtcB7+R/7PXkhQV6d8HpvIGs89fJ5/wC+6iovdLo/Gj2C9v8Ay8gHnrXDeLPEdvpFjJdzZLn5Y0HVm9Kj8U+LbHR4S08m+Y5KRIfmP+A968U1rWbvW79rm6c+iR54QegrGFO71OmpUUVZbkF3eTX97Jd3Db5ZGySf5U+14njbsGH86qpVyFccD8660jjbPYvDVwqT/ZHPEieZHx6df0xXWFNwyAyjPOfevM9MmmvNNtp7Yhbq1AKkHr6g/XpXdaRrEGrWasrbZEGJIycMh75/xrz60Xe5vHYvuqrGS5Xp79Kw/Eaj+z4gUJKy/K2c9R/+qt1kLpyox164Fcnr+opNchYWzb2oJZs8GTsB6gDJNTSV5Dex5t4qnEmstEpGIVCcetYZarV3Ibi6lmbkuxbmqzJ6V6FtDnb1Kgo71aFoCg5w1MNrKoPyg8etMQ2McVaiPc1Wj6Yq3brz93gdT6VSA6jRI/MeMYGWxXqVgbrSLeMzx742XMTHowPVfrz0rynRp/KuYyvG0ivZtI1u3Xw89leRxzRyD5g/r2I96qUOePmEZWZl3XhjRrt2urdPIyfmRDgH8P8ACsfVJrDw5YSeSyiR+CR1Y9ue9U9b1mWydo7WTKAnaW5xXnOoX1xfakj3EzOwPAPQfSsfY8ruzR1LrQmurqS7unnkOXc5NQnkVf0qzt72aWK4leIbBsdF3EMXVRxketXtI8NW+p+I5tMn1G6gjVZNjJbgszqhbaRnC4wcn2x3q7mRTs9bk0vQNUtoXKy3bxKMeg3Z/nXLM2T0HU1JMzFgGcsOxqHBZsAZ70vMq+lhVA7VYiJU8dCMEetQJU0ZPbrQI07RA+B2zzXoXhnTpbpllgiWV0wGhY8SLXBaYB+J7V7f8N9KhuJljMhyBu47Y6VotgMLxJdmwmaOxs722XAzHO4fB9m64ryzXby4up3aeQsy9s8CvbviOkttO8KyZABJ456V4XqmUlYkBuf4u9JwjHVIOZvQbGo8lP8AdFDLSrwgHoK177SrZdLW7t7ibf8Au0aMxjG8oCQGz75HHY1AjCKjePqK+qeJYA4IIUY5r5417w/p1h4et9V07Ub6UNefZD9rgWIXBC5aSIZztU4U7vUe4H0HGxS0TbgHgEHvWFbodWH6jX2EBxjO3PNQMdqN/dXnnjim3E6RyBmO0KSM9vWuM8ceLoNF01o4WD3UoIRQc/j9KxSbdkdDaSuyl448eJp0Uljp7hruTq3Xyx/j7V5dbPJdTmWRi8jHJY96zHme4maSVi7sxZmPUk9Sa1NOISVB2zXbTgoo4ak3NnpnhXSWlsm8y282MDJ45A/rXLeJLO0s7qRYUYEdF7CvVfh5qdpa6bdC6H349qj0rzXxgE+3SspG1zkV0dDE88udrSYPyg/jVjtUF0P36geta+k2dtfTyxXMrxDYNjou4hi6qOMj1rFlGYwqa21rUNIjlSxuGh8/G8qOTjp/M10WheHdKvvE50vUry7hgaTyhOpiiEZ6sZC5IGBkYHU4FczrVg1hrl7YFZk+zTvEFnADgA4G7GRn1xxUvUa0ZSnmluJTLNI8kjclnOSajzzTmjdeo/Km9+M/jQMemM4q9a8uBVFRzV+1AVg2e1NCO18OTSWrZ27ov4+OnvXU3OlWmo5uLaZrTUU482L+If7Q/r/OsjwRcRC6jSQK0bH59wzkeldT4qt7DSr37Zo8h+zOoJhPPln0B9PrROlfVFRnbc56aw1iUCK71SV4h/CjFRiua8Q6gtvbixgPUYwD0Xv+dS6x4umEbLGpL/3jwBXHiaS43SzMWdiSSazjBR6FSndCmmMtbl3pFqumLdwXM2/92jRmIY3sgJAbd15yOOxqx4n8F3vhnw/peoXT3AnvWk8yF4SogA2lAx/vENnHb6g1dzIwBRL/AKpv900UVQFFDwKtRMVOeD1HNFFJDNnTfmcZ7DNdbb3Mvlqu84IGaKK3gSZmrMSqEnnbn9a5OYk6ipPU5JooqKm4RJhUVnqtzomrjULTZ58JYLvXI+ZSpyPoxoorJjKtuoIIIBAA602aBByMiiigZAowKniPzD60UUIZrWZIlQDua9o+Ht3Nb7HjbDE80UVqhB8Q53mlaRyNxyDXiOsHMpB7GiinPYlbhUFzxCT7iiisWM0dc8VyeIYbWGbSNMtTbqkcUlqkilI1zhAC5ULzk4HJ5r6J3ts254zmiiuet0OrD9TB1O5kjSQjGVzjPsDXz5qOo3Op30lzdPvkYn6AZ6D0FFFVSHiNkRwczKD0PH4VoWBLSKCepoorpRyM7bTb64itFVJCAy4NY+sSvJkuxJ3MP0FFFbdCTlLrm5Q4A5qSiiud7lFjTtefRmnjOnadfxTMrmO+g8wKy5wQQQR1ORnB7g1WutQudV1G51C9lMtzcuZZXxjLHk8DoPaiikMaKrzczAdgKKKYCDpVyI5K+47UUU0B1WhXEkRJQ4IPFa+q3s80bh3JA7fhmiito7EM4nUEBgdz1DY/TNUYP9StFFYspbBN9z8RVu/8S6vqelW2l3t7NPbW0ryoJJGYlnxnJJ5xt49Mn1ooqWM//9k=", 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", 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", "info": {"video_id": "132027", "label": "scooping barley up with big spoon", "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": "132027", "label": "scooping barley up with big spoon", "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": "166522cd43423a8e99625d5bfa3d9e450dea2d9e87fc754e79269142e9810cff"} +{"episode": 4727, "episode_seed": 545202774, "split": "train", "timestamp": "2025-10-13T02:49:33.504597", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 545202774, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 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": "164459", "label": "holding water bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "164459", "label": "holding water bottle", "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": "abfd51e4ed10b7485beb9c59b1edb3ec6a4de9b05fcc538ce3943228b71bdcd2"} +{"episode": 4728, "episode_seed": 437597665, "split": "train", "timestamp": "2025-10-13T02:49:37.427330", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 437597665, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 smart phone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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5WT0MEjYsLCDwzZrqWooJNRk5ggP8Huff+VULWyvPEV+9zOWMe7MsnYDsoqvG934g1bMknDsA0h6KPQV6lp2m21nYra26ZhQct/fP9amck1yrYtRe7KdvbJbW0cUIAVE2x7egB/nzXPSQtJclXPJPWulunWG7ZZHABAKkdQPSs5oPPVnjBLDJz049PrXHzS9pKMUdFP3NjMjAtpecmJuG9j2I+lS3ke1hdY3FcGUL3HZhSzHzMDHyiprKQECN8Er/AKoEfe9VPtWyhJ0/e3HUoy5efqM1OD7XotwynOEWQMO4yP8AGuX07QnvZ2ed28hFLN7+grsrGFfNl085+z3ETmBv1K/UVO1olpa+XEvzSt09h/8AXryqkpU24kRk7aHidrGkt1HHM+xCcE+la15fq22xsxiJflwv8R9Kx5JDKxd/vnqQOtdB4e0+RJEuwm6bnYh9Mdf516zk0tDGxu+H9F/0eSSVv3zoVP8As/7P5d66GGT7K0TNlZCdqLjoB1/GqUTmKNbi3JaIcbS2Nze9a1zBHfRRXFtLgYw7L1A4yPrWFLEOM+SWz/qzOzDz5fd7mnNqca6a95dnbFECcjHI9QO+TxXPeHdRv9X1OeS8V1guV32ykfL8pwQD3x3PrT9S0vUNbmjsokkXT7SMzTyquRnnGfy/DrWkHmN3p93axNBpFlcG2t4XHMaSYOCfrW0YSUnPz/A5KlWMK/I+/wDSKN6Fu7tonl5Rii748beR0Prx1/8Ar1k26srND78eh9wfStm7gQ383nFipnDYVCAT1GD6jIzTfsyB5Jh88kMhjOAc46nj1Hr9R2red1FtbnRCcoyZXjYWj72PmRn5ZEHUj29x1FXmU5hkLgovDsBnIP3XHse/09apXCCR0SMbtvPBB6+9T6fPiNopFJEZJx6ofvD8Dz/+quPk9rT9/ciom4899TlfiABKlnteMyRGTeitk4+Xn6VytnqQs7KSOOMCZj9/2rofHyQxXdrGjqbhN4fHdeNp/nXN6dZNe3J4AjjG5/pV0IOEVFGPxGpommPdFLydd0O8hVJ++R6/55r0GKzjkSMxFcJ8rkc5FYllH9jiSQY8mQlCufue/wCtbNhN9iuVK5ltpBtG3AGSR8wrCpUnGXNDf8zak3B3RY0+5lkuNqYQs2F5zhenT/PWt+ZkhSSSQhUjBL5+XaB6n04rJEFvYTNdNsVT8xdhkAZ5/D2rGm+3+K7iSKBhbabbrJIGmO0PtGSuehb0X3zWtSMsRyuO1h4yorRk3pY2J9raO9zbFJYOCrIxG4Z6+xrGuIkmR40TbcJtwgb5QDkgfr069K2BFbwxXFnp9vdppVztksBcN8zMANykj1bJqiWjSKSLy8OdvlhGwWJ4wCR04J5rqpfAiFK9mmUrVFkgDtkqOBg9atW03lXJt1bau8MrH+CTt+B4B/D0q3PGsI85V/0dsAMFx82OTjoM8/iDWfLbStG7leW+Yr3/AM4rn19o+d6dDV2l8b0ZpSuIg5AZQ4JQddpHBT/D8PWvHLfy4b9ftUZKK3zL6V6956zafLJKwHyFmYno6jJP4r+v0rxskvxgls8GlCmoSbXU5dV7r6GrNczatepb26kqT8if1Ndl4f0eGG1dXyXYbXbHU/4ViaDpUlv8ygLdDJYnHyjHT8q6dMmNbq3QLtyoQg8HnqBUVpyvpuaRVmXUJtDGGU+axwoHO0Cum8OyteJcq3zKNwB/DrWDcCDULeGWNmBHD4GD2yK6Twf5cZuYzyWBIz9K6qGIU0pS3OjFP2lHRGjbWKx24I+/8uf++RVTXNKOppOoALRt8mV6HGM1rWzh5TAn3icg/kK27q1ht9IuJV6scsa7XDm5ex4sJypyZ4UEe3vJrdjkhiOOQSD2NW4g1q3mEB06Oqnqvp9e49xTWKXF/LLu3GJycDvuOSMeo6j8alu1AQKMks248HOP8K8+tKSqKK2PZVSUoqL2NDzD9mJRtyhgdw7oeFb8vlI+g7VxXj64mQWcYJUNvDAHg/dx+HNdVp8+0SQuMhCWC+qnh1/r+dcd49hWK5toyzFhu2tn5SvBH86wlQUaymjnknBuDMjT4I7W3F9dEE9Y1/r9adbm51m92jp3PZVrJgSe6kjtlYnkgA9B613Wi2cVvZp5a7ZIcF8/xt6/Stak7RsiUtTSstOWwkWKOMD5QU74Pc5rqNKvkjhW2Pzc7VJPU1nWBF7BIvCzRrzx93NLosDw3I8xFVV4UZ5J/wDr0U66nTaa1id8XGVJxtsWX0p9Tv7hizFYiFUjuzDA/LrU09nLoqtsBniIDM4ONvbLHsPU1b/tCSyjYRoGWUgtng5HHFZ11qU6eFtaYJ+/u2W2UHsTyx/AYH41eHqxqJL7R5jlUjLm6HP3QuIAJCW2M2WY4wT1x7DsPpTl3ysGUHIwRjtT7PTpYdNWKcmVVIGOpTjr+eP8mrMVo1uvku2XQ4YjjP09qqvUcI3R3wrPkLdlMHeNiQsgfDA/wtjhvoehqx55yzOpBB2DPVfasSKfyLozH5kLbWX1WtS6RpI2ZJSDwjMvcH7rf59K5MRh/aJS6mE4um/Jnk+k6VHfum6bbtkAlTH8B7g/pXZxRG11CbHIj2591xXE213JYyiWMAkjDA9xXomiLFq2lzXinLsePXgciupWfuvqTB2eo2Y/YLp2iy8DDhC/ByM/nWrpcqpcrAGZoZkIQgZBbvz9AR+FZ2mqJ4J4n6n7hPbFQwzSWlwqbsLESVKjBB71584O7i9/61NLNOx3vhiXyp9ZsLlh5M1uGbj+BW+bH4GtO60tJ/DF/AsKwGK2HkJzlzGTgn3xiuOstXjS+W7lidkjRt+3+JSOh/Suss7uSTUYZDITBOhIUcjkciuuFS8ff3/q5x4qLdZSt/w5zwjtrm1E8qAp5QYseo75z9eaz4XjtGxBnywMIX5yOp/WrtqPLSSxDYdJHiyf4VBP9MVSuYVjkZAu4A4BPVTnj8v89aJOSitTrqS0TQ6G0aNSzYKucgL/AJ/zmsnUbuPSJkuJmbjO4cZPGMD8K1/NYxx742OzOQM8r1B/A/zrzrXbp9W1sxQglEPloP5msoJqpz+Rmm73MfUZp7u/e7nIeRmzzyOMYH0xgV1WmW9mNKuWt4xGZgJF5zjP8P0rN16zSxsNNiUc/vCT6n5aztL1BrC9RZWJt3IDDrjnqK3hPS6Fsd1AVhglglGFlj4yOQwp0G+2uBBKG8tvlTI4Unv+tWdaEUywyW7KcsFbHY44NLeRi4tEcD96g2jBxWWIhZ862f4M2eq5kXBBDf6F5N0P3dtIN4jY5KK2Tj8MivT9X8G6RJa2KabEkNtComjjUZWfkcDPcgn/AL6ryTRpmiuI42UPv+Uknrjrk+navS/DPimyh0qCxuJ3mltmEcLDoqnI5PoBgVFKcoXXQ58RByV7XN1/DEGoeHbixt4lgcEXFkC2fLJ5UfTOQfY15lfSAQxK0J8whgGYcxOOCPUEH+VevBUh1OCaOUOrsFVc9CfT19a8/wDiBa2un+KpOMC9i85M8ASA4fb9eCffNdCk3FtEYefLFw2/q5yUeLvFqWIXPQdOfT1qSaGPaVLKQMHr16/zpgSYuCrfdGVOcY5zWd4iv5NP0y4YKoeRiB0yrHrx7c4rmlDmSSfUvVo5bW9XWWOawt2+R2y7KfTPyj16/pWboFhZ3M8bTo3mQyfMM8Op6fkau+HtMMtwt3Mv7tTlN3cjvWHHcy2kwlhbkHkf3hnpXSp3b8i3rqd1FH9nvZ3UbhG4/Fe9WZ8Wl289qqFH+ULg4wQDUuhmDU9Aa4QgyM5OM85A5FLpQE1pNC/8edpqcRG8faL5mqfNG/YkhnRLhPKYtC6fLzkZ7mul0cNGvmqcHHWuRtI3/tEQkkheBxivQbC0EViCR1FYLRaG1PZ3GaJdGbWwGzkFjium1e9SLQ7hHYKCDyfpXNaL9msby5vblgqojH9awNb1mfWrgxr8kW7Eadvqfw5r2KFRRpXerPMrUHKppsc/ozi3vd33sZPPcn+orWjtCJHk8tQjH5cDp6gfpVNbJbZ2VgzADAIOCD/9atFbgGFFZimxsPgj7p7/AIHj6H2rzKjk7xub8zScTOumFlcx3DugUNkkj+HuT+BrgNeuZ9f1nbCAUjQrCpOMqv8AU1r+L9Ve5v8A7JFIWjQfOQfvMf8ACsS7tjZQ2U+cyli5z6DGBVU3aMVIbbaV+he0fSnttPS6lQLJM4CnuB6V0/lFLeK8hVA0R8srjvWfpV7Hq8SW0RI/fDg9RWtIHtLvyH+7IwDD6d6urHmhddPyLjqvQktplEguYSS0YzIgYjn0+lbksghSG5Rcq4Xp9K5+aP8As663YdoMZI67ga2dJkW40z7KVAx0bPqc1wpqLUum3yZrTlZ67FyYBkVt3ysOSORk/wCRRLZRzx+W6grncwI4z2/p+VQyw8oONwbgH1q3Cdy46kDDZP61v7H2D0d7mssOqfW5m3GmNbxhxKvkZWRwRhsgcY/HmmXu14VZN3nNnzCO9XtQjaVxIgJVFCtzxn6e3H5iqdpIkV0haTKnvjG01tOcubXY5ZS5ZaFeezUQ7VTnoMnnNY+sa22n6IyRkfaXzCuDyBwQ34c1u6leraafPcSbNseQcDuO34mvN7VJtb1Mec3yn72Oy+grOlJqMlIjmbXKzKwCuK6PwpdNb+ZCrlQ5D9e4rn0wcY6Gpre6ksblHVdw3ZIrWXclHotvGYU3gfeZmU/jyKr3yF5Iwv8AESefStKzaO80G3lixnZvH17j+lULtv3tsV7k8fhTqQU4qfVHSnzwv1Rq6LbG50+eKQn5sjNXfh/dX97r/wBgS1a4jsi0cjZwEOCAx/wq7o1kF0feThzyKw9Y+JD6Vplzo2gWqaeYyTeXpwrzS/xbff36/Ss6CTbb6HLjE3FJEt4ZdK8Yazb3NzFiCVZMgY35HGM9Owq1JZhLdpFcFsbiR90+w9vT/gPrXnnh7WRe+I1eRd6ZJPmHO7Iwc5/nXpweOaUBArrwSwAy2eh9vX/9VazlFrVFU1amuYwdfu203RTKWHn7chcfxNwB+Q/TPeuW0jT2toTdSgebJzz1A9K19Wl/tbVjuIa0tnIHo79PyHSq2k2x1fxTJps2pTWsZWQxeXHu3OqFgvoBweT6e9c09ZNIozfGSBE08bfmIfPp/DXLAYZWPTvWjq9/cXX2X7RK0nysV3ds46VTCbkPrWlNe5Yl7ncaLIL6GCMn5shT9RWqwKlkbjB+b2I71xfhG/ks9ZiSViYZG2j2JGBXeX4AJnUcFcN9e1b07Si4S2ZtRkruD2Zi28ziSR4o8CQ4Jz0FX7+ZtHjtniXbFcfLI3J2nqP1qvo0f2gxpjPIJra8RQJJoksLIxIX5NvXd2x+OK5VbmsElemdh4EXUNZgk1fVXlt9JtlUQyFirOVPJA+vf14Fc/8AEfxzZ6xHbtboh8h2ECOvzg5X5j6Zx09DWTrHjy+u9N0x7uSNFgiQW9jGcB2Ax5sntkHjvz2yTyEVtca5rMj3MwdpHLPIo4Y/7I9D0H4V2SpRjqtDz1Byl7vq/M7m18m9EF5FlYXj811xx7A+vQg+u33rjteD6vrws1LCCAbpec4Y9R9eg/Outv5/7M0aK2txumfEcEeckn/AfpxXHXR+wabIsUx+07wzv3Ynqa5aklpY69zXsIAshjQDYi4x29hXm5AIIxXoeoQQ2ehRalpmsahKrXBtc3EKxrcEJuZ4u+1SQp3eo9wOATliB3pUotXuDZ0Xha48qNoVO0E7xj16GurgiMEaMBwSXX355rze1vJbC7R0G5QeR7V6kskVxo9rLGQfkVlI75HNb03bR7GlGSU0nsxdMtfN1RHzxjjNd+6CLTfoK4/RIszI/WutvpNmnOPQVytJOy2OhpR0Rymry7NPdQRubHWsHSpHmuWcNGI4wGZs8jk9P89dtSeIrl1ntxjMZChwKoW7W326OIorRFvmj6bx/wDW6/gK66VuW4mlKGh0r2blGl6sfm2dQO+M/wCeg9RVTULr7DpBvHAG1S4UHnb0HPvz+JrXKRZECj5SMNtOBj2H4D9PSuV8RTHVdRGnIAIIsNOVHBx91R/n0rGfI4to5tL3RyFlbG7uJLycZLEsB7nqad4mi8tbNT6Nx6DitbQrWyvfF66XqF7cWltK+yOSKWKNY8cksZOMYzwOScCsfxQlxBq01pO1xm3mkjC3AAkUA4+bHGenTipim5JiexnaHcy6frEE8ZGAw3g9xXoF1J9suYJSoBGQcfpXm6Hy5FYnjvXoHhmePUEALBtqHcM1tCXLIIy5XcvXAWeBUk5KnB/pVS2ujaPDJuZNhxJnue2autGVd0bqOD71Uuo9oIJUKRuPrkVhiKPJLTZm842d1szo1mS4k8/oMfdP97v/AEqnJqSwmRznJz9M1StblntyzgKxzjb0yP8AGs3zRehnWUqEYqV9fXNaULVIcst0dMJqVPl6nVJK9xZJHGj5LFhvGCR3J/E/qfSoVgX7V5LISzdB2Pv/ADp+ivNcxvcSz5b7hRlGFAPB9eRk/nVu4kSCCW7lfAVCqkjGPU/j/jWs4wcrs4Jx11OE8Z3Ss0djGD5jNub1I7Z/z2qno1ssClV4bHzMap6pPJczz6kWZWdgIx1IXoK2dW8O6t4b0HS7+6muEuL8yGWExkCAAIUDHH3irZx26dQa5Wm1YVzhrc/ux+NWZOsZ9TzRRW72JW53Hg+V2sZYSfkjl+UemRk/rVrUEC6qqjoAWH1IFFFD+Bl0t2dpA5i0SIr/AHc14TrsslzrWpGVy3lyNsGeF+b/AOvRRWVHYdXcseFY1+3rIRlh0r0Q3U0XhqV432uSE3AcgMwBx+BNFFbP4Ry/hIqa9BHaWZhhXakShVH4/wA65a21W50vXXv7fZ50Ltt3rkfMpU8fRjRRXJTIexkaoNptgO2QP0pIev0oorop7ESHREpM+0kY5HsRXp1vKbnR1eQAmSIFuO5FFFVHqD6EHhEAsmRnNdJe/wDH9bDHAYHFFFc32zo+yeaeIY0h8Q6nsQALIzBe2TV/SSY54kU8ffz3zRRXf0JodTpo1FxqF1PJ8zxqsaeigqGOPqT+grhPE0jRsdvcrx9DRRXB/wAvGZrYt6l4ok8QW0Ec2labbNAixRPapIpSNc4QAuQBzk4HJ5rkoCSi/SiiuiG4mWJABJGcda7Tw5M8mleWx+WOQoo9uv8AWiih7sa3R3ehoABx6Vq6oT/Zs/8AumiiubqdTPPNWYyQHd2iB/KsnTAGmk3DJR1ZSeoOKKK6MPsxUtzqYbuW38PXN0mPNjRypPt0/LNYl/EttYRtGTvYLIzk8szckn86KKitvbzMZfGzBXXW0y8vEfTtOvoppQxjvYPMAZM7SCCCOpyM4PcGs3W7+51O9e9u5PMuLh2lkfGMsf5fSiiqj0IZRIBird8FSvDrPlo2EkjbcPpzRRV9Seh294cTK4+83B/CszUOkWefmH86KK0rfwUdX/LpCW64uZsE425AzwOSOPyrNuD5Nw6oMK7jI+uKKK5KH8R+iFDqbmhXEqI8QclS7Kc9eOlXPEzl4rWyziGZmMmOrBRkD6cCiiuma1ZNXdehwmq/LbkDgBhSTeItV1LTIdNvL2ae3tpHlTzJGYlnxnJJ5xt49Mn1oornjsZn/9k=", 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", "info": {"video_id": "3948", "label": "throwing smart phone", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "3948", "label": "throwing smart phone", "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": "93332bd27f1f70fdb7d8d0e1eca09d68786a850f5dfdf9512b246d7a0e555bf7"} +{"episode": 4729, "episode_seed": 4214585535, "split": "train", "timestamp": "2025-10-13T02:49:40.667684", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4214585535, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing ash cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "168098", "label": "closing ash cup", "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": "168098", "label": "closing ash cup", "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": "705cad91aea1ccf4b6e39545e4b18ec14654142e6757dc416d6b38c42cf9909c"} +{"episode": 4730, "episode_seed": 1742470118, "split": "train", "timestamp": "2025-10-13T02:49:41.875375", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1742470118, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pomade with paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "154452", "label": "covering pomade with paper", "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": "154452", "label": "covering pomade with paper", "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": "8557b535f00e1501b557db52315da4db2c4ed2b5a33bf6b85cf08003c74ae4e7"} +{"episode": 4731, "episode_seed": 955233415, "split": "train", "timestamp": "2025-10-13T02:49:42.822489", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 955233415, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a apple behind a pineapple'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "190545", "label": "holding a apple behind a pineapple", "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": "190545", "label": "holding a apple behind a pineapple", "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": "7b1c03680a09b2d446465b1dfc9a698f7939dcee6d19edbc38387f716394ee08"} +{"episode": 4732, "episode_seed": 2858221014, "split": "train", "timestamp": "2025-10-13T02:49:43.966083", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2858221014, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "140442", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "140442", "label": "tearing paper into two pieces", "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": "6db7b83e6429a54a4cb0e0d1849b74f816d16e28fd0174f487e7f06acc52596f"} +{"episode": 4733, "episode_seed": 3344798381, "split": "train", "timestamp": "2025-10-13T02:49:48.834122", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3344798381, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 synthetic resin adhesive behind maaza fruit drink'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "216690", "label": "dropping synthetic resin adhesive behind maaza fruit drink", "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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nPlnLgEggHHA5OT7YzzXTXIht7A273EQMsn3t+BIQBjoPmGPfHT0rW0a5hl+0JY+bMy7IxKSCCOTtXgcZ9fQGm5tK5DRvr9nkuIp57SPemGzuHGOenTFa8N2Lhg5G/kABiMe9cpeXDwFJWCrgbGLEHaOpwvc1XOr7Sy3PmIjNgDzMHPHQL16duOOTWKTZabOwuNVSJWBAAkOTtGWP5+1UxqtrYyODNLHuTk8gcc9cda4a/wBSvfKKbQ7M2DHtJyp7kkjA+laMoUW+6VtsxXDLKhfce2SOM8Hr/Sn7NW1DlOgn1yOJxFHbmQFS8is2GVQBjByPUfyqxb619pdLZbVQE78cZJyc57YrkrMpNeXfmui7EKKZVVi7DOfywfyptkh1GzzGywwZZEEKMdvckMcDJIPP69qfs0S7o37jWxdyywA7NiDG0cc91HcZrnrm7uPtDJEU4OXLDtjr9OOtaNmbUPJdgy/ZEzGiKvBYHGT0znmss3bacI418hcszGEKpI4yFLE8DkfrTUVcXka9lqMsNoJNxQysrIobhQR0/SrK63OsewTMJgzEsvzYz0rmJdUdG+0hCI2xGkaOA+B1PPQYOcn145zT55g7PO0lsBEo2IJjuywxkHuRkYHc5o5UTJWNbRYoibl/Nu5UQ7DHNGNwUDcM9PmLKMZJBzzSTam8msqTc744GMfloB87A8Y+nTnPU4HrDda9GrsNOhZrmaSNxIkSpIWIOTt7ADP4nPvUt3bRqkkkIVLgkeZwGy7c4JzgdMZzjk8Uo+ZcRrNZjVH1RppyI2UnyjvOM5PXgcfXGKjcsl1DNHHazoY2IUHaB8wIBP8AEcZycc+/JDZ9wjiN26ZRtjzMQCSQRlQoOT9BgAdRVG0vHJuTHdny1BiYhOSRwo46H3HQZrVI1SNG1upDY7bAOshJWLaM7z/tNnqOAMdAeRzVC1uNSmmm8yeFHkVstJyC3Tcx/vDJx6dqbZW73NzBb2lvNP5rqpiVvkJJ+6emOB7d66DxbpVlo2uLBpVps064hUbEZ2V3UkFRz16ZGeRjtSLdr2KLQR6dpQkMl1dXSshIeRndVGDgcEj07k5NdHq+oTS6bY/aXuo4pdOEKowZcnYAWPP97B57YrmYJo5YW3xtHY5KOqA4ix1dVBy3zheD7is9L+9F7NFq89x9pDnHnHqOQSgbgLjoQBwR1qOXm3KpTdNuy8ixNpoliure/aOW2YBXBU5mYc8HrwSO/aq914XtIdAu5bOCGIrG0yFLfDOqqccnlc4Jx+vauzuoLKTwJbS6TpMv243flt5kTBm6lmOcHYRjB6ZwK5iQanHexLPbxB2Kt5OcKAnA59OTwD06ir13MHqcb4CQSy3cR5XKEqBkt1wB7/0zXo+nvdyo0FyLaKGI4BimGwOuGOOnGARkk4PX35Dwtpb6JquoSrH5iS7FhFu6sUVmIILfw46c9cV1c15puhee8WzfLIjeUZAyAMGwMqOc8k464/GspP3jMYj2kGtIqWqQwwqcyO3IbPPfg85yM9umKRknm1qW4v7mDyidgEmUAwG6DqccdPbmq9xZfY/MuIy8pclyGfBBYk49zgj1Iz2wKZJEJYjGq7CQWcEHy1ftuY89jjnPf66JGqQ3yore6cSQ3MEiRhkJUOyswOWJH0B+npnFWl1Q6ZpWLWON1ZfLeFvmJHGcjH3eRjnIx71nLdNPZ3AaOMIwA3bssoJPyqD3788jk1a0SBr3WbPSJJpvJmYRyfZ02uEPJ+bHTk5PPfmqaNLaFeHUdQuoLxki2zud3mO25l3cMzA5UjaMYxjGavbl8OCyvWlh+1LMXCiMImR90bc8DOBnrwcCotVtINE1670+OSXyYZlaKVnVZGUgFRuxyOeuOcU6O4DxgxkbuZLYy8CVlJxG5wCWbJ/FeuDmpYmluibVbmW8lxBOYrqWYOY9hO/uCxOMDJPrn8OaCQSSRXK3HkrGXKl3bJdvu5yf4ck5/wDr0y11u51vbc316ZpWyokdNu0D5uFXGMdc9veun1620mDwxot3osUt810zxnczMZAAd3Iztw3pjrQko6DqTlN3m7s5zWYr+fwtdNHdbYo45JzGSxLIR0ye3Gce3OO88l3LHKWSXy1CeZNIqbwBjuM9fbr+VRfbdQ+3gS2rElhI1uzYwoBXacn7pGcgjvnNO09QL6WWZ47UzbFgLyA7DtJyeu4+meOmOc1E79TBqxfguYb6HdZSqzplGmnbcNxHUj0yB064qvpUMUN3cI11JdQ26MCke48n7xGOQxB6fT0qxE8tppnkTTqbl43CJ1VyCcB+OM53H6j6VkW08loxWeaOOaQ4KEZ3EjvgZPXg/rgURV9EKOoW5W8W5aKFUKP8iycYBYDGTwBnqSOTgdsVH5Vw4M0wWXEygPwAXzyxIOCOMD/gOamnvZrfCSlTaj5JI2TckhwW5H19Tg4zVK4MHkCW1AeSWRmdQGO1STkdRnn2/IVqbLc25ruwS3C3N1I8ivuMW5WV/UKTynP8Qxlc4685Ul1pqaMiIkTzzOds6o07o2PmIBIOBwFPPPOKsWujXXimKaO1heeS2jMmbmXywIwMbQMck4A44qGwxGkciQK+1C5YsIymc8YJ5x1OOeBzSE4oiayligXz2nWdT5iOULMC2RgnPBypOOTn8asXOoJbvB5wuJoyoZGdcJnn16k856YwKkupLVr231K/uLmOzCkDyIxliB8qKp5BIYN16Ek01ZftuoD7Ek9wJAY7SGbBYBs4PAxkEDkk5pLXUl7FSSZLu2gV0jPknDEuxI3PySx7nnnHp6VpafNBGiR2Nu4MpzIm/hGyRycAcj27VJq2g3nh021lci3td6bwQyng5VsseM8n9Kyb27tJ7dVge4i8iUxp5bALGp7kdDnB6ZIPNKexDNDUgQJJWP2i4XmERAsu4jrjGOx5xxVeysF1JJGe2EbooCu8xG7+JmU+nXoM+9Xrq4XSbBGSSUZYRK0pBL4yAuR0OBk9uTwazre7RtJe3nuHcuc+Zu2biD0wM84Pp6cdKlX6BG5VRUjUTK8EfGCQu/aR/EQe3BwDnOM1MmoTSCREcNG8wLeaNvlI3bB9cjjnt1qW2S1ghXTkmDSbkk/0lcxngg98k5Ix0xjt1qkJUjtoFktow4kJyZchzk8MPQgr+Pr1rQ1SNlbW2FlbiLT3NwWKRy4KbgeSEKjAJGfvYwPrWdOL5rJ7+QQxwlmBkmdRIADkY9cngY64pupajqKQFbXzWtpDsfepQb/7vX6j6DB71Dbfbr22t0S4jhjBYSvBGMkAEKCh4KgA4z7cnNHqTZklxfiZbeSAGC3JKOzDuuT93JGO555P0qb7OD5Qt9kw+9JvyMEjrn3wfU9qbdC3hvo7CBnfzkVQVUPvxkt2wTjb044p12lzLdqkN24kjjbzkKFEXH3ueu7jp22kUk7h00EvDNBFaeVZl4XBmVS7Lt+b5Rg9++cZww6VDMZpLQXV9HGoZiyhIsNGQeBnbjb07nilgEqwRTSGOMqd6AyYY4yck5J3enrVy60jW9WsZ44Z0fyLNy0e473ZVJ6fxNhccZ/GmRIhunSO6WeSaOW9ZQfLnjJ5UcAKMnrnrxnHWpLpmmNxby3DnauyBZABtw2GyFAG7tjoOnJGayIYLeBJbqDeJFYjzGBxI2QVBZjnIBJ4z0zxWqswnsp2sbeO2i2h0lkZyVUABn6Yk74FLYq1iGUqzuzNvLBTI0g+7g8Ak/ToM8Yq3JZNK75UhB8kcW5io9SGwCckZwOnrVS5up3njiszDNFIFWKBEyS/3SpbgscgnjjnArRtbJ3EDSKlujyMpa6BHAHOGwR7Ac5x2qr2NU0tzR8HQKniG0cyL5ktxvJJJ+UKSWHzfL2GTnIrq/HUNtp0+mG3QKzvK5wwyzAAgDPGTn+nQ1yOnloNY05Ta2ySib5xHNmRRwC7jPXrj8c1o+M9WddRV0ulSMbwPMQPu+VeNvTHH8qylzN2T/r+rBa+pzF5bxgtdPMGW7bLbzsAIz98DjoOOBk1BqN4YpJHt7SSe18tIkMqNhxg7TnPJ5JBAxg4OOtPnmktZZ7kgPFLyU80bMEjqx5wc8dOTnoKp30s89x5KRzxPGrfP8yl2IGQSxxgHjj8aqKYraalyFru8kLTaneool8sW4DCPywAMIwI+gxwMelV7m2vrCMedJI/2iQBFnIkuRjJA5OAMDJI45rMmd7aV2fT0bc7vvMhDEbjnGMgfl+dT/Z7zUrm3KqZWQfKxBJ5ORn37U22S1qa1vEbWJ2fzEkkkLyRJgFwpJ+4vC8cY6D17UGJIZ470QKkSqpWGGUKEAHqeB17ZOBUccJ86OO6KqqRsTCUY729h37H0qkkZ+0PeyXYuJoHOVJBK4IwVA4xkjrjOPrStrclI2Lq7upVnZXRXhkQho2I3nOGclstjA+vNQTs91OscjGQmQSKFOQucjhegznvye9BMEscsllvmYSYFxMybQpIyzAHK/NuwB1J75FQXVyIbxoPsqiJXVkdHDO2cbWbAxkYPA+lVE0jYk+xqqsIVAhR/wB1GFUFh3LjJCk8565wOldb8ObFhqkcUhzvimbJI4HCnAwM57HPbpWBbRXFzGrR7p4xC7lxJ/COPudgTwO5x0xW34aYWXie0UW11brLGeZjnKgkgt6Zxwvb8aU3poVurGl4utLfTNdhjT5wlnyZRu4LMMYBBx3Pp9M1xC2s8MsNvLdvGsjCdWRhtROoYE4IVc4A5/IV0XiPUpZddZpI4JlKhFaQ4fBc8L+B6Hg8Zrlmk2q0d5C8+T8gKAke5J+gBAHPJ7VCUnqxWsMvNQtpNRllNs07SygI4O1sjbj5sDPqQOQSccHNXoNV1nUgskmvEQyOytHDH88WDgYG0hjkHjuAazLm/kur3FrJJKsbBSCA4kO7kjjC8fjgVnpei2aPel7vRf8AWGXnb7KccfjzWmq2JkuxpTS6pDbxT3haUzsPLuZAd5GAdgRSNvAOfqavW8kkGzzJEt3jZ0+0op3qTgBRu4z/AA4wPXHXGNcy3uo6hDMxeS4VMGTf94k5/UEDHtV4Gci4uyqyCNhjYAis3Uqp5bHIPqcZPFQ02ZtMltnZtZFxdyMxRnaKNi+9snO7YOW457AAVLPqMU8kR8t5Y3jkKNzuYjOWx75xycccVStH1C7ucXLIGl/1YLbI+Qedx+/gE5HfgVJmL9wv2uF1aNpwysCsaj5mJPXGeMMOT2zVJWKS1GytPel0tlSIvFuk2gMxKk5yTjPAHHA7Yqu9xJ5EcigtGuXhyAPMYkcjODk5B46cU6KS2mk/dMt2HUDDgK7HIJYAjgDpwOKuhBeyOFMTEnBYvxjBzk444qr2NVY7P4f6bN9gvrqwG+9fy4n81922PGWQ4PGTg+uOnWuR1LSk0p9TVJjAbWZgka9cZzt3gcHoASQOQT3rvfBGrS2djqZlSMtG5k+T5hgABcYPA468561x2pXivqGoXcNwryLdSTmJM7gN4JyOhH6jJGCTWXNK9rE6q7Mvf/aQa1eG4it7pczlCp2Ooyrg/wCyMgnPRj61Dp7zWyK32wxW2SjyRkeZEPmOdpyGbGMHOD26VIpZma5tyYoZAY22IdyLj7iE4GMj0ODnPesS9ht4LuRN8rTwI42MFbJwSSCOAPQfTPpWkdiGr7HV6/4s0bxPPbXN1DqF01nbCLAj5IBy0hAGc+uOKzLXVbS3t7ie2il+zts8tWIwpU4DSdccnI9cGoIr6URIl2tzHEIvKFwojDqmMdVHHVj1Oc9qZPLpZE0aobaIokjPux5uQduc59OgzmlJ3ViNb2ZrW19JqTXMlyFa38zdDE7hskn7wTnaCctnGai8qeG6YJMXgjxGy4UZPTkckjjOeMk5rPF1L/ZzPDcSRxsx2vGojDDAL5HUtnqT04wOajuFh33JEhW3kAKhFOCFGMEYyW+vGaUVbQuKH3s8dvx5yRyCUq6xneuCQfmOME8dievpTrmXzFt4ridmaNcfL8nlkD8icAc8U2FXkWd1VVuMhQynmI467ADngdKZPYEfuUD4yFILEFiD0GMY4JznJqzRI7P4fWlnNJqN3q1ostoIhAkl2oOJW5wF+mfm64781yu42crwX0LGe3BhIVmypBxn5QM888k5r1LwDYWt3ot3HdMk0K3BUENw+0DLkknJznocVdtvDmiXTaqJ9NEkDCRi7u2GKkrkDjBA7jpgd6z9pHbqOMXK7PK59RurG0mu7a4eHUYUOGC7t8ZxvZB0DKTjnPDH+6cw2d7FeuJtTvZfLbD3ExyXI5B5/h44x34z61FDcW8Oqlo7u4WC13FWM2ccZCZzls9CcHgVRh1KKG4ikht/9KEjSJKpxk/MecgFhnnPoMHpiqj8JE4OEnB7rQ7vxraafpep6Y2i2ctzFcWq3A2sxJAOFbJ55Hb2rH0PxFqWkaulxLazzbUffGjckOM89gR2IwRyDWWmr63dWgnk8QRtGYjJuiQMY2wSFK45yPTpmqEt3ewCKS/jYPM2WuJXZRMvXaAoGAARyORiqaRlfU6B5BbabL/aO5zJykULBguRjb1O3oeMevU9ctdTN1HcWtz9ntjIN6x2/wB5e23cTzkYHpwTjmtLR/8AW3FrDffaIlg5C8HA4AGRgDgtj2781Kt5ELrM01sLe0tvNkkeNf3rbCF2YAZgB2HGR04rGMh9SKxiOnr9rkeJEGQtvLaSM6ZB5U8YB4weuR+FUp9W1AWUVrGiWkUrmSKKOPcBGVUAZ5IPA59snrWilxd2dt5sbiacRJMY7kHzEiJQIGyc8nd8p6nLZA610CsraiGQXctyQjSRFwv7sgLu5yFA4Xb1wO9Xctamnpctyw0u+iiMs0J8oFGBDkHdhu20DuepYniqmvXN94i1YyzWa2sERYvAH3E8jJPqenH61Z1PUtscUdwVtlneQTbJAHZ9oABOMIp5zjkHHWqVmLdtSMdoESQFNkpJMccfOMK3VsY+Y59euKSluCl5DTc/Z3ktCsbxyqXjWf5Y0BJwA4+5nGeOM8U6SzjurhbRmZYEjZFf94HbdtLEZHzlQOgwAByaff3VzYXUYh3sULFHlAIWUYUouByoxxkdziq1082xrhH89I/3bLknOQQRjoc8ZA/pTV9ws2LBp80wExeaa2BIgk4O853OzY6KAuBk8tmrMN3HZzPdwFCYQI1nGUTYMbpACpLY5zj86r2sslrFBbKJikYc3TMOATgD8Mktn1bFZmmw3GoeK5tHudUuoLeITG3WJSQX8sngH7oIB5PbjvUsJbFm3vm1ue7227QuiN51xy5IHCgEYAzgducDHNaEqWyaXIdQjEETndFGiZZvl/D5sZ6nPXoOnO+FYLq7t50spEikmMTuSx4wx2r6jnbXSafG7farZ7mC62wcsg3HPIGPUA5OSc+/onKxBnfbxdWcsHl/YVXBCCTe+zIO3BwAQQMY9zk1asBBp0H2yf7OIzG6wvFclJkUjB2rj72CRk9cj2qXFkZ7ufyrOOKztt0tyihcSlcLtIJ3Y6jjGepqa4vp7WMSXNul6HZGlyTkK28JkEYGVAIwAT1IxV37DT7Gde+IL6aK0g+zxwzRhtqszNIgLZXax4PHrzgA10GlXqadrUGpCzeRJYd7QRRk+YVGGK8ZwOOvXBNYtuiRywXsnkXVzO8hdZ8kMCy/wnCng7QoP8QPY1o3d2gkhsVaSxt2iL4R1WRh5nK5z8gUc9Oh9aG7FX5ehm6hK+t6yLk2kkVgm1dr/e6nG7HPOeg9O1Kk6TobOZBLcxlXEqMqvH6HnhtoPJHze5qbTo2nmkjgV7iYlhLGz5jUY6RnI3HOeT69zUU15s1ABEhuHAAW4kh2q+44DhfVegI/u0XbY732Ee3+2XLiO6EXkbIfP8xXDOjs5YjGeQMYGQMDJqCGxlmEbTlQqgRxFkwJlUku/wBFyoz3/CnXtxcKJJPvrJGYVG7gZPCHHP3sZH1qlq+qT2WiQ2NpdOymLZIw4wSxATPrtBz/ALwod7BqtWbFrdxWNxNcwbGaIrCFR1aJGGAXZiw45PIH0rNHIkbzpWQEfaJHChlJU8KNxI6Dk4PNVtSWKLQ7W6s9Z1CWFZ3swJ4EjS4/d7pGi77FPy4YdSuO4GjJMN1umjaeJbRG83zQgxvJGTn22t83PX6VN7Mzb1IbywiSwtrmaf7Nbbf+WjklyR0zjdzwOB0XOKLm8nAtpbAtsI3+eV+aQ5GFwwySOcegOeKstbQ6ksFzcRzLI0hRmyBzg8gEdjgZxnj2qtb2tvbW5nLXV5HFK0YTIQg4yWBXII3YAGfc4FNME+4y0t9PjsWvpriNxvG5SzxsiddvT5ixYD0AzWtJqOnXGsPpsaxzq9xkGWA7g38IJG3eCMADgc+gqnqzw3SyS3F3Ld3MK5Fq5IDOcrnaRkAEcj2OODmodN0gNdSK96v2pHLxoFZg65Xcd7Y2g7j16gHim9dR7nV+FQG03Vz5kUE7tmRFOEfkglefujnp7cVxz6gLm/uAqpJZo7kkDB5bGV/vHv8A4Vo6tFaSi4SG3eWISHMvmlIkxgBFHG7J447jtUFtHBawbpYGtmA3zQkFpWTOQzIOuMAYPuccciatcpzViG6szE63luzSQlWCtAd5iJyQCp4Ax2PfJz2OZd2qad51tP5zJFLJCkgG1FYIOmOOjYOPrWraQi3lkE1zbvKu5IpHBLtvBBAGQCo3Z56dO+KrG5is9Nuvs8MblQFBaHbvDHuudq8gKAB36002Td3sY0lkiX7/AGObIGCGBOSCoYgkdevTjPpUz6fAmotbzRfvQuR5ahinTBHOO/fA9xVzRY7G98THSrrVbqKylkLLJ5sSYZsbnZnGMYBGBzkACjTxPa6rqtve3FwltayOkiTEeYg3EAOo4zgcnkdfWhysDdh1hdW4lWNbdJXjlDeaxZlEY6ABRgEk5z71LNLLb/aQslqt4jAxxMxl2KMZQf3mOQST06d6pjVo4rvENqi25cmSWbILluuFyBkdBuzjBPFLDam6vnSO5ieUsSzTyEK69wDzxjPqT+Bo6juS2RnnlUtG4y21ZQCEcgc7j0wMH8vpWta2UoSB/sAuVlZgkUUuAQD1JBBUdevPc1WTWl029sTaW8QktwN7W0zmKNMknA9WJOfoMdap6Xqcl3flbqOJraZSrLEhIbg4IBJ+fnjOcZJou2HNI7zwhfeTomrD95CQxRQ/O4nacj0HUZFcjqGray15eLBqFxbKxk+SCbDEAkgsPQ55x14rQ0nX7HRNDu7K/hkklLhYzCmdrLjKH8uvX1rl4Ip7m7nu5EMcrFmiA4DEntx83HB6DtnmlyrdmnO1sFqVhkjScn7TG2FlZB+7Pux5Pr7YAFJLfG8kZkZjD90Kw3uowecgYA78H+daeItQaFYFMd0GeIyIvmREn74PZR7YIOe/au1rcXEs8lhGyKCuUmQKpAjw+WB2gknOM9x6VSaM+YzoNVETxutxeLIAPnfDITxjgYIBx/jxS3N/dT6jFcMZDIiDcMDGc5bAzgA8enSoNUWSW1kuVMaGN47diG+Z3AOceuOAfer2saFqPhjSNK1O8mmWW83+bBJHjySoQopOPvMGzj6DqDSbRL3uRX+p3V0Yo94ihknk3xQqFVvmxyO/SuhivfsWkRlba3maG3kYGdPMJ+bYM5PQKBgdPaiioK6EptYIfCFxq/ll75hajzWds5kUFm4PJ571HYTy/brGAufLKLLt6AMXA49OAKKKfQcdmVdX1WVNNeMQQeXCJZljIO0sZ8c88j5F4rS8F3M2ojU72Z8SRwMAqABeSF+vTjr3oopfZF0L100dpdwTpBG0ir5qFsnazKXJAz2IGPpT7OL7Tq93dSySElJZRHu+QMPQUUUX91hHqYF/fSQhLRVTyxIqEkHJBy3PryBWRqN5JoXi2W6sgolSU43jd1jwevsxoopsGL4MfynvoFA2SSQh/UgjJGfQ03VNRuPPS3hKW8Ekr744VCg/Nj6/hnFFFS9xLc6K6nSw0mOUW0M8y6cZBLOCzZL7R37BFwKnn0+KLwxfav5kzXbXMSuXkJD7oVYkjueSM+hooprca3ItIuJJ9RtYZMGONPkAGNuQScY6ZpdRhh8mzZ4kcW9tbuoYfeLbyS2OT1/lnOKKKf2ipbk3hGX7ZJqJlSPIaI5CjOWLEnPX+EVq2Gm2yXEN06mV4I0VBL8yjO0Hj/gRoopdSZbmNpykzakjNujtRJ5KbQAuGx2HpWd4nXZ4ZUKTh2iL/wC3y3Wiiq6lSMjXfET6vFFG+m2Fu0KrFHJbq6lY1zhAC5UDueOTzXQrCbbRoraGWWNTYvcllb5i3ytt/wB3Pb2ooqTKQ2/nk0/U7PS4GP2dwxcsx3tuXJG7rgnPSq3myWtu7BzImnQTG3if7mcoMsBjd949c+/FFFRDYCKYmSOxuHYmYhUeTu5OWLH1OSa2J41Gqao8mZjb3Kqnm/Me+MnqceWMc45PrRRVy2NOhz82pTx3V/CBHsV5SoKA7csxOPTlQfrW9pWYtGmuEZhcKImWXOWBLhO/sx6+1FFSvhIWxi/Z0t7+4hXJWMzAFjkkD1/L+dVb4BfssqKFMpJIHQFV3DH4n+VFFbFxMdPEMllrF2smnadexXDIWiu4N6qUX5dpyCOpyM4PcGrOiapdXus3mpXTrLdXTl5WZRgknnjp04x0xRRUPqSzUuZLddMuJmsLWR4ZpUTcp4wcA8HPGPp7VtCFYfEn9iRkrZBiwAADZWINnIHc9aKKS2JIdSto2utKtU/crqEpE7xKFYgMcAHHHX9B6Va0zSrS20m0uo4z9pDxyCYsdwJlcEemPlHUUUU+gL4TN1y/uI9TksI3CWwEjlVH3mBOCT68U7THafw+2oStukil+VMYTG0NjA7ZPr2FFFH2Q6FiLT7a2vtUESEC3RCoDEBicHkDr1OPSsY3GEmjjijiTCKqxggJzyVGcAnGCevJoopxDqGpuJvC9q7ohdIkKNjleBnH14J9xWHc67qeoaNY6dd3txNBHcOw8yZmLFwM5JPONvHpk+tFFLqxs//Z", "info": {"video_id": "216690", "label": "dropping synthetic resin adhesive behind maaza fruit drink", "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": "57d7478269108f8900ee5044c3fc2563d8c401ee878d7191b6a93f6bd9b2d9a5"} +{"episode": 4734, "episode_seed": 594248991, "split": "train", "timestamp": "2025-10-13T02:49:50.589175", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 594248991, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water bottle roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "60519", "label": "letting a water bottle roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "60519", "label": "letting a water bottle roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9d80c37ae393f3de68356b9415f196c91f92111ddbaf1c5b83aa34193c34f9fd"} +{"episode": 4735, "episode_seed": 1852843795, "split": "train", "timestamp": "2025-10-13T02:49:52.097740", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1852843795, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing tap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "102415", "label": "closing tap", "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": "102415", "label": "closing tap", "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": "9ef3db31b0aabbd4d60aa61241ba471a1c5cf73b3730d3b5204318f193c13b5c"} +{"episode": 4736, "episode_seed": 3566682961, "split": "train", "timestamp": "2025-10-13T02:49:53.009660", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3566682961, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mug from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "3220", "label": "pulling mug from left to right", "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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eZHgySTujOOOcZHoPatzBEt27wOjSOxXnCr35rtfBOrRQwy26xNJdStuO1hgKBgAZ/HivPbrUYWfc0xbBAwBntgCoNO12SG9MttHIHQ/eUZz6fgaBXPdHube+DW9xCjjOGilXkZ9jXzP8VtUN744v1BxFbsLeNeyqoxgV7poPizTtfSKK6xHeREHkbSD7e1fO3xGieDxrqyP1+0ufzOaulo2yZa2Ryu8FutPHPTmokjLtgAk+1SbGiNaczHYnjYhgK9C+H77YdScHGwRn69eK4AhGCsh5xyPeuw8FM3+lx7yqPsBAH3jzgZ7U5O8GK2p3puLeOLL/ADSFyyODnHsasGT7aY5m+UHBb+8celZO84WNMoiuUJcfeA4z9M1fkbZbwxxlI5TkM+ehHHFc5aJWdhk+V1+8D+marR3RCEth5cfPgdvT8qkaaSON1LoWIABA6fj64rJkuorc/M6qzHB2nnOeKBs07xPK8wqCr/KR6EHnipLXFnFL5u3yyA65HDcZwPrWadWhkiVWcbViOXLYwAen1yabc6pPcafsKArIwxu5KjPH/wCv3oFc9E8IaLaalC+oXWXhRvLjQjZz6n6ZwK37vwzoc7HZCYZf78Tn+R4rzrwjrkQv0ttSImt2BjznKo/f8a6u40nWNHk+16VcPfWGc+S3Lxrj/wAe/nUtjWo4eGho92dUuLj7RaWUbzjPHKjIBH15r5n17WbjWNYur+di0s8jOxPua+l9e1Ga8+H/AIhYRyRuLRvlZcH7tfKb7t2SK1pPqTJHb61p7wzSIy4YEggiuTvICCa921rS7fxfpf8AbumRbZyP9NtR96J+7Y9D1ry7VNEliLZjIH0r1U1WhzROFN05csjiUiJmC5xnjJrqtD1FfDN1LHNAbiOZAcI4BBHfPpWTNp0yPuQEMDkEV0HhrwbrHia4LlfJtYh+/vZgFiiUep7n2rhlBp67HTzKxu+CokutfvvF+pxqmn6UPtJHZpcYjjHqc8/h71x1zdS6tfyX0jD7RNK8rknqSSev6V0nizX7KWxt/DPh/cui2jlnmIw13L3kb29KbpEMaQKqQRAd/kBzXLUrRTNYUZSVyh4fSaRXSKI7mP7wgdD9foP1rpw0iEh8jArT05FjQyyBQBwOwqrqE6tnGM9+K4qkuZ3OyEeVWGW8+Tyc1r2uolXUBj8pxxXKNOyn5eADT0vJOrN+VQtC2dVrN1HdyWZdgPLD4DHrnFc5JPcWF0RsTcjtwOScnO4j8qka9K+S7nDKCAxXOKjE6SOVlYGQAZlVQWGDn/Gu6k/cOOp8TNfwbqaR+IbS3vZFMV7G9vKznkLJ0/DNcb4t0WbS9TubSVMNE5U4/Q1prKPtO/L7ERgrL/GSeM+mOcV2t1aw+P8AQ0nhwNdtogJoDjdOg6OPeuzDVFGVpbM5asW/eXQ+f5YysuPet7RpRodzFcTxGWC5jIIXGfXjP9al1jQp7eaRWjYMDjpyDWXtuWVY51zs+7hcGqq02pWKhNSVy1q10l/dvNHEY4gu1VPXHvWv4P0WXVtWtrWFMtK4X8PWs/TtIutRmWGKFmLHAGOTXqiLbfDDw4ZpdjeIbuPbbw9TCp6u3pQrU1zkP33yowPiN4gjXxNNZWU2INPgWwjIPBI++fzOK5jR4pN5kh/eeYPmAByD6Vr6fOZhkxxbmOWbYMk+pNblohaQZK49OlebUqps9KnScUkUIrS5gTe6HLdcVPKHtLKFGVyhb5lX+I9QD7ZrWu76JECqwJA5ArHFwBbiEKTHIDucyEnpwR6VNHVsVboRLfgxpbpHyAyynuMDoPSltQL58lJPkjGA4+8B0/mKbLBHEhfI8srt8zdl8FRnI7HNP0+GLz4UlkQNJGHMQJ2k9f8ACugwSuU2jEF/9nkzu3HAVs4bGe3WpjdLaWzLHsUiUxvIBliucjH41T1a2liv/vgI2QknQdelVlt7gRKCA6kYK5+6fU+1BJvwXc0TpcxFmMce5QOWwPas/wCLliJ9R0/xDCP9G1S3V2PpIBhgadCt3I4a3ZAtvFuPI+YfXvWzod1p/inR7nwbqMqxSOxlsLiQ/dn6kE9gaadmKx5dpsSQyslziPzFBVif0NNu1jeRvLIZQMZ9TWlrtrd2V+2nahbyQXNqSjh1A/H3rLYDbtXqa0UXuPmRBECDXX+EYWeaTGSoKsVzwTziubhtyT0rsfDKtbJIS+xXxnCbicVpKL9m2QpLmSNcXiS3xlmlCk7sgD7oB449eKbLq5lUSeeY90ZRA3JBz1plxDFeMZYlKpuDFAh3hicZ/X6VXMLmZEjzlYj1A4wed31z0rmNkS3aTxQI292/iYZJHPSoIYopfKMzlo5HwxUAEE5/kRV7UY510cSbiUxuYA/KABwQKwYnutqIiEqAWQdMmhO4pLU052+2q6eWqKo2rGOWyO+fXqfxp0JSGe3TI2wYZ4z6Z4yKp2soV5rnDksORjHzdMexqe6d5YYY7xTA4GNwX5iP4R9O5piLrXdrfStIpERV22vk8HqM12HhTxxKhitBI0oAH3uoPcV5pcTtZpDDbRAup/13Qgg4Psc1d0++ksL+GW5EUMcTeY6j7xBPPT2qGij3O7u01ae4sZGBju4DF7ZYEf1r5Yv9OexuZraVCskLMjg9mBwa9lTxG0cga1ZZduxomzguCf0rmPifpQmmh8T2A/0O/Oy4UD/VXI6g+mRz9QaqDs7Cfcm0rVbvSLyS8srl45lLAY6euCOhA966qDxZpurxH+1vDgklC5eeybaD7kdq4e2ZZ2kcocOwbLd8+te6+ArGytvCUHkBH80sZnIzuOSMH2A4p+0cNYmfIpaM8yuNf8IWrM9t4bkmlXgG6m+QHrggVzWoeLb/AMTO9ncyJa2EKgpZWq7I8/Tv+NJ4hNtBq14LfJhMz+WAOMbjj9K5+K2DyO4BRQfl2HBxinKcprVhGMYvRFG8Kw3LpnI6g1dsNWEYCZ5qi1mqyHIO7oS3cZ61DJE0DxOOAwyuO9Yummbqq1sdZaXi3UgLSnaP4d3FSzyqWwrcVxCbllIWTYxYYZumav299KFG7nscfrWcqL6Fqr3N8OCeTwKf5qA471mRXSOmc496NFtl1vxK+nTalNaoySNF5ce4s6oWC+gHB5Pp71moO5o5K1zXil+0uq7iAOMevt+lLKnlyEQgeWAOD1J7n8etYPhi7muGkMu+UgowHp1/xr0zwbplpfeKLNbvBXef3bfx4GQD7dK6Ye7E5p6yOZZbi3Knag3Y2q0eAcc9PX3qGXVJLC/W6s5Ht5CwaIxnDI3p9K9i+KNrZnRLWZgqTrLtQgDO3HP4dK8TuSLh0EcYOGxvYc7e9VF33JkrHXL490fVYo/+Ek0gyzN8pu7MhWOO7KeDUb3nwzY+a1zqXrs+zDP51x9zp8DNErqdv3T6DPes+4s1zKqYJRSxxjpnit1Vkla5k6UW7s9Kh8baNp1pJ/wjOli2kxgXV0A0g/3V6CvMdU1G5v8AUZ5rueSa4diWlc5Lf59KpNNKiApIy5IHHANRxbi4DNvHUVlNub1ZtDlh8KNK01Mwrg8Y9a0Y9WWcAebj3VsVzxQyF14/vCqlwfs8OY/lOelYypI2jVZ3RuYEgHzgk/7WakMDtbu7fKANxVTjf7fjya5/V9NsbPw/barpmq30yvdfZSbmFY1uCE3O8Q67VOFO71HfIHUWwSaEosmdznp1GfSiEeUmcuaxFE3mKf3GWAx8x6e+KmdIzBKVR0mTnggblPXHp0r13wF4b09PDouLm1gnuZ2YOzqGwAcADNeb+J7O3sNbv7eI/uEmYRgHkfT6U09SbWOcvHjuSkcjllUMU28knsCf1rHMu2VAoOBlGJ6EdyP61rW9qplZ1ZgI2bBbucdarx6UyqzNMJU3bcg4CtjLVZFiGF0dmixl+TnPygdqzbiSa0vHCAmUZcODjB9q03t2sbrOQBJDuXJ9azxbSTSFECSOhZvmbHAHbNMaO3svEeieM7CHTvF/+i6hGuy31VVyGHZZB/WmXnwm1SAedaBLy2blJrc71I/CuGcg22QSW3AgH0q1p2v6vosgbT9RubXdyBFIQPxHStI1HHzIlTvs7HW2Hw81SSQKbSbPoENaPiDw5L4cgsEkGyabf8itkgDH3vTOTWB4d8da5rviRNL1bxTqlrBcNtWWG4iiWP1LFxjGM8DknA71S02W+/4SHVoLyW6klhuvJb7YR5qqCw+bBIz0zg49KupiXOPKlYiFDllzN3NBZJIZyHfy2IyoTPAPT6+9SokLuxeZgXwruQcMPSr+naRJrOtW9kuQZ3Clzzt7kn/Cu28XeCLHRdFS9snmfymVZVlO7ep449Oa5ZS1sdKRwCSy2jSQkh0h4I9scnNYjI9r8wnVRINwwchSeg/StDUI3DRnzAMHbg9SewNUbm0u/IhCRBymWY5wOeAP1qkSxkV3JNGjtIVDNsYsBx6kirlzfztDE8krPEqr85GAAOlZ81hKsD7M/KuTgckDrmprmRhbWyKp8sqofPTmmhIjn1ATtHGjMFxnJHPc4qjdlrhoposrIy7ZNucN6ZqzAixPGpBLK2BvBBA9vUUl2PJlmgVMOn3QCfu0ygg1ZrJvLkO+LorY+77V02heJNPFvNY6mv2jTL0eXdxKclfSRfQg45rz6+LLZA78MX5I7Vd1/wALap4Z0PR9TupbhLm+MvmReWV+z4CFAzf3mVs47dOoNS9AOsEKK90qjCxrlQD9KtWmvanbWNxaQXksUDruZEYgE5xRRSkZowNRkMm5iBkMeg9KjvmzLbYAGVIOOKKKoDLjUTPKzjOCOOx9zVS4kLIF4AjJVcdhmiigCnKSs4x/GcGrVuMjkk/MOPwoooGh8bM7mIn5V6eoqpZ6rc6RrjX9sU8+Bn2b1yPmUqcj6MaKKljibHhBQIbsjOVaJR+tdkbmbTb5JLZyjoQ6tnkHAoooWwPcvazrWoapIv225abGQN3bjPFYtk37m8UqpGCckciiinHYJGTOxMUOScsevoc4yPzqrcn7PJtjAAkDK3uBiiimSZMgDQsCOByKhhYuUZicsVzRRQNErsV2leDkj8Kr6iAtupA+83NFFAy/4g8UNr0FrBLpOmWxgRY4pLZJFKRqDhAC5ULk5OByea66ykMccaKq4O0ZxyOlFFSM7HSfE2qaVpkkFpOEjdjwVB2n1HpXN6kPMvoi5LF5MEk89aKKmO43sLqkKWd0sMIwhjyR71jzM3nG33sEZPMJB55OMfSiirJI9Vwl3BgA7F2jPcAd/wA6xJhtMrgnI5HtRRTBEcZMkew/dGQMVXJyNvocA0UUhkWna62kz3Mbabp19DMwcx3sHmBWTO0gggjqcjOD3Brb8O3c+sapqGoX0rS3NxIJZW6ZYknoOn0oopAejaLdS2Wv2rQtysqPzzkniu7+Jl7NFpttbIQI5SXbjkkdP50UVD3KPIYYxIxdyWKfMM+tPmYrLGR1EgI56cGiitCWQwXDzXN5GQFVYXA2jHU8/wA6yLgmLTfOUkssmBnpwR/jRRTEOheSUQJLK8iwqVQMegPOKYq7rtyScmNs89aKKBowNVG1HxxhlIpuo+ItV1HSLXTLy9nnt7eR5UEkrMSzY6knnG3j0yfWiipYH//Z", 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", "info": {"video_id": "3220", "label": "pulling mug from left to right", "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": "4ae34a4ef385c39340acbc61ebe0db2f4a23ebbc8f4e7a7fc3135931d5cebea2"} +{"episode": 4737, "episode_seed": 2117783645, "split": "train", "timestamp": "2025-10-13T02:49:55.086573", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2117783645, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming tinting machine'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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NfpFIJxst2HzMCvX6Z4otoZM9i1i7jtrRYmjZxMwiAXsScV5N8ZJ9Oi0uC1jtmjuLeQb3CAZBHqOa9M1Cya4umWeVxGJkkQhc7cYOMVxHxg0qwuNLmkDTDUGClBgeWeccntxmhbpE2umeBQaxo9vEyyWly79iXUj9RVPWRayokkVv5WV5ITGTV7VfBk+naAdUe9il+YDyo1PGffpWcZrpoFDQxYAHLPya1mmtGTBp63PQfg7pttdW168ocu0qo6g4+X8816l4k0+z0SxR7VLhVkcLhLt17fWvn3wPqd9pnjKwSF/LW5nSOReoZc19D+N0luNAi2LJI6yjG1SccH0rmrS5YNnbg4KpWjF7MxtFtnu0Z5dcMEfaA3JyP61T16BbLH/FRSiNuyzPz/49TvBXk/bplnjZpdvycHg1oaizXfn209jIJEzxBGC2Pqa4JV4uNnKz9T1qmGjTqvS69EeYXEV0qut/PI5YfKrfyxU+ma4dLtp7e3tYi0qFRI6hiufY0pgnuCBIWIzyGOTVy10hj8qxD1yw4ruuj52KbOEvdM87yLWzR3nLEy5jACk+h7iu+8EeEY7bWdOju0LGSVVYrwRn3q/YaLFbXb3Ai3Sngu3QD2rqdPiFjcQ3BOWVw4H0OaTm3ojeMUkeoJpNqsNrFhyttny8t6+vrUOtaLZ6tpb2tyrbFVtpVsEcVj654/0zQdJW/uIpnVh8sa43FvTBP61xmm/G+PUJJ4ptFaIYOxknDfnxWqTepne2xz2iWGlW6zxSz+cjAqGY4DD6da8d1q3t7HU7pLWXEXmsFCngDNeiapcS3seHaELuziKJE/UD+VeZa3gajMqx8bs7vWrcr9SUrLYt2+lPfWZnScnb1D9MfhXtvwtUQ+FLOPj/AFjdPrXi2g3Lrp9xGsgB9xkflXs3gS6ig8OWMpVlUAs2Bnv2FYKUm35G1RJQVup6bplobuDU4RjdIFALdM815h4s8M6pYeISRCXjlUPvQ5UAHGf/AK1em+DNd03Wmvzp9wZGiKCRWjZCud2M5A9DWb8RljSSwkkv5bUSB49qRFw+MHn071zZYpRoJtWev5sWK6xZweu+Fh4g8HyyTSIbm3jM0RiXuB07YzXjNv8AaEtBK0g2LlQp5wcelerXWpXrXRt7adktHXYQ6KrE47Y6A+9eT6h/o/nxyb1fzGGxeg7c128zd7swhFJWR3vwqsZ4vGmnag0itEySxkKMAZU+/tXvGrWEOp2yxyqNrxr8wHI4rwL4U6gf7SsoiQcXBXHfkGvaLvxXbae8NtLZ3szCMHdCisD+GQa8POY1qmG/dK8lJbHp4aMlUXs97GL4p8Qy6OYtH0wRRsiB5JGjDgDsuPfFX1vxrvgxrqRADLbt5ijoGAINcpd+Kbm31q+f+z5Uju3DRm4gw2FXGM84+lP0i41e28Ota/uII3dmGcNIwbngZwB+teZPLHOhRcF7yab/AFPYq0l7LbX8dtTxGbToQFt7aWd5GkCsJI8KAe496k1HT72xeK3ljuRBGTgudyA+xHSu01a3h0eyhurvcAlwCwHPat/T7qC5l0m0OxjdK07xgg8EcZr7OlLkd2fMT1K/w51u70rRLhba0sbhGnEuZroxOrKuBwAcivavCU2pXujM+oCd2eMFTMCN3HavHk0/Sru81cNaw7bZsIQg4wOeevWvd/Dsom8PWDDtCqn8OP6VVepGTTRnCLV7k1nbMjJM8YRyuGUHpXl3xD8OajFdR3tvB5kLSkfuzyM8jPevXWZUUsxAA6knGK5jxzJGfDRk+1yQqJUO+Fd5PbGM9OaxjpK5b0i0eTeI/C0mueDWmldEmtkMiBct07f5zXj/AJl0tsvmMp3ABQW/zivWdR1K9w9tayutsyFW3qFZvoB/WvHdRfyz5ZkferH5ew5rSUm9yYRSWh6h8IrK4svFxuZtpSe1IBXp1HFe0a1o1rqiDzIkDsgxIFG4fjXjfww1DzbuyBxny3HvxXrd54r0qxkjgu5J0cKORbuy/mAa8DOPbSwydNNtPoelhuaFX932MPxJr0Hh22i0uytIJJWG5xIPkA98dzWnb3sOs+HRdLGqiSM5X0OK4y98V6W+sXxeyiuPMYeVLMhVsAdAGqfw/rV5Bok0Memts3tiSU7UAJPQdTXmVcvnKhTcFeV9fmevUp/u9tfzPEtWskgurvy7uOYmZh5O08DPrWhpNo8Wk3lk0RMk7xlJCSBGvO7HqDxn6Vu6vp0cUMl3KI0Yy8sVHAJ960LGFNRiUwkyJ90Ecg//AFq+uStHU+am77HH32mFb5LS1VJSABmJt6/nXrnwn8KFL+ZpZWikWMSYxnPP6VmaFoUVk7PIA8zH5QoGFr0Xwoy6fqQlnwiyIULY6dMfyqPaNuw1G0TuTZo108zMx3KF2Z4GO4rnvHPh621nQbmSSZoZIoiVfjaMc8irfiDxlovhu08+/uTluI440LNIfQVyn/C1NH1zR7uGKyuVmeNkWOZFKnI74PSrSd7k3tscpaaPpcuhXVrdy+apRuWbg/THOK8MuIksyUSY/eIyCOMGvU9UZ7gq7iGJF/ggTYB9e5rybVf+PuUJEMByd/c1bk31JirdDrfDej7NW0rUBKXH2hCd/PftjpX0xGfOsB/vf0r5o8H3/GnIZMlblQUOOea96uPEaaRaor2c9wHf/liy5HHoSM15WYRnUwlSMVdndTjepFRQuoTWnhfTrq/SPLuc7f7zVyGgeMdQvNbMF/KkiT5KgRhdnsD3qTxR4wW4NnLb6ZeBIX3SC6tvk6exIrnrjxI+oarZ3NtYq3ltkrAgUHj17V4+EwDlhZe0Xvs9dR9281q+5eTT90/y5wWyR/8AXrobSxj2fcLAdsZp1vFEWYSMAc/KGOK1re3ZEHykjOetfRM8CCS0KiW8USh2RQx6HaDimXnmLbvKCvljnPcn0q1PG7yBEJ3scLgVlao7wXS2DklEOWYcZb8qauOTWxPLPa6jbJE1pHKwHJdQay7zwrZTWsu+zhQSDqgwRWxptrbAmRbhh3K1cvwptm3ozRYyrRHnP0NaRZFkeVf8I9FYo0KSO7K2Sc5/D6VwPiaFrbU5FPevZWEchb59rueAwwPx5rzL4hWvk3EDBSDyD0x+BFVfUb2OQspIkuMyswjwchTjNe6eFGCeFLFQDxHwvU9a8Cr1zS9cm0rwrZTQhHkit+A/TpTs7O25ClaSvtcs3txqV9dQLpdubcQuTN9lZkLE9C2TzjnH1NTXusalHNFZXdpd3EgICtK+SM96n+FusXPiWXWZr4wxiExMPLXB+bdn3PQV12qRxvteMbyOA5XpWNNyjBKe5tipQqV3OG2n5HE3X2jzHMqEbP4lzhq891eZp72aRwoLN/COK9c1K3RYpDgOVXJ+XkH8q8i11JLZozJGVEyl1zwcZ9KaZm0tyfwHcJD450tzMyp9oXK54Y5wK921Wa/SRWs5HjjlGxmRgvcjr1xXzbolx5HiLT5+my5jb/x4V2XxO1O7nvbeBLqX7MN58oOQud3XFTVpynC0XY6sJiVQq87jfTY9D1k6Dp9ugPizTYrwf61ZJPMBP0XJFWdGv/C89qlrFqn2/UmX/WRxuqn05IA6eteS+CvD8N3G9/dXc9spykRii35I654Natvby+D9UF08v23zY3liVk2g+xx3rhp4JK0ZVG2nfov028jonj8TUTbejN7xvci2jtpRIqItwNzMMgcY/Kk07w9DbQjXNPYWl08TKGiUeWM99przbWvEOo6tM0FzGsKM4bylUgD0617baKbfw5bQqBwqjn6V7EdTypaHndnda5pD3VisdvfSXzH94HKsCepwa+gtF1K4soTbhWMYXIUDJB9q8ZgiEvikOU2mMZJHQ16DYarIkjKDlnPU5qKmjQjB8X2vi3xDfyLNM66eGzFA0uAPcgDk/Wse6tta0azij+yrcq3GTIWAP9K9Rt7UT4aRi+ewJOPyrP1ZY0Vo1TZ6bj1pc+g4x1PO7sXax7pVUEJnjsfTrXl+okNNKzgAlieBXt99ajyNrK25lPXvXiviaCSw1GS3kXafvAd+aSZo0jf+FdzHH4uhR5m5DCNCeORzXsWoT3y3KR2kagzAKsnlKx6+pBIFfPngq4+zeMNOlJwBIR+YNdJ8QvEmrf2nFbwajPHbqhwsTbO/tzWdanKcLQdjqweJjQqOc1fQ9T1nw5fQ26SfabW4kAyY7mZUIPtkiptO0yL+zt17rFsLoD/j3inRwPYYY14p4W8N3GtxTXU9xacg7FuySX9SDWto8E3hzVfM1QRpGASphbcWHtXFTwdRJQdX8Pw3OieYVp62Oi8X+UliEeESozgMnQGrXgjT4lW7ELTR2o27YZMEIec7fY1wHiXxlDqsMlvbpLsLZV3AB/SvTfhlB/xIQ0hO4hWyTz3r056xZ5XVHW2unRwgEhsddowB+Jp888UNzHGytuzkt2Ap80uwNJhiB/drJeZtSlARlBXgDnP4/wD66wTLaRd1vStL1x0NzHJcuowvzkhfp2rn9Q8EWg0944I5LdjyGRjj8a7HTLGeOPMu3H1yT+NM1eRPILuZFK8Abdwb8q1jJi5TzE6ILe3WMTPIyA7mY5yfxry7WozBfTo3ZjxXvL26vEUR13Hkq3ArxLxuhi8QSgBgrDIzTTHIg8JXMEHiC1MkYLtMgQkfd5619BajcXqQCexd1IbBKNg9K+a9Ify9Zsn/ALs6H9RXd/ELWrtoIYYLyZI2fLIjkA8e1TUg5wai7M1wtdUaqnJXS6HqX/CO3l3aG4uNUC3LjIWabg/XNY1l4b1ltTaNhb29t0M8UynP5NXi2haZca1qITdGVH3mnY7fzrW1Tw/qejXRUWy/Zxzuik3hfz5rz6eDqwuva7+W34nbUzKpUd+XQ99s7eOSXahUSD/loSMge2a1BBNtDNJ8o4yzZNULiJm1ATII1QDnHXNVbu/m8wWqrLKWGQUUNXdJ3Z5UFyq7NS+WSxspbsOVZRhSDk5PpjvXFGWSeUM+5mJyct3reuruS4tYre3TasQw6yJkE+9Ms7WOKB7iZYWkPRVOG/IdBSZSl1I9OEke7DRhuyn7x+ldHFPJdWSQXNuuE5BYAn8qxDqNrbkKlvbxyOeWPU/j/jTJNUljn83ylSNRyBhgaaFdssXGk2l40jxxSLOP7pGPyrzv4oaNZWuiI6tI11nJLPx+VdnL4ighZZZIpI8dDEwwfyri/F+p2+v2c8nlSIFGFxgj8aa8x2Z43XTXWovFodvCpP8AqsVzkqlXP1rr/COmxa5ra6dc301shtpDGYk3FnVCwX0A4PJ9K1RDOs+CEjxDXGAQoPI3b8/7feu/u5XExk8hEy37sISy/ma4r4FsPL13KA7/ACOSM9N/+NesiWIy4kSHBG0O65xWMtxX1OPvrefUbGSOK2DyAEyPkrhfc5xXkHjG+a/vY45QN9ughyO4HSvefEkpstFe3ttzPMcApk5+lfO+syj+1bjzAd+/8qSWpV9DEgJivInAPySKf1rr9b0y91e6uLmJd0UT7TwTgn8MD8a5OdSV8xc9cmvQE1G3tfDuqXcZSS6Dr5a+UGB4HVs9PatU1bUuDfMrHV/C/UDoNnLYXVtHdW0reZtU5ZW6dDwak8Z2cXiPWd1qYrURIEgid1B255JUc9faqHiLWrNfBZitIT9uuYUXcr+XGmcZI6c1V+EMN7Za7qLzDF35aqrOu5tpzyp/r7Vh9WUJc0nqW8QpL3VoZWt+AtRluNLltI7dTjZIzq0WSpzuIP8ASu5hhuVsViumgaRe0W7H5muh8SXn27SRPcqHuLIl90RO5TjnI9CK47XZXk8O/wBpaVeLJGzKA8bjIz2I6it4u2xhN8zKUeIL64m3HOQvJ5rvNPgsWkUylgx7KT/PrXlmvJDa6Emp2GsX8wa6NqTcxLGtwQgZ3ixztU4U7vUe4HpOko5kDFkQY+9J/nrRUd7CSO1t4PtEflQRsoAzkHFZGpWl/LwpkKx/djJByfw5qezluYZCxkEaH8d34Crk0jDDJuxjORxWepd9Tln0/UbiOS3KBWIyzS4wv5814V428yTxBOsriV4/kLqMA4r6Q1W+hh0t5Q3lSSDaN7cn86+b/EyiDWplJRi3OUbI/OqQ76GHorGHXLN+mJRW3rdheX901yFDR7iq889fSsSEGO/tpOg8wZ/Ou/e+htfD0R84SNJeAGBXcZGep521a1VhwdpbHV/DNdITRf7M1uyXKNuSYrng9sjkVS8f6fa3N9HHpC+ZFCCCBk7s9hxTvE13pnh3w8Z9OmVb+THlxLCHIPuTms/4b6xd69q122sz3csUaALDC3lrn/aArBYeUJXky3XjL4VocB4h0V7CO2nNvPEZPlZWhKgH2PQ17N8N7iCXSHjjZsxogIKkdj7Vmsmnaj4vm0yS8ubK0a4xHtljVYuhJYyDGAM+5OBWl4JvpLTWdatNTkn2W8yxqtyQHUAsMELxnpnHFbv4WjGTV7nR6pciDCbBlxgluOPYVkQyFS3l4Vc8AGrOqvFe37TR3CkfdSLPIH07VbtNKCRhpJo0Lc7hg/8A66xY1JF6zuRFCjSo7L/tjGfpWvd/Zb1Fl+z7VAxgg/yrNSWztRjz5pdoyXZM/lUA1pNr+YrMhPygkljTC7B/D9s5DQtKqsfnPAxXiXxSs7SHW1jso9qquGJJO4/WvXrvxXbWAkxFNvIwI34AryTx7It2EuljxI7ZZt+4fl2qkx6nn1pmO/gPcSL/ADrpdbs7vUHe4XBiRtoHOScfTH61zwQJcQykgKHGT+NdpNewReFbuRLv948w2xJu+YcdSDjH1FaRt1Er30Lnw3gs7LUZodZtd1rcjbuZchT/ADruvF2g6Jp+hSzafcB/NXCRqysD+Vcxqlna6d4TTVba5WC4OzK723c9cdjWX4is/EGj6Jod5qE0olv2kEsMkZxbABCgY/3mVs47dOucYSoTUrtmntoNe6ezKS0Q3MWOOpNWtFtoXtL+4aJWlRDgkdaKKiJM/hOeuP3EEjKSWODliTjPpVJtQuY0CiTjb6daKKtmSMTVtZvTCLbegiAzgIASc+vWmQXEracrFzmiimaIy7yV2uGQngDioIlQ6fcyeUm5B1x1+tFFIvoea3R3SS8AfN2q9oer3ekXp1G1dfPgUhd4yPmUqcj6MaKK1M1ueifBeZo/7SQYKsY8g9/vV6ldzlYshEG3JHFFFRL4jNbnDX+p3uoyTyT3DjauAqHaAPSvJtYAbV5c885oooW5q9imSfJ5qSy1C6SymskmZbaV1Z4h0YjpRRQEdzcXU7mbR4wzD93cIi4HQAcV6H4a1i+t/GGkQtN5yyIsTmVQSwPqRjmiiiWsxxS5Wek/FO5fS/h5qE1rhZHAjycnAY4OK+XEvriOFlVyELAlexooq2Zx2N7XPFDeIILaKfSNMt2gRY4pLZJFKIucIAXKgc5OByea9902yto7RbnyVaTbwWyQv0FFFKWwPcg1K9mREjXCqx5x3rOur+6UmOOZkCrn5etFFQio7nG3+oXMt6vmyGT/AH+a4bxlEsGrxbSf3ibjnt9KKKpblS2Ocl/1Iq9a6ncyaZHYsy+RFL5ijaM5+vWiinESOp1KZpLOGRwGZZwvUjIx0OK7/wAI6dZx6zBcRQLE1xBmRUzgkUUU6r/emcP4Zl+IbqPSfEWsILGzvIZZt5iu4t6qyjII6EdTkZwe4NZHgjXNQ1HU9XvLufzJ5pVd2KgZLFs/Qeg7UUU5bB0PSFijikV9iscbvmHBNWbmV5WidjywxgAAAewoorHqBkarJJp1/GkEr7ZFBbcc1n3d7NIxViMCiihGkdjnrqVnG9gGOehHFZHiaYzaKRtWNR/CnANFFNblvY89mkZQF6g+tWbfUbk6adPLj7Nv37do6/XrRRWqM0dLrDtJ4eLMeUMYFVbzXdUv9O07Tru+uJ7eCV5VEsrMSzgZzk8428emT60UVpW+MxpfCf/Z", 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", "info": {"video_id": "143306", "label": "turning the camera left while filming tinting machine", "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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qua7bHmL4THCkmvsj4ZX+mXfgTTBYWqwRpbKZAsQVS+PmPuc5NfHiowkK4yQcHFfUnwVuNObwTaWcUs/2zY6zKwwqnJ6H6Yp20JZ2uoXkdxqkVkYQ6qhnB3dQMcY/GvnD4q61YXvi77T9gfb5SjYz45HfIr6J0uxjGoxvLvaVYmQHcMEe/vXhPxJ8O6dqvimBNOd7JNpEvnneS2f4QOcU4XcrIVly3Zwaa1aXUgjh09lwpyWfdmufu1HnttQrzyMcCtnV9Gk8O64LaCUT/JuDsNgPrWdci5kyGWPJ5+Q81Uk72YRta6PW/h9plnL4Vs2aESpJNiVWYdfcV1/irS9M0rSnuLfToUZtoyhZCf8Avk14z8OtWv7fxNZ6bFNttppsuhXPOD09K9n8c+bJ4d48xyJF6AmsasrQbNsPTU6sU+p1vjvw1darY3U9qEJEe4jPzHaK858OaffR3YjuVWESDJWUDcR6g4OK95mj82CSPON6lc/UV4Re3SwRStb6jc3Nzyis0AXYQcclj04q4txT5TnqpSa5jgvH3ho+HvFUQs3Kx3ieaDjaFYnBA9q56K3muryO0WZA2CM7cnPtXS+Lpry9trO6u5A5VyrMowE74FcdZ3oh1yCRGfAcAl+9RKT5brc0pxV7M+nvhvE0HgHT7KUAvHbvGQfZ6t3FtZaM13rLpykeWAA7enuaxfB2rLbeF0unRpAnnZSPGW5B4zVbxF4pGpaK8FlpmoGQyIx3wgrgHJ6E5r5jNqFariabinytJN/M9fAxm24x2vZkfh7xbe3/AIh+z3giEd2rFFSPaYyOgz34rjvjHZ2sms6fPPJNGVibJiTcTz+law1y/wBa1bTrq2tIg9s5cgjy1GeOenH0pviOG91W/hlu5I3EZIzEuFXnoPUe5rooYB08wVamrRtb5m+YwUafNFW2PJLPSrp/tF9bLcMYnKKYsK+OxPrT9A82DWLUyKomE6ttnyoyCD83oK7TQL2zi1q6siQDbPJNKznjA6Yz1rWme1uPCsN/LFHJNPMqq7qCTlvf2r6mjUUN0fPTVzudJ8Q63qGrpDFapAp3SSLZTmYOSRy3HA44+tejTW7zToDECjJ8zk8g+mK86+H9rZaZ4okjtIliE9tyFGOc5H8jXqlY1JJydgivdVzE17SJdR0dbaIIZF6BjjtivHtG0rUbXWJrW4h8vDMhMhxnHHHUV7z5sYk8veu/rtzz+VeO+KroWuvaiYbq5lmEp2p5S7Y888MT0optxvYKlpJJnlHjbw5N4d8UOltKClyhl9MeornorS61SWSGIxkge5J/Cuk8Y3N5dG1ub2bLKCpZO3sK5rw1e+TrgwxIfI+apnNqNzSnFOVmfUHg5Fm8F2FvKgbFoqsjDI4Apv8AZWnaRPcao8aKiLu27eFx6VT8K6tDaeGLe5n3+WITkRqWPXsB1qh4l8Y6RcaM8du0szl13xPbyKCueQTivmc2p154qCgnytJPtuetgefWMb2b1E0TxeNV16SGW0hiScfumXO7js1cn8ZLGGZbB2uEtyHPzEf4VOfEFvdalYXGnaWoMb5ZLYcnjHX/ABqTxjJca3Jbx3FpHCqNwhO4/j2rSjgZQzCNSC92xvj4KMLpHiyWcr3jPEwcQkHzY15YfSuo1Gziubi91DZFBGOIoTKcgeijv61bshb2epz2qyKJCwVUUAH9K2v+Ef8AtbQs2EQHliOSPavopPlSPBd29DktB0C4vpfMaJliHPpmvqbw9oq2nh5IBcuwniU7gNpXI7V5vp9gqxpHbxgRj2616ho+o2w0eBXlCtCgVl7jFRGbbKkkkaP2WPyHiOdrptb1NeP+JvDFppvi/et4+yRVcxZG4defpxXTaj8YPDllqYsoVursBtrzRJhFPoM4J/CuZ8X+I7fXL5Liwt4hH5ITzbiEF85PTnpzWsbxdzOWqsef/FDSdNS/sbq1cK8iESENycdPauG021/tO7Nv57rnoAR/Ot7xWgjtk3AyuHJ2sf8AOB7Vy2jXBttYidv3YJwe2Kmcny3RcEuZJnv/AMIbc6fpNxbEgkXJ5H0Fd3qOmwX0v79dwR9w+teffDm9xp9zJnfsuDz0zwK6OXxzbhpkfStSDAkAxosgP5Gvns7pVqkKbpK9j0cLGXPJwRh+LfGV5a3p0/THWFYf9ZIUD7j6YNY3ibUb3XNG0u7t5WiO2Tzdgxn7v/16gTxaYFubaawjWSR2cebBiQ5PfNZYurubTreMwSwqrud5+UNk+mK3w+DjTdKUVqr3+aZ0Y6MY0H8jLd4obpZyolZcfePB9qfr+oprsttNdQiC3toyqJFCCwPv6/jV2LTWkIZl3Nnr1rR/sITwlZkwjfwp1NetzI8SMWzhtC8L3Oo3LXEseyEHIBHWvov4YaHa2ujfalR0mSV48Z+XGB2/GuN0/TgsaQqixIg6D0967zwpqsNhDLaurEMd6sOmcYwaFJtmskktDrbWwt7NdsKkck5Jyea8r+JHhzTLbVrG6WV45Jd2Y9338EdCenWp/EXxss9K1A2djpj3Txttld5Qqg+i4zmsTxR46XxNDZPb2q23lq28TKkhycdMjjpW0bp3MnqrI5H4jWWlTaRZTQuonRtu4HnH8q8yth9ouRF5zjJxxiup8Spi0lkf94zODjgA/gOBXFW8hjvI3xs+YdOMUpSdhxSvqdx4Q0p7Dxxp291b5iQeSehr6BA82wI6jdXh/hmfzPF9p5mHGxtuBgjj17162fEulaVbpFqFw0JdjhjEzL+JAOK83H88sJKyu2bxj++SR53pk3iPTbWW5uDqDgElh5xIOeueaW3vrq9tpplsniUNgqxzu9x616VPbQ28flGTczDG0AHNc7Jbp+9yAiDoNvFdsp3OeCPPPEckkVl5JGd5BO4cj6Vwl2VHU4PtXpHiq0d5Fjii5WNpCQMLgCvMLubzD0xQnfQu1me7/DKfz/ASwpIZZvOlBLHncVBxzWqNl27y6/q6WlvF8q+fOEGcfwgnGPoK838A6nJa+DNQSGZopUuGKspwRmP1/CvPoIrrV9VigeV5J53273JYnNc2Kw0qyspcqO/C494enKMY6t79j2221Hw3Fqx+1eLLG4tEzmO3jkLsO2SFx1963bubTLi1W40t2Ns4+UsCMn6HnFecXXg+OXT4I7DVbgmBC7xywAdByAcD+tZupeLby10a1srK0TZGm5rhlO4HPt0pYfDxjU9pzttK3S33JEYjEV6sOWb03NHTrK217VLvTLxYpSJnPC4kjz3B96seIdK1Kzt7K0tL5DbWOCkE45JHQlh1ql8LnlvNevr6Y7pCAS3ua67xQ5a2nLIrLk9K9KK0PPe5c8AatqeoXV5qM9qlt5axpCY33A43ZPP1rvPFGs6/No4j0bfFduBmUYUKPbOea8/8MubHSYkBIDEMR612lrdSagqgvsUehxWMnaQbnnVt4a1+O+kvJ5DJO2WYtOSzn3J60yGbVZ5J1ms0h8vjOc7j6V6rLaxQ2/meWzN+P865m6iE1wxHKgZIWm5NlwieUeKzIIoo3A65I9DXDzOEmDI5RweCvavUPG1g72JuYkyIlJJIryaZy7k0k7oezufR3hCdZfA9mLY+diNgN3zbiPX1q9aWOp62skklwLaGP5VAVYxn8McV5v4W1q4sPhyTazmKePzQrAZI6+tedrd6rrd7HbzX08zyNx5spKj3xXLi8PUq6Qlyr7z0cJj1QpuKjeTe57tbaPdwar5c13p1rbfxzpdR5P4bgf0q9q1nbW4X7PeLdIRneCGGfqK8qvvB17aW8Mtm2nTjbmQwsQSPcHir0ni+z0fRbe2zK1xjkIAVooYeUZqbne3SxniMVVqQcZdStLBb3OsXDrDNDdpJiO5iPIPuD2r1u30xXKBjllHJ29K8Q8OXjav4w8/DKjfMVzX0GFWOLC9T+NdVXZHDHVsQRR28BJDkAZbnJNJZ3NvLZzI7OivwVVsEj045qnd3/wBnPlAFSwxljxTLCwuJJVeMqyn1JFZpjaRQbwXpEsvmw2Ddc5LGuf1DwpHaaoZxPMIiP9UznrXqRUwQ4IJJGDsx/LrXLagIWuyvmMVQ8syEH9a15nYaVjynxdYNBp6sCThuprzuZhvII/GvZ/HNsf7BncHeWGVKkfrzXibEs2TQthSPc/hddwy+H50gQIomCgYxzgV0iwavqN49nJeTRW6Ek/vcLjP5V5h4A1A2nh29CyFG87IYHGOBXC6lf3l5fztPdTzFpDy8hOea58VQnVilCVvxO3B41YdS927e3ke9az4Yv4ubKa1veyq86bh+ZFQT6Ld21hbtfSAzSf8ALNX3CPHbgn1rzC08H30uifa4o7V515wJSHHsR0NdT8OILqL+00u4nhdTFwe33qxpYepBK8728v8AgixGLnWi1NbnXadp4U5fOSeDzityOyjyFEfHUkr1qS3t42YGIqQD1Bz+dXnRljPGDnvW5zxsVAqgbIgoOeF2gDNVY7xbS+kjuFD5HIGOvpVl45YrWS+BJSM4VSPvN7Vj2wivG3zyFHY5Jznn6cVWqIdmTT6Pa6i5b+zrcbjnOwc1y+veErNbtLpR5O37yI3Br0aCNIogsUnmtjjdnn8q5/WREZwm2RC3LZAK59jmtE2CSPMtf03y9MnZM4HPPavOJTlznrXuWr2yT2Mrqd6bSB03D8M14bOpS4kU9mIpoUjt/h48LeIbYqXaRYm3sxOB7V6RrF8lqI2e1hnU5/1ykqPyIryXwBMYPEfmZx+5YfyroPFHjfUbJ4bK3jtjGo3ZdN2efrUVoydO0NzbCVoU6/NU2sezahNK0QjMEDSg8ncQVH0rIW4KnaUBiDchhjP9a6yaVWy+xRuHQgc/XimokE2yRRErJ/BGMHNQcsWeWeKXutGS4nlgESXURi2FuSh9j0rxq5QAkqD1r1j4l3kt00srBxCXCqe3HpmvL3ZZPlAOM1S0LubHh2SX+xL62i4d5kC59SCKs6Zod9pevQzSBY5LeQOu8EZI56HBqh4bdI55opmUK0sRwwzkbueO9ej6Rq1iPFupWsqBrKGFWRxEEkJ6HHXA9quUeePKty4T5Lya0O6v/EVtfeGpf+JekV7JHtMuV2AEfMdxx79a84tvBbXDyrE0FxBJG0ceVMgBI4YsvA/OuZ8ZT3Gs+Ibm4s45Y7CPbGU80sdo6sw7V75pGpXFjpNigMK2oiCBdu1M8YrGFGNJ2TG6zetjyXwT4b1fQ/OeY2iRyPggsxbg46CtzXId0BGcBmAyD1rUnNnBrc2miVbWSXM0KSNhWyeQpPv61zBtLm+8XXGkXeqXFpGPM8kRqHy6oWC+gHBOfb3rpjIw3Z0GhmKTzIZT8qBec/0rudLjs4kDQq0je/NeO+Ar24vnvTLK8hCxEZPTO6vVbRZhAqxtGzY6Lxt+prOfxDjobt3a3UcQli81WccYfp+dc1PY6hE5JV2Ucs/qf5V0sM8kkWyWXzHUdAvT8e9MSYbxHKsjBuevAqSkzy/x/bXlnoM1xM8aLOApiA+Yj1OOleGzR7Twte5/FCdL22fy5omjgGAN46+w714vJiXoMVSBm7o7TTeGPskH33mYYJx1FO8M2E+m+I7a7lthKkD5Zc8MPx607wY6CWGOSVYsXOdzFht46/Lz+Vdx4cbTNW1TVTeSDZBN8lxIWbcMejHNVKDqR5Y7lwqKCvNaHdaivhdtFlu7WIQ3LJxGFKHJHpj+teMTeHJriZ45LaV0wcSRQ78d/wDOKf4k8YX8OtT2ejXRWxDCNJBCE574OM16Jq72dt4Otp1+2m9Jj/0iaXJz39qyp0fZve43WT6Hk/gp47HXZfP3qV+XlD6/Tivo1yvkkgMygdq8o1ZBp+kJqWl6vfSCW68gmaJY1uCEyzx452qcKd3qPcD0271K1l0swxzJHM/ylt3Cj61pPVIxUrMxLu5FzIG2KCDhcHoKu6fLIZ/429k5qpZaf9ol2pKjIv8AET1+ma24LW3t/nku3GB/q4gDn6msy+ZWNbT723ZZYWg3OwxuGeKqXWlWVy4R0dWByCgz/OoZtUihCJCX3HkggqP/AK9QXOuWyqzskoI6yICQPxp+gJsx/FOjWVp4eupbpXkk2kRqx4H4DrXzfcwlJW9M19A+IPEcOrwNarCxiUc5kCs1eGX8X+mzJgAbjgVaB7Gh4feU6PcQRffeUAflVNtFu0vNjJuYNklemfxq54ZeOOZYZJVjJnU5POB64HNdfpEdnrHi7Ubeacywqq7ZmL4B+hJOKvlclZbijLl1lsd5oWmeGtf0mF5QtpfKm1+QrEj68H8Kp6NbWsWvaqkTb4lES7uPm+9+dcnaT2ieO20C41aaC0kk8tJoLhI0i6EljLxjGeOpPHeug+H32j7X4ntLlHDwXCwqlyoEiYLj59uRnp0OK54UpQerKqVFNe6egWts6xqYW2q33UVgAPrirAtJG+TdlgcEBhkVlxvLZWgy/wAyjJVcc1XtdTKzfbJIJsEERll4z6jHWmiU+RWK3iC6mjuxZiRjFEOgPyhv6ms22RjtIGMHnceKvvBcXVyFnMRVmyWddpx7mrzm0tm2G3ilRcHJOVP0B60D5tC3p11cW00bxqkqgYJX7v61LqEFrMp8+AYkOW2AAj8e9Zn9qiWJ/IhhYdAEONv4GoP7aMUYjlhEjAc9AfzzT9AVx9x4dtCJDIZlttuQu4An8a+dvE1vFb6/dpbg+TvJXJzxXul74stY7RrRI5nZ+PnYcfSvGvF8Ea6lviEgDDkOBn9KpBZlHw5MbfUWkHaM1W1a7a7vNzZ4GBmo7J2jaRlJVtuOK6zxT4RvtD8P6Fe3om+0X3mCWB0IFvgIUBOOGZWzjt9c1p0I6nvdtdPJbxO6qz+pzXP69q11ZQ+TbMsay/eKjn86KKwQonnPjJnNid8jvwD87ZrgkG0rjjJooqlsXLcZJK8NwkkZ2urAq3cEGtu11i+bVftUkxknuHCSSN1I4/wooqo7of2WdFot9dR3OrvHOyAF8oANrZ9Rivcfhddyap4The62s8LmNXHBIHTNFFRFasc/gPFPi5qdzL8QryIsAlsFjjA7DGfzya5fT9evtP1QahE6vPEW2mRdwO5SpyPoxoorTqQtjuvhLbQz3OoxumFxEPlOD/FXrj+XZgRwQxoqjIAB64ooqZErcw/t8586Yt8w6dcVh6vqd6IP+PmTDLkjPFFFI0jscpeD7Zo115vVELAqACfrXmsbE4P1ooprYJBa3s2n6nFdQbRLG2RuXI/EV1Wg3kz3Ny7kMZpFL8YBJ60UVrS+Iip8Bq6FZ2t/d6haXMCyLuYhyTuXB4xzXoGtWcT/AA6gJBDB4sMDz1NFFY0/iY57I868aeJZLwWKLp1hbvEFjSSBHBVFz8gBYqF5yeOTzXpWnM13CwmO4IARxRRVS2JNW0k8uJoUVVDLlmA+Y/jUDw+fZzyM7gxqSNpx0oorNAYkep3TW5Znyc4zWVe3MjYBP3utFFC2NUZsM/lzMBFGSf4iORXn2vFhq87biTnPJooqo7jkZNveTW95HcxMFljYMpxnBrpdEvJ57+6uZGBllALkDGefaiiuil8SManwMkj1YaVruo27adp9/BI4cpeweZtZASCCCCOpyM4PcGu6+F2oXWpXmuX13M0lxcyrJK3TcxLdh0+naiisanUqHQ7+4VZJYkdQys2CD35q54itYoZoIYhsVIgw2nGaKKxiOpujm57qSK6cRkKFXgCqVxq95CPNV1LqpILIDzz60UVXUlGBDqNzc6oHkkyzckgY/TpUl/PIqSHeSR0zRRTNEYrMDLGXUPk9GzWH41CxSxRqigDocc/nRRQtxy2OPLskh2nGetb2o+I9W1G1sNJvL6ee1tpGmQSyMxLOBnJJ5xt49Mn1oorVbmfRn//Z", 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", 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", "info": {"video_id": "143306", "label": "turning the camera left while filming tinting machine", "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": "0e7ae92ecbb61ce75701991bfd1978fbb16d37600eefd7fbd7ce39980286135d"} +{"episode": 4738, "episode_seed": 529138641, "split": "train", "timestamp": "2025-10-13T02:49:57.966917", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 529138641, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing a showpiece 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', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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Mt0u4pZlYFQwPcn0wOM+gzWC7J9pjaWVYgsg/fRKAcHqSAcZAIOMYx9a9GpG6cJHYnTxMPcd1rb1LVr9p0Ys0pW4urjl5CCCrf3R7Cs9mUxXBmIMrEMrc/MSfmFWP7SuIrsPM3mABkR1GPbcO355qG8uUvL0uY2RGIztGSOOvFZuyVlsbYai4/HHXq15DYntZpFhliDKT1bAwfTI6jgVDc6fHHeS/ZkbYsZbqDsP1/wAfWplgN3dR2agCRzjCgfLj3xz6fn1ru9J0OKLRb4qoWbYQnHYVw4rGQoK8utjV018cW10seWxw3DzM0YWN4uueMmq0kZilLKQkxyCo+79Ofwr1Twz4Oh1W8vby6kb5VGxP7x65rz/X9Pay1ZvNAEcrkA+mOOfWtI14SaSMKilz8r2MP9y9yyTqoVgCCDx789qzrhGimkjDlgDw2MZq+/lj93P0Hy5VeR7g0y6tkt4opFYsCcZ9R2IroOeaUdHp0Ru+Cbm2S01a1vofOt7kRrIuewLfMPcdQa0zDOXFnYgtawnJldj86+i5rA8NRxg3oeNhjZ8ytjGc4PTpXTJd3FlYrlYpUYlQc/MpHYitXCM0uboYugmlKCu7kl3qEZtYobeBlROecZFVJWSOYhZf3boDyeDnnFWDeWL6cyMg83GRwcg/WqEEMcwLn5l6YGePenKR20qcIwdk0kaNlp0NzJC8U0qoZkzGeVPzDivVNSsoJ/ldF4HBxXluh2rz+ILCCKVkjlmT7rehyf5V61qNpcoTII2MYP3xyK8bM22lY+czmdSniIOEntf0OF1yJo5bexS4kihfdgL0Gev0J9avaLYLaw/Zo4+McEcg1ia602qas9lAp3xgEOeAOetd14Ys2gsgty/QYLnjP0q6EOSiu7PUw06ssPH2jZmXOmx28ysB8x6muX8S2w+xSkr9K9B1BYhcAJyvauP8VJtsn9TXKn75t0PEbxHSbaWymcivbJdSewjiNizeSQr78ZDHHRu3Tt6GvFNQ3rcsG6bq9lMEkcLmBXRIySdp+Up15wenH8s179J6XHQtdpq+wyHTBeTf2tLOdyfNbRxnCwfQHrTb1tRmjiu5y2wD5SF+X/PvVcxNJZp9mhmiZVZpCGIDr2OPXtRLql01mYJIxg4Bcg84/rRaMFaKsdFChKMtLNX+5EUt6v2uWWGNsEgqMn5D+Fd54DaK50i7l8tVdJwhCjHO6uHt1dIARGwaUHhScuOemD9e3XBrq/A1yIzqVtnDyPHMw9+M9z6CvJzVSlhWo76fmdjS1UVr/wAMej3r/vEjI44P61n3H729IQZJIAFOubnzG3g8EAD60/Qk+037StyIhu/E8D+tfIUMO3KMf6/rQ5Ir2dNzfQ07eyigvYsY/drWk0igckVjX+pxWglmZhgDrWCfFltLuEcoyOvNfQU5PltE4pUpTtKR0l6kciMMZzXnHjHOkta3Ufyli6ZB6ZHpW63iWMgMXBU9K5fxjqC3n2No5MbQ/IGQR8pI9xgHI64BrowV44mL9fyN4RsrM5S5S416YpG4t0kH+mSIfnlI7gdsjr75qSWW5gtG06FB5MShNwTnbjof61TWURGd1leO5CAhUAwzA8jpjkciprTV57F5EmRnfzMtztJOMYPtXtqMYXcVa5ccO1NyjFNaNLsVHmj8mHcAJFZt4A6r2I/WrFoLK+LJNCmVX5GLbTgfTuOKrQ4muCxjORyvpnPc4PvSTqs8bFQSV4X5cZJHTp7Z+pNQ2ddSlF+7qn3PXNKW6l0LTbhcbUhAAzyQBgfyp93dEQTyOANsQVR6sT1/AZrR0pBDoenw9ktol4/3RWH4sk+xaHc3KDJXBC+vIr5OvQi8RZdX+p4OFzuUqypTV1e1/mWr+4g0zw0Z5GHmbcnB6knNeC6n5epQXF8r/vM/MrdxnoPfvW5f+ILzULdo5XI8pgxRjw3+eKw47eG6mAVyrc71UfeHc/X/AAr1cry94VSlN3lJntVm0tX1uYLSYA3AFW9BzWh4e1eXQb9LyFyqlsOnqKhurcRmRCSfKbse2OD/ACrNkJZAAcADmvXcVJWZxTSfvRPWbu9vLgiOVtpQ52gYz9R/kVUvBCxsR5j7Y4/3mzAZSScgfhx9MV1euxwQaZGR5IJYCLaDuI2gMWxxnIwf8a5pLRWPmybSrZCoZVRpCACQueuAcmuiV73O/D+znSvy8qV9CSxhtLyYxDMqR8q00YBxn0Hpkn+fSobnTWi1mJrWHf8AISyD5R3Gfbr1pPs5glQxeYhDEbtwLAZODgfdJAzg1dEiWiQ3MoNwt3E6zRyfeHb73p05HuKykk0Q6Moz56ctGrW8ynoMbw66VlVkEULN5bHODjH+Fd1J+7uCsR/dmPDY/wB0VyUAabU5NREBjilUxg8YyP61tpdFY+WJ3rn9cV8xm8H7bmXax1cr9lF/1c1vDT41SCFSRuV1I9flP+FcN46s/mlQx4KMzKcV3XhJDc+IYDg4t42dvxXH8zVP4gWITzG25BYn9MU8LNxSm+7OOvK9V2PCNiueSMHjrg5qCQlV2byISQSFbODWhJbmC4dHyuV+Rgcc1QlZAyb3ZgW3HuAOlfRLYiq03dHSeFYxJbam7lXMSIo9vvYIrZs7WJYld5LdlYbWXcQ49yD1+orm/CSOftqqST8mcd+tdVJp2zD+ehOCcYI5HUVvC9iqVKPs1zO1yWbw/CtmzplXwWUluPpWcsOLKIlGV8kHKZDc+tblpJe31ubdGjY7cgHhmA7A+tWJpbO403yoy3mOgHlgZwfWlKK6EQVaHuTd9fwMK1tNR4urRNjxncqqQDwc5X8a7C3+It0LEW2pWvmgjIlhIUt65Xpn1x+VULC5iisPs1z+7kjGFY5z7EVkyRi6aZ4UbcFZ5Y+CGH99e49xWFahCcfeIq4b6xNqrDSOz8hl1qhfW2mIMIfJQt29Aa0rPxLObwWjyjHGMGsm3t4pbQpdRM8BGFlDA7QM/l9KzdR0ubS5I7uCQyw5+V+/40p0rx5UXyU6clBadEeu6ePtChycjFYvimEGFhjisvQfEquBGH5HY9a2tQikv7fdjqK8qVNxepnI8J8SRiO7AA/ir18FLewuYZEPmTIqqcdB1I/lXnPizSXgmaQjHzZya9NSJdQkcbioALE43HAGeB3PoK9nDNSpm+ASbnzbafgUILiG3VES0RJFzulDt831HTNdBqNvbSaPIAwZGGE579sCqtxaRNIkSwxI0i7I90MiszHBTIx8pAzkn2FLptjFNDM0qMAIzskUniTnA9D06f8A1q3tcqrSp1LVYvl5Xf1M+80ua3sYjI8LeUoU7V+dM8jnNbvhXQRb6lbzmRmaaFtxXG3HBx9aZBcXuuIthsRVABd3J5AHVj3rd8PW93Z6m9lOMrFBlHB4IyAMfTmuTEQTpSXkY4utWw9GTTXMndryNK4g8qVOeAc4+lT6Dcrb2Fxk/OXx+n/16S9PyEg89K5O48QRafdzQM4OGyUAOegr5B4atNuFHf8Ar/M5MFj3jU6LWu5l+O9aYWrW8cu3dLgfQda85mvLmBRLE7Lxuxhhx75/Cum8T2TzFdQjkLxM+4xkdMn+VcfqHlgyMqEseB1AGf519Lg8L7CkoS3PTdSFSK5fQsS+I7iKBP3rcYYL/MV0OiasmoTRF5T5cTqXwegP/wCquAunSSdCvCsQcHnFbHgZxLPqoByu5MfT5q7YUo8ykjnpJe3UH1v+R1K+R9ouZZ3nBdiyNHggtzjIPUVtWFnb3kDT+WhJJX5lBJ9vx61VOmFI2RojLOCcLHKvB+XCsOxO4nJ6BTSQI1vdyJHJKkeQAUYfMpOAc9K37XOivRhWTVOVn3KiaZMj3iQ25liLAAbsEYOev41DDpU+pQyASlYxiNX5JUngCukF1DpM0tk8a3CxPuhfGOq4yfzxj6020hudGP2ia2dIJyGyQDg9R/OsuS2gm63JJx3sref9I9Rj00JYoqP8sMYGfXAxXn/xAvjb2FvABkSSAlfULzWhYeN9jtb3BIjYhVdun/1q5/xPei91n92kZMERVkd8YJz+HQ15KwreJi2j53DZZVp4mDqR82cLq5tpI0lhdTuY5wMYHb/Csho1Rdwb516kPjHU/wCfrXV32iW91byTWBAdcl492R+H865mRE8lB5jRkZBw3XnORXpq7PoYzjyOKeqKO4s0rSuA7jy5Mr2I6/p/Ksm5kSOyBAG8gxn1q7csrRMV3AhySG9D0rHv8AQqDyV3H61cTixL5Ez165tbixhWK42tGwyjI2QR/wDW6VajjMNpEkkyoz+W5ZkDDY2euemflBPpkVY1Y/bIre1gCvO0hKKijLdQQO/bHP8Ad4p1xFLHCIp4YRHNEI45QGJ4Ax83TPIyPet3HWx14fFutSgpLWXb1316FGKK3gmiinkSRPMLzmOMDJA6ZH3udwB9CKk1AO1/IhIYybJABwBlQcAewIH4VesdBkutOErTrHOR8sTL6Z+8e2QDim6cdl59nMyN5LyJJE64PmfKQRnlhtDYIrKUuRcxrKvQinOLu4X+X9bF28tli0KBQMMkY7+n/wBequnQyX8wtoeXCkD8CTV3VZQYTEPTGKr+Fb1bS9E7DLqxBHsa+ZxM1UnzT2PFyjMJVFVhLq+Zffqdv4S0iTTjcXExzJKFT6AVD4yt/tNgzBclea2NM1m2vVKKQG6gVLfWy3Fs6Yzmrly8qUdjvcm5uUj5o1ePyL4o6qUVicnuD0B9q5+eFTKilSqMOPX0r0b4h+HprNzdRxZTG1sehrhfDemR+IfEQ0+7vpbX91I0RSPeWdULBfYcE5Pp717GFn7SmiJzUNTY+H6ul7eqDjGxWJOMZ3d+xrtGWYsjYlWILklpuWA6ZJHzDjBrivh9Mso1ITGUhjCfkXJ43V2EVnPdXklpbF5IlO9ATgAHvjtXoRi1G5ph3GrC8naxYjg+z6V9qjCs5YFsH7qk9MU7w/bwyaozN8p2koSM80sVjeWcz2s0IKSf8s2YYkIGRj1/CnGBUljMCyW7BwrMzZCE9D6j8aPI6uWMlKClrJbmnrVil1PCpwJc7d3qPr6Vz93ZT6NeJPFIGTko/B+qkVpXN1d2moA3Um+WA4Zc4wfw9f61T1e9iuY0NvFsQEtjjgnrUys7iw9KtSUKbd42MIWbyFpYB+7z8wz93/EVDc3U0cEli6K6EZRt3bt9fY1p25RYywVMDlt2evQYx9SPoay9TMM9nEqqBIJSgwuBswCPr9fes3ojSs4ybjJbFbTJFTU4pFACkhWPTJ+levWAEliAoBOOteEQzumoRB22gyda9SutVntPCRlsp2imEiAOp5wTXJXhdo82fumN410veGcjLeproNISNImvZMNslSMIejd8/hxXOeJizaFHqFtrWoXAa4+z/wCkRqiz4Xczx452qcKd3qPcDuLHR7iz0oyRXflhQJjsYZ244O4jr2xXRhKcldNlUMUqcZW3dvmZ4kt44flNw9xsMbK0hwvXO4/x5J3duatB1utIigt0bzoZEEca8lyclmwPoKs6TpaanqD3VxvMUvICdWfv+H+NTahosVldDyVuGhuFeNmUjMAIwDzy3PHHP1rpatqd0q2HU3Rv725B4euIrS7cXGAsigZYYwQenTius0ySGW+utrrIUwNwOevbPc1ykwb7Wh1BZzCJgV8xQu+J8n5B1+Xpz3zSw376NcyvACbYyGMPjh8AYP4g1lWTlTaRz4/ArFp1IfE18tDpNX/cs7DpjNeY6gsNzPPemfYAzFl2knCrkkfh2712Or62LyyeRCN+3oK5aJp2iR184g4j8tNu05Y5Y5B+mffFeXgcM4TnORy5Rgp4b2lSSs9jnr+W4hD2jT/6Ow+XcvYnp6gfyrD1FhLH5pxtDbcEc+nJ/Cug1YzS2llHKkuS0jCSV9zODhuv93kY9Oa5GVSblYJSTluRjke1eiz0KvKpJpWtqZuuotqpMY2iTBXb0HHStX4aQtcXl1ChAdjGBnpj5s5/Cq+i2Om654pi0jW7ua3gdvLjmSaONYucksZOMAZ46k4Fb/gDTJrDxRrdrHbXC/ZJjHsnAVxjfgNjIDYB6ZGelaU0zzIVeWvzX2v+TOylT7WhRbmKNBEruXjG7GGDNz9852jH93NWNNED6k4UqrkCC32phVz1IHYDnH1qvdwvI8MS26JPE+xlTPIJ7571o3nh1rS2+0xXissalpWUHKjGcr3NaSj0PUU6KiuZ8rnsY9uQ0sLyjcqFd2DyQD/hXY6qsJ0yYgZjYfe9yeOT1rALhkjVpLR47gBLaTo2Nq7EAHQ535zTJ18qxs389nEysVXPCsPvD+R/GkpXv5jqYaFZ05RfLyv+vyGaposcUBkjlHmxqpljPXDdOP8Avr8BWDNG1/cZkZPNC/M0jYBUDqT9B1robnWHnsGg2qpCbDjjK85/HkflWJDl5doCeacKrOu4DJ9Ppn86hpHRR9pGEvaatFGWeWwUFCkmSEkjz908Yz6HkfmKxLjE+9QELuzOCDgYIPQ+ntXQXFxbtHdIoXyWgdl2wkZcYKtuJyMKn481yN2zwuGzhSu76Z9Kh9jlrKMlzJWkyhcW6fY/PAOQSH9PauXlcySFic9h9K6HUGe3sSqsxWYBj7HNS+I/BN74a8O6PqN4JVnvjJ5sJjIFvgIUDH+8ytnHbp1zhwR5WLm5SPQPDDvcanFJMxkZELgse6jium1W2Eei2cjyyzOs8qBpWycZ3f1x9MUUVvH4TtlpjIpeX6mxZqf7Phfcd88KTOSA2G8sHgEY6jOPWuRkvJ5NduwZPkjupY41wMIqbcBfTO9s460UVz1neLv/AFojiwyV6/8Ahf5sm1uRjcHnqq/yqlYr5V/ayKTmWRkYdsDFFFfNNJwlfszzMn/3h+jLdnqFxa3Fm8T7T57J+GTXrFjI00OXOeKKKml8HzZ9FW3ZgeKLWK5tZYpV3IQcj8K+b7m+m8OeLJryw2iWB3CeYNw+ZSp4+jGiivUy9+8zlxHwHS/C4A2HiHcobbHFjI6ffr0Lw9gm2baNzyshbvgLn+Yoor34bROe/wDslX1Ro+J4oobSGUxJIUk+USDIU+o9DWDqLheVjRWd2idwPmZU2lck/U0UVE/iZ2ZVtAuQ20d7pzSTZMnmhd+ecBTiszUbCG30yCeMvvf7wJ4oorOR6kW+drzKUreToiyx4V/NZScdRjP865vXL2Yy24DBV2B9qjjPOTRRWctiZK8vvMbV22akrqACSG/HArs1neTwk+45xLH/ADoorCp0PKxG69Ctr2vtrEEEUum2EBhVUje3V1KoP4QCxAHOenXmvVI5hD4fj1IRRmeWExMCCF2gEgAA9iaKK6qH2jiW6HeE5Gmjk3Y4vSi4H3QEPT0zmr/iqyik057otIJLQSyxgOcbwCoYg9xjI9DRRW0vgR0y/wCRk/66GPfW0VvcW52mRS8r7XPH3FbHGDjOT+Na9pbQXNlbq8ShJI2l2jJCltqnGfYnFFFK37ps6q9SaqQinpZ/mUPElhaRadOYoEjMLKqFeDjjr61yupMRoNowOCryAY/P+dFFc89EdWBk5UE276/ocNrV3PPqJkkkLMAvP4Cs/VZG/tNZ+js7E4ooqepeIX7t+jMO08QyaVd3ivp2m38c0iuY7238wKy5wQQQR1ORnB7g13Pw31a+1C617Ubi4Zrq5vLSSV8D5iXfPHQDnGB24oorenuj537R6LKgHioJk/v5RG5zzhgc49627yZoNImdVRjDbMy7lHJCbufxGaKK0k9f67M3xfx0fRfmcZBqV2YUjMufNhZ5H2jczCFJAc+xZh9DitWytIkhtpeWLxTnDcgYjbGKKKyh1PoH7tKViwugWLfaQVf5QgU7umVBP865axUCW645WFyD6EY5ooqOhMJNqd30RhatfTrp06BgDI4RmA5K4b5fpyfzrnL2RptHSRzlxI4z7YFFFRLcVRIwdZlb7LaLnAKZqPUPE+sapo9tpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFaR2PnavxH//2Q==", 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", 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", "info": {"video_id": "171846", "label": "throwing a showpiece in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "171846", "label": "throwing a showpiece in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3fa24fe83b64153895edb3211bfffddd59acbb920112e9d3e9fd139416c5d9b4"} +{"episode": 4739, "episode_seed": 1600250408, "split": "train", "timestamp": "2025-10-13T02:49:59.632255", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1600250408, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bracelet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "75525", "label": "uncovering bracelet", "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": "75525", "label": "uncovering bracelet", "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": "17fb7bbe49ce8f620d323806b85edc8638a0c14bc441b7ec1c2f8aa3f0103b88"} +{"episode": 4740, "episode_seed": 2524545477, "split": "train", "timestamp": "2025-10-13T02:50:00.926308", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2524545477, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 away from sunglasses'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "188920", "label": "moving pen away from sunglasses", "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": "188920", "label": "moving pen away from sunglasses", "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": "349878d9e7fc6b4700f2ab6e1a402a2992781e051ac4e0d54fe25e2433768fe0"} +{"episode": 4741, "episode_seed": 4190295495, "split": "train", "timestamp": "2025-10-13T02:50:02.269771", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4190295495, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'chocolate wrapper falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "214905", "label": "chocolate wrapper falling like a feather or paper", "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": "214905", "label": "chocolate wrapper falling like a feather or paper", "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": "7f947baf4ba7724bf0574db8802d01314197689a4066ebd384bcc0dc79a8e451"} +{"episode": 4742, "episode_seed": 271005936, "split": "train", "timestamp": "2025-10-13T02:50:06.106336", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 271005936, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'unfolding formal pant'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "89151", "label": "unfolding formal pant", "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": "89151", "label": "unfolding formal pant", "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": "6b121f4ed888fde4c20e70a9ed8408c4a347409baf0dd17cdd4a9af9d7a97bd4"} +{"episode": 4743, "episode_seed": 1726129522, "split": "train", "timestamp": "2025-10-13T02:50:06.674124", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1726129522, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving coin away from mouse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "140359", "label": "moving coin away from mouse", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "140359", "label": "moving coin away from mouse", "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": "7434b8f39bde89c1d2f09becce370eda6b2825909733ca6fb00981fd06a9dd27"} +{"episode": 4744, "episode_seed": 2135040031, "split": "train", "timestamp": "2025-10-13T02:50:07.401345", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2135040031, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 key next to ipad'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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DSOFUcmq69a29HsXdvMYdemaxKgrs2PDelR6jr2m6e+RFPcJG+3g4J5r3+88HeAdMEa31lp1vuHyefLt3Y+p5rynwRYKfGOjvjBW4VvyzWj+0EwOqaKhx/qJDz/vCumkr6XNcTVvblO5bQPhcxy0ehk/9fA/+Kpp8P/C4jGzRMf8AXyP/AIqvl/6AUh+g/KtHHzZyttn023hr4XnOI9G/C6H/AMVVaXwt8MmHEelfhdf/AGVfNZ4HamMfpTTSIak/tH0c3h74exZER05c+l3/APZVna94e0nQLGO/023EQDKp2sSGXPvXgG7nPFfRniTE/wANI5x/z7RP+gqm4zhLQLyU1d3PGPFrFZYIduFUuV/EisAHiuj8VnzLTTJv4mDqT9NtWPDOixTSwyyQNcHG51A4WuBK5u9zmohhs+lSh/WvV7nwppmsQukcYikx95Bh1NcJqvg3UNNneP8Aeyqq7iypkBfU1rGjJvQ3hXhSjqZi8gfSrVrI0cyMhwQ3P51YOiTW9rPM9zC4hEJCjhmWTOCPoRg/Wq6LtkU+9PkcZWZ2xnCtS5lsez/Hdc+CNPf0vE/WNq+c3PJr6U+OqZ+Hlo3peRf+gNXzU44zVPVI8WCtdDC1Jk00k5ozxUGguauKeao5rX0ywn1O+jtYFy7nHsB6molvYoiUZ4FXRhY1UeldNqPgqbS7cyRkyHb82R1rlnO1yG4I7Gk1Y7cMkk2PR/nC+1esfBKULr12ndkU/wA68ijIM5wedtep/BklfFcg9Yv61rS+L5P8i8S+ajIk+Os9zba/ZGO4mRWiYbVkIHUdga8de8nf700jfVya9o/aCgIu9Lmxwd65/KvDzW05Oyt2R5MFoOaVj1Y/jTC9RsTmkzwKybbNLD99SRNndUFTQ5wT2JqJbDsWQav28Y2BwQSf0qpawGeQKOnet2OxUR4Xgis0dOHaUrspk8V9S6RqB03wFb3gjDmK2DBCcZ4r5YnPlZDDkV9P2AEvw4jHX/Rh/KumjFNWfdCzCe1vM8vn/aB1YEqmi2S4PeRjVKX4+6+xwunaev4Mf615ZdjF1KPR2H61VNXJpPRHFyp7nqMvx18TN92GxX6If8aozfGfxRJn57ZfpH/9evOjUbHmp9pJbDVOPY7uX4reJ5h/x8xj6JXb+BvEF7r+mzyX0xklBIrw1cV6P8MtWt7BbpbiQKuc8n2q6dRt2kyZxSWiOKsoPNlUsPkB5ru9OhiW3UpiubtI1RVAAGK2LO5ESsGOAOa4IvU7Yxsjs/Bbj/hOdIiHBMpOPopNdl8S/hvqPjjVLC4tL22t4reBo283cSSWzxgV5r8M737f8UtMx9xBKR/3wa+lq6edws0Yz99nz+vwDukfZN4js0buBCxP86uW/wCz8siEt4hRwRjK254P/fVe0zafbTzGR1Jc9cNigtBp0Hyq5Tk/KC1a+3bSUd/Q5Iwq8757cvrr+R4y37P1hFj7R4mdM9MwKufzakHwL8LKMSeKpWPfBiFdF438WRX9jENEhgveWinM64VAe3JHNec2utajBcpBHaWEBaURmRY8gZ/GuiEG4pzdn6Ip3TsvzZ51q2kGw8QX+m2he5S3naNHAyWUHg8V6pJr9xeeDbbRjbNH/oyxO79mAqE6dLBPP5ZiLzSmR3K8sTWRYJean4rm0q51SS1i2yeUIo9251QsF9hweT6e9c0pct0tmbqns5bmFqqqkuk290uUSdg/uDtrvfCwSLzPKh3RhiNw7/SvKbu/uLqW0eeR3KncNx6dK9W0eX7D5cVqwYSDf83vWFPRjkdJOLdk3LlHU8Hoc1yuoLqlzrM9nFrFjE7wK7rc3IhLKcgKCRj+XWuluUle2IlZNo+Y44zXkPiS4Nr4h1K3EizfaAu5uu3ocD6YroU+TVEuPtEosvahdus93ZyQRJIjxxExyh1AjB4BHByTnPtWcDmQD3qjbuQCoq5EVDAn1rJycpXZ69KEYUlFHu3xuGfhnGT2uoD+hr5jfofrX2D428MR+L/ByaXLfLZKWik85lyBtHTqPWvBvHfwpHhHw8dWi1yG9CyojRomDhuM9TVxXNE8ZuzseYt1ozxSkUxjheKzaNBa9C8B6fK9wLqLk9GPoPSsPXNB0i08NW+raXqF5MGuvsubmARrckJud4hnO1ThTu/vD3A7P4as7WmxBj5uTUpXaGjuHkE1sYpRu46kV5P4v0n7BerKmMS54r2drEblbGB1NefeO9HJR9Qc4EfCL7V0KN9WU/h0OE07Tpri6iVF3F+gFel/DEfZPiC1txwpQ49q4/w/qMWmWWoXxCtchFitwezMTk/gBXS/CUGXx7C0zFndHJJPJPWmuVNWLpqbozvsdL+0FF/xLdNl9JiM/ga8AkK4yMV9geOdJ8Nalpcb+Jg/2WOQFShYfN/wGvKPFnhH4dr4P1O70JLkX8MJkhZmkxkEHndx0zTjHngmk/uOO/K2meHN1opzDBplc5sPjUPIqscAkAn0ro9R0qKOGxjsj5m4MXIOcHiqvhDTdK1nxFDp2r3M1tDOdqzJNHGsZ7ljJxjGeOpOB3rsfBmkbtW1vTpYpk+wT+UqXCgSKNzD5sZGeBnBI9KT10Gc3bW7WqYZeT1qybnZExJ4rpPEuliwBkUcd+K4a7lLIQOAOtZJNPU15rLQa8xmmZ8ZFfUehfN8O4hzn7OP5V8rwSkRumBhsZr688GFZfCFhmJQDCvGODxXVTkow5vNHNVTkkvU+StQsplup5GRlRpnCkjrz2rNaNv7rflX22dH0wncdOtCfUwr/hXMa1rWl6JMUbQIZcNgbBGDj15raLhVdoJ/gQ3KO58jujKMlGA9SKiYV9CfEbxBp+p+Bb2G30iG1kbad3ybhg54xXz4xyazq0+RlQlzGhpGkXGqT7Y0PlL99/SuvtbGCwAWG0bI6nua5vSNZubOze3t3EXzA7x1+ldfr+k63oGiaXf3l1cia9MnmQtHgQABSgY4+8Q2cdvqDWLsbRMGAZxUd9IyWsm04zgUUVzR3NfsnUfBgA/Eiw4/5ZSn/wAdr6hoorefQ547sTAznHPrXFeO7iaC70aKGV445JyHVWwGHHWiitsJ/GRFf+Gzw/xhFH/YkkqqFYalIvy8cYrn47if+xl/ethGTA49fzoorvqfH8jOPwv1PR57dUsreRWcP5akndnJrg7rVrnSvEs19b7DNFI23euR8ylTx9GNFFcFXc6lsjmHO2aLH8OcZr0Oznkj0SOZT86x8E0UVgtxM5PVtf1MuI/tT7WGSM1hLI7zeY7FnPJJoopLYuPxItRyMzhc4BGTir8B2qCOoNFFaR3O6OzPpf4jSiL4etIY0kw0PyuMjqK8H1rVJLvw7qFs0ECIsYceWpByHX3oorroN+za9TxqiXNf0PPCaY5wucZoorkZujc1/wAWyeIra3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz613Hw5meOxbbj71FFStxnqEc7sgJNcR8RpGfS3UkgAbsD1oord/Cx9DylZ5E4B4Arv/hHI/8AwnentuJLBgfyoorKn8R0P+E/Q9i+LV1cWvhEtbzPExlUEr1614HJrWo3EYgmu5HimhlV0J4I2miiuulpSX9dTz5fEzhh90fSkPWiiuVmyNDStebRhPGdN02/imZXMd9b+YFZc4IIII6nIzg9wa9I+FWoXOral4h1G9k826uJIpJHIxliXJ47D2ooqY7jOi8axI2mykjnFeP3nEWR3oopSH0KsP3c19b/AA5ld/B1mGbO1FA/KiitF/Dl8iZfZ+YviXxBfaVvNt5fynADrmvIPENuNXuZdVvJJGuZV3EBsKMcAAelFFdlNJU00THXc427XZBdJuYq1qxIJzzXFdqKKzxO6IpDSxUAqSD6ita48VazqOm22mXl9NPb20jyp5kjMSzbepJ5xt49Mn1oorlZsj//2Q==", 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", "info": {"video_id": "25618", "label": "holding key next to ipad", "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": "25618", "label": "holding key next to ipad", "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": "36b7d65266614e9e0a33044799df165cc70a8bc4ec996778f10827fe749616c9"} +{"episode": 4745, "episode_seed": 3860239133, "split": "train", "timestamp": "2025-10-13T02:50:11.491705", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3860239133, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'digging a coconut shell out of soil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "60671", "label": "digging a coconut shell out of soil", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "60671", "label": "digging a coconut shell out of soil", "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": "31e24e4dadb6e555d57708614cdca009d9f25e86cb12539579cb9ec55da0b49e"} +{"episode": 4746, "episode_seed": 3987424528, "split": "train", "timestamp": "2025-10-13T02:50:14.499066", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3987424528, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic bottle from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160400", "label": "pulling plastic bottle from left to right", "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": "160400", "label": "pulling plastic bottle from left to right", "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": "ed03212323e0945da74407ebfdab318d4ebdc39bb8c4227dd9143e84782926c8"} +{"episode": 4747, "episode_seed": 3063818395, "split": "train", "timestamp": "2025-10-13T02:50:17.057862", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3063818395, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 aluminium vessel 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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", 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", 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", "info": {"video_id": "29696", "label": "showing that aluminium vessel 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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", 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", "info": {"video_id": "29696", "label": "showing that aluminium vessel 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": "4a730817b5f43e372c8748359463551b1c9b1b7ebe4b4d1e63ee5625c8c60be0"} +{"episode": 4748, "episode_seed": 3461876109, "split": "train", "timestamp": "2025-10-13T02:50:18.008987", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3461876109, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 brush 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": "47485", "label": "pushing brush 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": "47485", "label": "pushing brush 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": "2e00b62134adbb71b68b21fa87f67ba260d4b0c0e67fabcca5c30bbc9a59c824"} +{"episode": 4749, "episode_seed": 886015470, "split": "train", "timestamp": "2025-10-13T02:50:19.007801", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 886015470, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 masking tape roll down a slanted 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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174H5ZqKKF8YVdgAz1+4D/WrlvkZDMQ23GF6qOTj3PfH1oE3cW6RVkBZhyeO+e+fp1xSxqAAdzHjOR2H1q1fmP7MHVBnjHqPYf59arxCSSIMOvTnjJ+lNohMeqfNkgZHbGf19qSQoh+7kn8/zFOJGzmTr0xx+nvTTwCfug46cc/1oGICxY5G0j8/0pcoGORk+h/T/ABpVG5cKCB9McUFCgwR82f1+tIC/LbCfwLrM4QE291alTjkAlwf5iuJbcQMIOnc9BXomlW0dx4J8UKN5kEcLR4PZWJJ+nFcWbNlCkryclVPqOufrTaKTKCRyMfuqAfX+tXra2KuHLgkHdkDj16+gqUQhEADqAT36ue34dalWOPnMhYHj5eMkYwPw70gbLYiAtcFuMknPYev+FV4FQkHa4x+Hp/n8q0LNly20KWYc49QTx9B+tVU3vcuo4BY8njGOpx/nin0IJFT2APcf59KedqLjpjpnr+XqTTSFQsC3GO3YfSg8MQvy5PU0DELSZ7L9eD+X0pSQvUemB/KlGCT8pA/LiniPkMW5z+Z70AIHGVxwM9fUd/zqh44tUsfGuswRoFRLl2AAwAp5/rV3bmVdyDrnB44//XWj8QNODeN71onYo6xujOM5OwZ+o4NFtCk9Tz4iRvl8snPYnk1YhspJhkgBfXPX6D0/wq+lqpIO3cp6EnO4Hp+VTrCxJ3lFPfHbn7o+nFIdybT7TYUUBCd3YcH/AAHH5ipLlVWRSzck8cZ/H/D8aIcZIdizEc4OMcdAf1q5qDq1ujooJZgAQO/oPb/CmiHuVo0AUH5iMdfQVKqYbOBkegyPz9qSNHkhD5xnuev1pxK7SNxJ9OhoAa7KpwFycc9z+dICxY54I/P3PFKeMg8c8Aev0pRyBgED09qQANm7kZbsD69qNodCT90EKo6ZoZCoA756j/GlhxkfITuYEk9AopjRDLDgjaGOT6dfx9qI0b7xIweR3z7/AEq3dWrFGk3naQBsXjCjp+NVI2G3ATtzkc/SkFyTbk4J49zjv6UMqJyQPyqQb+uOc9epB/piohjPtjk9OKBCZZmxjaO3c0ocZ6Z9O9C4IIA49T+tKysAcY56+1MBhYPwD7UqDHCLQqevG488YqTjIXqaAAAgls5I9acyk/e/KmoQSWAz6k9B7CpM4AyeccjvQM7L4l6clpr0Djb+8tATI3XcrMM+vOcfSvNs4faDsGMhQOFHevXvibAzz6bcyxyfPvjCvwIyNpGCPQ5NeUT4WRidoyScYzub/A+3bFOW4o3tqRqp4KlnYn5Q56t1z/KnooDLl8Y6d8j+99BzSsq4IO9sD5i3HHQD8/50pLbSGxHnlh6e34ipGWZ5CsSRBCoBJBft/wDX9KhhbMRUvx6DoB6f1p80iNEsnJJxnHT2/wDr1BGxSQgcEddo4/yOKBWLQBHba2fzPYUBgOR19Tzn3puFUkD5s+nr3pyvhRlgFx264/8Ar0wAMSQAMZ56Z+lP52/MwBz+PNR7zwUXHOSe5qLRbQ6t4nfTbjUZ7QMkhj2JvLOqFgvoOhyT6e9AHovw+tEu9C8ToUzvtdg45wVevPb8eZGvJYcK244y2Mjj0x+ldv8ABOSXUY9ZSdvMXFudrPgjh+eOvWuWvYyFKMctEWQ89FB459ciqewluZAjwmXjC55cnt6ge/elC7iOcnjK+n4+9TLncMRqHXKgMf4hzn+XPemElQMuAnbjr7/QGpKJ7XMakqqrt/vnJAx/P1+tRE/vELls9x2+n4UtvIocqFLBuobox7/hTWLbjjJw2Bgcc9/6UgLHRgeAf9r1/wDrUq7QOBkdee1RoMw5I7fKfQCnZyc52jHO39BTEOLMpHBz2z/SnKMBSxwOnqaQbifkXDYxnvmqeqNLbWLPG5VwwGR1oA0IyCwAXBJHX9K7b4m2iwa7bbTtWSyRQoGSSCQMVwWq2ttbaDb6npur38yvdfZc3MKxrcEKGZ4sfNtU4U7vUe4HpvxItysumTMhzKJUbe27AypyP6CmthPc8iYHzW3BvVsHgY6gU4IEPyqEPYt0A7H+lWZQyykfNljhQo6t2Pv6/jUZRQMiMbeuWOdxPGPfH+e9IsSNVDA5bC9MDgL6/Wrdw7BVj2BAuSSTuIGf5+lVWYjiVsHPODkM3p+WKnlkV4lcdSQCeg/L2OaQhsJDRFSxb1AHGOwxUoHvg57HOTVWNm37VyW5HHr3qwMKSFG7I4I4+tMQ9WH8I4P45oQsSABz14657fSmh8Abm4I6LxxTgW42rgdeOpJoAdwBh2A5xgdvU0m7aAQp55wO4H+c1DoUVtqPisaXqV/c2kMr7ElimiRY+5LGTjGM8DknApsK3FvreoWMpuEa3laNROF82PaTwwHGeBnHFA0a9wALeRmI4XqTyTjisq3kIBRF4POT3Pr7ipZyoUCFvmII+YfdI9/89aqI+GDHOMFeOw9KGxWLP3jgkMemD29aceevXGcHpUeS+C5wmM8jt6U5WPbHXlj1/KkAm47sY/Kn4xlSctnp2puSQVQEAnqeppw+Xrg/09frTAUgFMscHtj+lGxehzz0X/GnL03sSMjhu/4UoUAHIODz7mgBm4k/LjAPJ9KTDNz0HoDyar6tK8NiWRip3jGO1WNd0TV/D2h6Xf3lzcrPfGTzYimBAAEKAnH3mDZx2+uaB3PVfiRHnSrSDc2IpVCtnLDKNk5/AV5FeyETsVCjEauMDocA5H5miiqYRIJXMXyA5VTxu56nFNA3IC3Pfn165ooqQLUUYe2TcSeQfzP/ANeo4zgMQADGm4HHOaKKQCSyNv8AwA/MA1aRQeW5Jx17Zz/hRRTBkgJ82Rc8KGP1xn/CueXU7jR/EBv7XZ50LNt3rkfMpU8fRjRRQJnpfwRHljWQvHzWq574y1ZGuKv22+GxcfaJgfcByQD7ZooqugLc56El4lcsdzl1OPQdKjA3Av0O4ADsO1FFSUWYYl8xW56Y+nI/xombEx2/KMqMD35NFFIBckyuvbcRge1TQRqeCM/McH0xRRTEKGJHX0/Ws7WmJsyD0yvFFFAhmseJ312K1il0rTbYwKkcclskilI16IAXKhecnA5PNe0fECNZ9K01ZBlTcFABxgGIcD8qKKpCPJb1m3+YWO5n2n8GwD9aqO7LGzKdu3bgAdMnB/SiipLG9BJ6qOD+dXIFD2jlhny0DD6n1oooEMV22SMDhk4Ujr9frTXcnDepxj2oopDLioA5B5yRkn3z/hSq5ZZCeyswHuOKKKYjEGuNpN/eRNp+n30MrhzHeweYAyA7SCCCOpyM4PcGp7O9uNS1O7vbuQyXFzMHlfGNxOSenT0+lFFDEty3cOWVGbB3N5ZB6YAqOJRNOFbgMSOOOnSiikUSyMRgZzkk5PtnFJEdybiBwobHuaKKBFh/kfaPujAxUfUMTzjNFFMRMSRCXH3gOKFJERfPzetFFAGfrpI0wnJzvTn9ayLzxHqupaZb6beXs81vbSPKgklZiWfGcknnG3j0yfWiigZ//9k=", 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", 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", "info": {"video_id": "21750", "label": "letting a masking tape roll down a slanted 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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Bnr9wH+tXLfIyGYhtuML1UcnHue+PrQJu4t0irICzDk8d898/TriljUAA7mPGcjsPrVq/Mf2YOqDPGPUew/z61XiEkkQYdenPGT9KbRCY9U+bJAyO2M/r7UkhRD93JP5/mKcSNnMnXpjj9PemngE/dBx045/rQMQFixyNpH5/pS5QMcjJ9D+n+NKo3LhQQPpjigoUGCPmz+v1pAW7m1SfwPq1xsGbe7ttpx2PmA/zH5Vw7FicKhPpz+RNekabarceCPEwDSeYBA0YHIO1iT+HvXGvYiMLn585O0cZx1/Wm0UmZKRSSMCEzu6c9a0LSwKSKz7Mjkj+mfQVZW3Kr8oXGcFv7x9PxqZY9mcygLjB2enYf0pA2XlgItgDgAnr09ufYVVhCMeHb1OB9OvvWjZsnzLj7wHGc9D0x/Oqilmu5EUYBYjjpkf4U+hA8Jx93Hsf5Yp+1VTnoM8kY/HFBXYTucAY6+3cmkbkkqM+55H+fWgY0u2PlQD9B7cGl4C85K/zH/16Mgsep9T/AD5pwQsdx65/yKAAEArsAyTjPv3qDxzbCy8cazAkYCC4ZlAGBtYA8fnUgUNIq84LduOM8/StX4h2APja5aAMI5Io3RmPH3cZz6fKRR0KT1ODCyE42LnqAT1+v1qeK3eTGWUD07t/9arcdquQSBtPIB/XP0qVY1ZjvlBJODt53HuBSHcmsoNrIN+MNuyRgfU+3H5inXCqswyGJPIAHPbB+v8AKiERcgnduHJPRjjoPQe9XL92eGMqOWYY46n+gpohleJFCgBSRx1P5D+tTquPmPOOhHT61GqFoBIzYyPrx6596cSpBOCx44/kM0ADNjhACO/cfn+RpAWIJY5x3Hp9aUnIJPzZ4GP508KXxjjPb+VIBquu4jHOf1/+tSkB1Jb1wFzjv0/SlKYTA+YZ6+1EOPlXywSzbmb0Hp7cUykQSw4I2hjk+nX8faiNG+8SMHkd8+/0q3dWrFGk3naQBsXjCjp+NVI2G3ATtzkc/SkK5JtycE8e5x39KGVE5IH5VIN/XHOevUg/0xUQxn2xyenFAhMszYxtHbuaUOM9M+nehcEEAcep/WlZWAOMc9famAwsH4B9qVBjhFoVPXjceeMVJxkL1NAAAQS2cketOZSfvflTUIJLAZ9Seg9hUmcAZPOOR3oGdl8S9OS016Bxt/eWgJkbruVmGfXnOPpXm2cPtB2DGQoHCjvXr3xNgZ59NuZY5Pn3xhX4EZG0jBHocmvKJ8LIxO0ZJOMZ3N/gfbtinLcUb21I1U8FSzsT8oc9W65/lT0UBly+MdO+R/e+g5pWVcEHe2B8xbjjoB+f86UltpDYjzyw9Pb8RUjLM8hWJIghUAkgv2/+v6VDC2Yipfj0HQD0/rT5pEaJZOSTjOOnt/8AXqCNikhA4I67Rx/kcUCsWgCO21s/mewoDAcjr6nnPvTcKpIHzZ9PXvTlfCjLALjt1x/9emABiSABjPPTP0p/O35mAOfx5qPeeCi45yT3NRaLaHVvE76bcajPaBkkMexN5Z1QsF9B0OSfT3oA9B8CWiXXh3xSNvJtNqnvja5/pXA6gCwVgSc4DMvHzegP0/xrtfgs8+o22uJMzuhWDjfjGRJ19RzXK30Z8lRtAZSU4HPHAP17fSm9hLcx1QOoYockZyT9xT/hipAMkHIH+yOCPX86kHzjdteQjoGP3nHX69OlIAykgBcAjODyT1HPfn/PWpKLFofKTcqFtvILHbwQeT9eahLnzULtt7kAYwPSnW8ibmUkvu+9j17gH9c1HKcMenDEY65P+FAFk8tnGT/tcfQe9LkDqSfr29TUSZaMEk/7ORnPv/SnhiSNuEGOCeeBTEPL9DgY9+gx/OnDdhTnHPU9AaYHBIIBZh69B6VU1OSaGwMiMysGAzn1oAvrtZ1A+bnHPpXefFC2jt9ZspACqyWQTC8ZwxA57YyK8+1W1trXQbfVNN1e+mVrr7LuuYljWchdzPEBztU4U7vUe4HqHxJg8pNLujtUOZVdg2QQQp/Dv9KpbCe6PIjExnfcm4g/MRnJYdvx5pcKpPKpx1Xnavb8etWpkZJcFCc/Jycbc8A+x9/rUZyFXYqgY+UKOSe/6c1JYxUw24oeO+cYHp9atTs4ARtoVc5Ef8vxqoWXIDNvYHsOpz1Pt2qd5A0SOBg5+93/AMjn86QghwY8csc8n1NPGCAMj1BX9SahjDGTbg56c8Z9fzzmpjtBYDADDPP+e9MQ/n+Fcd+OOKELOwA6fkM00H13Mccg9BT9kjAE8AcAdqAFBUAA5b1xQ7lQvU9SVXvUGhx2uo+KxpepX9zawSvsSWKWKNY+5LGTjGM8dScDvTIluLfXNQspmuFa3laNfPC+Ym0nggcZwBnHFA0zXuABbyMxHC9SeSccVlW8hAKIvB5ye59fcVLOVCgQt8xBHzD7pHv/AJ61UR8MGOcYK8dh6UNisWfvHBIY9MHt60489euM4PSo8l8FzhMZ5Hb0pyse2OvLHr+VIBNx3Yx+VPxjKk5bPTtTckgqgIBPU9TTh8vXB/p6/WmApAKZY4PbH9KNi9Dnnov+NOXpvYkZHDd/wpQoAOQcHn3NADNxJ+XGAeT6UmGbnoPQHk1X1aV4bEsjFTvGMdqsa7omr+HtD0u/vLm5We+MnmxFMCAAIUBOPvMGzjt9c0Dueq/EiPOlWkG5sRSqFbOWGUbJz+AryK9kInYqFGI1cYHQ4ByPzNFFUwiQSuYvkByqnjdz1OKaBuQFue/Pr1zRRUgWoow9sm4k8g/mf/r1HGcBiAAY03A45zRRSASWRt/4AfmAatIoPLck469s5/woopgyQE+bIueFDH64z/hXPLqdxo/iA39rs86Fm271yPmUqePoxoooEz0z4Hfu5NYVOObZd3fGW4rF1mJFubhVyokuJY2weysxH0/+vRRVdAW5zzSN+8bPzAnBP0BzUcpKtKM5EfCg+45/maKKkoerbLlgP4FJH54q1dAW85CD0689eaKKQhrsVkMQOF4H09aSH5o5CSfl7euPWiigZaY7CAvHzEZ+lZ+uHFhnrwjHPcnOaKKZJDrHidtehtoptJ022MCpHE9skilIxnCAFyoHOTgcnmvaviBhtJsgyhgLzZgjjHldMUUVS2EeSXXzXsMZ6Sna57kdh+lV5CWRMk5bjOenPaiipLFSMFynIGccdqsABLPIAyAME9un+JoooAjBPlsMk4fYPYYp6rvZCxOWbBoopCJzhEVlAG4EkdqRmKh8H2yaKKYGNHrbaVeXSNp+n30UzqxjvYPMCsg+UgggjqcjOD3BqazvrnVNRur68lMlxdTB5WxjJOSenT0+lFFDEty3cOWVGbB3N5ZB6YAqOJRNOFbgMSOOOnSiikUSyMRgZzkk5PtnFJEdybiBwobHuaKKBFh/kfaPujAxUfUMTzjNFFMRMSRCXH3gOKFJERfPzetFFAGfrpI0wnJzvTn9ayLzxHqupaZb6beXs81vbSPKgklZiWfGcknnG3j0yfWiigZ//9k=", "info": {"video_id": "21750", "label": "letting a masking tape roll down a slanted 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": "92d9eaa2eea76d84ffeab77c6e0d136ae9b4da4b48dd983e549f644d145a1e35"} +{"episode": 4750, "episode_seed": 852083898, "split": "train", "timestamp": "2025-10-13T02:50:19.946114", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 852083898, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ticket behind a brush'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "58804", "label": "dropping a ticket behind a brush", "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": "58804", "label": "dropping a ticket behind a brush", "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": "e3ea173a032346e1cd2050debf31feb0648b521f88b6d605bb13b7d0c3b75cad"} +{"episode": 4751, "episode_seed": 1019633774, "split": "train", "timestamp": "2025-10-13T02:50:21.220252", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1019633774, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 eyeliner on it until it starts sliding down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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T1pZpVzb2hEjZ6F/4R+fP4Vp8TIbsrnX+HvDFppuj21rPawSTKu6ZmjDEueTyR+H4Vek0KwlYMlhbAZ5AhUA/pXReR+7xsAJpUjAxxW9rKxg5M8YtL+7ufGWm6fc21h9iW6mgZBFzjLdAeBjC9P616DLYacgAjt7bI9UUD+VY958PNTufEJvF1SFLT7Q06AKfMUk5x6d66iz8OQ2gBZmlYd270miuZHIeK9Ns59LE4jAMDbiY0xle4/PFcP8A8S8hkC3EAIwVPzqT2PqDXtOpaatzp9zbFQFljK4xxyK8Vlt3ido8spU4IPIyPrWM9DSDuMWyt5QFgusyHokibM/Q9Koy2gjlZHi2uDhhjBz71eVSqkMisPVD/Q07fESQWw3o/wAp/WsXJ9jdJdzh9VuY3O3v6VnWemyajqEVvDkBupFVJZTK+41Z0vxBcaXdCWCKNmHTdmtYRM5s9W8MeCr601EPbh5LNVBCxSiNnfvuPXFax0Lx+t3O9vPcxxFiUT7aDtHbqawNC+Jmrw2zKLG0MmeAoY5+tdRZfEbU5o2aaytFlHZS2DxTcox1bItO1rDk0v4jLz9ruTj/AKekNTQr4/t2y5unOePmRhUS/EXUFJIsbcj0Dt64pqfE68zhtOhBP+2aLp9RWl2PQdP/ALSn02GTUo0hvTxIqHgjPB9jjqKnmgSeJopFyhBBIPY9a8//AOFnztt3acmOvEvX9KuJ8R4hbmR9PcjqQjiqVSK3J9nK9zz/AFKwksr6e3YZMLsh7dDj/A1luGVscg578Vta/rEGq63LfW8LwLKF3I5/ixgn8azmkz95cj/IrJ7mq2M1NN+36vZzuAYrYM5yOrcbR/M/hXShD6VX0qJHaTbzjA/nzWs8flwO+OgzRcXU5+fMtw2Og+UGvZvBGhJZeGLTzYkM9xm4fcoJAboOf9nFeb6Bo39qaza2ePlkkG8+ijlj+Wa98igjWMbFwAuB7CtKSW5NR6WMqaxgk5WKLjqPLHP6VympeI9DsdWtLGZmE8OoCBoBCeSygbh2wNw/KvQ44gqH1NeT+L9Oux4pnW2066kmluY54HSIsjcLnnHHI9a2sjOLvuegy20Ea4VFLegwOaxPEdrBPpLF1XfGd6gdQO/6VesNK1Sc+bfykM3LKK0pdOjELxbAVKlTu681nuir2Z5Q1qjD5JBn+63P+ef51Xa3YDhfTBHP+e9LeMba5lhYcxsVP4cf5/CqwvipxuP41yHQkS4ZFPXHNeW2i20s4gmnRWzkhjivVluI5AdwxnI+gP8AnNePWfh+91K52wwvK7Nzj+tXEL2PWNJ8G2l/ZQSLJtZeVK8q31FbMOm+KNNut1qyyQqvypC24H3KtXEaNoWq6G+yO8ML8Z8uQ4/LpXdaT4k1KyjVblkusDkuu0njPUVd11Id0tDa03xtc2jrBqmmurdMoCp/75b+ldZaa5p944RJgjt0ST5TWNZ+JLC/iIuoCqjgrIA4H0psvh/RdXG+1n8tif8Alk+QP+AnpVqbeiZlyrqjonR0kYZ4zz7Vzfim0Be3lMbNwVyPwI/rXRRWpt7eCJrhpWiXaXf7zgdM1k+KVddI+0ISPKdWI7Y6H+dOWsXYUfiONlt0I+WQj2b/AD6GqrQyqfugn/Z9elXZ28yETBeehqXTjEPN3Z89CMAnjBH86whLmRvLQztrxyFWUqfTp2rj/G2n/btU0Z2A8qESu5x1PybR/n0Nd/dTL9oBdchup/n/AI1z3iWNJfsjpjGG3Y6ZGP6c1ezJ3RzMaEnoT9K9z8J+Hv7G0C3hlXFxJ+9m9d57fgMCvJtB1DRdN1iC71e4CWkA80bUL+Yw+6oA9+fwq94o+NUlzA9rocMlrG3BuZCDIR/sjov6mtKbS1ZMoyeh7XC0UwbypEk2na21s4Poaf5PXAFeJ/DHX9Yv7y6RWys+3zZCvA25xjtnmvbrfCooYktjrWkZXM5x5XYaYd2M9BQyBOTnFWduRzTHQPGRgimTYpTRK445JGMV5B4vsPsWv3KgALIRKoI/vdf1Br2JE2MCzZXpx1rgPifZKILO+Qco5hf1weR+oP51E1eJcHrY81d1Hr/Ok8wEYbkc9eaZJkd801SmfmwOxz2zXNc6Dy14pCu0/jWromhG7JmmyIlz06k1Da2ct1MEiQsx5PoB6n2rvLGzS0torbH3Nqk+p6k1fM9hOwkVusMZSJQFG7gDHQYq1GfLctt5G78eBT1h3JlSCSufzapGidQ/y5/1lQ1cLj5baKZS1vJsfnKMep4PFZ8sU6Md0e7BPQfjVqTGQCv8WPzWokYYBEjqcKeD+BqYpx0HdEKKXbCqVP8AtDHuKmndVhEKDOP4gaayPJwZBI4BGH68e9Vph5ZwQyA+vIwen603Ft6hcj8whuCCOMZ/T/Cph5ci8jZ16en/ANaqUjZPI9f/AK4o0O2bV/Er6bNqc1sjLIYvLj3lnVCwX0AIByT6epq0rkt2Oo8PW257g7gc7c+x5rXvoQkKRkEFm7egrmvhxPPdDUGldnwIiM9s7q6u9DSXJVRuCKF49WoasTe7On+HGk7nudSdegEMZ9z8zf0FekKMLis/Q9OXS9Ht7ULhlXL/AO8eTVpby2a7a1Eq+eF3FO+K3irIzerJsUtLwaKYWExTHQNUlJmgVjxLxvaNYeLblCMJcKJlx7jB/UGsBiQeRnn/AD+deifFTTyI9O1FByjtCx+vzL/I/nXlOuzyW+lmWCRkfcuCvpXPUjrodEX7puWwjkAXdtJGPbPY10NjpcNlbJDDGqRoAOB19zXn2pBbbRINS07WdQmDXRts3ESxrcEKGd4gOdqnCnd3I9wPU5z5Nk7AdFx+JpqNtyJSvsc7LGJJXfqWJIP6Cn+Vw2Bkc/0FWVhUsqnjDAHPsMmpEt2Cgj0Ufmc1I0Mh2RSMcfL82R68ilnsyp82yl6fw5w2c05gRGxK9m/9CqGcDeRgjl+h/GpcNbopPoXLTxFq2n8O7SqvGJRu6H169K2pPE9vq+lz2c1s8croQCOVzXOIzHBWdxyPfqKZIJH+dmEpxk84PHBFUpTE4xZJduiRiJc/J1I9u1U7K6Zb9pH5WRcfiOlRuSr7CWUnj5h+X6VCAqHPPqPYf/WNEFyqw27mhNMk0g52+h/lWJ4hX93b4YkNuJAPB6df1rPsLg3/AIwk0y+1K6tbeSUojxSxosfcli/GMZ4HJOKy768urS7v7W7luSbeZo0W5wHXBI+bHGeBnHFVJO1wi1exja9JJIoiBAUelZ+iaPPrOoi2i+VR99z2FQ3l809wc8KK6Twd4m0TSWc3Uj73PO2MnilBaFVH2Oy8L6XrFho9zLHc6jZvHuSC1tIuSR0LNg7s/lXRWFx4skto1lOr5Kj5trbgT1zxWpYfEjQYbKFYlvJN4AUJCcn6DNaJ8f6XFGT5d3jGR8g+nrWjSfUxc32OXmtvHHmfK+qunHcipLCPx0l7F5ceoBgR/r2+T33ZOMVuf8LJ0wZX7LdMQSCSB2/Gm/8ACy7EFcWU/oclaNF1C77HaiJwVZiAdvzAdM/4VkeKtN/tTwzfW+1TJ5ReMjruX5h/Kuek+J9qCW/s6dl254dTUR+K+mlNr6fcnHBHy/41akjNRle55gHDpllzzn/P86j8sHgNz057+lU9bvNsVxcWZeFGmyg7qpJIH4dKTX9F1nQdD0q+vLi5We9MnmQlMCADYUBOPvENnHb65rBRubuRp/2XaaXYQQ20eBKys7tyzH3NPjAZFJA5Eh/GiikyRzKEYbeOUFOV2xnPO1zRRQND8CX7yjO6Pp9KpNCgXgdmFFFCGMk7nHdT+Yqm7sriPqjblKnniiimBBdqIXG3uFbn1NY0Ooz6RrzX1rs86F3C71yOVKnj6MaKKqO4pHbfCxcR6pgkYEOP/Hq7LQALjxTZJKAVe6JYeuASP1FFFD+JEdz0nxbqVxpPhi9vLRlWdFAViM4yQM/rXi+ia/qcviFPMu3dlOwMTzgnnmiitJF0+p71YDFnHySSM5NWaKKtmSCmkYNFFSxs5r4gQJN4Lv2ccxBJEPowYf4mvAtfb/iTNwCBIn60UVnU3RcNmZWr+JX1yK2il0vTrYwKscb2yOpRF6IAXKgc5OByea9q1E5SBMAAuM478UUU5bEvdFMKHjBI58pmz75o+5MAv/PRR+lFFZlC7z5RPB/dk8/71OngjeTJXGZO3+7RRQUUzGqwgjr5YP5GopwN54/jI/MUUUAU45GeTy3+ZSvftg8Va8pFnZMZAYDn3HNFFAHD32q/2ZrWoxmwsbyKSbcUu4d4DIPlIIII68jOD3Brmtf1C6vLiS8nlLz3DmSVumSfb09qKK0fwij8RzM7EROc8nip9DhSXUoI2zh2AOKKKS2Ke567ZWcFiyRwJjbJjceSRj1q0XPlbTgjyh1+tFFZAyCaJPMJx1lI/SqmMKcdlB/I0UUICtcsVf5Tj5iOPpVDcZIC7cMF6j2NFFUwM7UnJ05v+uq1Uvdf1PUNMt9Nu7yaa3t3eVPMkZiWbHUk8428emT60UVcdiHuf//Z", 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", 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", "info": {"video_id": "133495", "label": "lifting a surface with eyeliner on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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yzQk43DsfQg8is6SyLyK6NHHGnDMxPGSOcDr3rQMoX78bAdyPmH6Vn6pMrxII3HOehrGM2nsbJLue9+DbjwlZ6PFZ6XrNlPIwDTSNKEkkbHUqcEegHautt57aZnihuIpGjxuVHBK56ZxXxw7MsxQZLD2zXrPwnbU7C7luAn7l4vLO89BkHgfhXSpmEqe7ue3tEVY46Go3Q7eBnP50tpcm5jy23PtU5UEYNaGJlzRBjtJIHvXM+L7KNtJMxwXicHfjkA8Gu3dBnDEe1YXiCzMuk3SAc7SQPpz/AEqJK6Ki7M8zs4oGLtO+6NRkKh+Zz6Ve/wCJa8bov2iBTzsZQ4B9R3BqE2qn5jGD36YoMZAwrsPZvmFYJ2OjckWwgnOy1uQ7noki7Cfp2zVCS0RWYNGFYHBGMVdTKn5owR1yh/oalBjbI3fNzw3yn9ahy12KSTW5wnh/S/7M0mKAgeafnl/3j2/Dp+FXrslIDgct8orTit/aq17DvnVP7o/U/wD1qbZmi34F0f8AtPxRb70zDb5nkBHHy9B+ZH5V7QLK3WPDQxYb/pmP8K5r4baMttpEt7Iv7y7bC/7i/wCJz+VdyYQWUY4HauimkkZVJO5zGpSWOiW63l2irF5qJ5iRdCxwOnYVU8J6hpet2V49mfMW3u5EMjR435O4EZ5xg4/CtfxnaPceGpxFBJM8bxy7IxliFYE4HfiuK8I2GsSfbRa289tYyzBw00ZQtxjoeappWCLujtvLjViVUBf7xP8ASuC1qyt4dVnWP5Fb5129Oef8a9DttJMUe6dmkcDqelcr46tRBHbXKqBjKEjv3H9axqfDcqD945GS02nIKuBnnof845qIwsrdCCD39frULXe0+hp8V9u4Izz/APW/+tWB0WOX8VWDX2qaQzg+VAJJGJHuuB+f8qdGhJ6E/StrV1SUW5X+HcD9Oufyz+VGg6houm6xBd6vcBLSAeaNqF/MYfdUAe/P4VpF7Izad2z1nwn4e/sbQLeGVcXEn72b13nt+AwK6CFopg3lSJJtO1trZwfQ14p4o+NUlzA9rocMlrG3BuZCDIR/sjov6mnfDHX9Yv7y6RWys+3zZCvA25xjtnmujmS0Rl7NtOTPbPJ64AoMO7Gegp1vhUUMSWx1qfbkc1RkVmQJyc4qCaJXHHJIxirroHjIwRVVE2MCzZXpx1pDR474vsPsWv3KgALIRKoI/vdf1BrmHdR6/wA69K+J9kogs75ByjmF/XB5H6g/nXmMmR3zXPNWZ0wd1cd5gIweRz15ritWuY3bacZ9K7EFec4HUHPbNeYzSmSQk9jUpXZadi3Z6bJqOoRW8OQG6kV6p4Y8FX1pqIe3DyWaqCFilEbO/fceuK8p0vxBcaXdCWCKNmHTdmvTdC+Jmrw2zKLG0MmeAoY5+ta7bmerd4m+dC8frdzvbz3McRYlE+2g7R26mraaX8Rl5+13Jx/09IabZfEbU5o2aaytFlHZS2DxT1+IuoKSRY25HoHb1xSU4XsmS1LexLCvj+3bLm6c54+ZGFd1p/8AaU+mwyalGkN6eJFQ8EZ4PscdRXnyfE68zhtOhBP+2asf8LPnbbu05MdeJev6U00hOLaPQJoEniaKRcoQQSD2PWvC9SsJLK+nt2GTC7Ie3Q4/wNegJ8R4hbmR9PcjqQjiuF1/WINV1uW+t4XgWULuRz/FjBP40pzjJaDhFxepiuGVscg578Vk6qygwu7bUAOSfwrfaTP3lyP8iud8Q2xufsyQnIycgd+mDUI0W5veFdJstRugfNjlJ5IDCu6i8HXWnW7tpE6GRuczMVcfiODXl2keDdSaP7YYzDGpyGdtpP0716DpV1rWnMv/ABMHeNePLf5weg7807oNd0zo7TVPE2iKn2y1a4jA5Zlz/wCPL/Wuq0zxnY3sX72CW3YdSfmX8xWPp/jFgVjubYAkgb4mx39DWxJLoOpgJMIklbuf3bfmKrn6RZk1fVo3BNFeW3m20qOoP3lOeajeIzQur9xgj2NZ2j+HYNMvJLq2vJTE6lGiYgqfckenatVU2rt3ZPqOtWtSGktjzmS1RCUKtGw4z29P8KqSW7ZJVlYdeevr/jWtqDNDrV5aSDcu8sPoef61lyny5GLghUI3Ef5/GudSfM4s6OlyERSBS2w7Vxk9RTlORhsYx3GR1ranaOOJo4eYx93Pp2rOjeGQbWABPy8/p/hVtEp3KMVpwDjIHWs+O1a9v1ihBZ5pNqD3Pyj+dbc5MNrI+cELx7k1r+AtK8/WHuZI/ltFGD23np/U0kruxKelz0HT7KOws4bWIfJCgjX8Kt4pk88VrC0szhUXqadFNHPEksTq8bjKsDwRXQZ27i4paWigdhpGRiuX8c6ebvwrdmMfPABMv/ATk/pmupPFRTwpcwSRSDKOpVh6gjBodnoC0Z87q5dAw6fyp8TJvAYYHP4D/wCtSzWz2V5cWcn3oJGjI+hwf8axdNSXU/Fk2myapPaoRIYvLTcWZULBfYHByT6e9cvLd2R0uXU1tVX93CVckHIZQe/HWuL16SSRRECAo9Ks2er3EtpI9zM8hwu3cemetYF5fNPcHPCiizuVFqxNomjz6zqItovlUffc9hXqHhfS9YsNHuZY7nUbN49yQWtpFySOhZsHdn8q43wd4m0TSWc3Uj73PO2MnivaLD4kaDDZQrEt5JvAChITk/QZrZW6mLk09rmXYXHiyS2jWU6vkqPm2tuBPXPFMmtvHHmfK+qunHciuoPj/S4oyfLu8YyPkH09ar/8LJ0wZX7LdMQSCSB2/GjlSd7k8z7GHYR+OkvYvLj1AMCP9e3ye+7JxivTxE4KsxAO35gOmf8ACuK/4WXYgriyn9DkrTJPifaglv7OnZdueHU000iZXfQ6HxVpv9qeGb632qZPKLxkddy/MP5V4UHDpllzzn/P869PPxX00ptfT7k44I+X/GvINbvNsVxcWReFWmzGM8qpJIH4dKVSztYqndKzLZjBGA3OMc/pXlskUhG04616NrNvBb6BDqen6tfzBrk22biJY1uCE3O8QHO1ThTu9R7gcRa2kt1MEjUsx5Pt7motylppk2iaEbsmabIiXPTqTXaxW6wxlIlAUbuAMdBilsbNLS2itsfc2qT6nqTVxYdyZUgkrn82qW2wGRny3LbeRu/HgValtoplLW8mx+cox6ng8UxonUP8uf8AWUyTGQCv8WPzWs3G7uikyrLFOjHdHuwT0H40iKXbCqVP+0Me4qZGGARI6nCng/gaayPJwZBI4BGH68e9X7wXQ6d1WEQoM4/iBqh5hDcEEcYz+n+FSTDyzghkB9eRg9P1qpI2TyPX/wCuKUY8qBu5dHlyLyNnXp6f/Wrf8LaZFcXc1y6rI8QAXP8ACTnP48VyugLb6j4pGmajqFzbQSvtSWOWKNYz3ZjJxjGeByTgV1/w/hmt9X8Q2k/2gfZpljC3GBIuC4+YDjPAzjitVEzcjob+ILCkeRktkg+g5qjFCARj1H9Sa1NR+e6KkfcUJn3NQCAEFlP98j+QqWESCOIfLuXn5f5E1cWKG5gCSNtkCja3qSO9BidHxjOGI/JaYQMgFf7n8qiUOYtOw2OXU9OlzBPIFPdG4PHp0rasPGtxE6peW4kXjlBtPT8q5+I7RkO6/KDwfQ1O3m7TH9oOMkYYdcciqTmhNJmpql1bXt8dQjVlV41Xa45z/nFc5dylg6KSBJyQe1SzKwBJRgDzlTkYP/16qsQ4DE5x1GPzFKK95yY+ljSS9DWUW5fm24bHYjg1DEEYj589yP5/pXP6/dT2mkM9rK0biRBuXrz/AIiqWs2Ov6Do2l311e3azXZcyRbceQBtKAnH3iGzjt07GtLXJbsdtrBKpEmcqzjINdz4ARR4b83HzyzuWPrg4H6CiinD4jPocJ8SvEuq2/iCa0guTHBAFVUUcHcMkn1NdH8N7ue8sVWaVmWIbUXPAFFFWviL/wCXZ6FRRRVECEZFIvQ0UUuojxLx3Elt42vxEMBgkpH+0VGa8zuNRn0nxPNfW2zzopXC7xkfMpU8fRjRRWX22ar4TCmdooAEYgYwfesmdiInOeTxRRR1LXwk+hwpLqUEbZw7AHFeu2VnBYskcCY2yY3HkkY9aKKUxLYtFz5W04I8odfrUE0SeYTjrKR+lFFQBUxhTjsoP5Gq1yxV/lOPmI4+lFFUgKG4yQF24YL1HsaztScnTnyAR5i0UULcT2G634lfXLe3il0vTrYwRrHFJbI6lEXOEALlQOcnA5PNdGNLtNMsLeG3jwJSrSO3LMcZ60UVUiUPjAZFJA5Eh/GnMoRht45QUUVmCHK7Yznna5p+BL95RndH0+lFFMopNCgXgdmFMk7nHdT+YoopgU3dlcR9UbcpU88VBdqIXG3uFbn1NFFAGXFrR0q9u4jp2n30MsgYx3kHmAMmSpBBBHU5GcHuDXoPwwvrjUrzXr+8fzbi4eKWViOrHfngdKKK06Gcjq0O6dmPUu7fl0pGjURjAxlEH5nmiisykOR255/if+VPXEgKsoOBHz3oooGis9vGGwAcfvP51GwA/NDRRQMoTs0Y+QkfeH4VIgEluZyAH+UnHQmiigDJ8UxoNBOBj98q/hmuTvNb1G+06CwubuaWCBmlXzJGYlmxnOTzjbx6ZPrRRVx2Jkf/2Q==", "info": {"video_id": "133495", "label": "lifting a surface with eyeliner on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cafc7979b013ee5728a8982354a0cdcd7c2bcf8c132b3e16f24e2dd318ff1d59"} +{"episode": 4752, "episode_seed": 1482981527, "split": "train", "timestamp": "2025-10-13T02:50:23.215118", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1482981527, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 key 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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", "info": {"video_id": "80066", "label": "moving key 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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"info": {"video_id": "80066", "label": "moving key 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": "299d69bfb4d786db021fd2cb86f240b9cad7fc1e9b10816c9c172700447c0207"} +{"episode": 4753, "episode_seed": 422576333, "split": "train", "timestamp": "2025-10-13T02:50:24.511621", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 422576333, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pomade with highlighter on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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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TSkqfUAY/nmt5xtImMrxMrXJPtWrTlQdu7aPwrMijO9h2710FzFGryPgVi7gr5PHNebUdnc7orSwFUZilxEHOOH7/AI1zXiNo5oJI/ueWw2gdDnsa1tW1mKyjz1Y8ADvXDXt3c30xkkbamchR/WnCo7XbBwXYoyRIOcVVkAHarDxk9Xb86rNCB2z9eacX5kuLKr7d3UVteH3xJNGe4BrLII6HFWbOZoblJN3tzWtzKaZ9QappthECRaRHnPzLmuTurW2QkLBEv0UVu6sNbdiGa0TueCa5ie11Fm+e7hA/2UqcY7yKwqtEv+Go8a/b7VAA3E4H+ya2ddjaeRU/hUZb6mqHhOzeK9nupZjIIoyBkYGW/wD1GtDUZ1RJJHPNZxXLR9SnrW9EcLPHD++RwCwPAPtWRqK288O0ZjKKXwG6t2z607Ur3yXlkJHLH865tJpXlZ2kLEnqax9q1Gx1OCuMeN+4xURLr3rThiMhDMTUr26nsK4/apOxqosyvMyvIY/QVEPNYkrGeOfmIFaTx44AFVnXBq4zRMkz0H4ZW6z2msG6iRtvlbMnPXdWnqVrBE7bIYwR6LWN8OrWa9tNWEN2YNnlbsDO7O6tDUtKTcd95cu2e74FezSf+zR+f5nmtfvpf10KunQJJrdmv/TZTj6HP9K6bXIjceWpPy5LEe5rI8MaVBHqbXQDHyIy25jnk8D+tWr7UQ9w4AwE71mrKNzZayMW8KW92QOwArLvtSitgXOSxGAF6mn6ncDzySeSM1zTztPK7n6L9K5nK2prZDZLiWUlmjwCeAT0qjK0meAgqxKxx1xVGYnrnism3J3ZWiGlHPWX/vkUwxoD8wL/AO8xpnmsDj+tKCzsMkKvcjk1SuiHZlu3EeRiNByOi17p4qvI1ldS4yoAx+FeD28al1zK55HA4r6J1vyjk7UBPJOBzgV6WCd4yu+xw4he9GyPL9rXd2sUUcjO7BRhT1JxXpeoeVZafHahuI0CDPXgYrL0OzFzqv2ngw23zsR/e/hH9fwqlrt6Zb4jcdqHk1M5csWzSPvS9Cpqco8nA6Dk1gXN99niYk4Aq3qF4Ftzk8noK5a8ufOuEUqWUDLbTj6VwvV3OtbFG7ee8nMksj7c5VBwBVN4Aeq5+vNaD+axO0Ko9+TVeSKRgcyn/gIxWcp+ZaS7FExKP4QPwqGQKByw/OrL2yk/MzN9TUZiRPuqAfXFVGSIkivHncCis30FewfBd2WLXmZCu1YTz9HryTzDn5mP4mvV/g8yTWXiFQ+35IgWHbh67MK17VHHiU/Zss60FadtiLuY8YHU10t/MNG0e3skHzRxqp+uOf1ptjoET6p9rnkkkitSHwxwGfsMfrWX4huPtFw7k/Kp/M11YiXLdmdBXa8ii1wZB83U1hXd0qO4Haprq98iMkn5z0FcpfXpdmiRsu33iK8trmZ3rQpXN013O0zbiAcKMdqquzHOE/M1bMYVMsQB7kVXaSLPG5voKUr9hr1KTrIf7o/M1A0Tk8ufwGKuyFiflhfHvxVdlmPO1R9TVRkJorFADyufcmp4kQr0UH6U0pk/O5PsoAqSOKI8bST7sa05vMxkvI+ltYuVQszMoLds1zLTxSShFcFmOAAeSau6no+nRyEASyHPG5qn0HRbSCcagYFURH92Serf/WrWtH2lSxMJKFO5rLbJpGliI485zvf6+n4Vwuu6uQzLu4Fb2v6uVjmJPIyB9a8o17UmCeWrfvH4z6Dua560rvljsbUIOK5pbjZ3S/Zi1wEVWz90ncf5UxBBEuBIG9zj/Gsi2iLEACtRIOAK5p2N1cuxMzJ8mzFNkE5P+sUfRant4dq4pZABXHKVpbG8VpuZskTkHdK5+mBVZ4VH3tzfVqvSOq5ywH41k6ZH/bPimXTZdUmtY2WQxeWm7cyoWC+w4PJ9PeuvD051ZcsTnr1I01eR6D8Or5bG21ZY7WSQyeV/qhnGN3X860726vbiciOwlBJwNxA5rn/gnqEsth4haWVnYi3C7u2d9ejadaqZzezD5Ij+7z/E3r+FezGm40owZ5/OnNyQfZ/7F0YW7bTdS/NLjn5vT6CuJ1C4WBpMv06+5re1rV8tJIT93OPrXnuo3p43tyx/Wuas9bI6KUbLUhvLpriRsHk8E+gquJSy4Yk7eACaEZGGAfyBNNZUHQsfqAP61yScnsbq3UrzseaqPk9atSYB6/1qpKfc/wAqmKBtdiB1qPeF6mnEZPA/M5qpqBeGzLxnawYDIreKu0jKbaVy9BKxkUKrMcjoK+h9T8PWvy75J55D/CzcH2r551WytbTQrbVNN1a/mDXf2bNzCsa3BChmeIddqnCnd6j3A+mbSS8Ytd38KQ4GIkByfcn+lelQpeyUk+p59SrztNFaWC30PR1s7dFRj8z7e7Hqa4LVrpFlIznZyfc1sa7rBeeT5uFrgb+7Zt3OWY1y15Xdjrow5UV7+9eV/vDJ9+lVYwuOCCe5JxTTbpvLsNzHqSaeFVeAqj6CuOUlsdSTELAdPm+nNRPvYcR4+pqZj70xsDkkVk3fZFa9yhKsmcZUfrVSRT0Lmrc8yBiCwqhNKDyAT+FaU0zOVg/djA2gkdzyTXqfwne7aw1pLKFZJC0AwTgAfPXlPh6Kz1XxSum6ne3FpBM+1JY5oo1jPUljJxjGeByTgV6p8GDLpuoeL7WY3ANtNFGEuABIuDIPmxxnpnHHpXp0KMoyU29Dz61WMk4JanpN/OunaYtuzqZSMyFe7d6891a/Bl2g/d5P1rT1/VTJcuC3AriL+7JLvnk1liJ8zsb0IcqKl/dNI7AHk/pWQlrGjEhcsepJzVoi4wSURc/3myaiCyE8yAfQVxydup1IURqP4R+VDDA7CpNhK4J/IAVGYU7rn6nNZSsUr9itK6j+IVVeRTwoY/QVoPGoHCqPoKruO1EWhO5nkMzABdo9W6UsaNnmQL9BmotUlaG0LI5VtwGRVjX/AA9qvh3QdIv7ya4We+MnmQmMgQYCFAxx94hs47dOoNd1KlKcbo5KtWMHZn0VdxrLq8cJyEZ1Bx1rQ1JvJURRgKiDCqOwoord/aM18UTzTxDPIXcE/wAdefXQ87UG3k8YFFFec/iZ3rY6Wx0S1XTDd5kMgHQkY/lVRiAMgAUUVEtiU3cb5z7toYgUNGHzuZj+NFFYRWprJuxAYYwfug/WuZkv5tH8RyX1qE86F2271yPmUqePoxoortwbftGcmJ1gjrPhM8ou7y2jmkjjlkgRthwcZYV7RqzmCDyo/lRBtA9BRRXqP4Dlp/Eea6rPIzEE8Fq584eVywBI4Ge1FFebU6nfARmOw81VJyTRRXKajWQFSapygDPFFFWtiHuV+9VdV400nH8Yooran8aM6nwMi1vxTJr0drDLpOm2xgVI4pLZJFKRr0QAuVA5ycDk819Q65cSLb8NjIFFFeu9jzKXxHl+pyOzvk9TXPsS10c84FFFeXPc9OIyZiuMAVEZSBuwD9aKKwtqaX0GhzMCT8vsoprwoFJwT9TRRUy0QluUJAATgAVSm5Jooq6YNGZFrjaPc3UZ07Tr6KZw5jvYPMAZM4IIII6nIzg9wa9G+FWqXeoP4nv7qUyXN1JDJK+MZY7z0HT6UUV7Ef4aPKf8RmnqUrvK5JrnpiXuYlJ4LUUV50/iPQhsPnHzGoVUUUVzSN0PPA6VDJKVHAX8qKKkZmz3UucZA/CoQDIAWdj7ZoorSCRlNmZqqKtoSBzuHNVb7xJq2o6Zb6Zd3s81vbSPKnmSMxLPjOSTzjbx6ZPrRRXo4Z+4cOIXvH//2Q==", "info": {"video_id": "77357", "label": "lifting pomade with highlighter on 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": "77357", "label": "lifting pomade with highlighter on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "10c55394eed0c1b78859fff2fa0d1d3e197548e614c878912b3c4cc770f49fe5"} +{"episode": 4754, "episode_seed": 2296675677, "split": "train", "timestamp": "2025-10-13T02:50:25.584993", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2296675677, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming chair'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "169131", "label": "turning the camera downwards while filming chair", "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": "169131", "label": "turning the camera downwards while filming chair", "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": "35478de62f76161fa0ea7c9826b10cbd9f07c83f5539064ea7dc68775d174cf8"} +{"episode": 4755, "episode_seed": 1653973793, "split": "train", "timestamp": "2025-10-13T02:50:27.154851", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1653973793, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of image 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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6JareyqJTBGEVgM5yTnPX6VreYvc0sZVt7DB4Ao5UxKTM6O0itnZo5S+RjPHFatv/AKvNUZ85OBxVuCXbEBgZ7VSVth3uSu+1wwx704SjyyeWwdvAqvLKY1Zyw/Ac5qvFqMUQ2uzt1PShyS3FySlsiV41SR5vPm5ABUrx/KsabSmdppYr2UyPuIDR8ZPuKlm19bhpY412KrbDuOSfcUlhdO5zLcQqikggg5P49Kyc4SfKzRQnBcxkLBOb4w3Ufmq3ynfu2ge+K3odI05UBk0aNT0b5tw+vWrNve21zNNDG4ZosK+RwcjIwe9WbpJJLSRYXCPt4JXNEaaixTrORzF/4Ykub6Sa2NvBCcbYxnjj6VXl8N3VrbyTNLCyou4hc5rrg3ApsqiSF0PRlINVyIn2jMyO6LbXklDEjPpimPcxh2feNgGSc1zMNzi3DITk981WvdWt7SM/abhEB7MeT+FW2CR1kmrfuj5LKWP3T1H1rNSF5JG8+5lIA3Ep3rhv+EqsEYKjSBc/3DWnbeI4XjPlTI2ffmolZ7mibjsdcsOnmMo0ZdTwSzkk1QkvbeG5wLSMhTlskk9fesmHWfMUEAE+9Zur39400bwRbjjnbjj86qPJtY0pO8veOskvbi5kEgkZMjA246dqgWG5j1KG7a4lcqQz7nJLH0x+Vc7Z61qaDDKFx2KrWkniDUCRnyQcc5TmrlKNh1VC3undy3bBHUscAAjdjPX2qsLncOtcZe6jfXWJ/tToYzvCIAFPsfWq8Wt3hHM36VndHK4nYNKz63YkPjasrfoB/WryXDOzGSXOGwBxx+VcCNRnk1CJmlY7YnA/ErWnaXuI2OcNnFUtgSOveVCxbdhVHzZqNr/zIj5Egyw+VscD3rjtS8RW1gm2eZt3dF5P/wBaud/4TiHzMCOZUz6ilzF20PQ4rIMXNxdzELjlcDPrUrQab5IOwsy/MpLnJOO9cfb+MbCSPb9owT2bg1pQa9aMoYc5FSoxG5S7mjDfW1vKWggRW5CNk5B98+1QtNcOzIlw8YYncVABwffrWQ2pwLeO/kuyE5yrD+VasGv2W0f6NN79Oa1Tglojol7Nq/Uv+HLie3jnimmkkOd6kndj2ya1Zb0b85GWUGsBfEVi64jilUEY+UAY5rNbV4LKUqn2iVZCXzK4JBPYe1Z3RxyR1zXxC1Rgv4VQFDwPWsQ+IY2X/Ut+Yqqt4ptwSwXAycngU0wSOhl1WOJXl6n+73qpJq8d1F5bMQjdR0NcTqXiyCAmOBDMw6MThf8AE1iDxddCQMYoiO4GaHJGqPUrdreIO6xxNyNpZckVbGoytHtBIJHGO1eYx+MldACrxkfiK1LbxKky/Lc8+goTSBpnRPqd2Ll0MrB+hXORg1YSze5OWUENjJI61xdxdPdXRli1B06ZVQDWhb393GoH9oSH2yBWnOkdDqRa2Ox06wktL1rhU2h924t3/CrJ1SJ5mgjkDSxffA7AniuLttdubgsY7uRgrFck02+u5iiOJGDZwSOKzckcskdz9oYjrSwXciuUXaQ3Jz7V5+l9ORgyv+dX7C7k80gytzjvQnqRY7kzgxHLDNILxYlGWyx7e1cy142cbuBWNqHiCzgn3SXSmQcYU5I/KqZcUdff3k9wf3ThIlH4k+tMS2jDDzrqWQn+EfKK4608TWsj4W5BOehOP51pf29G8vPPHHNQ4xbuy+aSVka92mn22XEbvuOcF+/Sm/2grWnkQR+WActn5uf61kXmqK9nIqQlmxxzyfpWbY67NC2G05z7sRVxUFrY2hyyjaR0VyL64i/d3LoARtCYQD1J9a6axvGNlBuYkkbSSPr/AIVykficYBewXHbLdKdc64by2MKq0OcgtGcGiTRhOKvodMLwnjNNa8cVxkfiGdDsKKdvGT7VL/b87fwrUXMnE4y88UiKMxWQO7oZH6D6CuYu7155C7uzueSSeTT9StHsblhgmInKt7elZjPzUtmiJGmIpBcEHiq7HJyaAwqSzUg1W6gIMcrYHVSeDW1aanJcTf6w7dm7muXLfL+FXIdOa+igPmCNdh5K5700DR1Da1FbghruBG9yDTLfxBps+oh/tcm8jaN4wn4elcbqemvYFW3rIjcbgMEH0xVIZAwV59zigmx7CkoeM4PUVmpLg4rm9B8QW1hZC2vJzlWODgsAvpn0rQ8PCLxD4key/tWW3hdJWhMabizKhYLz0HBOT6e9IVjcifMm70UisjUfEM9vPLawAR7Tgv8Axf8A1qj8OXc90szSyM/CkZ7ZzTdc0xrhjcxFRIFwwJwGA/rVrYnqYN3fPMACxJ7kmqJnIPU0ybekrK3DDqDUJ4PJrNmiLaXLetW7fUJYHDBm291z1FZsYYYO04PIz3qUgvIqLyWIAFNAdNba1BEjie62OG4U5JxSyeL7WPIWSeYYxtA2g/jVMaZZtI5nR2dmzw5Hb2rnb61FteyQo2VA3AtwcVTJsd/oev2N2q28QMEg+7G7Zz9D3rUvZB+7b6ivKLecQzxzEnMbBgAOuDXR3fi/7XbCNYZIZd2QysCDUg0dek/y9a5W91u6vAVdwsWf9WvA/H1rZ1a3trbw/Bqmm6vfzK119lzcwrGtwQm53iHXapwp3eo9wMfVtJeN2ngK7GOSh7H2qkCVjInmLtnNVmlwaRydxB61GxweajqUTK7E8VYR5IyJAcEVVVGG1jwGGQPUVMSX2qpyScCqQGpHrEVo0iyI7OSCMEcce9QyeKpA37i1RSPus7Zx+VaSW0UbHdAkjEDJKg4wK57WLeKLUF8sCNJBk46A98UwNjTfF88cuL5VeMn76Lgr/jXY3EyvablbIOGB9q8lDAE5Ukema1o/E2pRReVujZAAMMnTFJiaO5SYjvU39ow2S+dO5Veg2jJJrG8MNbax4ihsdTvrizhuCAskU0SLEepLGTjGM8DknAqK9srl7jVbBzcCSzuCqJcYDjBYYbHGcY6cULcmxJqPiWe83IhMUP8AdB5b61zklwSTzTJXZSVYFSOoIqsz5GKbZSJvtBz1qaK/njPySMp9jWfkd6sRNweKm5Ruwa5cmEq0h3j9RWv/AGokGDJcxKP9phXJ28RuXmjHBMZ59KludCC2zvFcbnUZ2soH15qriZuz+JrBwkctzK+G3ZhXjr39a6KyvorqESwSK6HuK8jGQA2ODxWvoWrJpNw8shZkdMFE55z1pNiaO+mcLcv9acs3vXMXniG3vI3a0lkSTIOGXBx3rW13RNY8PaDpN/eXFys96ZPMhMZAgACFAxx94hs47dOoNImwzUzm3ZSBgnmuHuPlncDpuNFFXIqJCzE1OABFFgAEqST3PJ/wooqChGJ2n6V06xIIoowPlEYOPwooqkBla226yGQOHFYLEs2WOSe5oopMSBlAXIrU0DVLjR79L+1CefFu271yPmUqePoxoopAdH4UGFulHQBB/OtPUGIt3/3TRRWi2M3ucNqQxd/VRmqZoorN7miJ1JKLk9BgVd0lFk1e2VhkbifyBoooQG3cMY5nCk4IBx+Fcxqp3Xu49doooqmIpxgFsGjO2UHHQ0UVIzr9Y8UyeILe3im0nTbVrdViiktUkUpGucIAXKgc5OByeav6mxMA+tFFVEXU428GLmQD1quaKKl7jLC/cHPtVrTVDapaqRkGQZFFFCA3b/8Ad3MYXjeOa5/V+ZUzzgUUVYGYn3x9adOAJOPSiioGje0vXX0hXjbT9Pv4pyrtHeweYAyD5SCCCOpyM4PcGtrSb+51O91G/vJPNubhxLI5GMsc9h0+lFFNbkyM7X/mLsR8wxg1zjMelFFEtxodCcSbsA4U4yM9qlJ5oopAa+jjFpdSfxbgP0q27nyzgAZHNFFV0Ece3Vl7A8U5VBQmiipGS2bFXYj0H866G88RarqWmW+mXl7NPb20jyoJJGYlnxnJJ5xt49Mn1oooBn//2Q==", 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", 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", "info": {"video_id": "86834", "label": "showing a photo of image 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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", 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", "info": {"video_id": "86834", "label": "showing a photo of image 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": "5df51d54b2e983cfc610f6edb1b26cb669e7195905ece6924eb5e2dd3e129e13"} +{"episode": 4756, "episode_seed": 4202983986, "split": "train", "timestamp": "2025-10-13T02:50:28.553349", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4202983986, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fruits is inside 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, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "119884", "label": "showing that fruits is inside box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "119884", "label": "showing that fruits is inside box", "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": "1e13166a27120c881c8247e64b269db2191a6da9abbe5a2e933c4351a1bb97d3"} +{"episode": 4757, "episode_seed": 3573690601, "split": "train", "timestamp": "2025-10-13T02:50:29.375218", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3573690601, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 amrutanjan balm 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, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "194805", "label": "rolling amrutanjan balm on a flat surface", "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": "194805", "label": "rolling amrutanjan balm on a flat surface", "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": "1c97bf541b76ac4275d445409a15f8f75a4dde586be33188364adf8029e744b9"} +{"episode": 4758, "episode_seed": 2160559684, "split": "train", "timestamp": "2025-10-13T02:50:30.246335", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2160559684, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 memory card reader down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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PH0Y0UUhlbQ/laUDoAo/nXUW5NFFBXQ0ImPFWl9aKKESx4JzQx70UUxDGJqJiQKKKAIJCawPEB/4lrf760UUAZeveJ316C3hl0rTbYwIscUlskilI1zhAC5UDnJwOTzWzbE4FFFBaNWEnirsZJWiikImBwKdk4oopkjCaYTRRQBEzEHINRyaleRIFS4cKO2aKKzqJNalRepgW2vzWOpXyy2dlfJNKHZbyHfhlHBBBBHXkZwe4NSveT6hqE95cyb5528yRsYyTRRUx3RSNG2JxWjETxRRWomWkJqTJ4oooRJqeH5CmtwkAE4Ycj2rob+FWjR8sGl+9tOP5UUVy10m9TqoNpaFW0iWK7Z8mQ/ZycPzzkVXMjWmrhIThWTkfiaKK45Fsi8bSNJ4OLHr9oj6fU15rf61qF9p8Vhc3UssEDtIoeRmJLY65POMcemT60UV1UvhMJbn/2Q==", "info": {"video_id": "206767", "label": "moving memory card reader down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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PH0Y0UUhlbQ/laUDoAo/nXUW5NFFBXQ0ImPFWl9aKKESx4JzQx70UUxDGJqJiQKKKAIJCawPEB/4lrf760UUAZeveJ316C3hl0rTbYwIscUlskilI1zhAC5UDnJwOTzWzbE4FFFBaNWEnirsZJWiikImBwKdk4oopkjCaYTRRQBEzEHINRyaleRIFS4cKO2aKKzqJNalRepgW2vzWOpXyy2dlfJNKHZbyHfhlHBBBBHXkZwe4NSveT6hqE95cyb5528yRsYyTRRUx3RSNG2JxWjETxRRWomWkJqTJ4oooRJqeH5CmtwkAE4Ycj2rob+FWjR8sGl+9tOP5UUVy10m9TqoNpaFW0iWK7Z8mQ/ZycPzzkVXMjWmrhIThWTkfiaKK45Fsi8bSNJ4OLHr9oj6fU15rf61qF9p8Vhc3UssEDtIoeRmJLY65POMcemT60UV1UvhMJbn/2Q==", 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PH0Y0UUhlbQ/laUDoAo/nXUW5NFFBXQ0ImPFWl9aKKESx4JzQx70UUxDGJqJiQKKKAIJCawPEB/4lrf760UUAZeveJ316C3hl0rTbYwIscUlskilI1zhAC5UDnJwOTzWzbE4FFFBaNWEnirsZJWiikImBwKdk4oopkjCaYTRRQBEzEHINRyaleRIFS4cKO2aKKzqJNalRepgW2vzWOpXyy2dlfJNKHZbyHfhlHBBBBHXkZwe4NSveT6hqE95cyb5528yRsYyTRRUx3RSNG2JxWjETxRRWomWkJqTJ4oooRJqeH5CmtwkAE4Ycj2rob+FWjR8sGl+9tOP5UUVy10m9TqoNpaFW0iWK7Z8mQ/ZycPzzkVXMjWmrhIThWTkfiaKK45Fsi8bSNJ4OLHr9oj6fU15rf61qF9p8Vhc3UssEDtIoeRmJLY65POMcemT60UV1UvhMJbn/2Q==", "info": {"video_id": "206767", "label": "moving memory card reader down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "83be9737462305610b927293859cbb20b83bccdb610aef61752235284fd67fa8"} +{"episode": 4759, "episode_seed": 2277686238, "split": "train", "timestamp": "2025-10-13T02:50:31.060152", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2277686238, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 charger 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, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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A9eo7isvxC269ldcEMRnB6Gs0zSK+FYj0xUttMpmUTjdG52t9DWi2sOtLmtI9G/sxp4FlVwD3GK7bwxp8L6QiyLuIdgcnFcRJqJiIMQwCcHNdVoN/cS6cwUgFZOcD2Fa0dYlY5fvRuiCKz8QIvmJGNzL1+tWPF15DHcWzo3mHBU4Nc6VdPERJBJ8/+Zrc8R6dIbKOQxldr45+laNapnOmTXGqLPoqqIgf3YIJ7EVyxvJWDBOAfSum0OzS40rZI3OStYiW8cFw0bDuRzWCS95Hdh5WqRZn6bLcR6koyeTg119taxSyujtxImSvuK5yWSKG6STIGCDxWzLf+TPFLEOM4JPoRitk7xuc9aPLUaMgQJY6lLEcBSeP6VyXiWBVvGdD1OQRXS68ZBOlw3UnB9Kx9Ut/PtfNHOPmB9qxm7O4Ri3ojgtULHyg3JGf6VndDW1q8DMsbAHC5BPpWOVIrB7iqRtImhmKEVoRXWOprI6U9ZCKiwRkbiy5FPEq5wayopzxzVjdu5zSNLl/cO1NbkVWR/en+ZkdaAuNdSBk1WafyzVppA3BrMvOGGOhpkydiZrrIHNRWk7wTK6HDLVSpY+tWjK9z17TfFEWp+HHtCmZ0h2sM+g6irvgq+vTPcQxbiGUEqDwef8A69eW6NNJFeRshI5wcHsa7vw/qcdnfKWmESshU4P+fStoNWE1qaOqadMnir97hRId3zHPB5/xq/qnhOKwjSZMsC3Xt9Kwtd1iK4vonts7guN3uDWtJqd3qOiljMxAXkZ6EUpbpmkHo0Mwkdt8zKuO3etPStZjlsZLOM/MDkH2PWuat4JLpT1yOuauaRbfZdTCOc7sgVrBWbR04p89OEzR1C0m1PTcncZYc5J9qx1hhk0qVLhgdg/iPA9K3LjxBDZy3FuA00rAfKnQEev4Yrjbk3BvwJsIrchF6DNKpsccWcrcSSW07+USAT0NaPh2UR/bJHGCQvA/GmazCkU6uMDd1HfNLobwyCdXYpnH9awdmdNH4rPz/I21tE1mxvrWNMO0YZc/3geMV5zcxNDM0bqVZTgg9jXqvhxUttQk3MHVozy3PORXMfECzgGqC6t9oZ0BkVRjJ9auolbQ40zi6UAk4AyaSlVijBlOCKxGBGKkaMrGr54NRE5Oaezkoq9hQNMntpNrYPQ11Ph+JDKYZCqrION/QmuUthukXPrXo93bW1vp9qVQOrKN31rSEblXOa1vTBYXbADg8/hWNIDjOMAeldRqVpO8PmJKZIwvCvyQPrWJgEbSMH0NFzSMebQ9Fk0wm2cluQMgV1/hNLdYZYpF6lSD+FcdNqsvlkBAOK0NA1GWcTxM20hQRitqXwl45e+vQ1tXSO11+RhtVQ6sP0rc8U3kT6JL5ZDkENxXCazI8V+NxLKyg8muolU3mgb4yGDw+vfFaya0OaEJPYx9D1ZxHLGAF5BrM1Kdzfud3U5pdITN04HXbnFM1hTHdo3Zlrnckptdzsp0pWUuxRuC+QTXQWR+1aWvPIG38RWLNtkgz7Vc0Kf93LCeowwp05NxsdGMpwjPmfUt6jELnR94HK4Yf1rAtZhLbSQHnBP5V0UJaSG4g6hHzj2PNcno2nnUPGE2mTajNaLiXyzHHuLMqFgvoBwTk+nvUzStqcbrW+Eof6szKUDHoARxWPNo0lyTJaRluCxRRnAHXFbWkxS6g8jvIWJCk57Zrf8AD8J0zV43KeYqyFWB9CKVNKTZNZv2cZep5ZPEYzyMVXr1j4gaBpdzCt/pRWO5YnzYF6HjqPQ15QwKsQRgipnBxME7oVWINWFn4qrS5rOxSlYtrP71ILjjrVDNG40WK5y41z81NJEnB6VUzmnBiKLC5rj5IipyORVyVYlfKjr1rd1vQ9JtPDNvq2l6jeTq1z9lzcwCNbkhNzvEM52qcKd394e4HOtllyOlPqOOzNXTNmNy/eBqaOZo78YOTvqtpLxqXEmfUVZLIb7cpG3IPFaRIOjuNMlexjuANp3YrodDdY9O3mMybQUnj6kDs4HekncNoLiFCdoD5NZ+lsZ/MV2ZWGCCpwRVyXulQepJBqMMcvysGzxx3qvd6jJ5y+WdjdiOorM1WGS0v3cMTzkk8Z+v+NJE4ljMx4f+6ewo5/eTOyEXOi4dtTqVt4o4Ip4hjadxPqD1qrr9uPLiuEHzDg/0NGn6jFJYLC0i+ZuCbc8kGtzalxGUdQynsRmnKRhZRPMr2F9Tvg0fGQAxPQYFUInMERC8bu9dPplpYXHjhtHvr24s4JpGRJYZoo1jz1LGTjG3PA5JwK57WYmstZvbF1mQW07xBZwBIMHHzAcZ47cVg9iYSvO5Y0rVJUuAPNblSDzUetS+a8R+8cEVkwz+VcKwI61Pf6gskSAHkE8VakZW1M+7smhCSINyOM8dj6VTrZtrsG2w3JyRWSzfOelQwsMooNA5pCL2mwmWdFH8RxXqRtPP8PD5cOiZ49utcZ4Os4bi8KyjlRuX616JbMENxBjP8QHsev61tFWOiEY2vI5yydZLaSCQfd4H0Nc9dQKsrxkZwavasZtPuZvKdkO4AEehqz4m8L6noeiaVqd5JOJ70yebC0ZAgwEKBj/eIbOO31zUNWkHtuy2NGYfuSfatHwwAbuYHoU/rRRW1P4TbF/xI+hY19R9rh4/g/rW1prGPSoNp4ZCCPXrRRTnsXS3Ob0x2GpqwPPIqbxH0hPfmiisZfxEEn+6MmM5gq1ovOoEdivNFFaU+osX8MfQ6iCJIdWQqufMiO4H2NcBr+oTaJ45ur6zCCaKRtu9cj5kKnj6MaKKipucHQqaFK1us+zHAUc/jWhZajcvqsKs/wApkAIx70UU6G5tX/gx+ZpeJolTT2K8FZQAR+NeW6mALxj3bk/WiiqrbHNAp0UUVzlBRRRQAUoOCDjNFFAHQ+IPFsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tZOTtoooLjsx0EjZIz2q7ASsyY7iiitIbknrGmxrLoCFurQHOPpWXoqhrp8j+E0UVdT4WdOHSuij4kUG9hTsw596y4jvidHAYJwCRziiisl8KOyHxyILQeXrVoV4zMvH416JkpLgUUVo9zzDzm9199I8SalGdO06+ilmDmO9g8wKyA7SCCCOpyM4PcGsLWL+51G+fULqUyXN0fOlc8ZZuTwOg9qKKyYluZe9s5zTpTmiimIdCTjGeKhb7x+tFFJg9hT0pY/viiiga3Ou8Mkx6pDt4ycV3sXGqQ/7Ssp+lFFdEdhS3MbxvaxQRxvGCGbGTn0Nc7feIdU1DSYNNu7yaa3t3eVfMkZiWfGcknnG3j0yfWiisJ7jP/Z", 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", "info": {"video_id": "151285", "label": "pushing charger from right to left", "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": "151285", "label": "pushing charger from right to left", "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": "734f746dbe4027a32c9ac20b73ab7a166bf628d323f0e181029b43ee6cfae25d"} +{"episode": 4760, "episode_seed": 1492275676, "split": "train", "timestamp": "2025-10-13T02:50:32.937938", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1492275676, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tv remote 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": "215350", "label": "moving tv remote 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": "215350", "label": "moving tv remote 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": "b664969cfbdedf8bddd5d21e525067b626eadb15be87007ce9334624116d19c8"} +{"episode": 4761, "episode_seed": 2628363762, "split": "train", "timestamp": "2025-10-13T02:50:35.934937", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2628363762, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pendrive on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "37723", "label": "pretending to put pendrive on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "37723", "label": "pretending to put pendrive on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3371cbc16c78c34dc69691daa38d68ffe7fdaac5a9db8b0d7ec6e4d08183423d"} +{"episode": 4762, "episode_seed": 913911180, "split": "train", "timestamp": "2025-10-13T02:50:37.831037", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 913911180, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera upwards while filming a matchbox'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "212915", "label": "turning the camera upwards while filming a matchbox", "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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DIxkflXpHiSKSTTA8MvltHIhZgoPy5wevHevKbuaWW2fUBGtrqxD24gLBxIA4I2r3yCGx1wTiuOtG0rm9N+6V9Vs44dQeUrJKzxqHm8oHcCBhQemVORjjPBrt/BNrJFpT3UqyK93KZQJHLEJgBfp9PesO6ik+1W1rb3iqGIEmF3EBuPlz0OT1ORwa7+1iEMSRhiwVQuT1OBiqw8bu4qhdhHSriIDVWIdKtx9K7DEkCjFG0UxpRuwKVXBNIB+3ikYcU/eOlIeRSA5DxnFL9kjdEDRkESkuVwBzwfpn61zc9jaS2QluTHbi4j3yRzEsAB0BP6GvQddhSXS5Q6bgo3bT0OOxrzKexuJ2tbloVgiuZ2Z0lBfy/kww6/JyBjsfxrirR983pvQybaxiaSUyKywvGgUKSYmjA/u/wnnI65C5rO0+3W41V5lP2qNMKEkuNwjVmDIWTAxnBweTxW7qlz5NnDeQiY3qvtQIcqxJ4cqvYdPpWXCXgu55YYojNO4DpKAokYnC7gvJGDx7AVki2eg+DtM+yLd3Ug/eTuAeCMYHb2/TiuuXGOlZ9hAtvBHCiqoUYwowM9604xntXpQjyxSOeTux4AIFO2CnKnFO2UyCPbzTvLB6inAYp1AHPeJoHOmCSGTypI5VKvs3BcnBJHpg9e1cWILmNpUEMEUQLvA/ml/32Mhcr0U9wR346V6RqNst5YXNs2dssbKdrbTyOxHT615s8UV3Ncw2Jt1mLph14lcqOc8ehxznrXHiFaVzemZ4mu7yJDJKbUv5YlKpnA24xjseevYj3rB13zo7lEmaa4ihkkVixGWBAI6HoM/pW/rd3qFtF9+Ly/vQRzRlMvkDJfPQ5K4+lYep2iWtxbxt5VpEWYJFGvO4D5gCOTxzn/a4rA1ZRy0UMZMkt15rBdg5V1PT5eoA6c8cdatiKaS2cwx+ahLgrklkZjjp1xwfzq3YWwv3eWPKPKB5IAIJJwGJfOAO3r161eFjcm+fdId+11VBDsYgZOSwIGMAj170WJKD20kH7qSVSYWUOIv3ZZmBye/PTHP86YEZVSNEEZuHIVQ2VYFsEZI5I6kDue3Wta1tRK8V3LdzF2ZZEs9uQG3AEH6DIx1OR6U66QWMJmNksSIdygSlnUv8u5uMjHJJ7fjQHQxbrRoZy1t5O6UlmimI/wBYeoA9eM5444rj9R8LXEokMMMscoZ28h0ILY6D69PrmvQpI1NwZ7W5dWSUsGSPgjj5juzkckkjv0AqS3sS9ik14Vutkp4DNknk9RnO0nB6dM0XsxNI8lHgfUbi7RWCIgf944ycDAJAHc47V6vp2nwwWa29q7I0K+VHuAYvgYJx+VWGS4jSVfsrygkYWNCwhCj5mAPJGSACMc5qeM/Z4r6e0ZryREURkKobceg/2sAZPcYNDk3oCSRTaNY4cvEd/KtAxwTz1b0z1zVRxFFJ5TQPvL7k5LMO30471J58mwzieTzGjP2gOpVgF/hOeDznlc5GKZOWEiLJBjzVUxHYFVU28qeuMgn3/KlsWdhaTZIJOQK1oroZ61y1vdARhc81fiuwBjPSvTTOUj8T6kbR7S58oyLGXOAccketcTceLvtF086acglk5di3LdMZ49hXY3txHcDypFV1PZhkVRWCFG+WOMD2UVz1aUZu7KjJowR4ovbplzpcUhzksQzH61qO+oX0BiktmeNwVIKHBB+prWikVEHQVKlyu6lGjTXQfOzQ8H2KaPosNjFEIY0ZiIwc7cnNdekuVArlLC4y454rZS4966EZ2NC+gW80+e3bpLGU+mRXk+s2RgTS/wB7btcRXRuJ1un+RsqQWUnJBB5Ue9eqxz7lxXnHi7XZvD5+zIbCOU3GYPtR/wBards+2RyeB7VjiI7M1pu10UvD9glxrlnePcNdPbJKzTKCsbliPLOM/eA3A/SvRbdwxxnpXDeHZrVbeaOz4WOZo5FwRtkB+YDPbPI9jXXWs2xcmqoaQFN6m0kmFxmqf9qTSoXtfKEKFgzS5HIJHbtwahNzhCxPQZrirm/uF8LyJBE8zyt91Gw3zEnP4Ej8KzxlSUKd47hCN3Y6i9157HZ5s8JaRhtVQc7e7fgKgur3Wru8CWGpLawKgLFoN7HPQgY9PWuO0m2uopZ7i8h+0MzD5FmwTnB5yeQPrW9Y6lJ9ouJpllt1cAKrHOcfSvLp4iu3dvQ39nG9ifwj4kurnxvrGi3d9dXJtoEZDcRiPJyMlQOxyK9DVtwrySz1Vf8AhaNmqTXDie1cMrQAIAAcHf1JyOnSvUraQFOTXr0JuUE2c01aTRNOu+GRcA5UjmvLNWb7NZrf3EMSy27gv9nZiSBwwOOp/DtXqRcHPvXmWu232XxSiwzCNXeQPbHpMXG8E57gg/qKnER0TLpvoZ0dtFDHcPbyI87yicSuPl4GCq8/KGGOM9ecVP4Y062udWSZbCRUtM4eQjAbAxtHce+eorO0y5t47G7vDbOpvJg0cUnBXGE+hBP8R4xjpXQ+CPtH9iJdXKLHLcMSEXoiKSFHpnr0rKjHmkXN2R2sIq7G1Z8TcCrKzKgySAK7jBl/eAOtAkBrCm1yzP3J8qPQE05dYhVZD8x8sfMAOnGf5Vk61NfaQcr7G8CMZoriJfiFaJaS3MOl6lLDEpZ5PJCqB9Sa62xu0u7SC4T7k0ayL9CM/wBatST2C1ixjJrz/XYv7K1SS4g8nzOFSN8g+WW+YqR354+legBuTXI+J1trfVLS7d4EuAjeU0qbhkcH+YFZV43jcum9Tjrd5dUkInnlcgvEizL5aKQTk4PrhRkdiSKyrq9tI5FtdQikVUQrKkJ3JEDhVx6MMEce3tWhctdrE0VvDE80NyymNSxQAkMxyR8pwTjPGRWVrVo1ob37MTNI8hM3zmP7ScDywpzxngZBrj6m/QXTb2VrA3IjufIiO5HcBZZgMgAjqDwSMcAHNeqeHrNotIgkmRfOlQO+BwMgYA9v8a8+8O6ZFfRQbIS6SBWc53pGTyyjcfmHJ55z+leoxNgADgDpXVQjq2YzeliYQRk8xIfqopfssBJJhjyep2DmnKxp+6umyMhj20ToUaNSp6gqMGohptoOltD0A/1Y6DpVvsKWlZCuyh/Z9vGkqxwQxmQNkiMck9z61wEQgtJFtzs8pJ3EywOYkgkwSueu0Hk45HNemtXnniazjbVbmGaye5Dssu4S+RlGGCA2CrEbc8/TNc+Ijoma02ZRSJYZIJZdhV0ZI0YZQl/vAknKsMfXNZFzJZ3kxKTyylRIsIaLES45x7EYwfStKe2s5L9pJ54bRrYLBIzoETYpyCTwPukj8fwqhe3TvDbxo0Zt45twm+0AbSflUbRndnOc+4zXKbhFdZHDYqf7eUUkNXnqeO9LUYzcf9+//r08+PNJYAE3GP8Arn/9euy7OfQ7lb1mbLHirCXQ9c15+PHejjvc/wDfr/69Sj4gaMB1uf8Av1/9elqI757vtnihbvnriuD/AOFhaN63X/fr/wCvS/8ACwdFznN1/wB+v/r0agep6dc/LuzWxBdAkc15JbfE/QYY8MbvPtCP8auRfFnw8h5N7j/rgP8A4qrjcR7DDPwOea5Xx3ZWWoxWy3JjL7t6o6ht+0jIwevB7cjiuYi+MnhhByb/AD/17j/4qufPim08ceK/sqarewRIZZ7HMIyrCM/KOflyAck9qdRc0bIqLszudOvbF5XgtVhSSEAzCMjOW5+cf3vrW5HdEDANeI+HviBZ2Tzy6g05klVMlYwTkZ78Z/Gukj+K2gL977Z/35H+NTTvGNmOTTeh6ZcXP+jSDOCVIBrzu6OvxzeTbmURgbRwMfnVWb4q6FJgA3mPeH/69RH4neH2+8LzP/XEf40SXMStC9BZ+ImPE8iZ6/vAK0LXTNXYkXV2G54LSFsVhJ8UNAX/AJ+/+/I/xpw+Kegjr9r/AO/I/wAahQS6Dud5oulta3iTyTB2XOAB3ruIZgFHNeL23xa8ORsN5vcD0gH/AMVWmnxp8LA8m/8A/Acf/FVrEk9ghl3Z5rA163H9pxXMUfmXDwmMJ13YORx68/lXExfHDwkg5Oo/+Aw/+KrG8W/GPQ9S0UJo9zqMGoRyq6SeSF45BGcn1pVEpRsVB8ruW7WyTRr6wiFnOJcyfZ2uJNyKrH54xt/hx0B7iu201YreCK3hQJDGoVVHRQOgrxvU9aSw0SLWbDXtWuYpbw22btAgmwu53hH3tqsQp3f3hz1A6K3+LvhqJAGN9nHP7gf/ABVRRg4N3KlJNaHrSTDHWszWr8wNYgHrPuIz1CqTXBD4y+GAet9/34H/AMVWVqvxX8P3t1bvH9t2R7s5hHU/8CrSbfK7EdTsda8WPpt4YYliOVAUs2QDnByB6en4060eYWNzd3EpczJu2lwefX8Ogrzmb4heGXvZrr7NctLNjeWi7DHA+b2qSf4k+Fp5PNfT7oyE5LLGq5/WvFWDqt3Z0e0jayPRfFMEOseFbq1mN2FMQZfKYswI5BC8Z6dK6bwLeGfwjpe4vmOERHzF2sCpK8jseK8Tn+KGmXFu8O++jDqVygAIBGOMVteEPit4W8O6BDp0k2pytGzHe0AYnJzyd3vXo4anOF+YyqyUrWPei4xwawfE6SNZwTQmMMkoDF1zhTwf6Vwo+O3hAd9R/wDAYf8AxVQ6j8bvB15p09urakGeMhT9mAw2OD971rqmrxaIi7O5QuLqWWzbV7eOSOeYLHJaXHO3bJjIHtnhh2IPapNeRreWGMFpCEYhkAYKowSGPXk45xwRx1ritI8Rab4j8XWttdanfW0MlwZIZRJFCsDEclmfjAAPHU8Co/8AhMjo+p6naX896l1FceUouYFdkVGIwQDgHGOASM+1cbpS3NlJHqPga0JnutRaJ1XaLeMyNknDEseuAM46fQ9K76IivItM+L/hSxs4oHl1KQqOXa2XJJOexA71pL8cPCI76h/4DD/4quumuWKRjJ3Z6unIHFP3AV5WPjt4QCYB1LP/AF7D/wCKpB8dvCHc6j/4DD/4qruSerEjGaTdxXlo+O/g/wBdS/8AAUf/ABVKvx38HA8nUv8AwFH/AMVRcD1FmGK5LxpHM1okiLG0X/LUSMQMDngjvjd7Hoa5w/Hfwb66l/4Cj/4qqmpfGvwXfWTQf8TE5wcG1GD7feqKi5otIqLsy5PFYixWe7aK1aaMyyRbPMGR0zxzz1rn7KxieeZ5YG/0jYC8QIZ127QpUdHwcgjHAHeuO1vx9pl7Ez6e1xBM86yMGizgbdrBSSdvbp6e9XPE8ut+H9B0fVr281BL27MmUKY+zkbWQN/tEPnHpx2OOP2Umbe0R5LRRRXYYBRRRQAUUUUAFFFFABV7SNVudE1OLULTZ58QYLvXcPmUqePoTRRQBRooooAKKKKACiiigAooooAKUHBBxmiigDoPEHi2TxFbW8M2kaZam3RY4pLVJFKRqDhAC5UDkk4GSefWueoooAKKKKACiiigAooooAKKKKANbRtebRkmjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4NU9S1C61bUrnUL2Uy3NxIZJHxjLE5PA6D2oooAq0UUUAFFFFABRRRQAUUUUAAODkVr6h4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oooA//2Q==", "info": {"video_id": "212915", "label": "turning the camera upwards while filming a matchbox", "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": "cbcb261db038f326e4e5672fc657312ea8b9e0b001d88c53bd5424f4d3839e3b"} +{"episode": 4763, "episode_seed": 1053929780, "split": "train", "timestamp": "2025-10-13T02:50:38.426285", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1053929780, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lipstick tube roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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"info": {"video_id": "107720", "label": "letting a lipstick tube roll along a flat surface", "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": "107720", "label": "letting a lipstick tube roll along a flat surface", "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": "0e1492a9a0487198682d7e874c1d3e2ecd084f07c2c8ab48ee1a36b36a274ff2"} +{"episode": 4764, "episode_seed": 762159241, "split": "train", "timestamp": "2025-10-13T02:50:39.471720", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 762159241, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 calculator behind football helmet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "156818", "label": "showing calculator behind football helmet", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "156818", "label": "showing calculator behind football helmet", "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": "7773b0084bb7a1bad2da12e5874c5ab5f1ae5b35705e04e27a9852db315afafe"} +{"episode": 4765, "episode_seed": 175308882, "split": "train", "timestamp": "2025-10-13T02:50:40.703556", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 175308882, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving toy duck closer to red colour toy car'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "131037", "label": "moving toy duck closer to red colour toy car", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "131037", "label": "moving toy duck closer to red colour toy car", "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": "9db76500a4232d7b2dc3460fc849784b1f4f23137188bc05d891ab03c5094ca2"} +{"episode": 4766, "episode_seed": 446799448, "split": "train", "timestamp": "2025-10-13T02:50:41.515134", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 446799448, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping bucket with clips over, so clips falls out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "98962", "label": "tipping bucket with clips over, so clips falls out", "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": "98962", "label": "tipping bucket with clips over, so clips falls out", "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": "d930ca6d30a12df4ff55fca5a1da772a0f550772a0390fdd5ffc682567f2cac6"} +{"episode": 4767, "episode_seed": 3706226165, "split": "train", "timestamp": "2025-10-13T02:50:44.817410", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3706226165, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wire pin into charger socket but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "203661", "label": "plugging wire pin into charger socket but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "203661", "label": "plugging wire pin into charger socket but pulling it right out as you remove your hand", "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": "96c8a28ba06064cdde4ee95f0322ce6ebd65eee2cef6e6bd0c0243cef03a4773"} +{"episode": 4768, "episode_seed": 805115057, "split": "train", "timestamp": "2025-10-13T02:50:45.622268", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 805115057, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming fridge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "140272", "label": "turning the camera right while filming fridge", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "140272", "label": "turning the camera right while filming fridge", "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": "5e32760bb54f2305027bf6e9ace4721bdb3364e6313d2ec8b8e69c324fa0998d"} +{"episode": 4769, "episode_seed": 423677644, "split": "train", "timestamp": "2025-10-13T02:50:46.748472", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 423677644, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cloth off of telephone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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9KqxzS3OG8VPuudP3KC4diMng9Kd4csTc6ibxlDxW53c9znipPE1u0lxaFBubD9OeeK39EtV03STFLkSyEM2fzqZuyKp6m3d62z6fNbOCeASSelc/oMT/ANom4Y7VznmrF3cLdBkX5UXAPr9TVdZiiqkQwqngdz71ys7YHYX3iGSyO9jkjAUdBXI+KdYTUZNPfywpwwfHY5qDUL2S88t3PKja31rn9TuCZY4geWIFS22dNBLnRozxh7a4D5OY25/CvQ/A00K/DfTymfNi81JPqW4x+BrhLa3ea0uY+SVhcg/hxXS+B/Nj8DAEHa07bR3wAM/r/KtcPsxZpJe0iutizf4fc3OOlc7cR7JCMZ6kjNbc8jlvK425zn1rMuI9zMCCCa3SPJkzFf5Q3LYHQdq5ZL6SR5GEmWuFELyscsq555+nFdfcIU3KQAR+IrgLRd1wD2HJHrQ1cImnLIOw2oowB6Cs5CJJNoJwTk/TtVq6fKEZ5Pes+ObYruuOOBQix0gMt2sKYyWCjJwMn37V1GiXv9jp5l/bG909laKAoSoWTg5Vv4WHXpz9K5S2ZA7NLGZAffAHqTXXwuNIuIbO6kjm0feGuY8NjcRnZJg8OMYGD7+tJjSOicHR7iG4juorgS2/mQyIeRuHRlPKnnofrXH6m0k15BMVIt/OEKv/ALQwT/MVZ3wQieSB5jATvj85gX244DEdT2rpfFmjHSvAfhyIri4WV55z/tygHH4AAfhTRLPU9Z220TIjhgwUK2c5AGf6iuH1AMytg9T2rcuLppdH08tlWNuhwfcD/AVhTzCXG1cbR1oaHfQwJwdrDPzdBWJqF41tcWx37S24AjjPTg10U8JKnHIPUYrlPEKgz2a9ju/pR0Ij8RorfzyxRiRjhBtHNWXuGmhEQyBjJrJRtkaIOgFdBY6bMbZZmjOGGeewrilufU0HaCTMtLLzAwkB8scsawbpluL9pAjCBCMhVztQdTXa3rqbYW0A5P3iO9LZ6ZPaQslvGHnmATG0FuewHv3rSNQ5MTheZaE2hW8Uely6zpw/0dW2NC75kiOByePmU57dO9aNhcIlpfTyANwFjUjILH1H0rEe0bQtbW90xriSPTWD3drGd3l9N7R56oe/pnnjmm3WsfaoHuVtktYpf3ghjztX6V0xZ4clZnRfD2MX/ja6cEEWdk7Jx0JIBx+Zrs9cf5zGP4VC/wCf1rzz4cG40zx5LBcqVkeFlcfVd3Ndtfzq1yxckKSTn1p7gtjmr4sZDkcVkXDlGAIJGO1bl2Ny4Hc9axLmM7j29vWhIyZNpRWziwOGbr7U+/ummlHPCjAqmrnk00kk81zs7UrGlpnyybz0rWub4xqCG7ViW8gQAUXUxdgB0qJGsVci1K5aa2Kk/ePP0rNhY/aYkXoBuqS8fCGo7RcyRt/s1lI9fAJWZ1tjZxXWj6oMAySRLGP1Nb+lLEnhiwtlwRHAOf8Aa6n9a5/S5PI02/mJ/wBVG0mPopx+uKl8M3RudBgjkfa4TGe3413UfgR4eP0xM/l+RakwrseOevFZ0y8llHGelW5/NUlHGO6+/wBPWqTuAQo+97GtTiZJp8mnwW+oS3Nqkt0UUQvgYjBJ3EZ/CueuJiUMmTye9XbnG1yTyw2g1l3aSGFRghAfzrnqS1sb0Y2VytNc+XMhHKE/MR3pZLvc7eSMA85qlne3l0/mNtprBnXAnD4tmz65rEZGl1iNj91Fz+Oa1JG+Ss2dXEpkU8AVKOugr1EdXp0nlXW3OBKvln6NxW54bu410KOFD8kTSIMdwHP+NctbsTDA2cNtWrvhedYBc2oIKiVvlPQ1thnuic3pq8ai9DVuZAHLrjHp3FVXZXBLZ5OAaszxKztJGTnHKE8j6Hv9Kynl/ebMEbTznrXSeKyG6UFMA4AGTiq/w+8Dx6ul9d6pMbaGBRsQj5pSc8D0q1J3J6Vrxa7FbkxQIAuOcd6zqVOTVHbgsKsRzJu1rHmHiKzbTdSltd27aeD7GsVEYttAJLHAAHWu9vrL7fqUkzgsoUs5I6+lS+FdHt3ureSSHMse4Bm/h9TWfttNTseXNysnoc1JYy6Y9rFqZVYREzBFHOTztyO+cc9quwNc6VZNshEtpqa7Q8nzDaCcgj+90OfbIrrvGVpo9zp0TNMYmjJWOZUygfGQHxzg4wCOhI7Vwcd3c3Eccc8m5IEEcSgYAAz+vPWnCXMrnLiqSpVHFbG3o1mt3qljbOMxPJvceqJyf1wK7vxc41LQm80gtG+9j6Ac1x/hFWfULi4XkRIsKZPqcmt7xNMBoF6Y/vFkj/M5J/Ja2ijik9bHU3dwk1qCCAoUBT6DHArAkfY7ZHX1p2m3C3WlRF2+bYPm6547iq9xG8akyHjOVbqCPY0wuMfldytg9eK5PxFHturVscIH/E8V0bTB2ODwB34rC1iFp57baMgbif0qZbFUtaiH6LpFxqOtQWRQg8PICPurjP8Ah+deka5Hb6XpTlhyFxgVJ4C0yNLa41idG867b5dxyVQdBmsD4k6jsiMQPDGueSstD1Y1nKol2Oft9QH2gMiKpz16mvUvCeiCEHXboYjVCYFPfIxuP8hXmHg3SJNUL3kin7PDxn+81ehap4rjNpbaNbttwg3N04FY2tqzvrVPaJUobvc4vxTPeWl21/YSiOK8kAlAOHUKxwR/snpVDSYf7T1eytCv7nzQ7qOgjXk/0FQawJLzU5XgzJDGoVfbmt3wjbIGvLk5wqLCrY9OW/U/pXXS1SPCxi5ajtsdDZWqQ+P72+IB3W3yZ9SQpP5E1a1NF3cdDzz61h3F+0PjKGEkkfY/nI7Fju/ltrUvmkA8xfnU9x/X0rexyJ6FKfawA/i6DFZlygPDALg53d6uyNtck9OvXFU53Lp16jHNITM0ZC0hOKfj5RUDHJrlO1E4fC5pyPuGarM2ExTo2wtZs3iV79vkNOs3wkWewqC+OUx6mpoBtTPtUs9TAvRs6S2Z5rO5hhXLyxbMe2c/0ql4WuDFC0JzwSMelVtO1F4Y5wOH24DegqrodyI7lix/i3fWujDt2sefm0Y8ykt2djcT+XDsODu5Cnt9PSsx0U5eJieeUP3h9PWrcAjvJH82QoCAVZRnB3ADjI9aw7azkv8AxbdabJq13bRAyeWY4QSXVC20/wB3ock+nqa6Lnj2uF7MibT6dahnu0kttuBnHFZNjc3GoGR7mdpfLCnLe9IpeackDCiuWo/eOqkvdQ7ygi+Ye3NV9/mOTUtzKdmwdKrr8qZqGdER8r4jNQ43RjPc1HO/7s81ctreWW3VxG/lggF9pxn61LR2YZpNyfQnklEFuMnGFwD74JqHw/cMs7EscseT6mo9dkSG3t4B1YNIxPudo/k1VNMmMU4bj8RXVShyo8/GYn28rrZbHZ3c+1dnBPVveqjzAgpJhgM4b+Ifj/jUIm8yLJ69c1JrFjHDo32y2uZRJujUpsGNxUEgNn3z07GtDiGTxsIjKrb4wPvAdPqO1c5FdugDgnJ61u63ZRafoEGqadq+oyZuTa/6TCsYnwuWeIDnaDhTu9R7gcrE4KjmsKqvY9PLpcjl8jobS/8AnXkru+8fWte+1ZBZLa2ceCR8zDvXIW8v7zBNaIvAg+UAEdzXNJWPcpy5tTuPCs+l2luY9aghuIrn5TFKu7j2B7+/avK9Vit7LVr6G1ffbRzusTBs5TJxz34rdEslyQSxZiQM1NJ8P7qBZX1K4jChN8ccBJaRiehyOABV0pW3OHH4eVWUXTQ/wqwt9OQscb2MjfU9Kt+JrlV0uCFGyJS0z8+uFH/s1RWbQhVWNNqeWAR6EcVleI7rzdRMKn5YlSPA9hk/qxrri7q54M4OFRxlujc8PXLG0EY5P1q/cT4IiU5X06g+tc3otz5IPXPQV0FlDDdyussrx5QBXVc4YsB0yPWq6EvcgKo+PKGxu6MePwNT2Fg17LIjL8wIUAjpnr/Kqmnada3Xi2TS77Ur2C3aXy1mRoohGQMkuXyAAMjA6nArc8FpcJrutWNy1wxs5xGi3AXzFALD5scZwB0JHpUSehdPSSZ3dvELXT4rePhVUDivPfGeh3Ws3MVtbDM0sgVR9TXpkSB2AqK0ski1Jr2UDKZEefXuaxZ0xdtSKHRLPw14Xh06DBaOPDP3Zu5/E15DcXBfWbhhySSor1PxLqO2ynkLcBTivG7W4aWSW5I4LZBqKh6GAfvtm/5P2PTyG/1jHLfWtjRoyNOjtUOHf+ZNYpDyQByeSM4NXrG5ECtO+cwRs+PcDj9adGdpWNswwylS5l0M/Vb4SeLnmj4VWMYI4+UfKP0FdVHcFlVwduF5+lebicveeYeSCBXZW1zvtFQMCepNdp849CW5KTudrLGc8c/L9Pb+VU5G2fLJkY7ZqTX4lt9EFza3EqSb41ICDAZlBIBz756djWb4h0fWfD2g6beXl3deZds5eB48CEDaUBOOGIbOP6g1LYWJG+7VYdaKK5TsQktKOlFFQ9zeOxSuTmRfrV2MfuqKKlnp4L4CGU+XG5XjI5qtYsVlyDRRXTQ2POzT40dECfJ69q5aXUrjSPEct9a7fOidtu8ZHzKVPH0Y0UVszyVuLoagRzr2AUfzrTjUCJ8CiiuafxHXT+EyZid4+tB+7RRUM3iZequyW3ynGWAr0T4fSNceGry0lO+GRJVZT3wNw/EHkUUU+3qLuvI8+1yR31PDMSFjjUfTbn+ZNLbffSiius4jfU/u6p6sdunHv869aKKCOpBrvid9dht4pdK022MCLHFJbJIpSNc4QAuVA5ycDk81hbipYA96KKxmd+E6ksLtvQ565q5NyQOxoorCZ69HZmjptugDOCwZCGGD3zXU2F1Ne31y9w5cgYGfaiiszrhsXXsrZfB9tcLCqzDUGjLjqVbkg/lxXl9xK82ozO5yTI5P/fRoortp/Aj5jF/7xP1NLT/9cB2rYZ22Lz2oorQ5pGQmuvpV5do2n6ffRTSB2jvYPMAZOhBBBHU5GcHuDXY/DvULnUtT1m/u5PMubh0kkfGMsS3YdPpRRWctjSnuek2crhyc02aeRpWBPAoorNG5xvjOZxo0uDjdwa4u3iRYY4wMLkcUUVnM9PL+pvsoCoAOMU0/6m5/3KKKzj8R6df+G/Q423J2Z710tg7GPk9qKK9E+OZW18n+znOeQ6f1rGvNf1PUdNg027vJpre3dpUEkjMSz4zkk8428emT60UVLCJ//9k=", 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", "info": {"video_id": "145126", "label": "wiping cloth off of telephone", "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": "145126", "label": "wiping cloth off of telephone", "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": "633643f60e1c3383cf9b145b447c943ae6f7c5c254736f1ebcf4074b78cf65be"} +{"episode": 4770, "episode_seed": 173146218, "split": "train", "timestamp": "2025-10-13T02:50:47.561890", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 173146218, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leg with a blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "177601", "label": "covering a leg with a blanket", "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": "177601", "label": "covering a leg with a blanket", "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": "db9e5b74aa3d8c34aa941aa1f4aca785242c0eed9535d161516dc4210d4e81b5"} +{"episode": 4771, "episode_seed": 3252217804, "split": "train", "timestamp": "2025-10-13T02:50:49.127972", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3252217804, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling water onto the bed'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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q9L2MvZvk5y+mT9abKQVxmq5uCMK3ccGq81wwIIPFJolFe5G2VvesjSZYV8SR3moxGSNYZJkU8jIG1Pwz2qxd3DsxI9Kbdy2t1bWU8A2ypGbSRc9xhgfx5/Kro7tmhdlv5bmaSeZy80jFnYnJJrl/EEEYdZ14fcCPxyD/AErZGd1c9rtysuoiBTkRgAj3p1JWjc1hG8rE2nHex9TWb4iu5rW4gRGODz+taenjaRVPxBZvdrDPGuTE3zL7GuOLOyd+WyO+8OOz6UjOPm/+tWqJF8zyx96sXQLsfYPKwAUXOKsmYNP5atuHJDZ5+v8AOui6SRwzpOdSRrpndipc4ANVTI6AYOT71E1zvXI4yPyptHMhbsB0Yg1jxRWlxr+lxX4LWrTfvAO6jkj9KnuLhghHes9YhJGbwyhXt5VXZnnawYbvzAH40U9Jo1Wxva/q/wDausyXSMGRQIojjog7D0GcmuU8RRRvZyTHghTnHcjof51cQnao9qyvEsoTTTEDmSTgD3PA/rXQ2Mu6deGTS7TJyyxAYqyGZwxZuCKx9IGFKg5C/KPw4rUvf9H0u5lzgiI/rxXE9ZMaRyPntd3w3PiISZJ7YzXV+Hpzcao10/A24UegxxXI2cY3AkZ54X1PrXX6Gv2YMSoycZ9+aiL1O5xvGx2i5+U/rVkMAuCazYG224KsT2znNKbhjlW6r39q6jymrOxZuJFYMPSsWVlBZcipZ5iMkGsS8uPLOWY5YkAAZrORpE5JtU8tViXG5jgZOP1qhfXitGhUOzZ+fgjHtiskXrPuWWMPGxyV7j3BrZ0vTY702xZpRDI2ArNyaIxSOqU3J2NTwpaSyvNfSDqvlw57Dv8A59zXcxJiMgYGFAFUtOshHp0YQAbcdK0EwrDP4j8K1OSTuxzQieWKJmKqG3nnrjHB9qtxOv2dnyCADkjvWe00QucO5EyopjTPDZyCcd/TmrLPhGfAXfwAvbnqfyqnpEziryIjsWaNyuFZmGO/Xv8ApV5pf3KODkjg+/asmdli8vf8zFuRnBA/yKZBc7dyCQsrZYEnJzWMXbc660b6ovSy4B2nis25uNqkseBRJOBkE4rn9OX+3vFcumTapNaxFJTF5abtzKhYL7Dg8n096GzKKuY2vzyTOnzZDM34AdB+tU7WM9u1VLe4kvHzJIWIGcHtn/8AVV9X8tf51hN62O2jFJXLTShFwTWjo9k0zfaJRwPug1U0mwN5Os0vKEkBfpiupjgEBKAYUdMVcIaXZnWrfZRYAwxIxtGKS0RIQjl8mZixBPeopZNlvKwH3VY5FLBLEyGO3IaHOQzZJHGT1rohscUty5dbTKi9TgHJwAOKjsJVQBR6lfr6VG7eYQQ2FQYOTnOKzmmX+ElSHJX5j83oTWTdpNs61G9NJf11NiWUBtueQcg1QnnYcg1HJceYgcdxmsXXL5oLAvFIVckAYobMEh2p3WVEStjcSG9xzxWTp2qqsazNI0QZgSw58t16H/PYmrfiGxsLfw5Bq2natfThro22bmFY1uCqbmeEddqnCnd/eHuBxsE8kBJXBU8FWHBqqbcdzRxR3Gpa7P5bTwpboz9Sjhlz6qM598EcVz9tull3sSWJySe9UosuSQgXd2HatK0XYQAKxqz5mdFGNtTctflA+lWgyhTkcVnCcRqPpVyxiNy/7wPtIDLgZHXHNTCN9Eazmoas3NBQ7biZsgbCAPyq25VZI3IHLklc5PNORlhQA4DEFQucYH9elV5yIwi8O27JB6Ad/wClbSVtEcsJc15M1jKDACDyhxzVOWUYJU4Bqhb3Kh3CN8j5P402SfBIPem5XVzFw5XZiXNxsUlj06VhC+KzStLIfKkyjH+7zx+XBqTSXstZ8XDS9S1G5tbaZ9kcsc0Uax+pYycYxnjqTgd65bVprjS9cvbMicCGd4miugA+A2MMF43cDocelFN2lcrl0O5vdYmMSyR2KtKqAM0R/dyY/jBHTI6g1yT3tze3RuJTjkhF9/p7D/PNU7OWO43hIpVAHzKZPlroLPTwXYnBIAwOwGOlaTmugWsrmhoi+SBuPAqj4g1fz3FjCcopy5Hc+n4Umq6idOtkt4DiaXuP4VFY1vCZG3Ecnk1zSdlY1pQu7s1dNi7sOnNdPYFWgnYkdAB7+1Y1rDthBPHFXtPuFjWWPBLMDt9KULpnTNLlszprW5V49hIyyg4z+FMknzkH7wFZC3SrOG4EigBiBjPt+tSzT4bcDmt73WhwTi1K76i3M+wFi3Fc3e3ga4lk/i8vA+np/KmeItTZISkLlSGGSKqeKfDeqeH/AA/pGpXrzi4v/MEsTRkfZwAhRWP95lbJHbp1BxF22OKOOLEDoD7Gu28ODMFjzj7w/UUUVZaO6sOLFR7Cp34YEdSwGaKKpnL1AQorLgctKFJ7kAE/zrMmmdruQMc7VYA496KKKvwo1oL3wlJMWSc84/QVRRfLm2qThSy/5/KiisFv/XmdNT4X/XYralcSR27sp5ri4tZutH1saja+X58RbbvXI+ZSp4+jGiiq6mESnphIMn4f1rQg/e3MUbfdZsGiiofxHTH4UdfpChY7cgnof6VusAc8elFFbHHP4iu6h4yWGRv247VFdM0dq7oxBMrj8OQKKKr7DFHWSK9qxZF7DYpwPrVW6Xo2TlW2j/P4UUVzP+vxO5Pb+uwxWIgxnoP61zGuXEjFlbBAIooqmc3VjPEPi6TxFbW8M+kaZam3RY4pLVJFKRqDhAC5UDkk4GSefWsS3AaXmiitBo1LVQSc1pW/DA+1FFcr3OyOxoaTax3uoiObJUEcA110cSRypCihUEi8D0CscfnRRXVQ3OLE7lG4kdb8puJGH69ualuBsVACTkgc/QUUVnLr/Xc3jpZL+tjLQ7brYowBkCodTnkjgZlOCeKKKOjMJ7r0RzFr4hk0ma5VtO02/imdXaO9t/MCsucEEEEdTkZwe4NZOo6jdarqdzqF7KZbm5kMkrkYyxOeg6D2FFFXHYZpaAMrK3Q7l6fWu1sUA3nr9foKKKTCWxxepSvNrM5c52yFR7Adq1LMAnHtRRWUtzoo7Gl5jHIzwM060kLXAzj5QWH1xRRTRrLZluZzuDYGSoJ46nin30jRwOVPIHFFFa/1+Bwz1t/XU4PU7iVsgsetGo+J9Y1TSLbS72+mntreV5UEkjMSzBRySecbePTJ9aKKUdhn/9k=", 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q9L2MvZvk5y+mT9abKQVxmq5uCMK3ccGq81wwIIPFJolFe5G2VvesjSZYV8SR3moxGSNYZJkU8jIG1Pwz2qxd3DsxI9Kbdy2t1bWU8A2ypGbSRc9xhgfx5/Kro7tmhdlv5bmaSeZy80jFnYnJJrl/EEEYdZ14fcCPxyD/AErZGd1c9rtysuoiBTkRgAj3p1JWjc1hG8rE2nHex9TWb4iu5rW4gRGODz+taenjaRVPxBZvdrDPGuTE3zL7GuOLOyd+WyO+8OOz6UjOPm/+tWqJF8zyx96sXQLsfYPKwAUXOKsmYNP5atuHJDZ5+v8AOui6SRwzpOdSRrpndipc4ANVTI6AYOT71E1zvXI4yPyptHMhbsB0Yg1jxRWlxr+lxX4LWrTfvAO6jkj9KnuLhghHes9YhJGbwyhXt5VXZnnawYbvzAH40U9Jo1Wxva/q/wDausyXSMGRQIojjog7D0GcmuU8RRRvZyTHghTnHcjof51cQnao9qyvEsoTTTEDmSTgD3PA/rXQ2Mu6deGTS7TJyyxAYqyGZwxZuCKx9IGFKg5C/KPw4rUvf9H0u5lzgiI/rxXE9ZMaRyPntd3w3PiISZJ7YzXV+Hpzcao10/A24UegxxXI2cY3AkZ54X1PrXX6Gv2YMSoycZ9+aiL1O5xvGx2i5+U/rVkMAuCazYG224KsT2znNKbhjlW6r39q6jymrOxZuJFYMPSsWVlBZcipZ5iMkGsS8uPLOWY5YkAAZrORpE5JtU8tViXG5jgZOP1qhfXitGhUOzZ+fgjHtiskXrPuWWMPGxyV7j3BrZ0vTY702xZpRDI2ArNyaIxSOqU3J2NTwpaSyvNfSDqvlw57Dv8A59zXcxJiMgYGFAFUtOshHp0YQAbcdK0EwrDP4j8K1OSTuxzQieWKJmKqG3nnrjHB9qtxOv2dnyCADkjvWe00QucO5EyopjTPDZyCcd/TmrLPhGfAXfwAvbnqfyqnpEziryIjsWaNyuFZmGO/Xv8ApV5pf3KODkjg+/asmdli8vf8zFuRnBA/yKZBc7dyCQsrZYEnJzWMXbc660b6ovSy4B2nis25uNqkseBRJOBkE4rn9OX+3vFcumTapNaxFJTF5abtzKhYL7Dg8n096GzKKuY2vzyTOnzZDM34AdB+tU7WM9u1VLe4kvHzJIWIGcHtn/8AVV9X8tf51hN62O2jFJXLTShFwTWjo9k0zfaJRwPug1U0mwN5Os0vKEkBfpiupjgEBKAYUdMVcIaXZnWrfZRYAwxIxtGKS0RIQjl8mZixBPeopZNlvKwH3VY5FLBLEyGO3IaHOQzZJHGT1rohscUty5dbTKi9TgHJwAOKjsJVQBR6lfr6VG7eYQQ2FQYOTnOKzmmX+ElSHJX5j83oTWTdpNs61G9NJf11NiWUBtueQcg1QnnYcg1HJceYgcdxmsXXL5oLAvFIVckAYobMEh2p3WVEStjcSG9xzxWTp2qqsazNI0QZgSw58t16H/PYmrfiGxsLfw5Bq2natfThro22bmFY1uCqbmeEddqnCnd/eHuBxsE8kBJXBU8FWHBqqbcdzRxR3Gpa7P5bTwpboz9Sjhlz6qM598EcVz9tull3sSWJySe9UosuSQgXd2HatK0XYQAKxqz5mdFGNtTctflA+lWgyhTkcVnCcRqPpVyxiNy/7wPtIDLgZHXHNTCN9Eazmoas3NBQ7biZsgbCAPyq25VZI3IHLklc5PNORlhQA4DEFQucYH9elV5yIwi8O27JB6Ad/wClbSVtEcsJc15M1jKDACDyhxzVOWUYJU4Bqhb3Kh3CN8j5P402SfBIPem5XVzFw5XZiXNxsUlj06VhC+KzStLIfKkyjH+7zx+XBqTSXstZ8XDS9S1G5tbaZ9kcsc0Uax+pYycYxnjqTgd65bVprjS9cvbMicCGd4miugA+A2MMF43cDocelFN2lcrl0O5vdYmMSyR2KtKqAM0R/dyY/jBHTI6g1yT3tze3RuJTjkhF9/p7D/PNU7OWO43hIpVAHzKZPlroLPTwXYnBIAwOwGOlaTmugWsrmhoi+SBuPAqj4g1fz3FjCcopy5Hc+n4Umq6idOtkt4DiaXuP4VFY1vCZG3Ecnk1zSdlY1pQu7s1dNi7sOnNdPYFWgnYkdAB7+1Y1rDthBPHFXtPuFjWWPBLMDt9KULpnTNLlszprW5V49hIyyg4z+FMknzkH7wFZC3SrOG4EigBiBjPt+tSzT4bcDmt73WhwTi1K76i3M+wFi3Fc3e3ga4lk/i8vA+np/KmeItTZISkLlSGGSKqeKfDeqeH/AA/pGpXrzi4v/MEsTRkfZwAhRWP95lbJHbp1BxF22OKOOLEDoD7Gu28ODMFjzj7w/UUUVZaO6sOLFR7Cp34YEdSwGaKKpnL1AQorLgctKFJ7kAE/zrMmmdruQMc7VYA496KKKvwo1oL3wlJMWSc84/QVRRfLm2qThSy/5/KiisFv/XmdNT4X/XYralcSR27sp5ri4tZutH1saja+X58RbbvXI+ZSp4+jGiiq6mESnphIMn4f1rQg/e3MUbfdZsGiiofxHTH4UdfpChY7cgnof6VusAc8elFFbHHP4iu6h4yWGRv247VFdM0dq7oxBMrj8OQKKKr7DFHWSK9qxZF7DYpwPrVW6Xo2TlW2j/P4UUVzP+vxO5Pb+uwxWIgxnoP61zGuXEjFlbBAIooqmc3VjPEPi6TxFbW8M+kaZam3RY4pLVJFKRqDhAC5UDkk4GSefWsS3AaXmiitBo1LVQSc1pW/DA+1FFcr3OyOxoaTax3uoiObJUEcA110cSRypCihUEi8D0CscfnRRXVQ3OLE7lG4kdb8puJGH69ualuBsVACTkgc/QUUVnLr/Xc3jpZL+tjLQ7brYowBkCodTnkjgZlOCeKKKOjMJ7r0RzFr4hk0ma5VtO02/imdXaO9t/MCsucEEEEdTkZwe4NZOo6jdarqdzqF7KZbm5kMkrkYyxOeg6D2FFFXHYZpaAMrK3Q7l6fWu1sUA3nr9foKKKTCWxxepSvNrM5c52yFR7Adq1LMAnHtRRWUtzoo7Gl5jHIzwM060kLXAzj5QWH1xRRTRrLZluZzuDYGSoJ46nin30jRwOVPIHFFFa/1+Bwz1t/XU4PU7iVsgsetGo+J9Y1TSLbS72+mntreV5UEkjMSzBRySecbePTJ9aKKUdhn/9k=", 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bhD0IxWd4WgfStUnEiDAcYb1FZQt1N53ex6azBFyQQBTkbem5enY1TnuF2K5bnAbHrmnWLlk3g4yASOx9TW+l7Hm+zfJzmkmcD6UyUjbjPWqxuGBCt36Gq887cEGk0QiC7G2Q+4qzoV/Z6b4Luo4CVvr+Vo5T6xqQMfTr+dY13cMXySAvc+nvTZLcWNxJaLIJFhkdQw6EFsg/j1rSi7XNSyxWSExOo8s8bfSuaspRZeJXVWPzQEuf9rPWt1TgFmOABk1yXmebrM8w6ZWMfXqaqbtENzqzMzDapwKx/EVw0EUAVsO5/Qf/AK61bZC6iuf8Stv1SOIEHZGOPQnJ/wAK43sa0176IrGVo7R4s/vLhvmP91eOK9H0jAsIo16qvSvPLCBSy4XIU8k9zXd2DhmVScFflGDyeBxVUnqa4iF4G5Fkdexp0kiqp5qk87x5YHIGMioppsqefpW7PPQ29K5DAiuT8RnfNaBTwd2f0rau5WbgHGK5q9nSW6hxlgu4ZI+lYVNjqofGiyj+VAAPSqsrFyCT0z075qaaRFhHYd6y5rsM3lo2MnGfSoim9jtk0lqbXh2681tSQH5fNX+XNdVBMEAC8AVxHhNGW1mn/wCfiZmH0HFdbGSdpHYdPWui1meZPWTZrwyKQTnkk05mUISTwKoW8qpKEBBYYO3PIqxdTYCkkYHJX6g803ZK7JjHmkoonRhtyvQ8jFWYySM+1Z9m58vIPynBwffrU32kj5SMEjINNWsKUeWVmWJSNuM1j3I2yn3qxPcHIOeKx7y4csSDxiokVE8sj3yyGRvvHmtSEGNcmqcKBVB7VOpe4mSBDy7AVzt8zPSilFFhC9zMsUeST1xXV2VotrbFFxuwOaqaZpiQ2ayAAvxlvWtNcKRx36VtGNjjq1XMV4RPLFG5IAbfwepFXIXVrZ23ZwDkjvWa80S3OHLCVUUxjPBySCf/ANfrVrzcbmIAL8ALxjnqfyrfaJzpXkRtsWWNyOC54yM8+vtV4zfuVYHJXg+9ZU5EXlhsOxbJGeg/ziooLgAuquWVskEnPNYRdtGddaN9UXpZQAdpwKzbi52qSx6Usk2CQSRWPpUC6/4ok0yfU5raMpKYjGm8syoWC+gHB5Pp70m2YxRm3t6TeRq7Z80sA3TaQeB/n1rVtdaBglhBR2Ztzo7BXRxxuUnggjqPxrhZ7iScqWcseuPTNSrcPOAkiqzD+M/e/GtYz5Y2ZfLd6Gzqeo3F7OIpCgRDgKhyPr71ZsE2ismGMswJ7Vs2rYXJ9K5Zy5nc7KSsjVQjaoNSf6yZEQckgE+lZ6zNKdkYywGfwro9Lt1jBcbhuAyzLgjjNaU4czIq1VBW6mrIAqwR+iqdxPA4pLCVU4/2iuexzUTOsgDBgFQYBBzmqDypnBAU7yUPQkds/nV3s7mKjzQS6/0zZmkAYr75FUZ5iOQaie58yJXzzjP41ia9ftb6eXikZJCwAx1okzBRH6ldblESvjc2CR39ql07VsCUPEs7NGI5Y84kGPuuvqR0I9KyfENnY2/hyDVtP1a+nVro2ubmFY1uCqbmeIfe2qcKd3qPcDlU1LzFUXCM7LwJEbDfj61dKXLe5bidVrOsXuBbx25iD9CQQW/A9KqaejGRBuyE4znqT1P+fSo7a287J+ZTgZYtkkelbsNrHbKHbAQDJJ7ClUlfRA1Y0J9Qi07TxK5BKjhe7H0rkFllvbt55OWc7iajutQk1S5LHIiBOxfQVf0+3O8ccYrCTvodNGnbU17VQiBO7YrpY5UiuXwRjaOenSuZbEbIe4INazXSOm/H7koAcjJzmqpuyKqq5vTTrgSAgqw5qjNLkcGqkNyGgKbunT6Y6VVubxYYWZu3StXLqcPLZ2IdSu/3EkYOSVwawpb1I5EI+6qDH0p+hmy1vxUNN1W/uLW3uH2pLHNFGsZ6ksZOMYzwOScDvXN6t5+mazfWJW4j+zztEEuABIgViAGAyM+uMis7XRtB8rubB1NZzucnyskcc8jsfSspWnu7kW0KsJJG28+hqKzZb27RfLZJ2zlkOFP1Fdj4c0mKN45sl5GLAs3PTFaRSWwTm2m2b+n2wtoEiUAJGgRf61qqMOT1AxVdYfKdwemafJJ5dtK/I2qxJH86vqcrJbSNYlRy+5pmLHPJzx09qmudrSImMsMHnp0qvC8TKYrch4gcrIxycYz1NEjb5M7sKnB3d8UVdtC8OveJtPkVUC/VSD+lOlkAO3uDkGsczLgbGKkOSvzcN2BNTS3O9FfPUZqE9LF1I63JJ52HQ1hapdEgRI+NzYb3HPFR+INQa304yQyskhYAEdfes3xRoWreH9A0jUb+e4We+aQyQtGR9nwEKBjj7zBs47dOoNS2xRic8XIAA6Vq6HGGmjkydzMQSPYiiis6e511NjsbIYswPYVLJw4A4y4GaKK2OHqRCNRIoAxmUKT6gAms+aZ/tjqTu2q2M/Wiiip8KNKPxEs2fLBJJ7foKzlXy5iqk4UleaKKxW/9eZ0yfu/L/Ir6lO8cLlTzXK2usXWj6yuo2uzz4y23euR8ylTx9GNFFUviMI7GRmr8CgIvvRRTnsaQ3NWJRgfSrbMRCuOKKK50dXQ6rSrC3h07z1XMj9Wbn0q/c5Fo0gZgzSv0P+8P6UUV2LSmzz96quVbImWBWY8hB0+tVLs/JvxyrECiisGv6+86U3+X6DUc/Zh9P61y2vXMjF1YghSMCiimzn+0yDxD4uk8RW1vDPpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rBjOZEBHcUUVoUd1ZICCMnG5f6VJ4mlaLSFVDje4Vvp6UUVDCW6Ob0/oa6GBjHGCvU4H6UUVl1OyGyHvIwweDkd6v27f6KqkAgqXOfXNFFaQ+Iir8I+2clXP8Au/yrD1y4lR9qtgAUUU3scsvjZh6d4hk0l7hX07Tr+OZ1cx31v5gVlzggggjqcjOD3BqhfajdatqVzqF7KZLm5kMsr4Ayx5PHYewooq0MtaAd2sRDAHUZH0r0XQx+6tznsf6UUU1uKXwnRMASc+1R+WsqlXGV37cduaKKvqc/QivHaG2kdDgmV16dhkD9KpwuTsHbavH40UVFb4jqw+39dyrcoMq2TlW2j9f8KaGZbcDPTj9aKKziOtsv66I5PxFcyNvUnhWGKyNS8Tavqmk2+l3t9NPbW0ryoJJGYlmA6knnG3j0yfWiimtyFsf/2Q==", "info": {"video_id": "202990", "label": "sprinkling water onto the bed", "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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bhD0IxWd4WgfStUnEiDAcYb1FZQt1N53ex6azBFyQQBTkbem5enY1TnuF2K5bnAbHrmnWLlk3g4yASOx9TW+l7Hm+zfJzmkmcD6UyUjbjPWqxuGBCt36Gq887cEGk0QiC7G2Q+4qzoV/Z6b4Luo4CVvr+Vo5T6xqQMfTr+dY13cMXySAvc+nvTZLcWNxJaLIJFhkdQw6EFsg/j1rSi7XNSyxWSExOo8s8bfSuaspRZeJXVWPzQEuf9rPWt1TgFmOABk1yXmebrM8w6ZWMfXqaqbtENzqzMzDapwKx/EVw0EUAVsO5/Qf/AK61bZC6iuf8Stv1SOIEHZGOPQnJ/wAK43sa0176IrGVo7R4s/vLhvmP91eOK9H0jAsIo16qvSvPLCBSy4XIU8k9zXd2DhmVScFflGDyeBxVUnqa4iF4G5Fkdexp0kiqp5qk87x5YHIGMioppsqefpW7PPQ29K5DAiuT8RnfNaBTwd2f0rau5WbgHGK5q9nSW6hxlgu4ZI+lYVNjqofGiyj+VAAPSqsrFyCT0z075qaaRFhHYd6y5rsM3lo2MnGfSoim9jtk0lqbXh2681tSQH5fNX+XNdVBMEAC8AVxHhNGW1mn/wCfiZmH0HFdbGSdpHYdPWui1meZPWTZrwyKQTnkk05mUISTwKoW8qpKEBBYYO3PIqxdTYCkkYHJX6g803ZK7JjHmkoonRhtyvQ8jFWYySM+1Z9m58vIPynBwffrU32kj5SMEjINNWsKUeWVmWJSNuM1j3I2yn3qxPcHIOeKx7y4csSDxiokVE8sj3yyGRvvHmtSEGNcmqcKBVB7VOpe4mSBDy7AVzt8zPSilFFhC9zMsUeST1xXV2VotrbFFxuwOaqaZpiQ2ayAAvxlvWtNcKRx36VtGNjjq1XMV4RPLFG5IAbfwepFXIXVrZ23ZwDkjvWa80S3OHLCVUUxjPBySCf/ANfrVrzcbmIAL8ALxjnqfyrfaJzpXkRtsWWNyOC54yM8+vtV4zfuVYHJXg+9ZU5EXlhsOxbJGeg/ziooLgAuquWVskEnPNYRdtGddaN9UXpZQAdpwKzbi52qSx6Usk2CQSRWPpUC6/4ok0yfU5raMpKYjGm8syoWC+gHB5Pp70m2YxRm3t6TeRq7Z80sA3TaQeB/n1rVtdaBglhBR2Ztzo7BXRxxuUnggjqPxrhZ7iScqWcseuPTNSrcPOAkiqzD+M/e/GtYz5Y2ZfLd6Gzqeo3F7OIpCgRDgKhyPr71ZsE2ismGMswJ7Vs2rYXJ9K5Zy5nc7KSsjVQjaoNSf6yZEQckgE+lZ6zNKdkYywGfwro9Lt1jBcbhuAyzLgjjNaU4czIq1VBW6mrIAqwR+iqdxPA4pLCVU4/2iuexzUTOsgDBgFQYBBzmqDypnBAU7yUPQkds/nV3s7mKjzQS6/0zZmkAYr75FUZ5iOQaie58yJXzzjP41ia9ftb6eXikZJCwAx1okzBRH6ldblESvjc2CR39ql07VsCUPEs7NGI5Y84kGPuuvqR0I9KyfENnY2/hyDVtP1a+nVro2ubmFY1uCqbmeIfe2qcKd3qPcDlU1LzFUXCM7LwJEbDfj61dKXLe5bidVrOsXuBbx25iD9CQQW/A9KqaejGRBuyE4znqT1P+fSo7a287J+ZTgZYtkkelbsNrHbKHbAQDJJ7ClUlfRA1Y0J9Qi07TxK5BKjhe7H0rkFllvbt55OWc7iajutQk1S5LHIiBOxfQVf0+3O8ccYrCTvodNGnbU17VQiBO7YrpY5UiuXwRjaOenSuZbEbIe4INazXSOm/H7koAcjJzmqpuyKqq5vTTrgSAgqw5qjNLkcGqkNyGgKbunT6Y6VVubxYYWZu3StXLqcPLZ2IdSu/3EkYOSVwawpb1I5EI+6qDH0p+hmy1vxUNN1W/uLW3uH2pLHNFGsZ6ksZOMYzwOScDvXN6t5+mazfWJW4j+zztEEuABIgViAGAyM+uMis7XRtB8rubB1NZzucnyskcc8jsfSspWnu7kW0KsJJG28+hqKzZb27RfLZJ2zlkOFP1Fdj4c0mKN45sl5GLAs3PTFaRSWwTm2m2b+n2wtoEiUAJGgRf61qqMOT1AxVdYfKdwemafJJ5dtK/I2qxJH86vqcrJbSNYlRy+5pmLHPJzx09qmudrSImMsMHnp0qvC8TKYrch4gcrIxycYz1NEjb5M7sKnB3d8UVdtC8OveJtPkVUC/VSD+lOlkAO3uDkGsczLgbGKkOSvzcN2BNTS3O9FfPUZqE9LF1I63JJ52HQ1hapdEgRI+NzYb3HPFR+INQa304yQyskhYAEdfes3xRoWreH9A0jUb+e4We+aQyQtGR9nwEKBjj7zBs47dOoNS2xRic8XIAA6Vq6HGGmjkydzMQSPYiiis6e511NjsbIYswPYVLJw4A4y4GaKK2OHqRCNRIoAxmUKT6gAms+aZ/tjqTu2q2M/Wiiip8KNKPxEs2fLBJJ7foKzlXy5iqk4UleaKKxW/9eZ0yfu/L/Ir6lO8cLlTzXK2usXWj6yuo2uzz4y23euR8ylTx9GNFFUviMI7GRmr8CgIvvRRTnsaQ3NWJRgfSrbMRCuOKKK50dXQ6rSrC3h07z1XMj9Wbn0q/c5Fo0gZgzSv0P+8P6UUV2LSmzz96quVbImWBWY8hB0+tVLs/JvxyrECiisGv6+86U3+X6DUc/Zh9P61y2vXMjF1YghSMCiimzn+0yDxD4uk8RW1vDPpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rBjOZEBHcUUVoUd1ZICCMnG5f6VJ4mlaLSFVDje4Vvp6UUVDCW6Ob0/oa6GBjHGCvU4H6UUVl1OyGyHvIwweDkd6v27f6KqkAgqXOfXNFFaQ+Iir8I+2clXP8Au/yrD1y4lR9qtgAUUU3scsvjZh6d4hk0l7hX07Tr+OZ1cx31v5gVlzggggjqcjOD3BqhfajdatqVzqF7KZLm5kMsr4Ayx5PHYewooq0MtaAd2sRDAHUZH0r0XQx+6tznsf6UUU1uKXwnRMASc+1R+WsqlXGV37cduaKKvqc/QivHaG2kdDgmV16dhkD9KpwuTsHbavH40UVFb4jqw+39dyrcoMq2TlW2j9f8KaGZbcDPTj9aKKziOtsv66I5PxFcyNvUnhWGKyNS8Tavqmk2+l3t9NPbW0ryoJJGYlmA6knnG3j0yfWiimtyFsf/2Q==", 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", "info": {"video_id": "202990", "label": "sprinkling water onto the bed", "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": "ecd4bc783d1aab7a34bb6142dbfbba1c15ef3bcc2b8c49ea72bf5bfa190d4440"} +{"episode": 4772, "episode_seed": 1030436815, "split": "train", "timestamp": "2025-10-13T02:50:53.113634", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1030436815, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting a candy wrapper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "185054", "label": "twisting a candy wrapper", "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": "185054", "label": "twisting a candy wrapper", "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": "94e4d1c54c688b23c6f11e6acedafe1e8a85514356a8338e605f912f268f9c8e"} +{"episode": 4773, "episode_seed": 3639345219, "split": "train", "timestamp": "2025-10-13T02:50:53.940433", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3639345219, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 absorbent paper sheet that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "71964", "label": "spinning absorbent paper sheet that quickly stops spinning", "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": "71964", "label": "spinning absorbent paper sheet that quickly stops spinning", "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": "34983b4c6cef095b62b7e22b30ac90be8bd1ca80a3a4110122d2653a83636fce"} +{"episode": 4774, "episode_seed": 2346094555, "split": "train", "timestamp": "2025-10-13T02:50:57.059835", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2346094555, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 3 pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "156596", "label": "stacking 3 pencil", "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": "156596", "label": "stacking 3 pencil", "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": "340bbf3b462dd6ed4c2b009d045898a5babda5234ae1e67571a0e4578b78020b"} +{"episode": 4775, "episode_seed": 2571977225, "split": "train", "timestamp": "2025-10-13T02:50:59.402638", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2571977225, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) handle of pan'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "161943", "label": "touching (without moving) handle of pan", "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": "161943", "label": "touching (without moving) handle of pan", "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": "61148c716e687703265c720c61ed97b2eae15cecc98716fd0511a08b25a4724b"} +{"episode": 4776, "episode_seed": 892421898, "split": "train", "timestamp": "2025-10-13T02:51:00.730692", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 892421898, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 nokia mobile phone on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "16192", "label": "pretending to put nokia mobile phone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "16192", "label": "pretending to put nokia mobile phone on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7dd85cdf3e9d4ce424b8c4c1166f4e04086e333aa7b0ca9d43bf194cf2a19d44"} +{"episode": 4777, "episode_seed": 3094946240, "split": "train", "timestamp": "2025-10-13T02:51:04.305514", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3094946240, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flower in front of brandy 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', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "205442", "label": "dropping flower in front of brandy bottle", "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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XIpX1Gczd+HQcyWjK0TfMBIcAd+c1kS203mtbzxmHY3YYDj6enuK7H7VG7FQwJ+uas6jqsMtgIb22thFGPlbaQQcduabb6CsefzMNPmliO9ty5OPuniqt9eGTT440YtJGCvI+8P6iutvdEtruNPLJhdRkc5/D6Vy2q6Xc2UeCqlg3D7h06HGa3oVXTlzIxrU+eNjz7UEaS6EqlV2qVYHPPXvWal9KJTlSucD1zXRarbqZCwb5gPmO3BB9CKwpoHBIKj3C8H8q9qNTnXNFnDy8ukkeifDKQStqZLHjyuAev3q9GicnIyc/SvLvhYRG2qgEH/VAZ6/xV6NI8jIwQRPu42s2MD615GKbdZtnfRXuItyMis0UiLn+Je5+tYd5ogaTz7cAd8dOfWr5soGQoUABByBVqAGBFUfNxxk1z3NbHGz29wqr9otzhON4QgZ9qrxRbwEUyE5B3cEH3rvmBkJDlHhZcMjLknnrms2XwodSkZNOLJcY3Bnbgc9P6ZouluK1jigZ4biR1vGUcfIpyNue9bWmCOHWbaXcoDsDgNkMcHn88elPutImsHnt7y3ZJ+cEjIY+/Y59aw2nlJUMqFozkYYgAgiqhKzTJkrqxc1rWJbW5aaM5IOGT19q4h9fmuw7mR1LMTtB+XHpWzrLyXLNPHnOfu9CD6e/0rirmPYhaAlWLEnuB+FfQQrJxUkeSqKu1I201GYPvjkyD1Br2uMkbCFxgDHPSvnKCaSIqJDjoBz1r6B+1RxrGs0jIW+6MdT7+ledmFTn5fn+h24WHLcvy3kURwJT5mTlFB4+vaoCYNRDxOQQOPukflSQgspLTGbJOCQBj24qeKJZpgIkLSOdoCryTXmt2Owybjw7K0m63lC5GDubGQPoKxruzubKZhMgUjgsRkMK7aaBwzW91HIGI5RxgmmPtdChw2BgE/MR+dNMLHA3EEUyoVQSMCc44APuO1TWq+UkqFNvRhzx9MV2V74b0pgJtNvdt053PG4Kgn2Pb88Vy+s6RdJN55TOflfymyB7/ShNMVhuoal5uh22AwEatGVPXg9vwIrzTVbmQXsbq7FMEcdFNdlcFhbnecxs2GVuefUfyxXJ6jEY5S0e4g87e4+nrXs4WupQ5eqPOq0uWd+5mLqCFyN2QQCcdjXf/Dp966p5bhWHl4Pp97pXmbwxhyR978q7j4cTOr6jvjBTCB2zjH3unr/9ali6knRal/WpdGK500eo2rSgbZrmJ5BgGMMN/PIJA7VbDYY5YDb95QazbYxxwqIwEUfdUVK9wpKru5YYUEHBrxjvN2Q6aLNRHPdNdFck+X8ufQ44FZ8t4sZCFTuIyeCf/rUxW2p0x9Kgd2YBguckAgnGKSVhmva6ndWiMICqh+oZAayJFtNQkn32McOPl8xMrvyTk4zjHGfxoe42sBngEZHqKpw3CB7gI5K7zjOfl9vwppJai62M698PyWp8yJhNFjlT1x7/AONchqEDtE6SsqsMgKw+8B79+1d4dSnMkcD2W5CxUzCTtjuvb8M1F/ZWlCFohZxRoxDAIMAHGK0p1HBqSIqU01Y8buYOT5bDaDghv4T6e1ZsqGNtxGG9D0P4163qPhqyljMiRukmMbgQSPfHcV53qNoba5aB9qsOgx8rj1FetRrQrK2zOKUJQfke0C7kd3RJo1kRhkFc4/DvVuKZ+N8judu0GRsnA7CsbfGs53gRlm+XYN24+rf5xV1ZA6jO4+46V4iZ6BcEpLKpLY5wRz+dSNKsY4CjPt1qlDGsRZgcluTzwKN0jbt+AM8baBk0cixyNhSCBzxwc1BezGa2YhlyjKdpGQRzmmzOwUkADNZN1MZVEeDj727HHWmtyWa8t+YwJEXzCOqbtu78e1Vmkt9WR0utP2orEKk4DYOOo7dzVITFRwSaBchGPv1x3pIq+li3dWFjMo/0ZSwAU478frXIa94cRUaWwhDqvWNDu+uP7p9q3X1JkZR2JIyetZ2pa9b2tvPgMLkRtIoUEbipHOR+Fa0qs6crwMalOMlqV/h7IkEmp7i5JMYxt5B+brXZwfZRcyMsczPznbhVDY4Jz1H0rg/C2rNq0+p3DrFbTtJEzNHkmU7SMY6DofzruYnkziRDuHQYxVV6nPUcrDpRtBI0y64UE5B7nGAavWmqxwWjwjTreVnbLPLkHH5GsGSeRFX5NxzgAGp0by4wGPb+I5rFpM0LE1xJGoEag5J4DYwPrjmnwzsYw+7accFT/Ws9mZw2DgjofSmySkKATn1oGXf7QuJLzyWk3QKpzubcxbj17c5qjfaTZXiGRcRzE5yOhPuKqyXiDUGYLtfy1VjxzjpUM91qCI/2S4jRGHKOm7PryOQfwNN+QlruczqFufttzGS8xQfMqKQR0yR2Pbp61yt9aMHyVdSejdM+31+tevLcZAL4Y4wB2waoXsFrLHI00cKoR95kz+ddFHEOm/IwqUuY8blt2D4ILc84GCPwr3QzGZYyLYPnj73C8dfevM/EGjSWp8+OBvs4PzFeQnPY+ld9ZII0Hllguc7HbDn3x2/CtcXUhNRlDz/QmhFq6kbkcu8ZKxKSBjy1IReOwz+NT219NbzpJbvskA9cfp6VnBy2MOBx0HJxToPMGWmIz245rh3Ok07i8nuSGubiSVlztLY4z6YFUoSwfLuxGPYfhURmEudmcKcHPFMkZIy7jqRzx1oGTX04+xyld+1cbynBAz2p0NwkKQx5VVChQScAYHrWTc3bLbuEPzEYwRmozKJYfLkHy45B5FN7C6kut6aLxWFstqJc5beTjHUY29+lc5qXhW8lAKzBlxle5X29xW7arBZs4hQIrHIAJwPwPT8Kle7jbKu2Oeh45FVGbi7oicYs8w1HQ7mzX/SI1AJwG6qT7HtW58P4XSTUni5lQIV8wj/a/Oui1CKK6gmMqAoQeY+rLx1B61n+FbWKwvtRhS5Se3YRPHJweMsMH34rrqYlVKLjLcwhScKia2OvtzLsyQqk4BwOv4VaXGcuoLDjNQKeV5xg54HWleVmAYcYOTxg4rhOsnb52DF2AU9OgP1oY7QRnFRrKOh4PoTUUkrD5VwQerUAVb24eLJDDcQSNxwPpVVH2lv72ecHPNdDoPh9fEU8wu2P2OMYcowDbscYrK13TYNI1u4s7UAQqQUVf4QQOD70lJPRE394qtcZ+91zkVDNfMvzJ/dJ56Gq8zbjkZrJnn2uxY/L3pjNWbWLaKMXF1hVQZ3YPy569K4nxF4givb42b2Pn+TMwSTzCjNkHAbA5GSPyrTvxFqFo9uXwGXg+lcvJZiK9tA0SwLGoV5Vb5ZGHQnJ6mtsOk5pPcyq3UbnsShSVUgEDn7vOfr6e1WUYZYEcAYBqhblt53Px6YqdN7DEgXO7jae3asDUm3guynoMde/0p7NgZFQnbu65PTikKlcguSOuPT2oAa8wcnaCcVlz2zNIXDuoPVQeDWht5PUVHKc5AFA7JlJm2ryaoTuUUnNaMgBU8dazbqPMe0sR3zQIp/aeRvb5vc9KxdXs0upoboKkvlNlonJAcdxVy6IXBORjpms3RIjrXid9Nm1Oa0RkkaLy49xZlQsF9hweT6e9ON76CZq+A7cpLqhIeGIsgUEbio+Y9M9K7W2iZIwHkZvTJyTmuA8A30s8uoyTu7blixz0+9xXoIZTtjZjk8gZ5NVJ3eoo6ItL+77/nzQ6rLw6BgCDzzzUDO0qY5X05pVlCYLYXJ4A/SpKJ2YZHPGOlZ12+weYDjHBbrgVNLKwH7s8HrVrw/pf9t60tq0qeXGBJMpbBK56AdeamUlFXYNnPRTBjkSLI2OSKkM5TPPHaug8aaPY6NfWkdgixxvEcx9+G+8T3zn9K5WZuMEHimpqSuiY6ome8ITA5OfXFVxqkib9xLbW4wMZFZl05DgE9KydVvmi09zC5V9wHHFMZNrXizyzGbJEyxaGZZQCGA7EA9Mk13qWyPKjlCGCAMc5B+npXmOu6Jplr4fTVdMvru5866+zFrmBYxOypuaSHvtUnad3qO+QPTLeT5C7JswM5PfjrVztpYmFzQjCMSVxkHHvThLuJUHnp61VjlEiI0Z+VvmwRyfrTgCCSCQpOSPepLLTNgZ6gjg1BM4AwSBj9Kb5jsCCpGO5/nVOYMsTsqs7AdAck/SkBUmjnMrNHavKqqzeYvQAcnP0pAxK816Zodxo9z4Nmt9PcTqIWa4iY/OHK8qw/hOa8uXJiyDUQq+0+REd2NkuiCaoyXfmMCM5DbsnnH0p9yx8tj1IFY8krRhSvr0PWrKGa3q13alEiZzHISjDIAO4YHPbk5qx8O4GtrvVYZ1VZIzGrd8fe6Gs7Rks9a8T/2Vq19Pb21w+xZElijSPuSxk4xjPA5JwO9a/g+zOn61r1nIbhWgnSILcY8xQrOAGxkZ9ccelaN2hYi15XO9Xy3k39XxtyD2qXdyABn1NVo8AjH51L5nPTmszQl2gjLKC3X6UyT+EnjPTimq4ZSOhFIenHb9KAuMhnuNLvvt2nzNFJnMsYYhJsdnHf69ar319Pqd817cRqkroofaOCwGCfxqdiChOM5NQsuc46EVHIubmAz5l4LVh3SKN+wZB6810My4wOtc/qpEAd2YIoHVuBVjMK4udhwDj6Vk6rJLeW0cQONrFjkcNS69He6VOvnsoaTDxyRNuXHcDjnrzWh4i0DVPD+gaRqF9JOs98ZPMhMZAgwEKBjj7zK2cdunUGt4wUbMycr6M9ER2ReD1POauRElSSTmiiucseDtGR3oZtsg4B69aKKYyM9G571E3JooqRleUA4Pes27AaMkj3oopiOc1Fz5LN3rlrDU7jStaOo2+zz4SxXeuR8ylTx9GNFFbUlozOe50/w8URvehe3lj9Gr0AIpO4qCyjAOORRRUS+JlLYkU4RaVTuViQDzjkUUVJQyTng9KqXO+F0ureWSC5j+7NE21gM9M9x7UUVM1dDH6vrN1rcVncXYjEivPENi4+VWXHf3rLl+br2oorOj8CM4bGVdoA7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", "info": {"video_id": "205442", "label": "dropping flower in front of brandy bottle", "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": "ac935dc8aa271e55c85c541be18ddb81c11b7d93d83f96b7a54c3052beb03db0"} +{"episode": 4778, "episode_seed": 4263631106, "split": "train", "timestamp": "2025-10-13T02:51:07.077192", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4263631106, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing an envelope into a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157123", "label": "stuffing an envelope into a box", "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": "157123", "label": "stuffing an envelope into a box", "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": "6f80e74541cc420a5c4023d9edebdb60213d22388e8a8ad0b13f233f393c0475"} +{"episode": 4779, "episode_seed": 2763897495, "split": "train", "timestamp": "2025-10-13T02:51:08.473421", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2763897495, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book behind glass cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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s3U0aKyjO1/pn0rG1Wy8pvMTlG5GOma0JNRt5ANyup9cVC15G6+WzfIRypHBpRuncUrNWJpRukAUHJApSPJU46kYNOIxKMfw1Fgu5J/yKksrzzucKpJb+VReUXUhjuI6c5qVW/fNvJCk/dQc06T90FVSCcZwOi/4mrRD1Lk8LxwW7tGwWRAUYjggjse9TKmbdZCvOcHI6isyG4ujiGKd0hBztByB9PQ1rWxDWzR+gyKJaBFEKKFYoecdKaUJiI67T+lP3FgG6MvB+lSdSSBwRk/1qSyt5EUmCyDngkcYqrdaSy/PEwYeh61poikMn5UuhWQ1vxC2mXGoy2qMkhj8uPcWdULBfQDg5J9PeqjdvQznZLUyrKN4knWRSD8tTpHkbj07VXsZ5J4XaR2bhcZ7Zqy2fKVe1KW5UNhskxUk5wMdqpF5JDuztX0zirE+5Y1AAySDzQgVl3l+VGWYjgeyihaA3cfp9sxlmCIWwm44GeM4Oe+PepbQBpduMg8EVS+0SQuskTNFKvKspwRVy0lnLrJPIWb06AVT2IS1JpI9hyOqcZ9u1KwAZHHTv9KmuCEl6fI45qNcgMpGSOnvUGtitJbo7mORRnsfSov7LMinY4z6NV9l5B7jp7iodRd4IDLCxUsRyKab2JaVrmS9lcREgx5x1xzWlKN82FHP/ANatHWdPsrfQINV07Vb6cPdG1zcwrGtwQm53iA52qcKd3qPcDP8A+WuR2/lVST6kQaew1z5SkDqao3LmRgoGWx1IzirgBLFj9TmqyN+8bzCdpJ+VBzUotkHkZRs4JWrkuAkbFSMjAJB/n3psh8vaqkNxk46L9PeoYXndhGkrrCOdoPA+lWjOSNSNN9skrLjOQR6ihF2lkPbpUsBDWrxj+EZX2qIMWAcdV4P0rM1SK8lnG6Esgyp5I71GunxnaVZlB4OexrQwCTxwRSooZWT8qd2LlRmXGlSIAyMrD8qS1jeJJhIpByuPfrWx4ehs9V8TJpeqX1xawTPsWWOWKNYz1JYycYxngck4FUrqCS01TUbKUXCm3naIJcACRQCR8wHGeBnHHpVNPl1M01zWKU1rJLgggLjuarPbbclnwPYVpPkqi9sVXuNyhAAoOckmkmymkZ6wZ5PT3qWOJInYN90jPNWwFKb95yo5Yj9FFVZGJIIG1scf571SZLRYtIo55FiA3K3XHYUy4010JMZBwcEHirWnq0LB3OWPX6elXbjCTEY+RxScrMcY6anOvbSoeY2x9KYuVbBGDXQrwpVhkiiSGNiN6Bj7jrRzBymKDuXFR5I/wrR1Gzjhi8yLK5IxirviHwdqPh3QNI1C7MwnvjJ5sJjIFvgIUDH+8wbOO3TqDilrqRJ2eo6QYEhHWoukDe5oorFbG5BKTFI4TjIHPfnrUbMQ6pgbQcCiirQiykaxnao4PJqzbn5h7nmiikxxFYbbkgdDjNPTgEehoopdBkijEvHoay01O40bxA1/a7PPiZtu9cj5lKnj6MaKKqG5lV2ItMUeVIvYbR/OrjczhT0BAoooluVD4UQzgMkrHkrjH51EZD8z8ZU7VGOAKKKQxIkV1LMOVPFWl6j60UUwW5akG61LHqKaCdqt36UUVKKJcAhh7mq2p/8AIMyefmWiimt0TL4WJrfih9fhtoZdJ022MCLHFJapIpSNc4QAuVC85OByeaVxhHI65AooqqnQypbMiYYhx6tzVaUmOV0TgEgE9+RzRRUo2YxmJmSPjbnA+lWVjWM7VHHWiin0J6lm2+8B2JpT8tyyjoTzRRS6lDkPH0apU4l+ooopMZQTXG0i9vIzp2nX0MzhzHeweYAyAlSCCCOpyM4PcGkS9uNVvbu/vJDJc3MnmSvgDLHOeB0+lFFav4Tnj8Y7OZ+fXFQTcxs55IYdaKKzW5sRtI3zPxkHaOOAKSFFZd5HK9KKKaJZaX7w/OrMozbBj1zRRSKWwxSTsbvUuBtPsTRRSYEGpc6fnuGWq194i1XUtNt9MvL2ae2tneVBJIzEs+M5JPONvHpk+tFFaw2Mam5//9k=", "info": {"video_id": "150980", "label": "holding book behind glass cup", "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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"info": {"video_id": "150980", "label": "holding book behind glass cup", "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": "33a9c342f5e20344afb8d252958cefa441051061e0d7abc5d90719ee21c04a3a"} +{"episode": 4780, "episode_seed": 1363721165, "split": "train", "timestamp": "2025-10-13T02:51:09.711305", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1363721165, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tea bag from jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "25539", "label": "taking tea bag from jar", "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": "25539", "label": "taking tea bag from jar", "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": "706c2c0ef5dc042a3792728c8a7373ce957b6e370e9ab8778e7275992866015e"} +{"episode": 4781, "episode_seed": 4041718642, "split": "train", "timestamp": "2025-10-13T02:51:11.549224", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4041718642, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a key next to a watch'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "181217", "label": "putting a key next to a watch", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "181217", "label": "putting a key next to a watch", "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": "5d80dac4403467536a1d42e719de350991ff0012e5fb032cc45ed92c4929be07"} +{"episode": 4782, "episode_seed": 1784363363, "split": "train", "timestamp": "2025-10-13T02:51:14.297936", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1784363363, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing 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, 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": "155194", "label": "closing vessel", "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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UgyAYw/DK3dW96t2kjPVHyv5kkMjRuCGU4INTLcNjrUOt3Rm1aR2zkqhyT1yoNQRPms2johPQ3tKLC7jm6lGDCp9cDLqJkIJDDK/TtWh4e084jmkTKn7qn+I/4Vvapoi6lbuyABoOshOM+taRWhnUldkngPU54jMiXHkYhdgQBkkKSP5Vxeu3z3V/NJJyzsSSK9A8LeBry5hu2+0wwvHESglQndx7fzrgtR0e7F/JCVB2kgspyKZlbUtaJfCy0Z/MBKtOG2+oBGf5Vp6145s0tJI9L0eWOWQnElwvCH1Ayc/oKyLyJo7WCEgBUjA4GM10GhutzokSyAEoTGSR6dP0xWNR21NYrocvpDjWbNrKZ9t5DmRWfqynk/jXX+BviWvhPUF0e8uDNpL5Bf732Zz3HqvqB9RXn/jKNrXXAwJHmRKQR7ZFc8kmcY7VMINO6enYl6M+nPiNdT2FnY6romoywxzhnnFtLhZkwPmBHXGcj614tfazqZvJIby+upiD1kmZsjseT6VT0vxRfJpH9kPK0lurHyVfny933gPQHA4qPVbsS2emyFcOYSpbA52nH4npWz1RUHZlpb5j3P51KtxJcOI9xwfesWKXNbmj2z3Mq7BkscCoSudPPoa3iWcSWtiq/wAKA5+orR8B38NrqsbNuZicAKMmode0Z/7MR4zv8rOSPTvj2Bqj4ZjnTUYzCjF1OcBSf5VqlY45bnQ/EjV1vdYkZGbco2sjjBBHFcz4O1B4tf2FjteJlP4c1F4runu9VuZ3+88jNwMd6o6AXguJb9l+SJSuffGf8PzpCR26ae1/cXl0BCIjM4DOemKj8HXVvc+JrzTbV0kjdP3rr0Yj09h61x9pYya4LrN7NEwfLRhjsOe+K0/CyDwf4psbmWbfFNIYGyuNuehrlq6pq5tT0kmerWV+LPVX0q4crdou6MtwJk9R7jvXF3uraxPpVhcpq98wuoFjcNcNxJk7SOe+MV13xB0CTWdEt9S0w4vbVxJGynBx3Ga8dutYu47IacyhRbZYEHO7DZBB9OanCW1NMQ9UNOr3UrEXE80jA875C386kTUH45P51Q1y4Da7cOF27yr/AFyAc/rUEcma3a1NKc00dNpFxJPqtvJI52rIP8Ko+IJRJr07qNqk9B0rV8P6c9wVGdqgbmb0FVPFelyWuoiYodkvzZ9+9XFaGFaV2dX4JuNMW0lS7dQ4UlW25I4qbQ/F2jWEs0GsWjl0b91eWmDu/wB5CcflXH6bLcWttK0RKqyFWI7g9q5+5lYStzVPVGCZ7lpV1pviC5Nxays8YJVN67T17jsa6DzLlZFtVLSIp7/41598KRDe6bc2jOI7pZfNjbvggD8uK9L0ObLlpFAkjkZHz/OvMqq0mjvg7xuVtSsIF09GZQJt2cjqK8+1u4SPUtELKMm5kU57qUII/HIr0/VUEtxEu7jyyxrx74gn7ObQrJ5U0UrNET0J46+lVh3+8RNZXgzldcsvJ89bfcwtWBxjkRtzz9D/ADrHjuTgc1PDd3BF8ZWPmPavuD+qtWNDLXfJdTGlO2hsi4dsKDyTW1BBjTGI5ZXD4/CsLTozcXKqoya7+y0pEsjv4kxliei+1EI9R1p3VjLst0kAiwdpJIrYgjfTpVldcKwwfpVKK1ltrhWVWMak4Hp6it/UnTU1ghtEbzCmGTHQj+dXJXVjBPVWNfTIVnmWZeQK3LqdY4diDJI6VxehanJpd2LW5Urnhc967tLJLiEXA5UdPevNmrM7k7o8+16yeY48sbwcg4rldF8Van4O8SvMzNLbyECeHOBIvqPQjt+Ven6tD1cjvg15R4mvrGzuJYbiJ2uFO6PC8EH3qqdRxkmlcxrR0ucdq8ZS+UMCGEMYP12CqsT4PNXtX3i+/eckxR8n/cFUF5b2rtME7Hrtp5VvYRSoD5jINuT3x0FbUcTw6DGj5824bJH+zXLeFEn1VLRslgmFx6Y6n9K72Hy7nXBDwY4gFUdq06E9Tq/h9HKpuwdwiCqNuflz9Oma838fSSv4kvIXY+WuQi4AAx9AK9m8M2qwWMkgXb5j/mB0NeTfEG0EfieY8/Mx5PvSW7A4u/jSXTluA2WwEI9KteFfmsrqIbcibPPYFRVSFFa0ljdseWS2K8/1eYnUW2EgqAMg1nON1Y0Ts7nS/EOB45rKVgMkOhx+Brio2+bFWb7V7/UggvbyacJ90SNnHaqQODmlFWViZO7ua+lSqk5WUExMy7sDlT2Iq/q0D29pbQuCGjlmTB+oP9ah0a1W70++ZOWTYw9QeatarMJrCzLZLbpck98EDP5AU07toqUHGKl3MuGTDAE16d4UsP8AiUwTgACUZZ88/QeleXDG7pXo3hq/dtCgtogdy5Vm9Bk1aWonJ2sdpaJBdrcSuuYIYyoFb3w8s7aHVVkjCpIyHKEfyP8AQ/nWW1sLTTY7OP8A1lwdzf7vaur8FaY1tqLSNkbIiOnqap7EHA/FHw1NPrUl6baG3Rm5kWVfn/DrmvOZ4nt9PEUbHymbJHq3rXqnxbYHWonGDtx0FedTRpLFcIeGjywqXsCKPhpymrNGDgSRn9MGrnjBCdGM2RvikVgR9cf1rDttRi0q/ju51do1yCExnkY71q6xrWj6n4buGguUSZ04hc4fcCO3vXPNPnuaxfunsvw41ldc8LRNKQzeVtce44NeFR28j31xp8yFnYOYcHocE4HsQPzrc+FHin+z759KlfAly0Jz37rVTWEDxQX8XBTIz+B/rWUP3dRrozp9mqtJy6r+mc9rOftyN3MEJ/8AIa0yycSTRoTjLAH86ta7Ij6kWC4HlR8enyCs63YJMjY+6wP6112ORSaParKzXT7ZS6qkcYzgclj6n/CrF9p9td6MslyjM00gK4OCPp+FUtPmfWJ4YVUiJh3/AIjXRXVv9quYrSHlLZQvHc96sk1vC2h28HhS/t2sYb+NgQFRRvJ9CD0P+RXh3iDw7c2uqSg2dxaxFvlWdNpFfS3hm2NpoUxYg7mZufpXhviSR5dfuw8jMMHGSTjBpCMnQbyTw/rdlOHIVXUSdvlPFexv8+vN5Ev7q4jEnyn/AD1rxjUI1a1WfdktxW94K8WvDfw2ty4aWEYTceXTuPwrkxFO65kdVGVtGexxxCSLPO7bj8q8k+KNi149ugzvCuy/pkfpXrtjcRTxySQ8qeR+NeWfEi5Ed/p8hBC4kV//AB2uWnfmVtzrjyN2nseY2487THkYjzYoJonGOdu35SfxyPwFc7kqc11FzGbe41BYyCjW7t7cla5l2ycV6cXzJM86pB05uPY7LwJEtxd3JLbGjQENjJHPb3r0G2USX0NlGMrncx968x8HXUlvqMkcQ+aVABn2Neq6RH9j0qS+kBMvKIT3JrWK0MpO7LNnJb/23KJIQ9vuCso6nsSPeum1jQrLQNTh1mNo47cIQYXbBBI7ZrH0TRWlmhdgT5jjp161v/FCQLoCQgnPXFKSvoJOzuc3rOjRaxo41CzwJEG4bfWt7wxcvcaDa+YuDjmuS8Aa5utTps7Agg7M96721tUtV8pcBR0xXmVE4txZ3wakroydVti8cqn+I7s14Z8R7UpcQXGPVCf5V9CXqAwvnrXi3xDtvNsblcZZCHX6UqTtNBUV4s47xbEkWqAJjABQgdipxWAn9a09ema4uFuG6zPI/wCbZ/rWWgJrvRxnoXw61qKya6tJThmG+M/TqP5V6P4YC3Pm3DcsTnNeA28skE8ckbFXQ5Br1bwX4nhaPyA22VgPk7/h61omB9AaLE0WkwK5ycZ/OvH/AIh+a+tyu3GGzXrNlrNodHjn81fkQZHTnFeQ+PNQhnuHnDgknJA7UluI8/vphafaJHOFxXns0jTzu+OXbOK3fEOrC9l8mA/u16t/eP8AhWPYopuRJISET5iR19gPekxi6npV5pF0La+gaGXYsm1u6sMg1Rr1rUEj+InhAXkKA65pilXTvMnXH44yPcEd64TwpoNpr2vf2ddXklsrwyvEyR7i7qhYL7dDk+1JoCLw7eG1nkTP7ubCOPzxWzrFk8OjadMy4Ehkx/30f8K5vTlyxx1Dp/Wuw8VTY07T7UD5YYoy3+8ykn+YqUrO5q5N00n0Zyi9TXovwy8u5ubm2mwVjAkx6jOP5/zrzlc5rX0PVJNI1OG7jJwDhwO6nr/n2rRGR7jHK97r3mINyx/Lj2FemeH1Q2skqghmbBz7V5V4Ku45ZXkZgwYFg3qPWvYNPhS305fLOdy78+5py2BnknxUVX1FjxxXm7oj3Ry2FkAru/H6vLdMzPuznJ9ea8+uiI0SUn7q0PYSOU8QsqSiNehOaw81c1S5+1XpZfujgVp3nha4tfCVlrqyLJFO5WRV/wCWf93J98H6cVFhmLa3Mlpdw3ETFZI3DKR2INdg140st1Z/wuu5R/td/wCdU9c8PaNZ+G7bVtLv7yYNdfZc3MAjW4ITc7xDO7apwp3D+Ie4GxcackHjhbSORZEV1UOp4YHBqJJM1ozcZGf4rtDZ61JCRghE6f7uP6ViITxW14uu2vNclnOMMMr2wu5sfpWImfWtEZHuHgOeL/hGYdRfHmRq0Y9iOD/n3rpfDm4zSzyKSrknP1rxnwjrUlp52nF/3c5DJnoGHb8R/KvePCKR3VjFFnG44zVdAOzkjWHRmRfuiL+lfPniGMDXZTjGSy17/rTvBpEgiPO3bz6V8++IFYauzE8CSkthdTEaNns2yRtjyce9cVeXslvqyzQOUkhIKketdXfTC1imZ2wCefoK4J2e5umKqS0jcKOSc9BUsq59B+AvF7alpyMkigrgSxnqp/wrK+LFzHcw2kkHXEgb2+7XB+DbP+zfHA0fVr25015CI2kinijVDwcuX4xjPA5J4rb1fUMDV7PU3umlhLwwC4C+ZG4cD5gOMkDnGfauaNHkqX6Gzq80LdTK0OH7fo2oTyE5jtfLB988fotcg3LA11unHyPDEkYOGmlJOPRVb+rVyHUj6V0x0VjOpLmlf0/I1/D1ytprdnLI22PzQrt2Ck4Ne130yTyW9jAQEHPFeBpwOa9L8GawbuWDznzNCAjZPUdAfyrSLMme2+F4dk8UcijKLkGqHxN5sFBIxt/rXReHBBLG8q4Mi/L9BXH/ABFzIZRvJwMYz0oXxEs8nsrxtOuorhGwYpeSPSvUNM8WQXqffBOM9a8jmjwkyg87gawr7XZ9OuENpKVdSM89h61jXpKevU3pVOU+jmuY7yErG4yQTXnfimyEspU85GDXN2njqe80OQQSvbXaOgLKex64rS8S6fr2maJpt9fXt0Zrvf5kTJjyQNpQE4+8Q2cdvzrjVKR0OojzDUGJitQe0bY/76NJpUK3Go2sD52STIjY64LAGiiu45DsfGdnZWniHWdMtbG3gg0+RlhaNTvwGA+Zifm/GuSt5XSYlGKleQQcEUUU0B1lv418QQ6eLYagzxdg6hj+ZGawNV1W+vUP2i5dwe2cD8qKKpkowfvOQat6fGjsisMhtxI98GiioZR1nw9nktfECmJyN5EbDsQTVLxNeP4a+Il7eaakaPG7OqsuVBdSrcf8CP40UUlsM53SRl2z3dB/Ouh8Ru0kLM3UXTJ+AUgUUUB0MCEZPPrU7qEZcUUVQjtPAup3Ud21ur/u1GQD2yen0r6I068mbwyG3YKrjiiiqJZ5b4scyIWY5OzNeWeIrmSPTI1Q4DuVJ9qKKGNHHr/rAPeu00O9mutA1TTZ2ElruikCHsS2Dj8MflRRUoZmeIvFkniCG3gm0jTLY2wWKKS1SRSka5AQAuVA5ycDk8+tbMC/Z9ZLoxLJbPKCT/Fg0UVIGRrx/wBNj/64J/U1VgQN1ooqkIkQmOUlCQQcg+le3fDvVbq4itGkYElwTgd84zRRTQHp3ie4kW2VAflLDNeIeJf+Pst33miimtgR554tuJBLHEDhWyT71h6YSt6kikhk+dSOxHINFFS9xnZ634iezma8m0zTL9rwxySJeW+8BguQQQQRyx4zg9wazrDU7rWZ769v5BNcTs8sjlRyx/kOeg9BRRSluBKWMdnbopwPsDt+J3Zrml/1uKKKYjv/AA74T07VvB17qlw04uIXZUCMAvC56YrlNPu5rO6SaByrqfz+tFFUI+jvBmp3ItUG4ESICc+uKy/Es8k8syucjIooq0Z9Tyi+mZBdsMZVSRXn8sjyyl3OWbk0UVEjSJctJGiEew43n5vfHSu5/t3UtS0WCxvLuWaGB3kXzJGYktjqSecY49Mn1oorCoaxP//Z", "info": {"video_id": "155194", "label": "closing vessel", "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": "ceb4366e19bcbe2f77b7abbda3d352e75cf7493b1ec5437d3144e928efb39a7a"} +{"episode": 4783, "episode_seed": 2384835120, "split": "train", "timestamp": "2025-10-13T02:51:17.235324", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2384835120, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "100588", "label": "rolling bottle on a flat surface", "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": "100588", "label": "rolling bottle on a flat surface", "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": "8faad673058978de7f5d86425cdfa7e30044fe56342d26474e10b21fffee2f46"} +{"episode": 4784, "episode_seed": 4039946363, "split": "train", "timestamp": "2025-10-13T02:51:18.217581", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4039946363, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "206782", "label": "taking pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "206782", "label": "taking pen", "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": "7740bd34fe6100cac68b4ba0cbbe12e50960b03d58db5f464df8c60005f62e28"} +{"episode": 4785, "episode_seed": 201965441, "split": "train", "timestamp": "2025-10-13T02:51:20.345050", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 201965441, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "107482", "label": "pretending to be tearing a book", "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": "107482", "label": "pretending to be tearing a book", "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": "981a4ab725aae1cd5ac405390c96c65734cef39104a01973dfa4bd1b81b2f2db"} +{"episode": 4786, "episode_seed": 746455598, "split": "train", "timestamp": "2025-10-13T02:51:21.786206", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 746455598, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 statue behind swan decorative'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "144245", "label": "showing statue behind swan decorative", "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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lgjhb4vFq9wueGAI+hFaWkMWhkXPQ1U1oKuqpj7xi5/OrOi4xKO/FRfU16Fzye+KzNaguJLVIrZQSZAXyew5x+ePyroWjwOlVni3MKgZ4z4rtppteW2lcAxQqHxzyef61z/2c3Gsi1iH+snESKTngtgCut8QSCXVtamQ5l8zYvrwcDH5Vzq262d2s7mRt20rLswpYnJGfXGK3pSuVXp8qVhb6Qiz+y4xNHPIXB7qeAf517PF4n0S58Jw2EGp2z3EeiJB5W7DeYByvua8a1S3MWozxMM4c4+nas+WPycMrAEHlQea3lSOWMujPqm15061/64p/6CK5LxPrTy+JNH8N2MhE086TXRQ8pEp3Y/HGT7fWuX8MfEh7DwoUv4pLqeD5YWzwR23H0FXfhnDLq2tav4jvfmuHIjVsdN3Jx+AH4VjsactjrPEkpj0y6cdduPzrjbR90A9q6/xSu7S7kAZO0N+tcVYHMTfWsmaROthIubSFu+OacYgOoqLQyZLaRT/CavSJUMDgvENpd2+l6peSyptZWwB6t8o/IV5rPapb6eGPMjyL8x7DB4r1zx0RF4b2sPlkuEU/Tk/0rzbULM3t5JHHvc7FESKcbm4H9RWlOWpo6adO/Uq6ZG1tZwakwDRrdbWUHnCqD0/4FXSfDvxHp3hzXNVutSuNiT2MkMLKhbLswIyBWGkO/TLpFjeNreRAyMOQMEH9cVmtGpXL7QPU118nMrnFdp2Z9CeHtZsNb8Qz3On3CzwjT4kJAwQwY5BBrZ1bUrfSNMuNQumxDAhY+pPYD3J4r5x8MavdaHr8FzaSHKtgjs6+hrr/ABX4qu/F17BpEEPkWxlUeWG3F2JwCT+PArBrldjVRb1O68EyXd74eudXvc+dqVy84B7IMKoHtheKxtbmJ8QsvZVC/pmu/W1jstNjtIgFjgjEagdMAYrzrxACviBj/eCn9KzlqXHc0tJl2Xe3s4xWt5PWuet3KTxsD0IrrXTAqGUc/q9nNdQRxQSCPDhmJHXHT9a8y8UWRfxG1vI7OLeJFbAxk9efzr2R48tXk2vv52ra2BkTGUoAfrgfyojJp6GlOKlds5NIVutcW3UqiyXO30VQWx+QqzfyEW5tCQrRzyMG6hlb/P61IbT7IFvEgd4H2r524H5uGOR+Ip+qWxi1OZF+6W3KfY8iu2KUkcc04s9Nh+IegXXhyLS1nmjmTSUsxvjwplA559PevSLNg2m2jAggwpyDkfdFfK0yxjlGBYHnaOMV6B4b8e6honhSS3EazFD+5eQn92PYd+ccVnOHKVGLkrnZ+IdUbV/Guk+GbRiY4Zlur4r0wnzBT9MA/UitjxNIY9LumHUqB+ZrmfhXZy3Eura3dEvcTOIt7dc/eb+a103ild2l3IHXZu/I1nIu1mcbaNugHtXUWx+0WcR7gYNcnYH9031rqdC+e3lX+6RWbLZO0YHUVxXiPT5rbR9TvJLjO8NhQvdzj+Vd9Ima5Px23k+HACMq9wgP4ZP9KlOxUFzSSZ5LdWyW2nDj53kViT16H/H+VT6chtbCHUAVZkuuYieSoUc/jkj8KuXtkL6/eNFLMyKkIZsZbgc/mKasDPp95EYjFJbuhKZzxypx6jpXXStLRmVeLUvdRp+A/FNj4V1fUru986Rbmzkt4vKXJVmYEE5xxxXqvhbxHp3iHxDPcWEpKiwjjKSDa+5W54rwR0UAeYQM9BjJNWvD9/c6Vrtvc2jsrxvkH1HvVTp21M4XlofRuu6vb6Fo9zqVyfkiXhf77Hov4mue8Dx3T+F5NTviTc6lcPdMT/dOAv4YHHtiuA8Q+IdR8Y6vbaYyLFB5yIsMecEscAknqf5c17Q0EdtZLBGAI4kCKB6AYFYN6F8ttzzzW5j/AMJC4J4UBR+VXdKl8u8A7MMVneIFK+ICf7wU1NAxSZGB5BqDRbHayLWFqmv6dpMqLcPI7liNkMZdhjk5A6da6GVa868bQMsy3CHbuJG70YdP04pW1Ejh9S1CMSXN0UlM0s287125ySeTWRJrE76WtgI02BtwbqemP5AVevG80bmTG45Knse4rNZUDD5RWsEkVVlKRq315aXmnW0iSOL7ywspIAHBI49TjHP1qtFa2YJVpUYrywz19adfWccuj2UtvB5LKrb2Yj98csSQe2AuMH3xWbZeb9pNv5asXJQhuPbrWjbmtzPnSe2pu/2jpMOnPFjeQDhAOpzxXtfgjTTo/hS1hmG25nBuJx6M/OPwGB+FeMaT4SlWZbi9dGjBDBEOd31ruotb1S24S8dh/dkO4frWVlHYLyludnry+bZ3CA4zEa42ytJEDx4O4DcR7U298W3pglSaKJiyFQy5GKyfDWqT614peym1O4shJE/l+Um7cyoSF9hwTk+lJRbHflO78OjMNx9R/Wr93NFbQmWZtqAgE4zXK/DbUZdRj1IyXDShfKIyemd1dRqkSzWbxN0fIP5VElYE7s858U+I4tXtIYYrK5SKORmJdkAbsOM/XrXDXGrTQ6j5tuoQxSEru5OeOvY9BW7qMU0U8yFGxn95xwrDjP0PT8qwJ8bmyOa0ikmaNvlsiXS9XCalPPfgvDPGyuqEDkg4/DNMZrN7iWYthCfkTkkD0/Cp9DcDU4wLaOd9jhVc4AO04P1HX+lZV7a/Y53VJdyq5AB4I5I5HrxWt2/dTMublRsxXmn2MsblS2fmBC84PFdb8P4otd8XrepBttdOTzSSOXlOQmfpyfwrjLDRptbijZriOPZlc7ckj/JrsdNsI9ItxFbOytnLODgsfwrJxiteo+aUvQ9guJQYmHtXCa9amTUhOOixqT+eKzhrmqQIQt47LjpJ83865/XPE2osGcOEYqqHZxkA0rNhsdeYGieEsOHwRXZSLXmWr38Ufh201Gx1rUZkF19lVrmFY1nIQM7xAc7VOFO71HuB6jIOB9KUoWDmuctrXiWLSJ0iS0kuZt2CoYIBxnqeua8o1K+kTzpPs+2V5d24vuwck9MV6B42tDJtnUNgkoxXqD1B/nXnd8sqE+chST+JT/P6Hr/+qiKRrFtLQyX1C8azFn5mIN24Ljv9a0rrU7e80y2gaIpcRxhHlLE78E8fTBH5VRYhWHFaN/D9q8P2MrLHEkQdUZM/McsTu/2jtAyPbNbqVtEZaxuyKGSxG7GW8sbs7eDip/8AhILdLRoIbUtJyFBAxyeKxrESfbRAsqgM2wk8g9vxrrdK8L29pIl1LN5zjlVK4AP9aiUI7y1Fzylsew+EtPXRPDFnZEgy7PMmYHOZG5bn6nH4UmuBZrS4UngxGuBjmmgO6GeSM+qMR/KmXmv6msEkbXPmK6FTvAJx9ah6jtY1LKwcM8Q5Krv/AErf8OrmG5/3h/WuA8Kay1/4rSw1HU7m0inIjWaKaKNY8dSxk4xjPA5JwO9db4JmuDqniGzuGuc2k6xhLkASJy4+bHGeBnHFDg0rhzX0OgvZ47SBp5Q2xeu0ZNeZ+JfEUusW8Sf2esUcMjHmfJY9ORt4r0zUo1ktWjb7r/KfyNeP6naXEM82Y22LkSt2BHAb/H2we1Ski4Ozuc7dajdJfmWH9yY3JTaM4P1/CnaXqklvqUlzcobgTRsjpyM5B549Dzikn4Zt3UVZ0OaRNVjESwmRldV80ZGSp5HcH0I71snyq6JlfmvcrfaLR55ZiCN5G2MDge30FWxqdrYSRsIWYEbuQARnjFZGoWqWlzIsUhG1yNp6ryR+PT9a1tK0ZdahRp7orsJX5VB4+tEop6yZPtG9Edh8OymteK/7RkRIrfT48xqxGWlbgH3wMn8q9cnmDRN9K8htLK3sLdYIAAo5z3J9TVsX95bIRDdyovpu4/I1m7bIdn1NvXLQSah54PKRKSPxxTHtmhaAno+CK4rWfEGpcyfaCGIVCVGMjNa/iCPXtC8OaLe6hc3azXZk3wlOLcAIUDHH3mVs47dOoNCg2HNY9XkAJrjNbxNp0jOASGJHH+0RRRUSKhueZ6u/m3ShgOY2yR1O0ZFc/KSGoorWOw5Cvf3H2MWZfMAJcKR0J4/qaZpn/IUhzz89FFarYwl8R6LbuTAuT2qRifWiisDUzr4nYee1c3a6pc6NrY1C12efEW271yPmUqePoxoorSBEj0H4PgCPWB2AhH/oddzqjFfIUdGZgf8Avkmiis57scTyXxbqs9prE9vGkZjZRkMCc5HPeuUmJa2hkP3nBBPrgkUUU4bGjIIXdJQ6OyOvKspwQcVVmnkuHLytuY8k+vf+tFFbRMZnV+FXP2TsMMeldKWPNFFZS3KjsRSHMZrmtY/1ZPuKKKI7jexLrXip/EEVrDNpOmWpt1SOKS1SRSka9EALlQvOTgcnmvfXH3foKKKKhEThPE1zJFoF1cDBkRmxkej4FeYyXUt7PCJ2BDEx4CgcEE/zFFFRA2ZkuSWpZ3kitokWR9jgsUJ4zkiiitluZy2IrByuoQsMZ3jqK9Ft3PkL9KKKVQmA9mNUb37p+lFFQjQwbXXW0e4uYzp2nX8MzhzHeweYFZM7SCCCOpyM4PcGvRfhff3Oq3viC/vJDLc3LxSyuRjLHeTwOn0oorSXwma3Ov1ZiptlB4eRgf8AvkmvLPEl1OuuTxJJsTA4Cg9Rz1FFFYLc2WxyFyu2BTnJDtHk9wMY/nUNrGJJ8FmGFZgVOCCATRRWxJSmkd3O9ixz1PWuo8LSt9nK8YDHFFFVPYyjudMWNRyHKGiisjU5vWf9Xn3FRXniPVtT0u30y8vZp7a2keVBJIzEs+M5JPONvHpk+tFFaR2M5bn/2Q==", 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", 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", "info": {"video_id": "144245", "label": "showing statue behind swan decorative", "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": "7fcaa4efe2dd59a675af8fe3b293816c6dc044aa86612f45c9b4cff2edbd81db"} +{"episode": 4787, "episode_seed": 2409415281, "split": "train", "timestamp": "2025-10-13T02:51:23.325677", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2409415281, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pressure cooker 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', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "54062", "label": "showing that pressure cooker is empty", "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": "54062", "label": "showing that pressure cooker is empty", "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": "35ffbec9c543c190769e05ec042a14071babecb98c877338005c3aef624a4494"} +{"episode": 4788, "episode_seed": 2472256438, "split": "train", "timestamp": "2025-10-13T02:51:24.291291", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2472256438, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sketch pen that can't roll onto a slanted surface, so it slides down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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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VQDqOvNZQqWVyx5qXT7GbUbpbeAZJ6n+6PWrWxrN3kdr4U09bbRTdSD57lsj2UcD+pro7WUYAVarJGIbOK1iHESBR9BVq0iKMPlwKiTdy47HY6KIpFUOM811kNva7fuA1w1hMUkUKcE966m1uGIGWGfrWsdjGa1NSG1jDOdoznoPSp2XClsA7QcCqkcykrhsnOaknv7S2QtcXEUQ9ZJAv86oztcRvMmtVEnyuPvYrnL5bhb6XEUTAkHJxnoKs3PjHw/A751OOU9khy5J/AVjvfQ6pI91JbXEIbAUNwcDvis6j0LpppnO+Lp5LZbQuiICHPy9+leW3d4ZWlw332GK7r4iXMUUFkIS+TvB3fhXmQY78++amC0OqLsj1/VPEj+H/AAhb6fbjbJJnZzztwoz+YNYXw9tDca8upXW5wrHk9z61yV1qVzrF3GZ2JckIo9K9b8P6T/ZumouzDYHIqtUTZLU9HstVVyADgDoPSt61uldR82a89tZNo7jFb1hcyBBk9atMxnE6x23soH3SealK/Lgd6yoJgVG5uavR3CRxgyMAuOrcfrVIysODOtwygDygo596zNUjkW3JTax3g/P05ovfEmiWgKz6paxtnOPNDH8hmsi58S2WrEW9jFNcQlvnmClVGDnuBmk2kioxdxHFxkfJAePatrQ236VEcHhiP1rn5mtVx8koNdB4dkQ6XtHRXIrmh8RVTY4LSFJTaQcwybcAc5EhGK9aOAxyeaxl06xtb1rmK3AnkbcT2z646Zq67uY+5J7VpCLje5E5KViyZE24B5pNvA5qug24ByKsM+FAHNaq7IsNbBBBNQKhYuTx2Ap7uSelMJKtww5PIoKSB1HLHoATULPJNbq33HPWrO5Sp71n3mq2FkXa5vreJcdHkAP5E07DSbZi3iOL2U/ZA+cHdk88Vzuskxm3cw+Scnv16VtPqFpqkz3EM0qxgBA23hsZ5FY+sLHIseyUvgnORXJV3N+hqeJ3L+DdQJP/AC6hh+GDWD4YJk12xkB+UNIo59VNdfNYQ6jobWkn3JoPLbB5GRis3Q9AXR3ie4lWaWHPl7RgcjGT74z+dVJNuLMYySTR1IJwc9aQ/IPU+lVJp3XheppY9zsuTyK35lsYpE+7nkZqOUnZ8vFSMyqRk/8A16rySAkr29KbBDFlaQDHTOM0hlMbMxICjliewojdQFTGD1FE0QkiKHgN1NSURXcyr2zu9PSuUZp1d0WaLYpYAEjOM11DANGUGfl4rlbtIVu7gG2kPzn5getZ1djSnufNlraXF9cLBbxtJI3QAV6PpWjW3h+0AllQTuuZHZgMew9qWx8NxaXokhDlZ3bDSA4J4rA1HTIbEXMty/muEyuT3PSj2ivYuMTcHiDTopiHuoiScAJlj+lIPGFlGGMMFxKQcH5Qo/U1xdlblEjnPV3wPpV1Y8ORxtWXn3qZSNow7my/xDuUci10+MFRnMjk/oMU1fH3iSUbUkS3B/55QjP5nNc7aRBtQbI+UOyn6GtfT7clxGLkKQcc9qHO2gcq6lhr/WNQx9r1fUSvoJSB+QxW1pfhKG6xPdXMir1/eAsx/OtPSbUwAFGimf8AvNiuki+1NHk2kL/XH9KhybB2WxX07SrOwXNvcKrf3mzmtLfMpcJexsB70wh1XLWC59ga5m3km1LxjdaZJf3NlGfM8pY13ZZULBfYcHk/1oirszlKxhfE4zeXppldG3GTG0jj7tec1v8AiG+nvY7UzyyPgEjec4ziqFjpU16d4GIwcE1stEXF3Re8PW8CXkV1dTxRRqwP7xgB9a9Ql8a6RGscaXDzZ+6IYy2fx6V5dLpsUutGzhwY4RlyPYc/rxWvGoEcDBRu3kClKdi+W+50998R7e0XdDp00p/6aOEH9aqf8LJ1ySUrBY28AHQ4Zzj8eK5bUYw0VupHUuG/TFaVvDtjtn80RMY9rZ7kdKlVNB8qNj/hK/El+cSandQg8EQAR/yFT2ejzavJ/pF7ezHu00jMB+Zq3o9rvKs1xHIM8LXZ2f2kKqJDAyjsNoqXJsTSWxU0vwvpdkVxOXcDklCBmulTMagR3ygDgDkAVBGZwTusYvwWsfxde3Fl4fea3he3mEyASJwcHtQtTNs3pWuHfAu4yB3JFbXhfyzpcqJwEkxz9K8k1K8kh0eLULLWdSlU3H2fM6KizkLlnjHXapwp3eo9wO0tdX1Gx0mcWYiMjOMF1zjin8Mk2ZSfMtDvj/rAM8YpEuIlLO+FA/iY4H615jNqPiKf7TLqGsSW1vFCX226iM8D16/rXGaZZtq8supXz3M8Xm+XEJZWfnv1PbIFa+1juEKDau2e1X/jPw7Yb/tGsWYKnBVJN7D8FzXJX/xm8NWjOlut/eyKM4ihCD82P9K5HUtKs/7Rj0m1hVRHJ5tzIOcdcCuIs7RZfEM8IUsokkiwB/D2/lU+2ubKjE9HuPjTPPxY6OqDsbiUsfyUD+dZknjzxVqP3NRt7Qf9MrcZ/M5rH0vTbmQrCiRSSKxTacduK7nTfDwtwHu7WOZ/7ijgflSdS5pyQSMW0sPEGt/Pd6/cSRdSXnZV/ADrXQab4Zt7QiUfZ7iUfxSYPP41rgRiIr9gdQOAFyopjNbqMNbyr/wKs7shst/6SoYbYGAHoKxNYW7aFBsSIFuWAHSufivxdeN7jTJ9VvrO2ebZG6SxosfGcsXGMYzx1JwKjtru7Euq2l3NdyfZ5xGEucb0wWHOOM8DOOKJRfLczck9D1HTwBp1qV5HljJ9acqKZCwXHPJzXMnxlp2l6ZaQyLcPIIxlYo84/HpWRefEeX+zZbu10WUQg4MlxMEz+ABreMopLU5+STeiPQVjWQB3IyDx9KMqoBUn2FeRWnjfxbqlszW0dhZo4Pl7Yy7HHfLHH6Vga/rnihzNE+u3cnkQb5jC+xVPp8oFJ1IplqjPqe7XF5HAhkmZUAH8bBf51hXnjTw/ZKTNqtruHVVk3nP0XNfN6xzX0Dz3U00xSQbmdyx2n61qWulwcYmZPbFKVQpUe569c/Ffw/C5EQvLkj/nlbkD82IqkfixJcOFstDnOehmmA/RQa5rSfC88+2T7THFGe78E/QV19tpr2UISCOBsnljtJNZ+1l0L9nAjj8QeINTQ+ZNbWETf3Y2Zz9Oau24aC22LqO8jqXJyTWR4kuL2y0UyxxiKQSIN6AZxmsfXLPXdD0PTb27ubpZrwyGSHbgQ42lAxx94hs47fXNHvTRLaWiJNQJ/s2NexkJNcN4zYiZVB4Zsn8AP8aKKI/ENFYgJplrtGDu/wAKdCMwS57yL/OiilLc6BllGv8AaLjHVGP5VqaIEklcOin5uveiik9yTt7CxgZAcEfQ1om2WJCVZ/zooqSJCJLKoUCV8fWuKvdVutL8WXN9buDNHI23eNw+Zdpz+BNFFaU9zOWxh+RHd31rFMNyKrYH5V01lZwxaQzomCGz+QNFFaS2LhsjmvDSiS4uZH5cqck/QmrcZJmg9nOKKKzq7nQNv418rOOdzVoEKr2uVDAqpIPTpRRULZAzrdKtYZAvyY78GunhsIkVCpcH60UUzOY9QySHbI/fvWN4zml/4RhsyMR50fBPuaKKpbmT2OS1XxLLrEMEcmn2NuYVVI3t1dSqD+EAsQBznp15r0aRimmkLxmT+lFFOr0Igc942uJYtMmCOQHMSN9CMn+Qqxo0McXhWw2qOH3c+vX+dFFZ/ZOhfB8zPtZWbw3reoNg3Ms+Wf8AHFYvgmJG8SXjEZP2d359fWiiiPUuOx2HgvTba6tr25kU+aJcBh9BW4YhF913596KKa2M5DDczxRkrM/50039ztH70nk9aKKBHner65Jp/iTVFeysbyOWYMUu4N4DKOCMEEdemcHuDVrR7yfU/wC07u6ffPPIkkj4xkndRRWkvgMftHQSQRm8t4ygK+WOv0rjvGdxImk21shCxNKzED1AAH8zRRWUPiN6fxG/FBFZXRSBAFhsWKA84ISuWnUL4Okuest2rmVj360UVPUOrMrQ7WJvDd5cEEyAECuo8MrFLH50kETvgYLL0oopvcTO1gtIZ1BZSDj+E4p0+mW6KpBc/VqKKCDmPFqeXozbWYfvU71w+q+I9Vu9JTT7i8mlgtmeVBJIzEs+Ad2TyBjj0yfWiitYbBFXmj//2Q==", "info": {"video_id": "76604", "label": "putting sketch pen that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "76604", "label": "putting sketch pen that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ad589fff57dbbca2b4933780063df4d8817ee8ee6dc0d2e4e0a023d664a95cda"} +{"episode": 4789, "episode_seed": 1332227178, "split": "train", "timestamp": "2025-10-13T02:51:26.508010", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1332227178, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a small yellow box behind a jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 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": "201426", "label": "showing a small yellow box behind a jar", "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": "201426", "label": "showing a small yellow box behind a jar", "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": "7f924ea392afac41a5a11015af2290f2b0a020d544bf6586eee3ce9e30210220"} +{"episode": 4790, "episode_seed": 1366576399, "split": "train", "timestamp": "2025-10-13T02:51:28.993922", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1366576399, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "35555", "label": "opening a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "35555", "label": "opening a box", "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": "6b6b8627a5f2eb30f4089087b109d32563c23e7d88c6c447c186c6c5c58306d8"} +{"episode": 4791, "episode_seed": 1421434097, "split": "train", "timestamp": "2025-10-13T02:51:31.345115", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1421434097, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding candle next to clock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "14946", "label": "holding candle next to clock", "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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MyQQkpnJOd/JPv6V3hNJ7lLYUmoXbnGe2amEbuhdRwDis6+MkLZ9BUjEnAZWVvukEHPpXEaxqGoNpqQ6fqvnWMQ3gSLnftPA3EfOAQOB6V1aXCX9vPFnsUbHbIrlda1PUrXTbXQbS6sYIrY+b+7IDb1+YdenrgfyqoiZkWd5qJ1q+aaBf3EREUkabWnyxbd0Oecjp2rp7BjqsVxDfNHNjAKJEURfQqW+Yn69K5rRJLtNee9urrzbaZCsLOcMuPmb5eo5bNdPpmtDU9Qljhif7PGg2ykHk5/T2HXrVMkz/ALVf+Hbq4W4D3NtcSbLVi/K4XgY5469hyKWw8R3EstxGNLneKHJG3AKgE5JJPPv7nit4WzvqZuZSNkceyFR2z95j79B9B70XT2sMUrzeWqPgSMeMjpyfx/WkMxNYvrPVdDu1gfcywMzKVIK8f416Gv3F+grzjXbaw07Rr6SGEJmFgRuJHAOOp9a9HX7i/QUmNEc8yQRPLK4RFGWZjwBXOeHvE/8AbHiu4tIfltY7ZyoI5Y5HzH/CsT4lalJHElpFKUVF8xgOhY9Afw/nXI+CfEVlo2tfbL1n82WExtjkRg44x3J/TgetSdEYJRu9z1PxXqVvYQIJm+aQYUDr9a45bqKHSY7rz44zHcsU8wBlfODgjv0z+Fc/4l8QyazrkspUhMiOFM8gA8fiatzx/wBnWVut1CkkkJdgvmYKEgDIPTtQtyJxSSMy+8T3b3s1zPa217v2u0axACQKeFGOxzz64rodG1Wax0myjVbaPfAGPmuFRB2I7sf9n9a5ifX9SnvHksI7dLiZlK+VEMl1+Uc9ydxye5rs9DvotM8OxLf/ACyoPLaI4LM44Ix9fyq+hgzQ1CyuP7Pk1LTJCuoNFktGpAmyOuPXuOtVbjxTFFZCC6hlW5iws6MM7mGMcjsc56cgY71tWF4bvR1ureJS7RlkjLYG7+7n0zxSWuk28dmyXEcc00x3zyMoy7nkn/D0wKQypZeIdPvPLkbdBJMmN0kZVeOSN54/Cuh8OBGuL2VGDBtmGByCOelYd9pVneRRQMzRrAPkWNhxn1yDWv4St0tVuYEdmWNUQEnqOe340AtzpDUO9FmjVmUFmwoJ6n2qLU75NN06a7kGRGvC5xuPYV5honia61rx1b3VwcQ2zMJOcJCCpA6+v5n8Kls2jC6uei+JmCWPJAynFeQ25SXUrWGa6MEJk+Z/UZ6e2fWr3jTxc+ra2IIcrbQfu4sH7xzyx+v8qwDvkuIkjI3u6qCVLBcnGSB1A6/hSW4pRsjotZ1LQhqNxbaUl7eWscT4bPBb+MZPLLtB69zxVnwfHaajosciRvbxxvJ5SRyspjUsflyDzwBWRdCHTZorF7hbqdmLvHagL5RIwm5yM4O7JU9B9am0o6nqOn3VvPCLS5kdHESDZG0QwufTHBJ9xWpid1pzQLpuLE+fFHuCDd98jPGT78ZrPj8MQXYln1LLXE6gMkLbI4wBgBQOuPU+lO0ExWVnFEdkazMxhBYlpAAMvz69cAdMVptLdJMwfyfKwSCM59s9qQGRL4Yto7CO1szHDIj7zMY/mPXjjkda474gQTWXh60gmmErrcZJ5O7hj1PPTiuv1bUbq1kiuY45JIwG3BDnI9CvXpkgjpjpgmuF+IF3JqN5pFpas3mzOZIwwwQcALn8z+VCBnvwpjdactNbmpLIZKpS+voauyVUlHWgDhNdgCrFo0d7cMk0ok+xwrkkE8A89M5wOmecVyNzdxWV5pwsrXz4opgJrgRlXiChspweQAQSe+2u+1m2urcX9xBdpbxzp88m3LrwFO044yBjIOeT9a4i9xZWqQWrSWk1xBkT78gIwZfmX1YdPbHrVIlnTXM6w2SLFMTLdSglkwCsa84X2A4/E+tasN4fNghf5JJYg4GMgEgkgfTBrjdCvEc/2PcSRy3FshSK4HO9doB2+pAOG+ma6eRt+qwTIMxIqjORxywPfPANMkVpluJ7u1kGGQjn+8pAIb88j8K888Xo11faZodqYITJIZjs+VQ3IH5nJArr9c1G104y308u2NF27l+nK+5OBj3rgNNtrjVb+fVL+wZ3u1VrHLAKOcKMnsBQgPVPh60jnU3lZpXDxp5xIw4UEDaB2HNdqxrh/h81wHvopXRo44oAnlqAufn3dOpzXbHpUvc0WxpWf/HhIf8App/SsXXD8rEelaunzpNZTBGB2SgHHrisjWz8jfSpY0c74eYmW/z0Drx+Brl9XgfS7SaMW9ubi4kZWu3IDFSxOQM43c4yecCuj0Bwsuo5/vp/I1zmtSRxa5dX93CboxIq2sDA+WD3ZvUZycd6cRNGHDILLXbS8v7xzqN2URUf5lljYEb854+6ox9K7C3RNNsnuYonO0iG2iZ/vsxALHtk9vQD3rz6GK2AbULuIXaKzbIkfbJv2nDKPQEDpXXaXdtq+k2kjOyzQAtLb9SZNvT8yCPZqsg6uQ291EkzAtkAoyE4I7Hiqt2DdwTRRymOQcDbjIPXkHjkdj2NQXYNvd2CKcBEVTjjIzt/mRVeaY2+ptKoyskYEo+mdp/Qj8fakBzHiu9ktPC0lrLOkjSusUOBghCw4Oe4ww9q9tB+UEnAwK+ePEl1ca/4khsLKJZDZN5sgHQtkZH4Dj86+hJhm1kx3jOPypMcTxvxndtqd/dSD7rkhR7DgVxej2rm98+RSsVtkHP8T9h/Wuu1SPfLgdc1Qu02W/y9RWdzu5TNWaVdYgki/wBasqleM5bPFdR4gRLm7Ec8jJDvy5UEnHpVPwPorahqNxqs6kwWZ2x56NKR/QfzFXPEGRK+3AbsT0qjnqO7M24drlpItJszawmMxHaoeVgPm3k9jkDp0A+ta+i28E2nG2e6F+bOYHzIfnMzOA20592AJ9qz3tbSJBb6a7/aNpae93Yxwf3a46jnk/h60uiS2XhzWY7FRNBdXUp8+JhlI+AUwffcR+Iq0YM9Asrj7NOlhI7yzLEJJJO2SThR6ew9BUhZYnc/aHkBHCsc4rMsIHbW2nnZWZ5HlUL2UKFX8fmI/P1qOzme4truGZi6/dGSc7SuOv1zQAmqG9gu4rq1SOUhcFM7WPOSue4I5weQRkeh3fBV6LjWtYhB/wBVFAzc92L/ANAK5ptQjXS/9KPMP35D6KMh/wAsH65pvwXunv8AUPE98Yykc8kJjyP4RvAH5YoewLc6Xx9ePshs1JCFTIwHc5wP615WdOZpfOeRtisXSEcKW/vH1r0vx382qQD0hH8zXFXC7YWY9AKxb1O2CXKjmoY5LvUd3ISEgsf6fjW5BChy8nTr+FVNLs2WyuLzBCzTYX6KP8TV23QvcIDyM4xVGM3dlx0msrRb17a0X7UUENs2JGuMkHBIPAAxn8qr6KLmDVLi8u7uGWzudlqLd35jZixCAHsDuH41rNZ7tRtLe1y12sZczSkMtvCOWfnjgAmsO8tV1Mx6hfW9xLax4aGSEBWRNxC5HdiSOfU+1aoxZ2byS3XiCMorJHF5aIxHUMSzY+oXH0Bq1Fd+dqF1A6DER+UjuNzDp+A/OsLw9rTyPBZ6mAmqRoJVjY43qwxuT175/wAKvmQQX08xcHeWJUDBGWBA/Dn86LCHQ3Xmae0dxL+/hIUsOCTn5WH1/nmvL7y5tNa8b3Bubh1tbYFY3UFtzIckDHqxOK2fF3iZdPjnsrMhr2RTkqdxhHJJb3APA7Z/PM06wSwtG0+e7tFEg+0+ehJbbtB2gjueKAPpMGmmlFIagsieq0g61ZeoHFAHP65Yve20aKAwSZJGQnAcDt/n0rhNWvL5dfv7mMoZTMu+Xy8qrH5VRQeMAf8AoNenzL3rhNZ0ExxNALrDXd2TCHJ272Bxn04yPTnNNCZyV1aW+dPguNSXyoHM5NquHVvu5z17EjBxTk1fxPaJtJtroxWpuGZ0+ZQDgg7SAW4/zmnJI8N0dOwVSaZo5JFODtJ24B7cAnNAS0kEjQ3BjR3EUQ5JaQZw7c8jpx9KskoX2mX95qK3Gt30LtBNGUtc4jZGXc23HAI71aSK2sUX7RaTxRxyfuEL7gikFiSPx/nU11BbQRXeR9paKVVlSQAgMMlmX8uh9KzdNtzrXjC50+TU57S1dpHg8pN5LrGWCj0BGefbHegNj0P4a232c6oQRtYxgY6cbsH8QR+Va/ibxNHp0cltCwM+MHnpXLfCa9kNlq8s0xkjijiZSewwx4rkvEd9JJqTyM2Wkcls1m9zelFPVnrvw1vXvNAv5JGLH7ZyT/uirPia/itf3bEFiK5T4X6/b22g38MrBSs3mY9tvWuf1zXW1K8nuC5CliFGe1SzTlUpNnSaNcDF+w6FkP8AOue1pmu7hLcOqCRwrM3QDuea0vDZEukTThs72Cn8B/8AXrJ1FQ05B55powZn3U2mzaqEUTxWsbeXbiMBpBGMgEnplicn6+1Jb311a3dvd2yz3V9cuqTwum1TEFwOexBAA49c5zRHCtraz3RXfKWBOT91VOdp9Mtg/Qe9WFluZreNri9lW5DvHBHGACW+9genzYBOccCtCGjSbxbo08avcTiCVflYXKFWXa2cZGc/MO3pXOa740FwvkaS7ySlgpuSNqR54GM9T78D61ZuLOJpgs+mpvjtpAsKnB2Nncze4I/Ks7VZ3t9MY2NqkCyQxJ5hTiZUJw2Txkn07CnoKwmm6Q+nRbGtJTqKSsssok+Uxkjk9x/n1r6Hl/49pMf3D/KvnvVraCx0OPVNM1jUZGluRau06BFutqhneIZztViAQw6ke4H0LJ/x7P8A9cz/ACqZFRPG7pf3rMfWsy+AWFieBite7x5h9KwNYuMxeWvWsEd0nZHpvhi1SLwNpwRQu+IyNjuSTzXMa9ARMTivQtPs/smgWVpgDyrdEP1CjP61yWvW+cnFaM4zmrC2QQ3F/OMi2G22hK5E0zcAH2XO4/Sqk0EMMD20N3aytIDGQ43MhKfM4Psenv8AStC6t5ItMdrePdNIwjXAyefT3qoksWkyJbrapct8gDSLwVU8tj1LMR9KtENGnoviiC1mlsLu5QNbyeUt2T+6m4z97s3PXoaum9tbGKSRbiNYwApaSYYGCTnPf71YFzD5RWzvAk0XmhzBbLyWU8AkjgHccD2FYcWgaKkkTXYkYAyPKEXB2tjYFPqM4qiSLxB4gbWd+n6bveyUr58qJ1XIGFHp3969T+EcUdkmr6fBcC4hhaNlkC4+8W4z+FeYeGYLK48ULps95c2MM8YtzdQSxRoAOSXMnGPYc54r0v4Tm6h1TxLp9w0+LOWONFuFUSL80n3tvGeBnGR6UnsOO5e8buP7aUekC/zNef6tebInjB4Ndb4z1BW166+YYQiMfgP/ANdedahPvlPPrXP9o7doI9Hn0f7L4T06LaNy26s2PUjcf51h6fBuvFGOhr0W/hEui2xI6wJ/6CK42xg8vUHGOhqznZe1Gxgi067v5mZV+zlJVUDLL6Z7Zzg1xgYbI7jU5ZEV4/NiRG6DOIwo/wCAsfoa9Oa0jvdPktpRmORdrCuP13REe8eNIZQIYPMWQAbXcgqAfTBK4xxgGtEQzn7zT7eX7U6206CcBI7uduUUcqRjvtDY9MiqL2eozzMg8Q3K2clysa/vSC0ODl/XAIx1rW0+U6jcXBnhWWNI1S1jYfKGB2rj39T161Eq2N1MsB3CRo/tTuSPl4JMY4+6c/WquTYxrHTdO024tjFMJbxvNjZpV/dSgthW/IE+3erUjIkS2skUBLKxeaH+IE4/If1zUOp3zQaTDPYf6PHNIXkReSpJI4Jyce1Lqvh3VPD2i6Pf3kt0sl35vmweX/x7jCFQTj7xDbtvbp2NLcD6OpDRRUFkbdahfpRRQBXkFZt3bxzBQ4PysHUg4II6GiihCPP75I5LvUFMSL5N2ERlXBxsY4zWRrdpDaajCIV2jy0fGehLEcf98iiiqArogkuLveWO6bcecf56msz7ZJovim4ubQJ5kEjbN65HzKVP6GiimiTqvBDGDw/r+w44t0/DLVxuuuxvSSe5ooqHudVL4C14fZltNSkVmB+ROD2OaiuZXEMgB/hooqWWtjsPALs/hq73MTi4OM9vlFLeAeeaKKZhLcs29usstoNzr+9XO09QeCD7EEj8axZRnxHA56mRHx2yxJP6miirRmxtzeTxKAsh/fXEbuc9SyAn8Dms/wAUzO1vq0RP7tJodq9h9KKKZJmar4mfxBHZRT6Vp1sYURI5LZJFKIB9wAuVC85OByea+krpiunzMOohYj/vmiilMqB4/cHG6uUvmJuDk9OaKKwjuds9j6DjJaxhY9TEpP8A3yK5XWVB3ZoorRnIVLSGN49joGU9QRmsHUWEl5qrNGm+3lQI+3nGc4PtlB+vrRRVRJZl6XdTRaFfTrI3mtMhLnk5IJJ+tW5RHA14sMESLp8QmtwF4VmUZ47jjpRRVCOSuNcbR9Vu4Rp2nXlvNiQw3dvvVWUZBXBBHU5GcHuDXpXwavbjUb/xNf3UhkuZ5IZZHIxljvP4D2oooewlucn4onkl1AyO2WaUk/UmsGfmfB9aKKwidkz6HvUC6bEgHCxqB+QrjFAGptRRVnOdJaf6qq2qRI1lctgB/IcBh1HB6GiiqQmcrd2UdmtisTPlnjUsSM87z/n6VzN1GkXiC4VBgASrj25GKKKoRl6hCq6BCRn7/wDMiq02vanqFjHpl3eTTW1rI0kfmSMxJfGcknnGOPTJ9aKKaJP/2Q==", 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MyQQkpnJOd/JPv6V3hNJ7lLYUmoXbnGe2amEbuhdRwDis6+MkLZ9BUjEnAZWVvukEHPpXEaxqGoNpqQ6fqvnWMQ3gSLnftPA3EfOAQOB6V1aXCX9vPFnsUbHbIrlda1PUrXTbXQbS6sYIrY+b+7IDb1+YdenrgfyqoiZkWd5qJ1q+aaBf3EREUkabWnyxbd0Oecjp2rp7BjqsVxDfNHNjAKJEURfQqW+Yn69K5rRJLtNee9urrzbaZCsLOcMuPmb5eo5bNdPpmtDU9Qljhif7PGg2ykHk5/T2HXrVMkz/ALVf+Hbq4W4D3NtcSbLVi/K4XgY5469hyKWw8R3EstxGNLneKHJG3AKgE5JJPPv7nit4WzvqZuZSNkceyFR2z95j79B9B70XT2sMUrzeWqPgSMeMjpyfx/WkMxNYvrPVdDu1gfcywMzKVIK8f416Gv3F+grzjXbaw07Rr6SGEJmFgRuJHAOOp9a9HX7i/QUmNEc8yQRPLK4RFGWZjwBXOeHvE/8AbHiu4tIfltY7ZyoI5Y5HzH/CsT4lalJHElpFKUVF8xgOhY9Afw/nXI+CfEVlo2tfbL1n82WExtjkRg44x3J/TgetSdEYJRu9z1PxXqVvYQIJm+aQYUDr9a45bqKHSY7rz44zHcsU8wBlfODgjv0z+Fc/4l8QyazrkspUhMiOFM8gA8fiatzx/wBnWVut1CkkkJdgvmYKEgDIPTtQtyJxSSMy+8T3b3s1zPa217v2u0axACQKeFGOxzz64rodG1Wax0myjVbaPfAGPmuFRB2I7sf9n9a5ifX9SnvHksI7dLiZlK+VEMl1+Uc9ydxye5rs9DvotM8OxLf/ACyoPLaI4LM44Ix9fyq+hgzQ1CyuP7Pk1LTJCuoNFktGpAmyOuPXuOtVbjxTFFZCC6hlW5iws6MM7mGMcjsc56cgY71tWF4bvR1ureJS7RlkjLYG7+7n0zxSWuk28dmyXEcc00x3zyMoy7nkn/D0wKQypZeIdPvPLkbdBJMmN0kZVeOSN54/Cuh8OBGuL2VGDBtmGByCOelYd9pVneRRQMzRrAPkWNhxn1yDWv4St0tVuYEdmWNUQEnqOe340AtzpDUO9FmjVmUFmwoJ6n2qLU75NN06a7kGRGvC5xuPYV5honia61rx1b3VwcQ2zMJOcJCCpA6+v5n8Kls2jC6uei+JmCWPJAynFeQ25SXUrWGa6MEJk+Z/UZ6e2fWr3jTxc+ra2IIcrbQfu4sH7xzyx+v8qwDvkuIkjI3u6qCVLBcnGSB1A6/hSW4pRsjotZ1LQhqNxbaUl7eWscT4bPBb+MZPLLtB69zxVnwfHaajosciRvbxxvJ5SRyspjUsflyDzwBWRdCHTZorF7hbqdmLvHagL5RIwm5yM4O7JU9B9am0o6nqOn3VvPCLS5kdHESDZG0QwufTHBJ9xWpid1pzQLpuLE+fFHuCDd98jPGT78ZrPj8MQXYln1LLXE6gMkLbI4wBgBQOuPU+lO0ExWVnFEdkazMxhBYlpAAMvz69cAdMVptLdJMwfyfKwSCM59s9qQGRL4Yto7CO1szHDIj7zMY/mPXjjkda474gQTWXh60gmmErrcZJ5O7hj1PPTiuv1bUbq1kiuY45JIwG3BDnI9CvXpkgjpjpgmuF+IF3JqN5pFpas3mzOZIwwwQcALn8z+VCBnvwpjdactNbmpLIZKpS+voauyVUlHWgDhNdgCrFo0d7cMk0ok+xwrkkE8A89M5wOmecVyNzdxWV5pwsrXz4opgJrgRlXiChspweQAQSe+2u+1m2urcX9xBdpbxzp88m3LrwFO044yBjIOeT9a4i9xZWqQWrSWk1xBkT78gIwZfmX1YdPbHrVIlnTXM6w2SLFMTLdSglkwCsa84X2A4/E+tasN4fNghf5JJYg4GMgEgkgfTBrjdCvEc/2PcSRy3FshSK4HO9doB2+pAOG+ma6eRt+qwTIMxIqjORxywPfPANMkVpluJ7u1kGGQjn+8pAIb88j8K888Xo11faZodqYITJIZjs+VQ3IH5nJArr9c1G104y308u2NF27l+nK+5OBj3rgNNtrjVb+fVL+wZ3u1VrHLAKOcKMnsBQgPVPh60jnU3lZpXDxp5xIw4UEDaB2HNdqxrh/h81wHvopXRo44oAnlqAufn3dOpzXbHpUvc0WxpWf/HhIf8App/SsXXD8rEelaunzpNZTBGB2SgHHrisjWz8jfSpY0c74eYmW/z0Drx+Brl9XgfS7SaMW9ubi4kZWu3IDFSxOQM43c4yecCuj0Bwsuo5/vp/I1zmtSRxa5dX93CboxIq2sDA+WD3ZvUZycd6cRNGHDILLXbS8v7xzqN2URUf5lljYEb854+6ox9K7C3RNNsnuYonO0iG2iZ/vsxALHtk9vQD3rz6GK2AbULuIXaKzbIkfbJv2nDKPQEDpXXaXdtq+k2kjOyzQAtLb9SZNvT8yCPZqsg6uQ291EkzAtkAoyE4I7Hiqt2DdwTRRymOQcDbjIPXkHjkdj2NQXYNvd2CKcBEVTjjIzt/mRVeaY2+ptKoyskYEo+mdp/Qj8fakBzHiu9ktPC0lrLOkjSusUOBghCw4Oe4ww9q9tB+UEnAwK+ePEl1ca/4khsLKJZDZN5sgHQtkZH4Dj86+hJhm1kx3jOPypMcTxvxndtqd/dSD7rkhR7DgVxej2rm98+RSsVtkHP8T9h/Wuu1SPfLgdc1Qu02W/y9RWdzu5TNWaVdYgki/wBasqleM5bPFdR4gRLm7Ec8jJDvy5UEnHpVPwPorahqNxqs6kwWZ2x56NKR/QfzFXPEGRK+3AbsT0qjnqO7M24drlpItJszawmMxHaoeVgPm3k9jkDp0A+ta+i28E2nG2e6F+bOYHzIfnMzOA20592AJ9qz3tbSJBb6a7/aNpae93Yxwf3a46jnk/h60uiS2XhzWY7FRNBdXUp8+JhlI+AUwffcR+Iq0YM9Asrj7NOlhI7yzLEJJJO2SThR6ew9BUhZYnc/aHkBHCsc4rMsIHbW2nnZWZ5HlUL2UKFX8fmI/P1qOzme4truGZi6/dGSc7SuOv1zQAmqG9gu4rq1SOUhcFM7WPOSue4I5weQRkeh3fBV6LjWtYhB/wBVFAzc92L/ANAK5ptQjXS/9KPMP35D6KMh/wAsH65pvwXunv8AUPE98Yykc8kJjyP4RvAH5YoewLc6Xx9ePshs1JCFTIwHc5wP615WdOZpfOeRtisXSEcKW/vH1r0vx382qQD0hH8zXFXC7YWY9AKxb1O2CXKjmoY5LvUd3ISEgsf6fjW5BChy8nTr+FVNLs2WyuLzBCzTYX6KP8TV23QvcIDyM4xVGM3dlx0msrRb17a0X7UUENs2JGuMkHBIPAAxn8qr6KLmDVLi8u7uGWzudlqLd35jZixCAHsDuH41rNZ7tRtLe1y12sZczSkMtvCOWfnjgAmsO8tV1Mx6hfW9xLax4aGSEBWRNxC5HdiSOfU+1aoxZ2byS3XiCMorJHF5aIxHUMSzY+oXH0Bq1Fd+dqF1A6DER+UjuNzDp+A/OsLw9rTyPBZ6mAmqRoJVjY43qwxuT175/wAKvmQQX08xcHeWJUDBGWBA/Dn86LCHQ3Xmae0dxL+/hIUsOCTn5WH1/nmvL7y5tNa8b3Bubh1tbYFY3UFtzIckDHqxOK2fF3iZdPjnsrMhr2RTkqdxhHJJb3APA7Z/PM06wSwtG0+e7tFEg+0+ehJbbtB2gjueKAPpMGmmlFIagsieq0g61ZeoHFAHP65Yve20aKAwSZJGQnAcDt/n0rhNWvL5dfv7mMoZTMu+Xy8qrH5VRQeMAf8AoNenzL3rhNZ0ExxNALrDXd2TCHJ272Bxn04yPTnNNCZyV1aW+dPguNSXyoHM5NquHVvu5z17EjBxTk1fxPaJtJtroxWpuGZ0+ZQDgg7SAW4/zmnJI8N0dOwVSaZo5JFODtJ24B7cAnNAS0kEjQ3BjR3EUQ5JaQZw7c8jpx9KskoX2mX95qK3Gt30LtBNGUtc4jZGXc23HAI71aSK2sUX7RaTxRxyfuEL7gikFiSPx/nU11BbQRXeR9paKVVlSQAgMMlmX8uh9KzdNtzrXjC50+TU57S1dpHg8pN5LrGWCj0BGefbHegNj0P4a232c6oQRtYxgY6cbsH8QR+Va/ibxNHp0cltCwM+MHnpXLfCa9kNlq8s0xkjijiZSewwx4rkvEd9JJqTyM2Wkcls1m9zelFPVnrvw1vXvNAv5JGLH7ZyT/uirPia/itf3bEFiK5T4X6/b22g38MrBSs3mY9tvWuf1zXW1K8nuC5CliFGe1SzTlUpNnSaNcDF+w6FkP8AOue1pmu7hLcOqCRwrM3QDuea0vDZEukTThs72Cn8B/8AXrJ1FQ05B55powZn3U2mzaqEUTxWsbeXbiMBpBGMgEnplicn6+1Jb311a3dvd2yz3V9cuqTwum1TEFwOexBAA49c5zRHCtraz3RXfKWBOT91VOdp9Mtg/Qe9WFluZreNri9lW5DvHBHGACW+9genzYBOccCtCGjSbxbo08avcTiCVflYXKFWXa2cZGc/MO3pXOa740FwvkaS7ySlgpuSNqR54GM9T78D61ZuLOJpgs+mpvjtpAsKnB2Nncze4I/Ks7VZ3t9MY2NqkCyQxJ5hTiZUJw2Txkn07CnoKwmm6Q+nRbGtJTqKSsssok+Uxkjk9x/n1r6Hl/49pMf3D/KvnvVraCx0OPVNM1jUZGluRau06BFutqhneIZztViAQw6ke4H0LJ/x7P8A9cz/ACqZFRPG7pf3rMfWsy+AWFieBite7x5h9KwNYuMxeWvWsEd0nZHpvhi1SLwNpwRQu+IyNjuSTzXMa9ARMTivQtPs/smgWVpgDyrdEP1CjP61yWvW+cnFaM4zmrC2QQ3F/OMi2G22hK5E0zcAH2XO4/Sqk0EMMD20N3aytIDGQ43MhKfM4Psenv8AStC6t5ItMdrePdNIwjXAyefT3qoksWkyJbrapct8gDSLwVU8tj1LMR9KtENGnoviiC1mlsLu5QNbyeUt2T+6m4z97s3PXoaum9tbGKSRbiNYwApaSYYGCTnPf71YFzD5RWzvAk0XmhzBbLyWU8AkjgHccD2FYcWgaKkkTXYkYAyPKEXB2tjYFPqM4qiSLxB4gbWd+n6bveyUr58qJ1XIGFHp3969T+EcUdkmr6fBcC4hhaNlkC4+8W4z+FeYeGYLK48ULps95c2MM8YtzdQSxRoAOSXMnGPYc54r0v4Tm6h1TxLp9w0+LOWONFuFUSL80n3tvGeBnGR6UnsOO5e8buP7aUekC/zNef6tebInjB4Ndb4z1BW166+YYQiMfgP/ANdedahPvlPPrXP9o7doI9Hn0f7L4T06LaNy26s2PUjcf51h6fBuvFGOhr0W/hEui2xI6wJ/6CK42xg8vUHGOhqznZe1Gxgi067v5mZV+zlJVUDLL6Z7Zzg1xgYbI7jU5ZEV4/NiRG6DOIwo/wCAsfoa9Oa0jvdPktpRmORdrCuP13REe8eNIZQIYPMWQAbXcgqAfTBK4xxgGtEQzn7zT7eX7U6206CcBI7uduUUcqRjvtDY9MiqL2eozzMg8Q3K2clysa/vSC0ODl/XAIx1rW0+U6jcXBnhWWNI1S1jYfKGB2rj39T161Eq2N1MsB3CRo/tTuSPl4JMY4+6c/WquTYxrHTdO024tjFMJbxvNjZpV/dSgthW/IE+3erUjIkS2skUBLKxeaH+IE4/If1zUOp3zQaTDPYf6PHNIXkReSpJI4Jyce1Lqvh3VPD2i6Pf3kt0sl35vmweX/x7jCFQTj7xDbtvbp2NLcD6OpDRRUFkbdahfpRRQBXkFZt3bxzBQ4PysHUg4II6GiihCPP75I5LvUFMSL5N2ERlXBxsY4zWRrdpDaajCIV2jy0fGehLEcf98iiiqArogkuLveWO6bcecf56msz7ZJovim4ubQJ5kEjbN65HzKVP6GiimiTqvBDGDw/r+w44t0/DLVxuuuxvSSe5ooqHudVL4C14fZltNSkVmB+ROD2OaiuZXEMgB/hooqWWtjsPALs/hq73MTi4OM9vlFLeAeeaKKZhLcs29usstoNzr+9XO09QeCD7EEj8axZRnxHA56mRHx2yxJP6miirRmxtzeTxKAsh/fXEbuc9SyAn8Dms/wAUzO1vq0RP7tJodq9h9KKKZJmar4mfxBHZRT6Vp1sYURI5LZJFKIB9wAuVC85OByea+krpiunzMOohYj/vmiilMqB4/cHG6uUvmJuDk9OaKKwjuds9j6DjJaxhY9TEpP8A3yK5XWVB3ZoorRnIVLSGN49joGU9QRmsHUWEl5qrNGm+3lQI+3nGc4PtlB+vrRRVRJZl6XdTRaFfTrI3mtMhLnk5IJJ+tW5RHA14sMESLp8QmtwF4VmUZ47jjpRRVCOSuNcbR9Vu4Rp2nXlvNiQw3dvvVWUZBXBBHU5GcHuDXpXwavbjUb/xNf3UhkuZ5IZZHIxljvP4D2oooewlucn4onkl1AyO2WaUk/UmsGfmfB9aKKwidkz6HvUC6bEgHCxqB+QrjFAGptRRVnOdJaf6qq2qRI1lctgB/IcBh1HB6GiiqQmcrd2UdmtisTPlnjUsSM87z/n6VzN1GkXiC4VBgASrj25GKKKoRl6hCq6BCRn7/wDMiq02vanqFjHpl3eTTW1rI0kfmSMxJfGcknnGOPTJ9aKKaJP/2Q==", 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", "info": {"video_id": "14946", "label": "holding candle next to clock", "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": "413daba231babc2d68d02928828e223e13a27c905cfda86995a8b2d7e4e0a560"} +{"episode": 4792, "episode_seed": 1754436388, "split": "train", "timestamp": "2025-10-13T02:51:32.731391", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1754436388, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening drawer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "203034", "label": "opening drawer", "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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ZCOSSOldbJ4VvrY5CLKPVD/SqF5p7pBNFJARvUqdwx2rCzW5nddBLCKPAFtME46A1qrDcMmxnVlIwTjmsbTTHJao0iAMMbj7jrW3YNDPpdvLG5AJKFwTzgkZH5V10k7WMJq7uSNEzWqWzpFJEi7QHWsa9jubGCZYUMkLKR5ROSvH8J/pW6sUzIzq/yjgCQDP1NZ8tw81lNN5SusYOSrelaaiUW9jzRdPjv7S3w2ySPcV9eTmt3SfCF/qVnIybCUOAG43Ve8P6JczRqWiGCuTnpXY6TfLpEEsZi+QDILdAf51kqKlL31odVPF1KK9xnll1oF3Y6lDFdW8kZ8wfeHB57GvVfC+nNIUyPlQCmyeIUvJ1Xyoih+YBhnBHWt/w7OGgACAc8471pTpRg/dZOLxUqyTkrHh/hmxPjW+nFzOLaWGJSGUEgjOCcU7XvDb6FIsElxDdRtnbJHyPpzVrSfDniPwlq8d7/ZszovEiqNyup6qcdqPFOujUb5IY7NreLcSFc5IOOlatRcNdzli3zeRyb2cROQCp9VNeufB3XvKludEurh3Ev7y3EjZwQPmUfUYP4V5Y4wTV3Q7qWz1mznhYrIkyMpHrkVytnQkel+MrC3j1+WGaANA/zBGHBPrXk/iHS9D01rdbyzurWWdC5NrKJFXBx0b8+te0fENydUgb+FRivHvFcon1qQDJVFVOfYVjTbjNrob1EpQTe5zDaRY3HNjrVu2eiXKmJvz6frVebQ9Xt1Li2aWP+/CwkH6VbktIZPvRj8OKgWzaBt9tcSwt6qxH8q6Lo5rMzlvLq1k+9JGw+qmu/wDBPiPVpPPiXUbnIA25kJxkEd/fFcyb/Vwu2SWG8T+7cRh/1Iz+tbHgeD+1fE0ls0raYWR3H2ZMh2VSwXnhRwTmh+Q15nrfwi8Z3WojVI9e1OPchiEHnFVJzu3c9+1etRTxTruhlSRfVGBH6V86/DDw3aa8NYF1LIWj8kph8Fd27P16Cu3PgS/08O2l6vNDuGNr5GR9RVKm5ambnyux6vRXhd3q3jDwsP8ASNQlaIthG8zeCfTmtTQviB4p1LzhBbw3nkJ5kmUwQPwqJLldmWnfY9gppUHsK890D4mvqmprY3GnLGxViXRzgbQSeD9K2I/G+n3Fj9odZYV2M56HADYpJopxbWx05jQ1Wm0+3mB3xRsTx8yg1y8fjrRZivlalECwyBJlT+taMHiKCXBjnikHqjA1fKjLVEk3hbTZG3CziBPUrxVZvDNtEwaPzFH1zWgusRmsHxxrtxZeGJLixuXgnE0YDoecE8ijkQKTNhbaSCPCSdOmRXk0ejxm5knUbZJDliO9XtQ8Q6nFpMV7Z+I9SlVp/IzMiosxC5Zo++0Hg59R9K6ZvCt/BgqEk4/hNYVU3axpCy3OaS1uo45PLk3FUJUEZyewq3ptxPLBHOURlKhuOK0J9PuoBiSGRMe1ZGnSfZPOhckLGTjPYZz/AFqIIcjpLYmaJn8ggIxVvb/OamEsYGCCv1WqGkXMssd75se1JNpjXvxxk/p+VaiyRqVuLhwFCnr0WuyKi0YtMrymGRSu5c/XmuF1uySHXk8oBWeIFtvflq60zPeXgmgtR9nHGHOC3vUI0qCXWZbiSMD5QoGc8U+XmVi1G2pX0SxSG9gnmwyKcnd1Fd3qkOj3NiyXccUqhQcEZI+lYdylssEYVFVcYOO4rn77VR9qSNG2xLwQPShx9mrMXM5O6N/StN0izuYltA4jZyxDHP0rrb0jZFjpzXg2heIZtQ8YPp9xq1/ZQ+ZsjYSRxiL1LFxjGAeOpOK6jTNW1We/v7e7vbuQ2kuxFnIDpyRzt4zwKnmXRDacnds9DIU9RUUkMcg2sAR6EZrm01u8h4ZhIPRhz+dW4vEkBOJ4njPqORT5oPcnlkiS68PadcIym2VQxydny5/KoP7DSGMJC5AU5UMOBWnDqVpcf6qeMn0JwanLAinyLdE8zWjOS1DTtTmkaMgG2zysbct9f8Kzpha2iPC9s8TlcHKkZH9a7tlVucVDJCkgIYAj0IzS5ZJ3LjUscZaaooZYIUC8cb/l3cZwB3PtWTqureYxRG4PU12OoeHrC9VN8RRkcSI0TbSGHQ1hXvgxZJTJDdEDOdjr/UVMpStZhZXucuRqcscT2MkalCfkdc5zjv8AhXo/h7UJYURGRG9exrh/Edlf6NobTQuY2EiLvjPYmql+PEnh/SNMvbjUrxJrsv5kRXAhxtKgnH3iGzjt+dTCTTBxuj3S2YTLuZFB/wBnisrxBpNhd27i4tYpSFJBZASDj1oorohuYs+d7lQJSBVzw5Es3iTTY3GVa5jBH/AhRRXIda3PTviC5N+v+9Xk/iZFXUgw6tErH6/5FFFZL4zefwGGRTSKKK3OcQAVe0q9l0a5bULQJ56O+N4yOVK9PoxoopoGdz8IRzq3sIv/AGavTxPNGPkkYfjRRRB6Ez3Oe8aP9r8L3BmVGZNrK23BBzXJ/DW9ntfGFvbxPiG6JimQ8hlwT/Oiiqq7hTOgezhsfGN5LAmGMEgx25IGfyqprAWPRLrYoULCVAHYdaKK42d0Th/FA8i8too+ES3QD9axY7maM5SV1+hxRRW0djlqfEa1p4j1e2YeVfzADsWz/OtK88TanqWiXEF3MsiK0bD5cHOfaiitUZMhvvEsutJBFLp1hbmEKkb26upVB/CAWIA5z0619LAAoOOwoooQpjXRSMEcVn3Wm2U2TJaxMfXaM0UUMSKEmkWkKNJEGRsdm4rl70GS8eJmJjjOVXtnGaKKzl8JS3Ibu5lsrIyQtgrjg8iqkl5O8hUyEA8nHeiiqTfKX0LWok2unQeUSPMj3Nk5yckVztsxku/mOe9FFOoRE5291T+zPEGpJ9hsbuOWcMUuod4DKOCCCCOp4zg9wa6fwhdzX9xqV3cv5k07LJI2MZJzRRUrYo6E4weKqyAZoooZaIXAFPi1C7tv9VO4HoTkUUUJ2Bq5vaTqlxeErNs47gYrXyaKK6o7HNLcibrTGNFFUSct49/5Fh/+u8f8zXnF1rWoX1hDYXN1LLBA7SLvkZiS2OuTzjHHpk+tFFYT3NY7H//Z", 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ZCOSSOldbJ4VvrY5CLKPVD/SqF5p7pBNFJARvUqdwx2rCzW5nddBLCKPAFtME46A1qrDcMmxnVlIwTjmsbTTHJao0iAMMbj7jrW3YNDPpdvLG5AJKFwTzgkZH5V10k7WMJq7uSNEzWqWzpFJEi7QHWsa9jubGCZYUMkLKR5ROSvH8J/pW6sUzIzq/yjgCQDP1NZ8tw81lNN5SusYOSrelaaiUW9jzRdPjv7S3w2ySPcV9eTmt3SfCF/qVnIybCUOAG43Ve8P6JczRqWiGCuTnpXY6TfLpEEsZi+QDILdAf51kqKlL31odVPF1KK9xnll1oF3Y6lDFdW8kZ8wfeHB57GvVfC+nNIUyPlQCmyeIUvJ1Xyoih+YBhnBHWt/w7OGgACAc8471pTpRg/dZOLxUqyTkrHh/hmxPjW+nFzOLaWGJSGUEgjOCcU7XvDb6FIsElxDdRtnbJHyPpzVrSfDniPwlq8d7/ZszovEiqNyup6qcdqPFOujUb5IY7NreLcSFc5IOOlatRcNdzli3zeRyb2cROQCp9VNeufB3XvKludEurh3Ev7y3EjZwQPmUfUYP4V5Y4wTV3Q7qWz1mznhYrIkyMpHrkVytnQkel+MrC3j1+WGaANA/zBGHBPrXk/iHS9D01rdbyzurWWdC5NrKJFXBx0b8+te0fENydUgb+FRivHvFcon1qQDJVFVOfYVjTbjNrob1EpQTe5zDaRY3HNjrVu2eiXKmJvz6frVebQ9Xt1Li2aWP+/CwkH6VbktIZPvRj8OKgWzaBt9tcSwt6qxH8q6Lo5rMzlvLq1k+9JGw+qmu/wDBPiPVpPPiXUbnIA25kJxkEd/fFcyb/Vwu2SWG8T+7cRh/1Iz+tbHgeD+1fE0ls0raYWR3H2ZMh2VSwXnhRwTmh+Q15nrfwi8Z3WojVI9e1OPchiEHnFVJzu3c9+1etRTxTruhlSRfVGBH6V86/DDw3aa8NYF1LIWj8kph8Fd27P16Cu3PgS/08O2l6vNDuGNr5GR9RVKm5ambnyux6vRXhd3q3jDwsP8ASNQlaIthG8zeCfTmtTQviB4p1LzhBbw3nkJ5kmUwQPwqJLldmWnfY9gppUHsK890D4mvqmprY3GnLGxViXRzgbQSeD9K2I/G+n3Fj9odZYV2M56HADYpJopxbWx05jQ1Wm0+3mB3xRsTx8yg1y8fjrRZivlalECwyBJlT+taMHiKCXBjnikHqjA1fKjLVEk3hbTZG3CziBPUrxVZvDNtEwaPzFH1zWgusRmsHxxrtxZeGJLixuXgnE0YDoecE8ijkQKTNhbaSCPCSdOmRXk0ejxm5knUbZJDliO9XtQ8Q6nFpMV7Z+I9SlVp/IzMiosxC5Zo++0Hg59R9K6ZvCt/BgqEk4/hNYVU3axpCy3OaS1uo45PLk3FUJUEZyewq3ptxPLBHOURlKhuOK0J9PuoBiSGRMe1ZGnSfZPOhckLGTjPYZz/AFqIIcjpLYmaJn8ggIxVvb/OamEsYGCCv1WqGkXMssd75se1JNpjXvxxk/p+VaiyRqVuLhwFCnr0WuyKi0YtMrymGRSu5c/XmuF1uySHXk8oBWeIFtvflq60zPeXgmgtR9nHGHOC3vUI0qCXWZbiSMD5QoGc8U+XmVi1G2pX0SxSG9gnmwyKcnd1Fd3qkOj3NiyXccUqhQcEZI+lYdylssEYVFVcYOO4rn77VR9qSNG2xLwQPShx9mrMXM5O6N/StN0izuYltA4jZyxDHP0rrb0jZFjpzXg2heIZtQ8YPp9xq1/ZQ+ZsjYSRxiL1LFxjGAeOpOK6jTNW1We/v7e7vbuQ2kuxFnIDpyRzt4zwKnmXRDacnds9DIU9RUUkMcg2sAR6EZrm01u8h4ZhIPRhz+dW4vEkBOJ4njPqORT5oPcnlkiS68PadcIym2VQxydny5/KoP7DSGMJC5AU5UMOBWnDqVpcf6qeMn0JwanLAinyLdE8zWjOS1DTtTmkaMgG2zysbct9f8Kzpha2iPC9s8TlcHKkZH9a7tlVucVDJCkgIYAj0IzS5ZJ3LjUscZaaooZYIUC8cb/l3cZwB3PtWTqureYxRG4PU12OoeHrC9VN8RRkcSI0TbSGHQ1hXvgxZJTJDdEDOdjr/UVMpStZhZXucuRqcscT2MkalCfkdc5zjv8AhXo/h7UJYURGRG9exrh/Edlf6NobTQuY2EiLvjPYmql+PEnh/SNMvbjUrxJrsv5kRXAhxtKgnH3iGzjt+dTCTTBxuj3S2YTLuZFB/wBnisrxBpNhd27i4tYpSFJBZASDj1oorohuYs+d7lQJSBVzw5Es3iTTY3GVa5jBH/AhRRXIda3PTviC5N+v+9Xk/iZFXUgw6tErH6/5FFFZL4zefwGGRTSKKK3OcQAVe0q9l0a5bULQJ56O+N4yOVK9PoxoopoGdz8IRzq3sIv/AGavTxPNGPkkYfjRRRB6Ez3Oe8aP9r8L3BmVGZNrK23BBzXJ/DW9ntfGFvbxPiG6JimQ8hlwT/Oiiqq7hTOgezhsfGN5LAmGMEgx25IGfyqprAWPRLrYoULCVAHYdaKK42d0Th/FA8i8too+ES3QD9axY7maM5SV1+hxRRW0djlqfEa1p4j1e2YeVfzADsWz/OtK88TanqWiXEF3MsiK0bD5cHOfaiitUZMhvvEsutJBFLp1hbmEKkb26upVB/CAWIA5z0619LAAoOOwoooQpjXRSMEcVn3Wm2U2TJaxMfXaM0UUMSKEmkWkKNJEGRsdm4rl70GS8eJmJjjOVXtnGaKKzl8JS3Ibu5lsrIyQtgrjg8iqkl5O8hUyEA8nHeiiqTfKX0LWok2unQeUSPMj3Nk5yckVztsxku/mOe9FFOoRE5291T+zPEGpJ9hsbuOWcMUuod4DKOCCCCOp4zg9wa6fwhdzX9xqV3cv5k07LJI2MZJzRRUrYo6E4weKqyAZoooZaIXAFPi1C7tv9VO4HoTkUUUJ2Bq5vaTqlxeErNs47gYrXyaKK6o7HNLcibrTGNFFUSct49/5Fh/+u8f8zXnF1rWoX1hDYXN1LLBA7SLvkZiS2OuTzjHHpk+tFFYT3NY7H//Z", 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", "info": {"video_id": "203034", "label": "opening drawer", "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": "2485f5b87bd95170306f4bb6b9a895ce95b1dd54901a73bdd8d0dc55e574a922"} +{"episode": 4793, "episode_seed": 4113409269, "split": "train", "timestamp": "2025-10-13T02:51:35.012799", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4113409269, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dreidel 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, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "95335", "label": "pretending to put dreidel on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "95335", "label": "pretending to put dreidel on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "568096bb275497b9f74bcdb77e5be5aa11df18aba5c2c7fc7ca2907f18ee6e98"} +{"episode": 4794, "episode_seed": 2669135074, "split": "train", "timestamp": "2025-10-13T02:51:36.498661", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2669135074, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "151127", "label": "pulling a book from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "151127", "label": "pulling a book from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8e9a3c47cf64d8bf6ce3f1bdfaf43c6ebed7d43d14ac2ab4dd6ba2308e19fc13"} +{"episode": 4795, "episode_seed": 3512976184, "split": "train", "timestamp": "2025-10-13T02:51:37.965305", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3512976184, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping oats up with spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "192907", "label": "scooping oats up with spoon", "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": "192907", "label": "scooping oats up with spoon", "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": "e7ec62d556a3ec1b41e4fd9d91dd15cd400625b403cb638b37a7beb4ca01464a"} +{"episode": 4796, "episode_seed": 3393490998, "split": "train", "timestamp": "2025-10-13T02:51:39.603391", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3393490998, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic cup and soap box away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "50001", "label": "moving plastic cup and soap box away from 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": "50001", "label": "moving plastic cup and soap box away from 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": "b302ee0d17428dbf1a828f1c0710608dbfbffc4a1508e47b59b318c6a3f2d207"} +{"episode": 4797, "episode_seed": 82770622, "split": "train", "timestamp": "2025-10-13T02:51:42.124236", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 82770622, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping a basket with random items over, so the items falls out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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4/rWbatc3judxd2V9beD7O4hRZ5bqR7u9jPBkjxtB9v4j+IrmZtE/tawkvrBjK8eM5GGmGMnj+8vQ+tdbqWtrqP2q3sZY4wqfZrVx0cR/8sz6McEg981i6LqqBUaFWEG7MsQ6wP6/7p/T86xqxqxpc8N1r/mJzjz2ZxkEMk33AAo6seAPxqbzIrf/AFQ3v3lYcD6Co5J5Lh1jQcfwxoOBTlgVU3OQ75wF/hH+NdKi2NuxXlmbBcknJ++e/wBK6XQb5lltraAu7lFwOgVm5J9yfXsBXKXTF2yTn0rqvAumprWs2YlfZb2iu9y+cYReRk9uuPpWGK5adJzeyJ52tTrtU08wy6fA7LJdXEqskPBVSvRmHcDPQ10fi+OyXw+lk7OzmRJJpyBuBzyTWdHZnVNWutZ07a9ralHIc43HnaFz0yOcfSodZsbzxM0MmmTC64ANtbZZ45O4dTznPfpXlQw2InVot6pLmd9LPoreRyN1Jp30O18Ka5Z6Wq6W9x5sIUSK7HlSe49j+ldFeeItJsY7ia3lilnK+Y/l89BwXPYdK53w38MLltPUa9ItupOfLiw0oGQQN/8AD9BmtXxxpWn6Z4SFjp0EcTmRWWEHBlABBLseT1zk9xXuKMaVOKlK+iu33Kw6qSXvR17dzw/xVceWdNZZuTbNyRg8yNyfqcmobe+jNk1tOZFt2iDsE5e3DDO4eqdMjtWLexXd9ry2kgcSoVgKkdPb8zVHUbsw6/NPZOVET+XGfUKAv45xSjfmPRxUaftJKC0voXBdmZ5UnKNLbxsiTJzvBIA/TJrV8NWkepEzXG0Rx4wp6AdhWLFcWct1HLEojM6sksPZG4OR7H9K7HwjpFrp/hy91nUflQ7thbnCLxwOnJrjzCpyU272bsl8zkleFO0S54Xmim1+8uiy+XENkfsO5q54i1SS4DRQy4kkGOP4U/8Ar1n+H9POo6Lc6zCTbRO5QKnoP8iu6+HHhfQ/E2nT6he2TB7a5aDyw7DzAuDuY9TnNc8cu/2r2t9EkjnUHJJzOL8I6ZeT3j2trZT3hJDMEHXn+I9APxr1LSfhXbG5N7q8pDO277Jbudo9mbqfw/Ou9s7S2sIFt7O2it4l6RxIB/KotRvxYxhY18y6k+4g5/GvaqV1CkovRIdDCL2znHeRzfi/+ydK8PfYI7SLCssqQoNoXacjPvXz1qdjFqvjV4rCMLHKUUJ2ViMn8q9V8XPdi7KXGdzDeTnOc+9eb67NDoGjT3NufLvr5mijK9Qv8b+3Hyj6mvMp4mpUm4NW7eXqe3LCxpUVOMt9/PscZ4kvkv8AXbmSJswRkQwn/YT5R+eM/jVvSrqDUbqCO+cx3cZAjn/v+gb1I7etc6TTlPOD+BrvUbKx571Z7trV1Ho/g+7mUguYvLTHI3P/APr/AErwpmziuifX7u90WDTbmQtHC5cMTyeMDP61zu3JzSpxcb3E7JJIkiGXUnpnmvpj4beDodI0iDU723jOpT7pEZk+aGNuQufXHP44rxLwXo1trWr6VZugLSXiCT3TOSPpgV9VqABgDA7CqkmZc972BhxXLeKdIttVtGWVQswUiOYD5k/+t7V1ZHymsPWOIjUtuOqGknueLXcYMzaayhZYXDSfh/TpzXOzefql6sVmjvaRzCJXx1c9/p6f/Xrq/G2jTXmp21zayCJpUME7ZIyvUZ/UVa+H+lF7iW3eM5t5izt/C5wMY/DFZxtsjuU+V+1vqejeHNGtrfQks5YkkiaPY6OuQ4xzkd680+IXgw+FfD19PosUr2V3KonxybaPqQT1KkhRnsOtevhRHD6Z4/z+n61jeK9dXSfB2q3siqzLAYo1cZDu42qCO/XJrflVrM5OdttnyoTzSsQQMde9NYbePTigc1RT2J7GJ5btQi52/NXvnwfhSPwqzqctJIWbPXPT+leIafGYVSYfxNz/AIV7P8JrpY7W4s2ODu3AUTglHmOb2t5OJ6jA6ltmRuq4orNjsy19DOGwEzuHrkVoybgmVBPsKzKJgOOK84+K072trpUkJxL9pYjHsvP869IhUiJd3XvXO+INFXVPEenGQBorSJnKkZBZyMfoP1osbU3FSTkro8L8Za79r8I6bZrGEmlnkmuCBjJHyr9cD+dZmhwjRtBv9dkIEkcXlWvvNJkL+Q3N+Fd/8WPAssJtNR0+L/RM+XIq/wDLInocehP615n4wuzDLBocT/uLEZkC9GmYDcfwGF/A1EldqJvNwbvT2/q5j6bffY5GjlBktZcCVAefZh/tCux8G2kln4iaUr58UyfupB/y1GQTj35FefhsGut8FeJToupRxzjdaucc/wABNaTWjMHG+hzwfyyqx/KH4B9fenLKGaROAMbVqu+JApDEMo9M05ZlbJlwWA7Dk1oJkE2TwQMjvmrWjXSwXbQTSMltcoYZSpxgHofwOKpysWJPQegqKs5xUlZgtD2m01K80rwVaw2pilZ55G1BP4m3YVMewAz+VeqfDW2trb+2EhgjjkEyeYUH3jtI/pXzd4b1Rbq/0+3u5zEYp48ycnfGGBIPvgcV7/8AD+8ht9T8TXvm/wCgGRCpYYJJLHgfQ1EZWXvdAcdfd6nol7eR2Vv5r/MxOEQdWb0ryvxkNQum8x/3hkYhxH83l4/hOOldA+ujUdVeSSXygikQ91Q/49fxrN1XU7exjVVdWlOSihugHV3PZR7/AKk1ySUcVFtuyW3+Z2wlLCyVld9f8jx3VlTRVu9XbIvnbyofMHO8jGQP9lefqRXnpNdb4z1ifWr9JpEdLZCywbv4xnl/qT/QVyMgKn2rroQcY6u7Mq0uaV7WHByuGH3gc132oak2s+FLaysz/o0KKHGMF3Uc/hk9K8+ByK2NA1T7FOYJD+5kPfsajEUVPllbWOqMbJvU7a21a8svAum2+mOmIfN+2RHqxZuOK9u8AJ9km1awJ/1TxOBnsyCvmu9t3jv7eS3dgJHQNjowJAzX0Ppep2GkeLdbke4RpXtogsCNySjMpz/47WqqLk5n0IcG5cq6nb6hqUWmWvmOB5jfcTP6msATTGB55j+9uBlnbsnYD0z+grmNQ1ebULh5ZGyT19FHoKVPELRWg+0xtLFHhU28u56BQO5NefSxKq1uZ7Lb/M9GeFdKjZb9S5ql5DZ2plndUUKdu9c7VHVv8B9K+evFeqvrepy3flGK3jxFBGRjYnYfU9fxr2DVb+NpZoNU2GSSPMsYO5UzjbH6cDOfXrXlniXQLqPURY6bJJd2e4yR4YEJntXTGopVTGnTlKNknc4yRccjpUYODXaWvgS9lTNzMkOR0A3Y+tcheW0lldzW0y4kicow+ldKYVsLVopSmrJjoZipwen8qQ5DYNQg1aeJzGZQuUBCk+hPSmczO9+FBCfEDR1P8QkP47Gr6aWvmHwev9m+KND1FtyhX5z6dP5V9K3qySWE3kbjJsJQIcFj6D61VVNSszmpyUldFzHBrA135YGrW0s3B0y2+1qy3BQeYG6g+9cbda1NfvewzoqGF/l2g9MkY/SsZbG0TlNdb9zk/wALqR+eP611/hPTPsem7mXDyHc3FcylkNU1CKBhlRIrkepByP1r0ONVt4flAwgGOO/b+n61NKOtyqktLDLk/K3zYAG3P8/6/pXkfxb1aSaPT9FgRyObqUKCefuqP/Qj+VehanehCIwfmfgAjnH+cfrWJdQRzTNMyguf4iOa11b0OzA4P6w3d2SPBZNF1GVGkSxnKgZJ2Gsle9fQ08ZWEsijK849R3rxvxLo32DxM0MK/ublhJEB0AJ5H4HNO9tzoxuAVCmpxd+5P9kFvY2rEcEg11/hO4lsL+K4jPOenqKxtXCRW9vCoztUE1s6X+6tYZTwRxXpQoKpTt5Hxbxbi1N9Wz3PTrxLyFJVOCwGRWoikjgVxXhO/WSGMDAxivQLWRNoZiMV5nLbRntp3EghON78KOearmMNcPMeWY5/DtUf9rxalPJb2mWiibbJJ2JHYevvVh25ppDI7iGK7gaCVVZW7MMjPavknx74fl8P+LL2xkkEpJ85XzkkPk8+/Wvqu7vEsYZbiVsJGpJr5j1zQ/EOveIL3UJ7ffJcSs5ctgYzxjvgDAo0TOijRqVL8kWzhqkSTY2a2Na8LalpFqLu5jTyiwUlWztJ6ZrCFG5VSnOk+Wasx4bipLdN0xXGTjgVGpIw2ea2brQ7mx02y1Rmjkgu8qNhJ2sOxoMmY80e05HQ1BVqeTedg6DqfeqxoFYWN2jkV1JDKcgjsa9N8I+IzMwh3MJJAA8YbAcjpj8zj615gK2NAu1s9UglkLKisCxUZI98d6yq01ONmXTm4Suj3r7Qlptku5I7SL+BZG5c47Y61iv4m0l5Li1jtnklkwJ3k5ZsHGMY6AdB/wDrrzjxB4qu9c1hLyfIgi+WGEHhF9f949Sat+HLtYvEKOWDR3C8N71zrD2Vm9zuoyWIqKM31F1bwlNc6o/9nHbY5zH5xOVB7YpH8AsLV913mcqSihcAt6V6I6g1zlrFJq3iufTJdTntUHmND5aBiXVCwX2HByT/AFrqSaVrnqVcJhqEeacWzyfy2XeGBDKcEHsaj6Voajva5aZmybjDt9e9UWHNXuj56ceWTRtaLqhSeOC4O6PIKFuxByK6m78Ra0uuR6tKEmhLHzBDEFJU9Qcd/evPBW7pWvyWrJHc5kh6Ej7wH9aynDR22fQIys0+qPZNMv7fWYVaxlEkZHzY6j2I9ay9b8XwaBqKW0SQz6goIQM2Utc+uOC59O1Zuo6gtt4TiuNFIhkuyUWctsYgddo7ntmvMJi25t2d2ec9c1zUKMXdm9XEynZHa6JN9v8AEtwbwl2ky4z3yea7f7NEgwkaqPYV5RoupmPUraVjh0YKx9V6V64p8yNWHcZrrglsfQZZUU6Onchlh82Fkzhuqn0I6V5x430wNfW9/GuBPiOXA/iHQ/lx+FenbGIOBXE+NtQtY7I2kcoe6LA4X+ED1pl5hCEsPLm7fief3dibZEcPuVuOnIqaKUpFPFjKypjHuCCD+lb/AIl0bTIfDVtqmn6ne3Cm5Nr/AKTAsa3BCbneIA52qcKd394e4HNg5ANUfII9BtEM+g6fdRne8K49wVPT8q938Iawuq6LDlszRKFP+0vY14H4Nv0uIpdOZl4AlQEc88MB+h/Ouy8Oa8vh3XfsF1L5KO37l2PAbuh9j2r0MRT9pRjUj0PCwlWVHEzw8+uqPas9a5PxYI4LfeqKrO3zEDG761uwapA8IZztOO3IrgfGPiCDU9Ws9E05900j4lk7KO+Pwry5bHtx3L/hy2EUJupBzLkj2H+c1o6nqSQxHLAgfMR6jn9ev51VedbSBY1BAVcLz0/z/Suaubx764wWyuchR2Hp/L9aafKrFWu7mT4j15rWITBv30rhEGedoOWP9PxrorWZbm0jlXkOoNcR400/UXaFoohLZ265CpF86H+Js9WGeoz+Fa/hXW7G18OIb2ddybsIGBbAPp1pU5Wep7uVVYqMov1N91wDiuJ8W6ed1ldrEStvKS7f3VIx+WcU6y8VR6r45l0mbUruytJZjHHNHNFGkWOpYyDGAAeOpOB3rlr3XtRs9Q8QWN+11LtD26pdlRJH82BkDIz644qpe+rInMMdCpRnRjv/AME0oo4793O7IXHNaTskWmyjdworldG1GK10rBbLsxX8T/8AWq7fXbDQ5SDyx4r3aElGkn5H51Xw83V5elzZ8PeNjpkmydGKKcbh6V24+IM2seTpOkLILm5wpkx9xT1P5V4KLmRv4z+Fe1/CHQWtrSTW7rLPKCkO7+Fe5/GvHk7u59JGLjFI9Y0ewj07T44I+Qq43evvU11cCIEk8Y6iqUmorChBdfauZ8ReI47PTZ72RsQQrkj+8ewHuTUtlLcNW16K6v20uN8uqiR+ex6CsmWIbsgc+teaeHvEMtz4oN5dPmW4ciTHQZ6Y9u1eospYZApRfc+sy1RWHXL8zC13T0v9PntZOY54ynP8LdQf8+leFS2s8TyK0ZzGxV/YjrXuviuSez0RpopDEwkQbh161wXivwvqGgabp2q3Uk4uNQaVp4jGQISAhUMcfeZWzj+uaHucWbuPu91+Rwik4xXW6fm+8C6jHOzFbP8AfQgHo33fywaKKGePLY5IDimsKKKBDe9df4Xmaz0XUZoAqzSnyTJtBZUCliBnpk4z9KKKwxP8P5r8xGXqKqHRwADIgcgdM0zTJpEuUKsR5bhl9jmiirXwm1D+JH1PaITvt0Y9StcRd6hPpXii4vrbb50Ujbd4yPmUqePoxooqz6XMP4a9TjtWUKYQOgBH8qzG6UUU1sfN1/4jGCnjpRRTMTub2XdDp1s0aNGLZAMjJUZwAPT147kmuY1QAXj47gE/lRRXFh9/v/MChGxWdCDggivcvDZ+0aPbvJy2wUUV1dT3cnek/kct458QahYlbW1kWKOQkMVHP5152jNJKzOxYkZJJ60UUzDNZP2nLfSxreJfFcniCG2gm0jTLU28aRxSWqSKUjUHCAFyoXkngZJ5z1rGXpRRTPIRraDK8eox7T0YH9cV0HiWV5UidzliaKK9Sh/uzPExSX16Bmx+ItZs7doLfU7pIum3zCQK6z4YRi61W+vJ2aSdEVFZjnAY8/yoorzJ9T147HbalM+0jPHHH1wP6ml8LRrdazAJhuGS/PchSR+tFFc73NY7Gx4hVVsNwUbnmIJ9sD/GvI72NLDxU8UCKI722aSVSM/MuSCPTpzRRTfU1pfD8zk9K11tMubmJ9O06/iuHEjJeweYAy5IIIII6nIzg9wazdQ1C61O/vL+8lMtzcSGSRyAMseeg6D2oorSO5EtyK3dhLFzwGziujvWJ0qMdiuTRRXo4b+HI83Fr97D1MfS4kuNRt4ZBlHlVW+hNfUNtGllpkVvAoWJIwqr6CiiuI7GZN3cyNOF4A9hWZ430OC/8OxNJPcIse5wiMApIHBOR/nNFFQM8z1rQ7XQdR0VrN5s3VukshdgfmPPHAr03UdTnstH86EIHEW7JGecUUUon0OU/wAJ+v6Hiuu+J9W1jct3cnywwwicCmXfiTVtT0OHTb29mnt7ZnlTzJGYlnAznJ5xt49Mn1ooqjycZJyqO7P/2Q==", 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", "info": {"video_id": "1200", "label": "tipping a basket with random items over, so the items falls out", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "1200", "label": "tipping a basket with random items over, so the items falls out", "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": "7ec9f86427f9f528ed408373058c0a2b6af601e7a9c3a635da4e034e791872c0"} +{"episode": 4798, "episode_seed": 2481606649, "split": "train", "timestamp": "2025-10-13T02:51:44.991964", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2481606649, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gun toy to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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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2/acfZ7nj1hNM/tKCRQGguGB55t2P9Kp4ibM1l9PseMS6frEcQg/sWZowgXK9fr6VHFpmsKVjSwuUBYHJXAr2We8h2fubSTdn+K3P+FU5L5lUu9q6KoJLLCQenr2rN4mouxrHK6T7/h/keY6lY3mjtG91GoEwyixD5VbGShzycevesc6gs08kT70JXt6jHtXaeO9XE+kRQywKs0jjyiJA2COT06cfzrzKR0YkrnJOWOTkmuvDzlUhdnkZjh44etyRO2Um2QhHUoCDuIBZRnkD0z3FXIL5vL8lZsA9A2CF9sjGM+nbism4lkluFgUl5rj7oHzMSD0OB0xk5PYdakjhZIlim8xIpCQT0wfUevTmug89JHQaV4ojivI42sw1nkKTKi5TJwPmHvmu8Q22zcbaFT3GzNeUSaJdtrVrpoJXfIvmiOQMAB8xyR0P616exGeK8nF+5PTqfU5dOVWlaXQLvUtJsIJZ7+OCKFCAGKck+gFUrPXPDmpz7bdUdsYCeSck/QVyHxEsbi8tbGSHLxhnMirztyQFLeg4PNcjY6HrEt5BdW8UkbBgfOztVCpGWLHgetVSp89PnbKrYj2Vb2dm/meyapqGj6Rp017PZERxrnm3Iyew59TXCyfE/TFbC6NH/wB8/wD1qi8T6+vijVFtUlf+z7dsRlV4kfoXP9PQc1zd5pQEfEQDIeCOhGM5+vWt4YdNXkcdbMpQly0/x1K2peKtW1gXNurmOykk3LAF6LnIH8qr2sMcsrG4DJuHyk8Y9aeIJJQ6xJ+7VdzlRzweD9Kb57LEqAlsZILADiuylCEVZI8XEVqlaXNN3ZraLDHF5qKxJyCHQc85yM9uK0re5UybVQMyZI47DOWyenHasSyulS1kk2bXj2fcU5kGeeexx3rVhs2VC7PGONxKuPkPXHHGR6D0qnvoYrYtTanLGyxWpjycsWbhlfp94HoM5ru/DGt3N/YMs0m57eQxOwPU4BB/I1wsljFNpEl2THFLlRJCUbOcZJyBgD6nrwK6/wAIaYdK8PxrIu2WdjM49M9P0ArzsdaMebqe9lMpybhe8TpJb6VUYqx3dBls/wBK5vUPibp9pfS2scTz+SQry7sDOQPyzWtJJGpUzOEjGWZj2AGa8ibwpqZvHSOCRkkJAcIWVkPO7I7fy/CufCr2jakz0sZJ0YJwjc9e0TxJDrVrv0+IyiPCuBKoK/UVz/jDx9PoV0llbWwNwAHly4bYD0HHc9a5bw7JN4OS+vZXjN3LD5MNsjhzuznewGcAAd+tUYoGvlkumZnu3YsZHYNvY55PqSa6qdC71ehw4jG8kVyxtL8vvHah8TNZvbO4tPJVPMQoSByM965cPfXPlSTyyS4Bxvbt3xWve2QhkMoTAbjAyeetU5LaT7Ot1KGMbMVRgfzFdNOnCL0R5WIxdaqrSlp22X3IdDBELZop1KyA8MO5P+RXTGdg0Ymm8wbAo3MQoUHocc4rlnndjndyCAST1raRZb0NIiGQRHy32g7d2TgA9Dxg8etbyfY4YrubI1HyYVlbfKIUysUjsNwPuPwPWtrw54ovTeJbXKb4pspEZCCdwGfy61zttp7X92tmwZrgkeXvbbuByCCT04B6nGKl8PaZPP4tgJLeTa7piVcMhOMDBHBrlxUU4OT6HqZbUnCoox2e6PU/tQwCVUH08sHH61UvNe0/TbaWfUDHHEpCr8g3MepwKa5A49K8/wDiJZz3CadImWibfuA6BieM+mQK8qjKU5qNz6Oso06bnY7Sz8V6DqdwEiXLY2qhiGSeOgrRuL2wtbeSeazdIo1LuzW2AAOpJrwiHStRuZ4mtreV5m+VfKyTuXjPHTtXb+KvETaosGhrPuhhRVu5I/mEkoAyPcA5+prtdBqfKmcEcdF0ueSs15jbj4qWiO3l6Um3PGV5x71zWr+O9T1LUg+nE2cXlhSqDq3PP+fSm3WkKEePy89CH6Fsnv8ApWYIWR1ihQGQ8HaMnpg4rdYemnrqedVzOvKNou3oVoUZmQzo5RDl+OordsIIrZriSM7wAuAemcng1lI5gDoWLZ4II6fnVvTnae4e2wB5hHzlgqpjkkk9OBj1rq0toeRq5am/FdiSPcVDxg7WzgHucD2A/nSDUrua7XyriNEjIET7QDtAyBx1JzUcdu0AQ7Y3ywXbn76njBHpwT+FSarpSm1thbSRytcD5YwjAqScbScAFvYdO9RNKUbSR04ecoTUoOzPSND1eXUtItryRyfNjB4OORwf5VdlvHVQRIUGRlixOB3rO0qxXStItbIYzDGFOOmep/Umkv8AyntLhJZViQwON57EjA/nXgOfvWT0Ps4wurtamLc/FSzF1NHBaFoEYL5rN68ZxXQ6H4kXXrQy6fFFII8K6mfDL9RivH08Kar5zwG2kBIIf5Cwx1ByOMdMGtnQLifwdZ39yXjN7cxiKK3Rg5Qg5LvjIAHoTXpSoxsnF6nlQxUlKSnCyXXX/M6Dxn48vtIvFsLKKMTxjM5V9+0novTr3/KuKvPiF4gu7ee1cqA6lDgdARip4Lc3UTT8m6YlvMZt24n+ZJ7+9UL6y8p/NVAAeNqg/Wtlh4Ja6nBUzGq21B2Xov8AhzESK5fynd2Zu3mP15wcVowRRxQSRXEXuCB68UyS2kNr9rky8bOUUg9D6UySV2BGeFAHUniuuFkeTUcpO7Zv+WBKGDdOOeQPXn0q4rBnV0cyEIAeenr/ACH+TVSBXLnzX3HqD2FaenC0SaRpmZV8pinloCTJxgc+/X2rNFaHQ+FYnmlmvJtpKKIIvlAKqBk9Ovat+SXaGY+lZfh5wdJjKfNkt93nuR/SrF9N5Fu8jggKCxz6DmvCxMnKo2faYGkoUILyv9+p53rmqXv/AAlE8tneTQmNlhXyj2HXP45qG7luJ2V7q6luCTjc7liB7DtVayP2ibzXYebLKSvOMk849Dir5lSOea3LnayjCkYHOOMnnOcfTFe1SpKMUrHy2JxUqk5O+jY+ER20kRaWJpJAEUkEYA69v84q5PmWNiQNqgKOOMdhxVacttRLcbpGXdtAzs/zmq9y9wq7QhLg/O3RQPf361o9jluZF23lTXLQPIIsctnkj0OO3/1qoxbpGQKCpOAM1dkuD5kkm3K9DgcUy2mg+0DfuK5yMjpUiZdsYFXzAwIxhgRwK0o2h2mOQksSDtI4+n0qna5mCSlcDOGC9D6VfAUDAxle+M4Hv9Ka3DSxf0+Ce6vobZnZY3cGUK3DAZJz2PevQJGwq4HboK5XTZrWTxDJ9kMvkiI7BL94DgHpx1J47V0kjOcEowH0ryMdJupy9j6nJ6a9hz92c54zvDHoksasQ0xWIY6nJyf0FcJYrKbd4TPOsIb5UMh2+5xW/wCNLrzLyztQe7SsvUtzgDH51mRpGLGWWNzsUkKyndhh1/n37114Cnald9Tgzeu/b8ieyt+oy1hV7jbuMQGQCq8fl1rSs7gLvWCTa0R2qQpBB7nnH+TUFtLHcuhZgfkALE8qOuDjv1NMD3LsZIwfLUEbmXg46c13WPGcrj9RWIQkyqwUrkAcHkcHntkVzE5dI4gQ2GPyqela91PIgc7NkWMKJPvH3rMaYCMI4baeVOP88VAiO3QyuR0AGSCOa6KzUxyKN4T5sk/X0H5VjW1xEsbso3Sjgbh1rbjjWaL5vmDfofWi7EieFzE2Y8uchs9Rnt+WBx/jXZ+GYWTTpLuUJ5105kcooUYyccDgfhXLQwxLpDTedGJBNsEPO7bjJYdhyAPeu2tisNoiDAAUADp0FcOYTaio9z3MlpKU5T7fqSSy4jY968z1TXNQTxHcNaXbJHvEGwqHVgOOQeOuetd9qF0tvaPMx+VFLn6AZrzCyjeZvMcfvS5yp5yTz+HWufL6alJyfQ783rulTjGLs3+hoXd9qMqf6TeTMhOAA21AP91cZoggFv5UshiY7dqAOAT9fT/GgKolmgPlMAuQcZYZxzx/wHH41JOsaWqF1Dq3Kh8ZBHP4V7HKlsj5mdWUvidy7IwKiPCgL0YfxE9cnvXOXxNtexyQSkSgFsgfcbP6+taMl88cG4gq7LtCLzvz1HPTpWXczgXAfYUYD5gevPNJkGY83mSOWYsxYkn1Naulx4YuwAY49+PXFUcQl8AoqN1HTFbNoIt5jTPyKvOaLkltDE+zyiZHVdvrgd/pxmt3w7HLdatGZXYw26mRY85UMSADj1z/ACrN0xLM6lD9ql8q3YkyuiBivHYep7V0PhtwRdPuBIkG459s/nXNi5ONFtHo5XTVTExT9To5mw2K43x1dkaaturEGaQA4PO1Rk/0rqpJQWz0HvXnviyfz9atoGYbIkyw93P9ABXl4WHPWS+Z9Lj6nssNJ9Xp95lWZuJbUQy3M3lKx2xySkqB7DOKms4VmlwZDFgYBC5GPpT8LDY+cspQq3yN94jnB+vPrVuAxzyq2eDGBv3dBxgcd8GvfUbI+OlVberH2dyArCCUAxnau0EEHv1x/k1DqCxCEmVW2FcgDjOQcHntkVH508kheIAoByxXgn1zVK4uHXeQmIQML5h+Y/T8+1JmdzIm3JFGSDhjgL2pLdTI+OVGMkH071M06iMI2dh6MPWpLW4hVHYAPKBxuHX2pCZvWnKYuZGQZB7YX+WKkt54GhZ41cxltoPJJGTz7cU22mRgXdQ6bRuTsx+uOKljiaLEUqqNwyOcf5xQBFJreoacjQxGNoVB2xuCMc+orMHizVL1JbSSGAJIuGVN24qfTJ/WtO6hAjPnO2xTuZm7A9P6celYkVu7zgfIpCsplj7Y6c+tR9XpOXM4nWswxMYcim7GtYJbwLCRuDxqzQFSGVG9eeuMVV1i2uLxXkdi0sbq7c/NIM5PT/PFFuiaegiMZZpCc45Kj0HvUl3Or2piz8zHOGHTp3FatnGP09Z7WWSXIV0ZkAfqQOOncdDWvc+Y8AkYJ5zEBmXkMMAg/lWYJFWQQGUqwIxJkEMuM9ent7VPBPIbtI7mZYoM538HOB0BP0HalHXQbdjMu9MuESX965UyFwhXKkgYyPwNY23ZceWThh0zXWtKXtop4wxhBO6QkKMdDkHqMkdO9Z2laLFrXiiXTrm9ktlYStE0ce4s6oWC+w4JyfT3pvcnoM0t3Pyvu2jI4/iz7VpLJai9SGLdK20MzMfu89Pr14rC8PzSMzh35OwjdzjINb5T9680UIjiGFLcZJ4yc1NhiG/ntCLmzby3IIYuucgeufwqleeNNRhmBW2g/wB4u/8AjWhJFxuUsqEY2jJGT0/z2rD1C3COVKRsCGEoY4KsOenfrUTw9Oo7yVzro46vQjy05NIsJeS6rqIvbmNY5lXCmNuCAOg/xzV/zBHp6xWbSC1wGeJgPmb1JrHisZJDbuxbAXhF6r7AflWjDeRSEFAVXgYxkYHT8a0SUFaOxzVKkqknObu2ZTWU1ve3LDcQ5QqVyQATjH4cc+9dHYyz28YtgI2QqSyk5yMcgEfyrLV2e5nuEJZI4wxVeQQCN3H5HirSzOI3lt5A8fKgjHcc/wCfrSvqLoTapbPKs0EXyqq8ZGSPp+FYF9aXCbTJL5mFCAlcEBRwPyroop99o1zdSxw/vFXy2BBHGec+uaztbedbW4yJUZiuC649cgHv2q2raEXuzAgOQWTqDjpXUmJfs7TNJEsaYLY9fYVQ1rRdNsdAt9V0zUL2XfdfZSbiARrcEJud4QOdqnCnd6jnqBbnhiktIy5YOSAse77+Ocn2H9KmxSZYkSIw43ggjJyMEgcHOP5e1aLeNore3PmxSQuvB2oJMj61mlQU3xgF1UqAw7e57VnX9oGjchMEJvIH+frWVXDwrJcx2YTG1cK37O2vcv6j4wttW02a0QXCPKNnmGIAAZ56Hk9qr2FpHE8ErtGXt0LLESR5hPHJ/P8APFYUEIWSQ2wY7lDqHHC+4HrzWvZErCouJR523amew9T6VVGhCirQJxWMqYqSlU6divrPmskl1BH5TqwMvljhVznjP4VasZ5Tdl5h5ogJVgB8p9e3HapbyUfZJZABufjgAgj6fiadEzBHKqplyBIqnG9sADp16VbkcyRoymKZGuRCY3VQpRhwR2Nc5c20wuJmitoyrRYG4/MpODuHbPatlb77tmkRZyAiKCOSCev5/lUt7+4il3iNSp2jecDj/a7fjVW0uS2cVIm1/mXbk5ANbeiJ5jSRlghyvJyeeam0nTdL1jxgNN1S6ntLWZsRTRyxRrGepLF+MYz05JwKSwtPsur6tp9ytxHHbzGJhcDEiKpIw23IzwOhx+FTYLl6JrdfO2yFhExBboCQe3uelWLbXH0Z3SOIPE5DFgcMD7Z4NU7SOJEKBGRHJJI6kf49/wAaW4iYo+8IQMbeBngc/wBKmdONSPLI3oV50JqcHZksnxBKzmP7NduTxgyKM/zrN89dS1K51FlkiMgKupwcADGB9B1/Ksu9tER5FeJ2C7ZA6/d59+9Wo4J1uQ8svlxbQGwMDbx+uailhqdJ80Vqb4nMa+JjyVHp6I2J3WGwjsrcpJZoBgBArEnrk/jWCsNza3VyjO2WlUAbjghs4/H5cfjW3HcQy/KpGw4PlsemM+lV1mYXE8rMTAu0EMeMZ/xrWUmcaNSznmggFo0Cum0kqzAHaag1W2dxLBEBhE+UsOR0/oaYJJLcOyBWVcqGUeo5/CrMEzXVs923lxxl1UZbn35/KqjrqJu2hzd5a3CiPzXRwqCNTtwcAcDFZ8XIZhyQOeK6LWZ2ME4RiGynJQgjr36HPHSoPEPhG/8ADOhaPqV150dzf+YZoTGQLfGwoCf7zBs47dOucIVyxZu+yNN52bvM29s4IrbvLeNNOsZgCWmdi27kcEYoopIbKdyUkivJTDGHd0wcH5eRwPzrOt4xJqlzC7MUZTJ16EA9PyooqokyGz4M96zjeRtPzdyc5J/KnWtpHda1c28jP5cMauoB6kuo59etFFJ7jWxqafbQwajCoQOFmjxv57kZx0qK8iWbU713+8LoxD2U8/zoop/ZJ6mRczO76grHPkPtQgkdGXGcdanv72bQPFz3dljzIXYL5mWHzKUOc+zGiijoHUz9JdoHn8s4/d7DxnIIIrq7SIS2MjOSQkWdvYncBzRRSKGrBG1jZZX712VbBIzjaf6msbWkFpczrB8nlXZRcdcBiP5UUU+oPYku4/LspSGbBIcg9yMio7yBbeAuhb7gYgngnBoookJFa0QPHE7E7nLAn0wOMV0a28Nv4evbpIlM5WNt7DJGQCQPQHJoopQ3FIxWxbqJVUFgu7Lc8nJzUGoB3Ns7yyP5qOSGOcYI6d+aKKEPoSa54ofX4oYZtK022NuqxRSWySKUjXOEALlQOc8Dk81sKiwXUioPlRFIU8jlQT+tFFA0CZXUFTcSrZcg+orNjdrgRBm2jzWzsAXPJGfyoooWw2Q6aBJcWwI5llCO2eWAbFQzsXkd2AOxiqjHGN2PxoopsiI2WRiA2eSf/rVYLs80bMxMmxBv6HGSoHoePUUUVC3LZqa7CLHWzaQu21HAEjYL8KG649fSqpuXtYjINsjzBncyjdkjOPoPpRRV9CChb602lSTRvp+n6hHPskdL6DzMOoyCCCCOpyM4PcGprS9n1G8vdQun8y6u7hXmk6ZLBicY6dsY6YoopDNOd2eDfkhoz8pXilcsb2GMOyhYmIIxnPy8/qaKKEUzCl2xXFogQMrhgd2T0wRj86sPI5tYvmILyOrEdSNoOPpyaKKroQ9yuSV3Rj7oGR+VMtZH+zySBiCysCB0I4OCO4oorMtnS2thAmiX9yAfMjmREGflUEjOB07msiJRK480mTcC5DnIJBOOOnFFFX0I6mfquoXM14YZZC6oSVz1ycc/pTrzxFqmqaVDpt7eTT29rI0qCSRmJZ8dcnnG3j0yfWiikM//2Q==", "info": {"video_id": "53553", "label": "showing gun toy to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "53553", "label": "showing gun toy to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b81d6625fb9ecccd1fd1a06eb8b7b15a586a237b11315967aa582bf90f0421c3"} +{"episode": 4799, "episode_seed": 3261638460, "split": "train", "timestamp": "2025-10-13T02:51:45.755913", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 89, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3261638460, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "216500", "label": "moving a pencil away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "216500", "label": "moving a pencil away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d938fff4995d992370766e0ed5fd4be0713d1053aeed3c2407f80f9f4f3cae22"}