diff --git "a/video_unshuffle/swap/train/batch_000332.jsonl" "b/video_unshuffle/swap/train/batch_000332.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000332.jsonl" @@ -0,0 +1,100 @@ +{"episode": 33200, "episode_seed": 582479007, "split": "train", "timestamp": "2025-10-13T03:09:54.092653", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 582479007, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting ball 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "147333", "label": "putting ball 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": "5bbe7d5edac996f756d94930de097dad48a8d8b597ca805f0cdf9d1bb5ae38d3"} +{"episode": 33201, "episode_seed": 1114412575, "split": "train", "timestamp": "2025-10-13T03:09:55.570854", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1114412575, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bending plastic shoehorn so that it deforms'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "9708", "label": "bending plastic shoehorn so that it deforms", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "9708", "label": "bending plastic shoehorn so that it deforms", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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ulo8w87mnjnjfGTvdfbgGvT/ibqFvFepc3EqxxxEQbz64zj+deW3NvskZAfl4bIHQZFegeK4l1jw/qRcBjnzhn1U0dBPRnDz+J9JXpclv91Ca5q61KO81tZLcMYXKgkgg+9PaziHRBVedBBG8iAAoCRU3NeU9gFwH5HAbB/OrCyJHa3N3KcQ20TSOfXA4H4msDTLo3OmWcx6vAjH67RVXxzrIsdIl0u2+8w2zP/eJHOP5USlbQIQcrvsY9pK15osQZ8T3mZC3Ulnckmq6OWt7aFsOpDAlvXI/wpNKYppenyLy8eGA9ga0dRgt47OAQKFBy4wema5r6s9CK0SO08AwKmlXjIMfvx/6DW3q2lQXFosKRJGkoKgKoAD9QcD3/nWf8Poh/YMnq8zZ/IV08sBuLKWIcOOVPoRXTFe6jzqr99nj2pXpWJkdCLhX2P8A41oeG/MurLWIYdqSNAoTv8wDEZq54s0yMXhuVXC3K7+Ox7j88/nVfwUDFJcsw4fauT7Z/wAapGUtjhX13XGGN0Kn2Ss6+uNR1BVW6dWVDlQFxzW/q9r9k1W7hK4CytgexOR/OsyRRio5tTdRVrnceFbgHQIEDZEZZPp0rooCZXVFGWY4AriPBnmxafdJJnm4Lr9Co/wrp7zVE0jSGnQAzy7lBP8AAAP5mnJ8quKEHOVjI1S+il8XX0SuGisYUgVj03McufzAH4VjR3jNNcSyL8oUMEI4YZHNZ2gytc3OoyzNkykMSR15NbLW8TaazsuJsCJvm7DkfTtWE37x20klBI6TwBbKNcmYAD/Rm/UivQLmLzLFuMmM7gp7+tcL8N0/0+6YkkiEKM/71ekqgEpQjhhW1Ne6ceI/iHk+tbdLuJ7XaWjC77c/7J5A/WuYmuAVj3qvDZJPJzXo/i3TVNskpXLW7GIn26r+mfyrzi4tiN/ykqjj/wCt+FWjFnr1ze/bNZu3flZGI/DpXjt9b/ZryeAgZjkZfyNehzXZtLWS66mJGbnuQMivL3uZJNzSfLIx3fN/ETyamZdLqKYvMfaCBn+JugHqfanQNPfR2ek2zM0EGRErcZJJLO35/gOKhkaT7P8AMCpc8j29Pz/lW54SELWk9wq/vTKYyT6DHT86IrQqT1K+kTNpd+YbgEQyZjmU+h71ZsbZY7i9tA4kUNuHoQOP8K1NT0tL6JrhSFMQ3PxywrP0mFjfo47nEh9B6Vzz0dj0abUo8yI7nfHEEVWbB7cACvSfh0xOiSKRjEx4/AVwV/DscgjgnFd18OjjTJ0zkifn8hV0fiMMS/cO1jiBd4mHDAiuG8V2TG2jmC5eImJ/fHI/8dz+Vegyfu5Y39qydasRLNLEACtwmU/3xyP8K6JI4Ezzfw8n2SSYYIO5cn1Bz/8AXrL8bxp/bEc6sCZYQSO4xxW1ZIYmnhOd0bbefTqP0NcVr97Lc69cNkGNWES45OAOg/HNTPYdL4rme4rU8JRqusTOH+eSIKV9gwrDYzSKxiO7HAAxkcd6s2V7cWLzGFz5YiMakjnzG6n8ACfriojubS1Rp+MdV/t7xNcXEK/6Lbnyoyo4IHf8TRa3iahd25cn7SYvKlJ6Pt6fjj+VaWjadH/Za27gA3BySRnGeBWHNZPZagYYSWljkOzPqDyTUVFbQ6qDTXmbcitbGQRY3OuMseBV3wQXXxNbhiuTu+6f9k026iDwBx1Iz9Km8JIIvEto3TcH/PaaiG6Lq/Az13ZmNX9OKp6xaCYAHAW5jMRPoeqn861IV3Wh9cVFcRfatNdP4k5B9K7JI8pM8cubPybtkZcsG2shH8LcY/n+Vb8l1Ha2N20/MQiYsPUYqTxVZYu4b5RhLlSrH+6x/wDsgPzrmvFN0I/D7KScyMqHHXjk/wAqXQVruxyDsuRyBnoM1XZkd0Xhix4UnrUTOBEoCsVcsdh68c5zTWaMRyPGWJdCuGXBA61ikdVzvtKcDTbVeBiMAhTkAjg81ifEGBLe70/yWcz3ECzvk5wSeMflUvhhyugWqk52hh+pP9ap6lI2q+KbhipdbS1CADnooX+ZNXLuKne/L3LPhZVu9NkjbBdGIZfqc1JqEc0YEYKBU9c81Q8IJNBrbsSNjqVcZ49R+PBrpdViR3D9RnBrmejO+L0Ow+HhJ0Rs/wDPY/yFdqkYS5x2auO8BBV0vy1/hmfP6V2twMFHHbiuyC9xHl1X77OP8S6b51rcQgfNA3mL7K3X8jiuS0rbbtJOMhMAkemM5/lXqGqxI0kUzD5JB5cn+6eK8q8RrJoltq8LZ4HyH/eOP5nP40bGbV7HEXWoPe3U1xJw8jlst3yeBVRpmdlRU+ZiAAT0qN/MWGQbmdgB1/hGeg/CpCJUi5dWBJ2Blyw9OfpWNjpTOi8L3cbx3cKb90Trv3Hvgjj24rT8TyW8fg6aWRVNw1ykcRzyBjLVznhdTDcXuVwHKkH161c1kvqWq6XpShnUyeYyqMnnrx9Fq3sSr81kZ3hljFqsVvcNgsm1Pzzj9TXR6laPCrCMKA3PNc3dWs39v7l+Rkk3KByRjmu81JVltu24DJx61zS3uehHTQs/Dct9tu92OIx0PvXp7JgRvXnHgMIl7dBeCyIf1NemuubYe3NddJe4ediH+8Zia/Yi4MkQHFxF8v8AvryP6ivL2sRJO0A4zuiOfpkH+Vew36mWwSVfvxHI/CvOvEtmbLVzLAPlnUTRf7w5x+RI/Cn1MXsYnii5a30K4TnMrpGPfLc/oDXB+W4QoNzkOpcE8kZ5/DpWj4uvNQfVkjkQG3VkKgZIOASCfzNV1dEtRcqG2kfdQ/NkjjH681DNoaIdMIorGGMNumX5ZAf4MHkZ/KtLwxmGymjJBxLnj3FZEcxllxIoZWjTG3+HLY6+tNttQubJnSEI6tuJDdV2/T1pJlNaHomnQtqDzWiybPMiOWxngEGoorEIzxQDaEjYqe5PY/1rF8E6lqF34siilePyJYZVCquD9zOf0rsmRE1OZV4HltgfoP0FZVdWdNBtQsczqZxKweun+Hcx/tC8hzwVV8e4OP61ymsvvuc9z1rpvhypGp3Unby1Gfx/+tTpL3kKu/cdz1KcZhz/AHeaq3ymayWRfvxHI/Crg+eMj1FebnUtSuvGd/pP9tXVpAGkESxqGyVTIX2HB5NdUjz0L4jgjtNU+2oNsc6h/bvkfnmvG0YzzC6b78zFs9eCSelb+u6nreo6WqG7klWNwQHAOCw4APbvWBpeZbcQyYRkVQrY45HGf1rJmsFYWO08qFXlU79uFKnjj1+uf0qzBDuube3b7oODj1PLf0FQSSTFhiNogZEKLj74zjOTRfs8N0pRyswBdCBn5s//AF6S0Lep21tJ+/iA4+ZQMfWrOo6XFba/JFDll8wb3bqxzk1wtjPd3Wr2cT3smBcxbtrYB+YccfjXquuxqNUTaOfMOT+OT+uKzqu9jfD6XOcuENpbojMTgd/0P9PwqHSrnytYsZF/hnX9Tg/zqXWmzGF7rVLSEMmrWSDvMv8AOpitTWb93U96tDiECmx4SZoz0JxTLJ8xisPx1eXWnaE11ZzvDN5iKHQ4PWu2R5aG65YC5sbuzIzs/fR46/7X+P4V434rvopr22sUYu0bu7jpk7Rj+ZrtdZ1O9h0u31Wz1/UZs3H2cmdFQTfLlmj77QTg7vUfQeZ+INCay1WZ48kkkjbznPIP8wfwrJmkVqRpArkGVWbaxPy8k9qWUNLvYMJDH8pK9PwH0qZrc30O1JQmPlZl/iHYfmTVYK1vI0joVUv91enCkH8Ov5VBqbGh3cCWQTzI12Oflzj3780uhNI+j63dj/W3UqQhvQDLt/SsGOBolWaRFD+SVUd+nU1rWl0LXw1Z26/emmlkkPtkAfoKJP3R0179zpfB1qosLlmADtL8jEfdwP8AP51BfXBErx4xg4x6VoaC3k6IHJ+Zyz/maxdQkD30h9TWNtTqvZHe/DyUsLtD0Dqw/Ef/AFq9CkG+Fvzrzr4fKY7W4lPRpMD8B/8AXr0aM5T8K7Ka9xHnVX77K8iC5sXjPUDivHfi5cSxR6SyZIuCyTAdzGVwf1rphql0/ju70qfWLy0tmmMcbRSxosY4OSXGMYzx1JxXFeJjdz3N5Bf3Fy4tJmVVudu5MnBJA4zwp444qZBE5eNkMQugcIRlieSv1/Hio/tKSurSA7GjZi/dscZx+mKLa4t4EYSAG3Q7FP8AeIPpUkyQuGmhyAwAAxgDdyT9OMVBqmFpenTbuQGIyKxEQK8Hd171v+E7hZfGd3qDAn7LaytGPRtoUfzrnkgCfv3bdK0pxzjkf/qq/wCHpZLOW/kC8NbE5996gD+dJv3So/Eja0C2Y+J3lkw5RXZiehJ4/rWnrU32ecxjoR8v0/zx+FVvDOPNnnbrgJ+uai1u48ydeeRmsXudSelzc8CyE64R2MJz+Yr1uP5o8e2K8k8BIf7QnlPRUC5+p/8ArV6vbPujFddJe6efXfvjYQCHibuMVyHieyebR3aMAz2j/Ln0PI/Xj8av+Nb260zRnubOd4JfOjw6dcE81xniBfEWl6VZXN5qV5v1AOs0TLgRY2lAxx94hs4/+vQyErmB4nhjmWPKhSN0eV44UnH/AKCP1rnNMcm4njwAsR2Lx0AzRRWbNI7C38CRsXUEM7ckHpjHT8zVN4Y1sIcKMykb27880UUjToXfBFzLH4+sIlc7Nzx4PpsP+FekuT/asp9Iz/I0UVnU3R0UfhZyGpk/aGrsvh8AIbl+5ZR+lFFXS+IzxHwM9Ng+4PpXjviC9m0zx7qN3b7fNjuG27hkcrtPH0JoorpkcUTKt4laxvUP3SEGPz5+tcpL+5voBH8olIZx6nj/ABNFFYvc1iWJJmkUMyqWRXZTjoQoxTIx5kks7/NK0YYsffP+AoopMtEFnEo1TT2BO77ZHk+uHHWvWdY51YZ7E/zoorOp0Oih1OR1ZyZDUnhYBtatiexJH5GiiiHxIdT4WezaaSVrG+IuP+EQc46XEX8zRRXYzzY7nnOra62sWsUcun2MBhVUjaBXUqg/hALEAc56dayfGbmKRhFhMZUbewx2/KiisXujQ5GSeSKO1Mbld0ayEDjLf5FaZQNIqnOAGXPfBXP8zRRUs16DJSZI0djyYun5VZ2qbK0XHCmUD/vqiipl8JpT+I6y1+XRoQOP3X9a512Jujk96KKzRvI9O8HgJpMWO5JP513lucxD6UUV2x+FHmT+NnkniHVTpvi3V0NlZXcctwGKXUW8BlHBBBBHXpnB7g1yuvX1xe3T3FxJvludzykj7xOP8aKKzkWjBMaQWyOFDb5mDK3I6Ef0qfyxBJEikldgIDc9WooqHuaR2HSDM4bJ+Zkyo6c5yfrV/T4U/tS8THyrZJx/wMUUUn8JcPiN7ROLW4x/z0H8qxtRdvtpGe9FFYo6nsdx4JULaSMOpfn8q9KsCTEKKK7afwnmVfjZzvxF/wCRXJ7+dH/OvMtR1m/vdMgsri6llhgdpF3uzEs2OuTzjHHpk+tFFTIIn//Z", 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", "info": {"video_id": "9708", "label": "bending plastic shoehorn so that it deforms", "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": "c603d54ce61fd829be8287dd48df96561c046d2c60f5ce8637b5c543ad7251fb"} +{"episode": 33202, "episode_seed": 1975543079, "split": "train", "timestamp": "2025-10-13T03:09:56.696447", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1975543079, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of person to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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NJKAdgUZBA67vT2qWVVurUSKuAGxkVi6fpkLTMGtL9UwSrQou4t2ABIzXVaJbG58HW8zKwcykOGGCGzgiipD3GvIlTs9SoiiKzVVHNO+zNNApIwauwaczTYY/KKfqVzFYxoije5/hB6e59K46VNlTmj57sLb99Hx/EK+j/DIxpcQ/2RXhNhaAyxnHGRXu3h75bCMf7NdVNWM56nN+M4fM1SyOOkgrR8WWd0ngue/06SGK+t4dweRAQY+rDnocZIPr9aXxBEJb+2JHR6l8VaT/AMUfrmoKJPtB00wgbzt2g5Py9PXmt0kZSukrHOeH2D2kU4H+sQPgdORmtO5WKYKkiB13AkN3rI8OxudAsmjPzCFfxFaLPI33o+/aiKRcrkkulwXC58wqCfu5OK6zw0pWJnf50tk2RMR0yOQKytMh0hhm8uZXYg/uhGVH510kaR/YY47RTFHGNyoD97Pc+9N9jOUiG+EMcXnoiqyj5iB+tcddXRvLmIFm8slgTnk44/Cuj1u4ZNNUoP8AWFQ2e2OtcjNGywMycSRTYwfepemw4K+rOI+JOmQWsmmLCgGfNJ9/u0/4bQ+XrDNj+EVe+ICtcS6YWP8AC+V7Bvlz/SneBIBFqJPsKxt79zboeu3HOnn/AHa4nwfb7dcvsjrIa7WVv9CI9q53QLTzL29QKxEm4HbwcEY61rEytozm/E0Fzp/jaGw8yE6bLbmW2iVAGjYEbgfXrwfT6VtQMFgVfbrWP4t04aZ478O2sIbyItOZE3sWP3jnk9a0CJogAo3IentTsrji24j0gglllLLhnPLjr9KktrFLK8F1BK3njhSDk+lR2wV5sTs0KnqwTdXVafHoqyQNbq9xcLk75Bt5+n8qrToS3Y1ljiis4IXiXGC7qR3Nc/q9yliREmQGYYA759a3JPlnDFmZZSSCfpXH69K8t5NuHEO3b+HWpslqRDVmelpFqCSNcDcysSBngV4zp1v/AKZFx/y0H869pi3Q386Agwuu48+o4ry7TbTN1GcfxD+dYzu3c6Inunh/jTkH+yK5bxdCZNZsjjgSV1GhHbZIP9msvXIhLqVtgZIfitYkLcPFtr53gi7a1vvsl9b2/nK6Ebtg6qR12nB59awPDz+bZQT/AMUkav8AXIrqvFWjIfB2uXggUXh05ot/8W0YJFcl4ciZ/D1kUbDCMAGq00CHU2JyrFQwBG4HmiSzsrhd0oAJ68VCRcdGUGtnSZdKhkDXUVxLL/dbGzNPQG2aPhePyxLIuTbxDCEnjd7fnWheupti7KN6DdnFOh8meyjSGIRRqN0aJ2/xNZusTSLpEhX5X+43tzzSavuZc12cve3ZuZQDkRiXDZPJ/wAmuF+JVlDE+leSirnzSQB/u12k8eYrlejLtlFcr45Rp49JD4LqsgLDv92sqjujdJId8L4fLvpSfavYL8Z05x/s15Z8PofKuX7ZIr1O7IayI9qIaJEy3OL8EWoN7fIy5DuwI9Qay9ciubHxl/ZU1vCtmkXnWkynLtyAd3uM4/XvXS+H7Ql72NHeNpNyh0+8uR1HvXPeKLaW1+IukW8kskwj0sKZZTlnO45J9+K0aVtRXfMbcBCwKM9qrLY281zJMVAmbgSY5A9BSlpYFC7dydjTrbbLPtaRYM/xSZx+lUkhtkltaS2N8t2twXdPuhjkflXbx29vHp8MLRDa2ZWXpgn/APXWXZadpSPBL9qN1MpJ2p90kf4VpTMy3HzvuDn5T2FJq5lKRiapOlgdiMRuIA9WzXMm0XVFczs2A+doPB+vrWlr8zS3kgK8Qhcf1/nVGDdDqEsWMxONxOemRxUvTRGsUrXZw+iwK4XKg4r1bRnAt1RQTx0FcH4csmnYIi89yegr07SLRLOLAbcx6sRUtqKBslttJSS4W6uEyy/cU9j61p3dnHfafc2cg+S4ieJv+BAinIwxUisAaXNchnk3hON4LFtPnGJbZ2jOfY10RtD2GaXXNP8AsWuvdxLhLj5zj17/AK1NFPuTjg1otjW9yuLdYjvK4xzW54dnNzpdpKf4oBnPfrWJeM3ksSTitzQdsfh3Tztw5gBHHSi+hnURX8QQlrEovXfkfka56K1W5upY2cqJkBIHbHcV1N3+/gdW4I5B+leWLHNdePrrTn1e5t1XzPIKJnLBCwUdgODyfT3pN6CiyXx3te702NMGKLzFDAdT8uaseGokimV8YOPSuXjv7vU5YftdxJMsfKhj93PX+VehaBpRlRJJDsTgj1YVCa3LvodRGr3MKpGpOeM9hWnp+nwWEWyNeWOXbuxotwqIFUAAdAKshhilz3IdziPiVp7EaPq8a5a0nMbn/ZbkfqP1pLdFuIVdMcjNdfqtompaXPaOAd6/Ln+8ORXF2G61JhcEbTjmqiXDaxYa09UJFLBILTVLCMDmSVgfpsNWjKxXg1Ttxu8SacpGf3jf+gNVrQJbHWBd1omeorktXhLalcdlkQqfrgGusmlCoNgGK4jx+0sOhvc20zxS70GU6nrU3Mo6E1tDFFares+50jKKDzu+tee6NApKkryDV25kNjoMV/pmtahIrXJgJuI1RZ2C5Z4++1T8p3eo+gu+G7FrkqFGF/iY9qSabNUzudHfMCoiknHatiz0xBMLqZczD7gP8P8A9eodKtY7OIKhJzySeprXU0ufsJjpreO6tZbaUZjmRo2Hswwf515V4Yhexjm0ucYe2lZBn2Nerq2DXHeINO+z6yb6JeJhliP7w604sIaMYbTPIFN+ziM72XGOanhm3IOxxUN0x8piW/Cr6ls0/DM7XGl2sjHB+cc9/mNS61Fvsplx94j+dN8NkJ4dtMrhiHI+m9qmnPmxuj8ggjNJy1MNmcjHHEbqJZXALp5bZPWuf8bJGbnTLeMkwwh1GeeflzTPkuPiBLp93qN3bwNMUilSWNFiPBJYuMYxn3JwKzbl7ybWprO8luX+yyuircY3rzjnHGeBnHFS3d2NE+p0fhWBIJtw4zXeOGuIxHGNxbiuY0DS5JQkmNkfqepHtXd2yJHGAoAAFDaQMi0zS4tPj2ry7Hc7+p/wrj/iPYGLV9D1lF/1bNbyH2PI/rXfA8VQ1+wTVNFntmUMwAdP94cikpXJWjuctFCssYK8g0G0HOR+VM01zFGImzkdM1otKdvGKs1KttItnqVkn/PWQrj/AICTXTFS1om4cjmuUiIk8R6crc/vW/D5GrqppBGgVOncU3LoYzWpyerw79RuAB8sibfxwDUNrbIkSXsjqwSPZtI+/wClRePXnt9Ga6tJ2hkLoNy9e4rktRs9f0DQdNurnULxZLsyNJCw4hwFKgnHDENnH/16hyGnodboNvHb2kXlrguAzH1NddbkjFFFYy3LLqMcVICaKKpEmfrSK+ns5HKEFfxrEthuXmiit4bFw2IdR/49XroIAIrO2jX7qxKB+VFFEiZkLseR6ivItZv5tM8ZXt5b7fNimbbuGRyu0/oTRRWUjNEHhe3jn1Hy5BlBjj6A16vp/CDHGKKKzn0NFsbUTHFWATRRTjuDHgnFczq6LFqTbBjdhj9TRRWsNwjuNxhQfao9OQNr8bHqkbMPr0/rRRWj2KZtSueea5Hx9/yK7n/pvH/OiismY9TgNY8QPrEMEUmnWMBhVUje3V1KoP4QCxAHOenXmvRNGt47aCOOJcDqfc0UVm9jRHUWxOBV5CaKKEDJATVLV0D6fKW6oNy/WiitI7iW5g24yvNR33EEh9qKK1NGbFoBDptoicKIx/j/AFpHY5PNFFZswe55NrWrtpniTVUNlZXcctxuKXUO8AqOCCCCOvTOD3BqLRJZNY12W4vXMks8nmSN0yTk/hRRULcpHq+ncKAOABgCtmMnAooqEUTKTT9xx1ooq0ScrqEKQ6hKEGBuzj60n8NFFbI0WxBYrnxJAf7qsR+VbkrEA896KKmW5nM5Lx7/AMi03/XaP+decXut6je2ENhc3UssEDtIoeRmJLY65POMcemT60UVmxLY/9k=", 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", "info": {"video_id": "102794", "label": "showing a photo of person to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "102794", "label": "showing a photo of person 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": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "102794", "label": "showing a photo of person 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": "06138ec424e4a689b82e62bfb34e05a40a9ed8de0308a48405a1a17e3a059ff1"} +{"episode": 33203, "episode_seed": 79706196, "split": "train", "timestamp": "2025-10-13T03:09:59.795934", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 79706196, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 5 coins onto the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "96988", "label": "putting 5 coins onto the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "96988", "label": "putting 5 coins onto the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "96988", "label": "putting 5 coins onto the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "96988", "label": "putting 5 coins onto the table", "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": "50869f0ef8393e3ea33ee86d3a8bafdaa262314e9b17b7752bf6d991e3e64e46"} +{"episode": 33204, "episode_seed": 682855464, "split": "train", "timestamp": "2025-10-13T03:10:01.970542", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 682855464, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing knife onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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zTAKCyOv8PsByOaxLfxbaQWbQxxGWWTG6MEhV9ST2pzx6v4lPmXMiWNk/SKP70gH6n/PFXSlzxTejM6i5JOO47VpYL7d5F2kkky/6qMhio9eOnU0/QI08zcHYpEOWVSTk9gK2tN0m00iIpbI4DH5mPJY+571eis/MmIUMiuMleAAQaz+rrnv0NY4lqnys5fWVN5ZebeIwVGIWXgEEk8fgQK4nUbY3EsSnG9Tg5ONw7/jXqWvwbrN4513x55HAyDxnP415lKphbypiWkifYc85x0P4itpnnVk01JHr+oX09laySxLuk42jOcn0+lRR3Ciy+0qRxHz65POOenNVri6kkufs6R+Yo2tIm0EsvBwM9/Ue/FTKkMVjDFMQyOW3Bx0XkhT/AJ7Vpe50WSRSs5YbiwCG5Mm4Y5OB/e259cccVU1fQY76XzY5CrEY4XqecdKSCEtpdqsbkuBsJKYKnGQcHp0Bz9KtaddXV3qhOF8kRgO4PcdB+ufzqJQUlZlxnKm7xKll4f8AsHLxhyOdy9/WpraylYGWR/mL7iMZHAIyD1HXFbMzZk2kceuOlZWo3otN8aFVKRGQOx+72OR6f1qVCNNNjdWdV6k739tbrKtxOmxB80hGO3T6+1YFhNJqsLyWjPHAHZRjgsRjBz9OPwrkbzUbnV7oQeZ+5U5YqMD649a63SLhDYC0iAiaIDaE9ccEj35qY1dbS3H7FvWOyOutrj7VbqjbVlUcrnkVS1y0jls44Qq7yfK4OCQeB/j+Fc2l5dLqTTwbnjCKzCNvlwRyTxnr/WtC8vrhb1I7mRljkHyMjYYc/ePHY4X6fWtua6MnDU5KzUQzXCnIkBCvn1GRVln+YU6/2NetNHxvAWRScssq8MCe/bmoV+Y81l5DpR5Y2Jg5CgmpIYpZyYo4y7OpB4zx7enHenom4BQMk8AV0mlpHYrLFIFWXYSWAOeOxP8ALHvT5b6G/Nyq6ONdbr7SiBCVHAVs7ccfy4NTXl08Fn9lYBp5Rzgcjnr+JrtZxBLps12sayEKeOoBAzgH0zXK+H9HfUbltSuCXXdkdcf/AKqxWHaabLniVNWtYv8Ah+28q1CSEqcnkD6dc/U1r3IlhnjlRt4JwQDwe+PfjNV9R1CKzQReaElk/wCBEjsR6Z7ZptlqsF1b+TM7IxyEDHDEd+fX/GtfbRU/ZmKpTcfaW0NfS9RE93NCyBcAEE459B+FTXVsL1/LJAHUH+6w6Vi3FxFZl3jiEckQLLk8lfb16f5zWjb65DNZea6mNh1JHQjPX07/AJj1rZNMxlFrVHA+ILDyr9wqqpkyT2G7OG/xr022TyLYKmNoxtXPAA4H4VxuvQrfWL3CRsCrfaBJtHzJwCB39/wNdZfTm3UunzZK42jPb+nWpSs2RGPvu/UhgvZL27uYpgPkOyPPQjv+RqvNdq+rvG1wV2xhdgHLd8gdsYNWbKJvNE1yMSeWcnjExJyMf5zVAxxS6hK6HHmW6gttIUv8xyT64/lTNdLjr3TYr+1dVkG5n3Bhz7/5FY9p4VaOQSuPMjzhT3HvirzT3MEa28KBpGdZEjPykHHp26E+5+tdBISkKq2CcfNxWUqMZu5pGvOmrIxDaTNcLDH8kSLyDnaT0OR6dPzq5Gy2kaLMylT8uCeeAKkuZEt4DMwJyQrY42jpkZ9K5nUr+6a6ly0UWwbVbqxPcfX1qatRUY6blUqbryN26iMU4ljYjIwAnPJ4OO3TvVjRriZI3t59wbOVJGAAeQB/ntWHp+uH5IZCFA+64POMdDVO51sSyiK1mLvE4AlAyuPz6/4VdOqpq6IqUnB8sjspbRZI5hIpBcZBB6EdK5/QLOZNcuJFdY4pNjMCv3uuQPxBp51u6k01JFhZucHcuCp9/wBR9cVe0OVZXc7g0YVTGVj243FuM+oOf8mtXZsx5X1Nto4RbZkJZVO4DOC3t71WvXgNtLJKpWOM4B6bge9UtWEpMEqP8sbmRhu7D1HXH0putOyWG8RbtzqZMkYK5A59jnFF7jUbGZHp0llIfKnWZXLqQc42dQfQN79OlcTqEdzDILZWkVVDKVTjdk9z9K9Kt7kmeOKRERjwMH5QSDx7+x9qcmn2d7N5jRocMSQBySCecisKlJyakjop1lFOMtjjdA0WKOMzXkBwoyAvRfTA7muh0zalukCP+7UAxk9gc/L146dPetK40+LyDEnKHjBwc/8A6jimztDZRF9qZUADdgbsjjnuf8KdOLgryFOam7RQ27NxAiSq2ccZHOc1NZ6lC99FFtIZ1469f4vbg1QstRguhJbM8bHoewz6c9aWSKFJQfMkef74PTPXI+nP8qqFWM1zIiVKUXyyNfUIUuAYtgxIdrHuPf8ACvPPFGlm1ud/l4lYbGx3wCQfTkZ/Ku5sdasryB3dwDGCGbBwKxtdEOrRyrEwMjoFi25wZAeh7Djj86uSujCUW4uJdudRisoZJtqoXHBY42j1P+fSsmLUfOli27ZG++yMxXOe5OOlUrxvNu/tMspZULBY8ZG4dDj2yT+FZ0N1cG7adRztCs399v736mvNjKdR3vdo9Z04046nUT36IXbUGjKZ2iND1GTjb7Y96ht9dSMDyISOc7c8VzVxFc3Mpld+TTRazqcLMQTXdzM41FPc6ybxKVi3GEKAOSW4rhNW1Z9UvJlhlby2AwPTvt9wCTUmpRSppciyzs0jsAgz78/pS2OhTpYrOgHmo2+RXO3EWDzn1z7Um20LkimVfsrW8UYt/mdRljjqT3H4V0ehgy6lvYg/uSGHTng1DbaNfR2RnjgMzMuVB4wMcHHTODW/p+l+VD5ckzQySxgmRCCEII4P1rhhGUqlmds6kIU2o7DYY5DEjrKFeUESOvUAMQo6Y4JPPHSrEJmurGaC9UE7fmCjovY8Hg/SmSxCy1CJBOJSykyCXChjjGFHvwax9W1KaMNHbhELoUeSIkArkfoOn4nFd8nyrU44R53ZFbUZYpLgKm0yrkSOFwXPYn3xUECs8gVRlicAVn2kr3BecoRE2FjYj72Opra0+IgrNv2MSVjyBhiBk5J6cfjWKk1G73NHBOfKtje0zTIoiLmW62PG+FK4O5sYAAPWr9xbNdDfGEWNznex6EjoB26Z+tZukTxT2DzSBC+0b3KAYIIxyOmDVxbhriGVPKHmREKFQYww9M/pkVdKTcddxVIcsrGvaR2sNmtrFtSNcgLVe6nhtbRliw/GzYgz146d+ornJppZx9ptfN8kTASDbkFQOMEHvke+alZZraG1a9EhnBYFIotxdAAHHHY4HNbcxh7PUz7+YI8cEZxcxKAQB91iCePfGBWTbXYmMgWTEgBZdvOffpVm8lWO6nVV2MrtE+Hzgjpz6Y/n7UkdiomBjP7+RfujBI+vvXk1Vao7nr0mlTVjaIa90qAsVDXEZRVK7gWIOAfQZA5qxbrp0D+WVIWYBTvGVZu+DjGc4/KpUSS2FtFHbzM8KbxiPhgeuD265/CjbDLAjB4FcMyLu6o44z9O9elTvyq55s2nJtbFO4sZYHWGKdc8PHK68N/z0RgOgYAfjW899HLlgqGOIgh9vX04rltZ1xHiWOFmQJGrSMWyN39etWdQljuQ8KS/umZ2DIcDGMg/yrCtWklaJrTw6bTkTXGuLPLJIWIT7isFJUE9s9zj0q7FcXH2eFGeKKInnBIJORgknrkZ4HFchf3oTbbwnCBUwCeUA53D68V0lvDPc6PHKgYjYxkXA3Zxxtzxxyfw4pUL89+5eIjGMEXzJHFKHihVdwOXHPI6/Sox4liH7tlHmALkE4xk4GfxrPAFxpsSRT75TGxVoiSDj7wyO+D0pjWVlcXKJJdPJIIgJAxGWIwAfYg59etdd2cbimT3WoC7myysRCBIY0w28cEP64ByvHJrmriaaeF5JiqzHjjjnJJ6dO1dFeWMrySgT7YZUMcUaqACdvygkc5yAa5G8M9uCs5CzYAdQ2cNjB5H8v8ACuetSlVasb0a0KMXcrTXM80cdsoG7PQdfxrr7PShYp5QVXeJEnZsjLydgP8AZ5IrO8P6JIga+u43UIRnKc4PoO9dHeWVxbxSzvdxuQTsCJhnB6A/jitKaWqjsjFtyfNN6sYkztO9tc28ckMq7mfbhTnsc9eRWnpEHkG9CnMZdZFUAEoecisi+ulgg3vFJG4w3D/8tAOePQc+xzUWhaxc3t7eS7gpkKlQBgBeac6ihuXGm5ptG8ls7Ga5mcR/eTld25MnjnuPUU+7l/tEPa28agSRKoDDhRkHnH51i3+qGeU2tq6lE5dmOFX39ST2ApLCVbuadJsrgtEyLIRu6g5H49OlYxxEnJaWRo8PaN3ual0nmt5iL5j8L+6OQGB5Oewx2q5o1oLWCTcxaaU73BJOPYVnxXK5a1y6NtIc7+SOMHjpn04rPutRmSN3glRpUQFkOV5JAz+HPH0rquc7jdHUyEWytK7AhQScDnA/ya5HVJo7m2YyEOGkdowz5+X29icU5by4ubaaVnVAjKVeSTCuCRgHtg5PaszVJYZLpJPOeRAilWYfKUbnIPcZJ+mMVhiXem7G2FhaorldbnzboxkIhyOAMLkdgPb+lbdjdG600NLs/cyYZpGIUYIGc9Rwfzrn/sXnzi9Iwd/JI2gtnp7/AF9q37BEi0to5WRZLh8qrMQGxwR+PTHvXHhm1KyO3E25NdxbCzjt2iMs5R23o0Lt1GWxz37064tZ7EssMwWGRj5TAsQjjlS+fU5B9asvFBqUU7IjGNyu8DGVGBjg+gBFV7+/itdNEUmFnLmMRlc8AcEHvwRzXoylyq55yi5OyOeuJseXEh3bd25j/EWHNTWwCx4wPSs93xjFT28h/DNZwgoqyNJTc3dl44Vea5rXNYltLhIbbG8jLH0rYkkeZ9q5FRDw2dSk80ISI/vMCBn25qtxbIr+G7c31/Dc6pIfIUkjI4JHb0rv55o4NP8ANihjLKN3zLnd7cdv8K502iJFbbY/KsYcgpL/AMtH549gPX3q6degdY4FiZHUcZXgds9qTqxhdMn2cp6pDrW6nuPIsIiAm3BcDCqM4GB39B9K2IrL7LaKp/1pHzBjnPp+NVdFKud7/KUYnIA5Hb+dTX80ovcqAyAjIHJPPStaai1z2Mql+bkRBeCOS2kmuVJRTuPGcdv8K5vVIhczpFCOZRlygwEizjGB0zW+08d4vnXatEloSzqGxv64AHeuQsI5tX8Y3VpPqMti0glaMQIDyqb1QdlGB1/qampFStc0pycEW7sJut7S3B2ovC46E0+8RktPJ3jy1keLockDqRj1J61geHrm7vDeSPI8sgjAjJOdpwTXQ27XOohV+zgr139Pcjr2rlqtuVkduHj7rmzoPCsA/s52mXfG55QqMDGMH8wPyq3LC1tckRzRqty48lmJ8xm64JPXPI/H2q94etJGsmDQvEmNsbyn/WE8k4/qfT3p17AIFWTekk0Uu5Rk9COVFddODUFc4alTmqtoyLpruJZTaqdscuVVgWDZPIyOQMnH4ZrTt4Jbu3TzUVHYd/4G+vtUC3k8lvbyW8BhdiRgkEld3U/h/Oqej3s9zIV+07rVGZYy7fMccdcAEe9DshO7JbjTrKLU4HmkiMpJWXb96RsAq59en4ZpEjshqaSWNsrTMNu9jkD6/wCe1Nvwsl0reeQx+TA9M8c/WtTTLSKw04/JyhJVmHfGM1DpwqS9A55QjcRXa2tvIV2AAAVc5KnJ7+nXisK4gmht3jJXy+iAR4Lj0JHA6ZPrWwLmG6YM8ig7to4xk46fSuV8WXN5b6TJfxSm3lM4hhRWzvwWBb24xWlRXjZCpuzuzKj0tb6/COCYYDunwfvv9fStC+uYYZCznlwYQF6qCp6e5rI1NU07w5FqGl6zqEitcm3JnjWNbkhdzvGOuAxCnd6j3A6u+8Lo8BlvZltwxXDMeVOcAkD61xVaT0sd1GtFt8zOXmX7ZcIkT+YpAACZ7AAHFdsJo7PT45WlSNQxVW3j5gPT8qxL3T9L0SAh2LyFgQiLtMg7nPb61zsuoCaRd5VEUbY414VB2AFaUY8qu9zOvNVLJbHX/wBo2gurhhPCInjXywi8hiME5HfrxVa4OlYhlNwSLYgIgUn056Z4HX9a5xdatYxhnAyKhu/EdubcLCu+Q8ZI4FbNmfIl1N/xFrv2dY7ewkQmSMlmKgkfT0PWsjS41lcXcyeYFceXHjO5s4rBsTJPcBixCsQM4z+P+e9eiaYInljhRFEXlgJhemMdfU8/rUqor8vczdK/vdEatnZzyO1xOzcgOmDwD6e/vSzKJgYGQbDklTyDnvVnUJGitYhFhsYA7D0rON75yG0hV0uZI/3bAfxHPT2HrW6jGCsjJOUndmPqEVslrIFkHlxgl33EnAPC4PT8Ouag0ZTBHc3sqkSz4dsdFUA4B/OqMMcF/wCN5dGvtTuoLdpsedFNHGquOSzF+MDnpyTgVLpk1xDqOr2t89wVt7gR7LgKHABYYbbxnpnHFcdeCSlI7aE7yUC7dOEt5AsaktGjydickgf41N4WEkt/K0hDjHzsTk5Pf+lZp1BbgGOWNvMY7CUGc47EfyrpPC0SJcCDJ81hvZQucKARhj9T+lZ0IvmSOjESUYNssyWX2W7RokaWEx+Wr5H7voAGHU8gc+5qF2a1aWRIYxcSwh3DDbtPQ8nsTjitXUNPeS0uIZUKxsAwB43kMMj6Ef1qidTtTFLJGHMkW3IZeANvI+o9q72jzIybQWTw6lYopt2SJThVIHykdCO3HY1BqOgCQrcTRFJF2xuFIx5O7rjuRn8PrTYNXn+3Naxwptba2EXBiU9jn6dRU+s+ZOg3bDsOW3E4Oe39cd6mytqO7TViG60fTrc27GdsRMB5adD7fnWtAyhDuiHlFtyrIoJi4HT1zjNZ+lWHnTzvdSbiw3Dn7o9h2z/WrtxLHcysi4BUcnPQe/tU0qEYvmHVqyl7r6GTc+Z9qnfyI3EuG3l9qgDnBHtycDrXJakk80+InYzyNhd3ZeMv/P8AStzxhe3Nrp7paySRPEymWTbxtOeh/Cue1nTNb0HTdM1i7urpLy+Lhomj/wCPdRtZFJxwzBskfh2OFUi212NKdRRXmNc1ath0oopoRbt0Dzc9ziumX9yfLjAVI1XAA7nOSaKKqIp7ow/Fs8kZQBshWBG7nsDWbG5MEBY794zhux5PFFFcFbqd1D4UdVYwhURQ74kBdhu6kDgfSq15eTRIIlbCh8D8P/10UV2x+BHBL4mQSfPFCp6M5Jx7An+dcLPqE2keKZbu12+bDJhN4yPnXaf0Y0UUIXQ634T6db3UmtNKCfJWIpz/AL3+Fd9apCgt/Lt4UDLkhV45FFFZtLnKi37OwizSkRZkbBO3HYAdqs3EKMigjIzRRXWtjmlujFlsbe6l+aMIQQCU4LD3/OsC7zLqUtsCUjjbCBONoBwB9MUUVx4nZHbh/iZBZFj8jOzAYOSe/WuvMjALDxsbAPH1oop4TZhjPiRk6pbRRgoFzg4BJ5Hyk1zHjKd5rRw+NsToiKBgAdaKK2Zkc3rniV9dtbeOXS9OtmhREje2R1KIp4QAuVA5ycDk816rd3Eg0c3BYtIqk5J6/X1oopxM2eeXUj3crSzOWdjyahS3jZsEUUVibLYH061K5MK5z1xUWp2sMehHYgB85OR2zRRTK6FjSI1hsZJU+8OcdjjdgfTjNdVpS7YpJUJUxKdoHT9aKK54/wAdG8v4BrSO0FxJEp3Dyt+W5P8A+rmsuO5eVWkbG5VOD6YB/wAaKK7JbnF0OHm1htK1W/jaxsb6KWUOyXkPmAMoyGBBBHU5GcHuDW34Smk1q51a9v3Ms9xIkkjYAyxz2oornr/w2bUf4iO9t9DsFU3AiPmSuA3PHWrJk+ySyW0KqsbOSeMk59aKKrC9RYht7j7tfNVi5LEgjJPPSsHUIfJs3nikdGDNwD8pI7kUUV1TOamZF0TaRtPET50qea8h6k8/oMYxVey1C5v3K3D7hgdulFFeZVb5melSS5UzsdJdjp0JJ++mT+QrIvE2vcBWZflYkg8nHNFFel9lHnr42Y/jFmj8IWXzEm6lVpWPU4zgfQVxt7r2p6hpdvp93dzTQQO8q+ZIzEswGc5PONvHpk+tFFQyj//Z", 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", 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", "info": {"video_id": "197500", "label": "throwing knife onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "197500", "label": "throwing knife onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "197500", "label": "throwing knife onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "34b72d31ddd5ab3be08094621a51a875799dba9d815e19fb233fd8574786cace"} +{"episode": 33205, "episode_seed": 3107991286, "split": "train", "timestamp": "2025-10-13T03:10:02.904955", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3107991286, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing roof to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "81957", "label": "showing roof to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "81957", "label": "showing roof to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "81957", "label": "showing roof to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "81957", "label": "showing roof to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ea7c84227519b389681cb4e9f6b0dc05f25449554245f6eea4e69cd3540d5971"} +{"episode": 33206, "episode_seed": 3177657127, "split": "train", "timestamp": "2025-10-13T03:10:04.991779", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3177657127, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing cable from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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sd85Ncf4ASQfbtxyGERH/AI9XZyHDADutVFWVjOT965xHi3Sb26ihntUMj28rZCD5sEAg/pXL6m+oatPHPctGWKhERGBP/fI5Bz1r1fA89h/ewarNBCiicRoJFcbmCjJHTmhuwJmXomkjSrCGPaPNK7pD6n0rbUKp+UYFMABGPTlfYVCspZlHbHP1qWyr6FvdlW+lRQvuVSPWnRHdmq9m2YxnqGIoAft2u6jseKieFZFPrjmpDnz9x4HI+tUdZnmg05pIHMZ3gAinYBw821bG7cnrW8SW2tnFc7q0UVroMGpafrF/Mpufs2bmJUW4ITczxd9qkhTu9R7gdEg+UnH0qkiJDWARfTjP1qJ1DrsI7jFNuJgJmUZJUD+VRpMHmUfxHtSYWdhXRfNbJJUYHNZ+r2UF7d2yXESyKUaPBHToc1daTMkgAOMcmoLg5ltpT2fBqbjVzBbw1bFh5lw5iB5QIoJ9iwGTVy905L60jtgzRIvQJ29qsSn/AEuSM/wvn8DU0C7pATSvcpaHCXFu1tcy28ww6cfWsm5GHzyCK7LxNZ+bczXC/eiRWPuK5aRRKnPUVOzNb8yLOj3Rt9QhkB4J2mvStLZD5rIck4/rXnng/T9M1TxJDpurXU9rFMQqTxzRxrGc5JYycYxnjqTgd66/w4s1rqusWE32hfss/lBLkASKAWGGA4zgDODj0rWK6mDVjo2G5sk9RTWCqGXGOcVIB8o9c1Ra5XzGYZPzH+dUxJNmDrPhqDVoY5g3lXESlA3YgHIB/M1zv/CIzC7jR4RGhBZmMu/IHpgD9a71HV/OXORjP0qvcygw28y5yrFcn0NS2PU5zXNMSC1ja3gXaigFx1CgYFc5OiiMH2r0OVFe3dGAKleh71w1/aGyufJbJjYbkJ9KykbQlpZmGpKTe2a6zw7eeTdNCx4YCuZmh2PkdKuW1wIruKZT25qk7kSVmekjaZDjuM0NGJAc9a5q61OVbLfFIyOGHzD0rV1zStb0DQ9Kv7q5uVnvTJ5kTJgQYCFAxx94hs47fUGqsI1pyWnQHoGIH5UxlBHTqaKKT3Eugl2xSWIr/EwBoXmT8KKKXUERXyjZFx0binqOV+goooW4yvrIzNZD/aNPvTm2Ve2/GKKKsXUnZFRlCjHFcvPqU+keJZ7612edDI23euR8ylTx9GNFFNCRe8EcC+UdAEA+nNdBcEm7dM8BRiiih7DXxEUBJuowTxzxSqA0Uue5ooqBvcWM5hUn2qCNR5jUUVLAtwj5arWI/eS+znH50UVa3EyaFRJdyFucVQ8QgDRmOOkifzooqkDMXXvEz63HawyaXp1sYVWOOS2R1KIvRAC5UDnJwOTzXbAkQ5HXFFFMT3RQ2gvKe/H8qVFCzDA6UUVl1KZA5KXMij7oXOKXG9kB/v0UUdRIhkA/tST3Xn86mthlz7GiimiivJEkurSI43K0QBB7iuBvYEtr6eGPO1HKjJ7UUUpDjuN07Xm0Z7iM6bp1/FMyuY7638wKy5wQQQR1ORnB7g11XgzUrvVtQ1i/vZTLc3EqSyPgDLEtngdB7UUVcdiZnYzErDwcZ4rNjUeWfd2/nRRRMF8I6NB++GOq4qs53aa4P8LcUUVAdR5GbdSeuKwfEVvG2mCYg70kAB9j1oopMpHJt8y81AOJcDpRRSjuVPY03ldrNcnoRWhc+IdV1DTLfTbu8mmt7eR5U8yRmJZ8ZySecbePTJ9aKK1Rktj/2Q==", 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", "info": {"video_id": "195299", "label": "pushing cable from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "195299", "label": "pushing cable from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "195299", "label": "pushing cable from right to left", "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": "d8b6e4dc99fe5c5561bfef351842b1b9ae19dd872ff3e3575166379b1b18c025"} +{"episode": 33207, "episode_seed": 2832787874, "split": "train", "timestamp": "2025-10-13T03:10:08.141366", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2832787874, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open bottle without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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VdsZo7O4Zoo41ARgoAHXaQD+dad9ZXcMzK1s0plbLyI2cenHtXPXySwJM+2VHCgKzLggemfeupXtqcNRty8ix4Df97qB7kRZP/fVehxrIqq9vh2/uMODXI/Dy0ezur8SRyFJPLCOF+VhzyfzFehq6btqYJPHyjrWfOoLU63a90iBdUmtoZfNilFxtwpZfkZu2O1XmeaTTlf5fN8ou5C8AgZP+FVX2rKH8gE7doO7Ix7dqs2qQtGVEflovBCvgHPY1tGopatDSSjscZ9mv726W71EhZpQCRuzsT+EADpx2rprPT/s5CooUvjLHJoudMRNQhEKy7Z2JkbqEPWriWjxRkPIzZ5xvwSc9c4qErLTQ3bp2TTFutL025NxG8jPdQxlj8xG3jrXGXFvCY3d0jJBJI29OK9J0vS4r4397cYSbywp8tiVYY9/pXBXumXmxl8lBk4yZRkgVo3E48S3Jr2b2OYfS7G6v08u1hy7Hny85rS13QbBtBFoI0i28oUXGG9a1tM0kWhe4kxub0PA96wPEGovczG2tVaRgDwozx68Vzznd2iKjTajeW55mLU213KHU/J8vPIzXtloFcruJXjjjmvLtYsyqtChKzQgM6uQCSSM/0r2i0kj+zIzBl44Eg+Y+9aSfL70io8rW1yCKS8hU/unkh/6ZD529OPb2rRttQe61BowMW6x/xDkv6UwnzIz+73ZBGM4JHtTI2iUputk+QbU5OR7UQq83RmiW7sZ/iNdSmeO1gYLazRmS4Odp2g4Az3ye1UtN0tSjNJtZl5wCQB6V1Fxp9tdRbJN5K85D8ggcCsuCxmNqkjb4n3HKHjGOAfeno5XRtFwcNd0TRpuTLDAGABjGKzdTEbER5GG5qe5u5LdmtmA3kZBzwc/5NUX8y/ujFFGpIXbtLYAA681zu99SHs7GNdWdnIGjkt4m5B5QH1rGjtLBNq/ZYGOe8YGDk/411d/pU32eXzDGg9Q+TntXKXUV9HOFjsxOucs6Pz9PrXVddDy3Cr1J4bpbaZhEVjyhRQOD90jNVPBLfvL31Kx5P51Ru3mPmZt5oyuMM3brx0710vgqE2Wp39s2512QlGTBG0gnLenWplq0zeglZqR08ayKivbEO391hwauLqc9tDN5kMon24UkfIzdsdqnEibtiYJPHAqNtqyh/IUnbtBLZGP5VEayeiTOlJNrQuM8smnB8jzvKLuQOhAyf8K4v7Lf3d0LrUWUTSgFhuzsX+EADpx2rsrVYWQqI/LReCFbAOexqleaYsd7D5CS7ZmJkbqEPrVzs7G1Jxu1IZb2iWaHG1S2MtnJzUV4qXKxxNyJGz15xTLizukXcqmXJyfm5znrVdtO1Braa9WJ0Fs2evOD2A9KxnzN2FePcy7nRbNrvzZYUk53KCgxU+rafHqGizwEYJXKn0I6VYlYGcuyuqY43AikmmZrZxbxl2APsPzNZ8zbJcUlY860eAQJcs8UYYSbFfHBHB/T+tT+KrvzrDTo+CkcUn45brWidNvYrPEtnKj85K8g+vSuf1yCSUyoCVa3UYjYgYBPP64rrlqjhhdVLs9fE0ccgeVh15JGajk1AAFVddoB5XnntjNPn0xlH+uUntkVm3OmXr5WMw49nxUvTZHoxVJ7suWUpy1xIWdI+3XJq7E6wWrTQiRBI29yTlvTjP4VHZ272lrDEm0nrI3XJPWnXFxKLtbb7G0kD4Bk7DPWmvMicudtRFM9xjyWKF4Rklzy+c4HHANZLNPba8C214WcSBGHQ8GtT7TFb3f2ZYzlyPmz1OO+aiuYhJqKSbvuoCVx1Gf/AK9NrmaM1zRV/I6nW9VS80V2MSIyFcSbMECuBudRiMeYCzEcFvX3rpdZUt4dnQkDdtGV+tcbYb4opEG1wxwQRmirGKndLUeGg5Q0KklxNJcbWJYZwcdBV+z8PDVJF+2Rv5aNlV3df/rVdtbVWRQY1XaSS2OT9a1YJWf93ANqjgt6/SsJPW/U3qQSJhbw2kYijwqAAbRwOOlKL6GJF2uNyt0wc1KbITJ/rNu3rnnrVKfTZcHypIj/ALxIrSnfluQlT2bGT3bTPGBIS2ADt4Bb2/StBUhZ4rSSN3aMiQvnA3defWs7TtLnjvvPuWRlQZQK2ct2rXMk8dtK+zzJFHyoveqV92OpOKtGAkt1NHLJNlmEOS6ZAXB6Y4znpTzK7pIkrJgLkuhPAPWqqzCW0a7uLQxyIfuMTzg8frUqXKXdm7hSFIIIzWl7nPySWrOg8P21ylhPK1zDtu0Hlxsxyq4OCT75rF1XS5I7wLJJ8oOMZyPWrllLiC2RJGVfKXHI7DHequuyzPflB8sKKCWzySR2qa9FOCZNGTlVaOQ8Va8lnF9itWBlYYJz0rD0m5igspZY0kecfNKV+8R6/QVq31vZTXhlWwtwAeVwTu+uSaTTj9knBRQABjA7j0rCMEtzu9i+XU4e+0ibUr2KeyDAXDbWDHgdyc168s8cLo0jZ55OMmsuK1MknmEALuO0BcYFa02lhcgTrn0IrWMr6Loc8FFNuT3IpNSUKUEg2gN90HknpjNMsHPz3DlnWPoOuTVS50q8clY5Icf7+Cf0rXtLd7O1hhjK8D943qT1oV2zaUqcY2i9x0bpBatLCjxCRt7jd8x7cE59qQy3AzCWQtCM5bJL5zgHHQ//AFqS4uJxerbizMkD4Bk7DPXNIbqK3vBapFjcRyD3I71aaRzOEpO4l3ppv7iGSJWMsJVpABn5D2/OqVjpd1p95J527YV2+Zjjk1uW05jkmCkK2xTnHbJqe7YjT2Z2GS684wKcqMZwuyVVamonJ6+sSxLsBIXhmB+8fWsfTWijmLygMhO08Z/GpPEOqSJmOBlw/UEZzVS1LC0hXYFwCcjqc1k7LRHaqLe5oaraWF9c/ZZLVo5Nm6OUNgH3FU/CGmy2MupTTyEpNIqoG4JVcgE/nWxFJJc26QgcL/FjoPSr9tpweJvn2be5HWjnV+VHPKEVPXSw4X0MSLtcBlbpg5NVJrxpnjAkJbAB28At7fpT59NkwfKljP8AvcVHp2lzxXvn3LRsqAlArZ+am73NoulFOVzQVYWeK1kidzGQ+/OBu9/WpZLqaOWSXcWEOS6E/Lg9AOM56UpknS2lfZ5kij5UHeq6zeZaNd3Fn5ciHGxupx0qloc8lKepZ3kxyLMUZAuSygjjuKt2kzvBNDGgAkUKu4+nrVCO6W5tGlCYUZBB56VbVEeWN1JXcqsBzg8VrCKkY1G4KzIniVWYXGGkHy7AT19cjrXK63fRWcxij+Yg85bIroNcvFt3uHJGQxGM+1edmWfVNRMku1wCSSB2965+WNPSKO2FNzSkakWpPcwvKUkkeIconBC+tcre+H5tRuYprIOkVwcNu6L6n/Peuv0dDZTgxqWPfPetuK03MZHGCTnAHSo5lDXqRVppOxowWhjuHllcOT9008AElmXCj1rNv9XlW9S1s1V5M4bIyM+lXbmRgEjYjfjLY6ZpyipNa2sZtTdnLqRGZgDwPpVb+0mDFWix/usRUxyRVS+t3hKMVxuXcPpWj2NqcYN2ZMdSQZJEgx9DS2OowXl40QJL+WfvJg4rLJyDxTtKj8rWUbcVEiMoPoev9KUZu6NZ0IcjaOpvYvtGiyxFscDnPTmsi00EJuZnf5jwQRWzcZNpdAoFi8k/nms0WTajYKkSOJUYMCsny+/Bq6mstjjoSa0vYklsWgTaGz6gjmiD5flXj1NS29rdRWphnGwrwCTyRXK2sl1f+MLnS31W5s4/3nlCNN25lQsF9hweT6e9YSjc1nN9Xc65oTcxlEk2hSM571ZKLHEscacewri/BuvXMttqM19cPMIxGUDHud3ArpdKvrq6jlmuAghXoQMEn0p8t4ct7GT5pK/RFq4YR7FUDdjJNVJr2SIZEakH6inM5clj1NMNu06uqrnClj7AVql7qSLhGK+IRdTQr8yuv0bP86RtWtY1Ks+0HrujwP0rNYFTiql2u+I8cjnip5mjrWHgzdPiKOEIkSxFUAUc5z3pk+oLdu80xfD8fu8f1rlJZrIy4likjkyMAllBXH5GtW1NuLU+WzEZyNzZ/Ks51ZPqcqgoSbjuWJLGBlLx3A9cMKfZ2P8AG3XsKtpEHtt2BxgiqHiK4uLHQ2nt5WilEiAMp5wazc3LQtzlbVmttVF+lW4LQRTvLI4kY/dPpXDaxcyQaHDqNhrmozK1z9mzcRqizkLuZ4sc7VPynd6j3A6m+1aZbuO2swrSZAbIyCT2rWmuW9zG8pvliafUs7rgAZwRVQzsMkBfpUtzIwVImI34y+OmarHmrpQ5Va9xRj1ZF/aTK5DxD/gLEUralD95vMGPVQ2KgvbdoijFcBxuHuKosc5obaZ2RpU5K6NaDWrXMjbldtoXABB6981Deaq2oWTWsQWEF85XrxXMXP2eJnFw0iKSDuU4wPrTtNmsEmAidmbJ6yk/pUyqyta5jUoRhO6JJ9JNw2SzMRxV+004AIgcsqjBJGPwq5Zuss7bORmr6xYmf0BrDnZXPLuJFAsK4A4pWga5VlSQKARkHvXO294bzxnNpV5qt3aW0kuyN4pY41j7ksXGMYzx1JwKk0PULiyvNchvpLlvsswjRLjAkHLDBxxngZxxVwjqmzFzado7nUlFiiWONOPpUM7eXsVQN3Umq2lXt1dRSz3AQQrwuBgk0Mxclj1JrSMff5rk8jUrSEmvJIhnYpH5VGupqR8yOv8AutmpPIadXCruwpY/SspvlJFW20dNOnCStYuy6vBGCrMyg/3o+P0qlP4p2yLFHcKm3CgJ6YqneJviJxnHNVTLeKw2WhJJDZQAZyOlRKcugVaEIpMvXCR6nGZfMZy/Vtx5qG00TyAzqTknFTR3MyxATwujHsR0rehjD2m6sOZiU5JWRFZ2aRKMAZ9atOVQYOKyvEt1Lp+iNLbzNHKJEG5euD1rD8QW3iDQ9E0y/u767E14ZPMiZMCAAKUBOPvENnHb8DSUXLUylOz1OxFtAkvnLEgkHO4DmqZYvKSepNFFbz+JGdNt7jyPlNWLmNZXmD8hTuA/Dp9KKK2LvqjKnnD2sSrbwR7wSSiYPB9arAA5BoorNnZR+E0NdMqaLD5c8qBioYK3UYzVnwzNJLYZdySrlQfbiiiq+0c7S9i35mzMWVCwY5xXlM2r3Vp4gl1SLZ9pV2IyuV+ZSp4+hNFFUzjNb4fwxyHU1kUOo8rAYZ/vV2VwBDAsMahYxzgUUVnU+EqD96xCnIq1ASkMxU4OV5/Giirh8JsxIdPtpJx5ke7fIV5JGPpisi+jRLmZEQKoOAKKKUjajJ87V+hzD3k9vfyRI52ZBAPOOlaQcyjLKoOM/KMUUVzsKnxHR23/AB4/hWB4wlb+xCDjHmJxRRSj8RlLZnJ+IPEsmtWkEUmm6fbGBVSJ7ZHUog6IAWIA5ycDk816uLeGNxMsSCQDhsc9KKK6ejOa7RRdi0xJPJNPxxRRU0djpLN1EtxKY5CcbwBjsMdP0qC/0+1h04zRx4fftzuJooq2OnJrlSZyerytbRLJHgEsFIIyCKLO6diwKR9T/AKKK55bm9U2NLObkkAD6VoXUjRiRlPbNFFR1MOp57da4+m6zqCtYWF5HNKHKXcO8BlHBByCOpyM4PcGtfwVcS6vqOt3d+wnmneOV2YDljuzx2oorqOZvU624AhgWKNQqDnAqFOVFFFZx+Nm0PhLMJKxSlTggp0+tMFpb/aEDxB/MYg7iePpiiitmO7V7GNdbfNl2oqrnhR0FcveySW1wwikYDd0zx0zRRWE9jrfwIuWd3NKqb2zk121r/x49P4aKKxMGcj4oupH0zYcYMinjtg1yuq69qd/pEOn3V5NLBbyPKm+RmJLY6knnG3j0yfWiiupLQ5Z/Ef/2Q==", 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", 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", "info": {"video_id": "164336", "label": "pretending to open bottle without actually opening it", "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": "164336", "label": "pretending to open bottle without actually opening it", "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": "ede8c2a931b65f51bd9b17665ccaead1c21b1633f39d0b93b82a5352f09f711d"} +{"episode": 33208, "episode_seed": 4014265502, "split": "train", "timestamp": "2025-10-13T03:10:10.219531", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4014265502, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a book with a bottle.'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "80369", "label": "pushing a book with a bottle.", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "80369", "label": "pushing a book with a bottle.", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "80369", "label": "pushing a book with a bottle.", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "80369", "label": "pushing a book with a bottle.", "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": "94dd441de4aa665e278b170dc29681614152cb60f43f3ec0ce22a1bd22162ece"} +{"episode": 33209, "episode_seed": 1700781792, "split": "train", "timestamp": "2025-10-13T03:10:11.574110", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1700781792, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'balloon 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "128391", "label": "balloon falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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"info": {"video_id": "128391", "label": "balloon falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "128391", "label": "balloon falling like a feather or paper", "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": "d835f1db01ff8c04e8bbdf9009798ec541f5df9c858a879c34f9c995ec605cd3"} +{"episode": 33210, "episode_seed": 3316329648, "split": "train", "timestamp": "2025-10-13T03:10:12.463697", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3316329648, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a banana up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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OSY7woNRrJjrxVSecmY7OgFdG7MXoiaWUq3LU43Q8v7xrGM7PKSWxUZnc8bjiqdO5n7Q3obwK/JGOlW5LhSnA5xXLx3TKw3cirBv26ovUdzWE6DbNY1tCzqDeZbvubHGRWRA+4sBz71KfNuGJcnB9ahgQpIVHbitIRUYtEOTlK5cgbIrWtR5kRQnlTkfSsiL5a0bSTbIMkbeh+hrOotDaLsa8BQhTIiMVBHzDPWopNOsC5f7MgPtkD8qDlCM8ZqG4nwDk4GK0pyfKrGc4rmbZaBij5jwAew6ClSTIPz9T1rJlvYgGQHkVHHqCopBOTTcZNApRRpMv73O7IBBq2VzWEb4E/KePSr39oAofnCgDHPFc1WMjanOI+4dUVgTjiuZZt07d8HrV261FSxEXJ/vGsxA3nOzdzmtaMHFXZE6l3ZFpCd1aUA3w+68j6VnDhhV6zbbKuTweD9DRPYcWatth0DfgfpVnVNQCXDDG4ngAVXh/dOR2PaqvmM0hZuWJ5NdGFr+yjK3WxzYih7SSv0Kb6hiRgQy56AiiTURwBkdqS8cNOT/dGKyjLgk+3FdKxEpI5nRjFmx/aSBMZPTmpLfUR5nqO/Nc+ZMimiQg5B5rllSUtzojVkjsHvEZPl7d6xtQu0eJ0DbjjgCs03DuOXJpoVnPTAPrWEaCg7s1dVy0Qlq5dmHbtV+LmqltGVcgDocVbXg1pO19B000tTWtMPGyE9PmFd/4BnEUV+GP9z/2avObWXZIDngdfpXY+Hpfs8N5zydnT8aMLG9dInFO1Fv+tzs5dWRWZd4wDVC91NGAKtk4wa5G8v3Ulg3GfWqv292bcG4A9a9r2aR492zqhDBq9tJbzxrLG3BVxnNQxaHo+lzCG1zFK2BlTkZ9xXJ6j4xttKhIRi1yw4Ve3ua4698a3l1cebgrhsgBv51lXjCpHllqa0rp3PTZNWjtrqSF5sPGxVhnoRQ3imzhdVaQt3JA4H4141PrV7c3EszSfPIxZvqaiBvLxsF3YemcCvHjl8Yu7Zq1zbHoviPx99sRtN05ifN+WSQdAO4B9awuwNU7TRmtbdbhxznGPSrg5UVT5ErQOyhSdNalqEkEEdRyK2EwGWRT1ANYkTEfWtezbzIiueV5H0NYzXU6YvoU5W2qQDzVOSTy42b1qXzNx5+tUryQFtg6Ac/WuiK6HNORVZ8ZqHzsNyaSU4OKiALHpxW5ik2X7ZPMmww461oxxRKvC8g96oabE8l0sfOcHmukt9OEe7e27PbFcWIqqLOulSujICM8gCg9aWa1+z3LAjJ61tmEbtqjAz2qlqiESo/PIx+NYU6zlKxtKmkjNPDcdKljbDj06VE/X6VDolsdX8TyabNqU1qjJIYvLTcWZULBfQDg8n0967IQc9EYVKigrs35Jv8AR43J5AIP1rNkl8xWZjWTpN9cXMEgmlZ87SAT061buH2RhR1Iqo0+TQzlU5tSDzcNnqajaTHU1DI+3NVnkLdK3sYXLpkOQQeakTzJTgBmNU4pADycsO1b1tFJPtMa8etY1ZqCN6cHIomDaQX5PpU8luyLHKw4YVqrpoQh5Dub07CnX8QNipA+42P8/nXIq/NJWOn2PKjHYHI+lTxNgjn2qJuRiqepTSQ2JeFyr7hgitkubQiT5Vc6qNjJEr557/Wqe4Lk+lVr6OK00CHUNN1nUJVe5+zZuIljW4ITc7xDrtUkKd3qPcBHl7Z9zVexcHZmarKauipdykBvVqy5ZsZA61auZdzFu1Zsxy5rpirI5pO7GeeQat2oMky7vu9cetUo4mlkG1SRnHFdBo9gUvUEgJwDjj2qKs1GLZrShzMmt7XcmY4gcHrU6ac28NKcAHoK244goIVcA8YpDCWfHvXkvESkzvVJIxbyAQXTBRwQCKrH72e1amqxndG+OoxWW55NdVKV4pmctGTRthh6V0VlqC2+nSZOXOFA9SM1ymgLbaj4rGm6hf3NrBM+xJY5Yo1j7ksZOMYzwOScCnI1xa6nqVnObjNtMYlS4wHXBI+YDjPTOOK64QlTkqiOOpUjUTpsn1C9nBJEp+mOKyZtcuI0KoQGxjNOvJixPPArElbcxNdMZze7OaUY30RDcStK7MzFmPJJPWoo4mlOFHNS7C7ADqa3tL0mQgSBCCvP1pTqKK1LhSc2W9N8PQyWsUsoOWGcYrfi0q3tx8kWD6nrVzT0X7BENowOKsyL8ma8OtWnKTTZ6sKcYpWRl3EIaylUDpz/AJ/KsbGFxXSGL924xwwIrnnXYWHocVpQle6FNW1GocVoWEnlygk8dD9DWDqUskFmXjcq24cirutaJrPh7QtJvru4uVmvTJ5sJTAgA2FAxx94hs47fXNdioucbo5p1lCVmPXhc98VnSkkEnqTRRWkTGRScknmr9jGpnVSOKKKVX4TSl8R0lrbxCZXCgMvStXaARRRXi1HqelAYygSjFZ+pj92PZjRRVUfiRM9jIYDk1gJqU+j6+1/a7PPiZtu9cj5lKnj6MaKK9fD7nn4n4SXRQFEoHQAAVbnYl2yenFFFav4jBfCUJmPJqNANhPeiimyo7lmxRXcMw5ziu2tlVbaMAAfLRRXm43od+GJXGcVBdKDZSDt1oorjp9DeZgtwlZuqnFgT/tCiivVp/Ejiq/Cx2r+KJNditopdK062a3VI4ntkkUoi5wgBcqBzk4HJ5q7KSID70UV1Vd0cVLZmbOf3ZrPYnmiimhmxpEa/aAcdFyK6y1ij/dttG7PWiivLxT949Kj8JolFUggd6a6gScdqKK886DM1MZiPsxxWMw6miiu/D/Cc89zGXW20m9u4zp+n30U0gcx3sHmAMg+UgggjqcjOD3Bqa3v7nUbu/v7qTzLmdvNkcjGWOe3b6UUV6v2EeY/jZWuCdn41mt96iiqRJa05Fa45Fd/pSKLQHHYmiiuDGnoYXY0oMGPoBz0FPPKNRRXly3OtFdvuD/eH8qwLlQJ5APWiit8PuyKmxj6wMWHHHziqN14h1TUdNt9Nu7yaa3tneVPMkZiWbGcknnG3j0yfWiivWo/CebiPjP/2Q==", 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", 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", "info": {"video_id": "18780", "label": "lifting a banana up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "18780", "label": "lifting a banana up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "18780", "label": "lifting a banana up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "18780", "label": "lifting a banana up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5529426dd3ff051cb84deb817dc72f56d6b36d72cfec33a081883e6d968cf25c"} +{"episode": 33211, "episode_seed": 1723210677, "split": "train", "timestamp": "2025-10-13T03:10:13.647621", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1723210677, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) case of 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "176928", "label": "touching (without moving) case of mouse", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "176928", "label": "touching (without moving) case of mouse", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Ox9a9AikLx5Irzz4ixhdXtZB1kt+fwYiomtDqwsFUqcrM271m2JzDuc/TAFZ82tTspSNEjX8zVADApjdTWSij2o4anFbFg0+C3luZkiiUu7cBR3ohgkuJkhiQvI5wqjvXdaTo66VblTtN1IuWc9h6D2pN2OrE4iNGOu4ml6UmlQBfla4cAu2P0HtWhIgWM5GKmWPPPpVLULgIpGeayvdnhXlUnzSMzb/p6shIIPUVtm7KQjJ5FZ1jb7gZG6mlvJQgxVqVi5JPQsDUgH61o3Oor/YNzKD8zIY1we7cVyUbGSYntVppHMAhz8gbdj3xiqUmjKdPqijBp1pBbq6wqx/2/mpolSNiWUDPQKMAU6WVo4yinHPSskXWJwNpZS2AAai7ZTlJ/Ew1NtzRjGMA9Kz+ScDqelbOsWZtYLRn+9JuOPTpUOiadLf6hHtX91GwaRj0Az/OqWx7WFmo4dSe2v5ncW0P2axhtwPuIq/pzTJ3Cpg9BVl+tZ12cgL6ms2eTe7uV0+VHlbq3Sqz3OAwz14FTXsgVAi9AKyGYu+ewpoZpWC+ZfQg8jdmurjbHJOK5HTrmK3u4mmcIGO0E9MnpWlr960FnHBGcPOTkj+6K2hojmqpykkU/Ebwa7dW0ccjeVAGGV/iY4z+GBWS2nWcAKiLc2eCxzU8T+VCD+FVby6b73p6VEm7m15QXKnoSkwImEUcA52jFc+a27BPtr+WmdwPzZ7CsU9acDuwLvzfIac13miWotdMhXGGZd7fU/5Fc7omim/fz5wVtkP/AH2fQV2O0LgDAAGKbZGOrJ/u0/UZM20HFZszBFqzcOc1mTSEk5pHnITzGZ8HpWnYOFUA1lA8ioTqKyW/+jtksdvuD3q6ejJqrmSR3NhfW8s3kiVCw6gH868/vNOl1HUry9klVFllZxgZOCeKuwTvbquxtrYIz6UizCNHXkrTnO6FC9GT5DOXR7ZZQpd39STgVX1C3hgKLEoHJzVqS5G/aSBnmq2og4jPVeQD69Kzu2d+DqTlXjzPv+RRqW1tpby4WGFCzseBTbeCS5nSGFSzucACu70nSotMi2jDzsv7yT+g9qG7HpYrFKjHzEsdLh0+18pDmQ/6x+7H/CszWbhbOPcrYlJ+THXNdBKTFBI6xvKwHCqOTXKzaJqWoXBnuTHFuPAznA9MClHuzxqSVWTnVZ2HhHxSNYt/sl2wF9EOf+mi+o9/WulavJ49Fk065jnjuHWaM7lZOMGvQNG1uPVICj4S6j4kQf8AoQ9q6FJM5a8YKV4bGpgKMDpXBeMbSXU9fRI2UJBCqEn1OWP8xXcyTJDE8shwiDcTXCSXDSX0lw33pCWYfU1M5WQYeThPmiYZ0WGPG+V3bPQDAqY2FpB0RM4HXnmn3d0BJkcAnFLaW/25liQ7lbliO1YczOqVWb+Jm5oujLpkDSNhrpl+Y/3R6CtOOUTyEgEY46VJ8uw5zsYc+9FsAyFkGFzxWb1ZEqkqs+aW5L9yImuelDXV6EHTNdDMCYCo71TtrNY5C5HJpo1WgrqLa36DIFc9ezlmIFa2rT4G3NYduhnuAfQ1Q0aFnakRhj3FMuCEbitN8Q24GO1YV5NtRm70xFW9P3iBkkcir+i6WPluZkXAOY1/rWVp1vNq2oBndvIj644yfStawE1/4rn0ttUntIsSeSIk3ZZULBfYcHk+nvTs72RzzmiXXNNl1K6soo+FG8u56KOK1rO0isYEt4ABGBnPdj6msTwpfXV99oNzO8gAQjcemc10bVD00NFWlOMafREMjYFZk0hMn0q/McCsid8FvekWipczFmPNVlOBSzHLk0wGqQ7jL1A8CKf739KIQ7bQ7swUYGTnApbokiNR3NSRrtAq+gJK9wk+aPYTj1NVTGbidYlQsQRx61UutVdJ5IolXqRuPNaAhurLRDetIyXDMu3HG0elDi9zGVRanR6dp8djbkKBvPLN6mub0XRX1OfzJMrbIfmP94+grU1Qi30OHUdP1rUJVa5+zZuIljWchNzPFjnapIU7vUe4HRwRxwxosaBI04VQMUJNBTxbpRko7sYPKEUcMaBAnRV6AUknCmlWIJK7EgseuKiuG+XFBjDYzrhzVCVs1ZnbLkelUnPNI1Q5DyKzdNtNhZ8csxNaK9MULiJTjgCqQyOaURy8jIAzUMjk89F7/Wqc2oQGUsZQRngLzmm/b/tEiRW8LOzHAz3p8rZnzK9yzbWLahcFFbg4JI6AVe1+y2Jp9tboWY7lUDqelP8AD0MUnib+yr3ULm0hkfYJYpY41jPUli/GMZ46k4FaOkrP/bOpW1157SWkpij+0geZGMkHOOASAM44pNNK46Ff2dVTttf8ixoukxaVATJta4dfnf09hV8vtRVLEZ6H1FFxHvVDnCjqc8mo2kUOigggH8xWT1YTnKpJzk9WWuDGTjJ6VBsIccfWnxkkkjnnv2qQkED2qjJ6FC9iVh04PHFYTrNb3/n2zmOVOjLW/cyLkgDOe1ZpUMQxycjrQnqXFaDZdVv79FjupF8sHO1F25PqaqzMWG5BtHfPpTZrm2hJWSZV+hyaz7nWYShSJGYjueKpqUhx5Yg8RuLlY13E5wFHr/hXWaTpqafahBy55Y+9YLRXNnoRv8mG4d1xt/hBq5rdjr2g6Jpl7dXt0s14ZPMhKYEOApQE4+8Q2cdvrmlZtaEymmzeY7dirwPSr0QAhBHeiisjWkOwCOaZcKBHxxRRTN0cxqLFs5pdMjXg45ooqug2Wr9iBjNc7qLEQnmiinHcT2Oh0a3igsVEa44zXMXeoz6V4pnvrbZ50Ujbd4yPmUqePoxoopx+JnFPY0PBiDN2efkCY/WuoYkmiioluXS3KV2xCGsec5NFFI6EUG70i/eooqkUx7j5gfamTuyW7uvUKSKKKoDI0GCO61RBMNwHzY966vxIoTRWAHAkX+dFFVPdHG9jG1jxI+txW8Uul6fbGBVjje2R1KIvRAC5AHOeByea7iMkRvk55xz9KKKcjF7DCAqsR61UmJOaKKg3Wxlyffaqp+8aKKDQctZ2uyvFprbDjewU/SiiqjuJ7HMp1rrPCNvGzzTsuXUhVz2FFFbT+E5hbvWW0rV7+M2FhexSyhjHeQ7wGUcEEEEdTkZwe4NaXhvULnUNTvru6k8ye6kWSVsYyTn8qKKyl8IR3OhuFDDnse1VLdczTMWY4cYBPA+XtRRWRqti0rt8g/vEZ/Km3DlGULwDkmiijqSzkNU1y8jnMMZRFGRkLz+tYtzeXMy/vJnYemeKKK6opAVlJIzWt4fto7nV4llG5QN2PeiinLZiOv8AFAC6CQvGJU/nXKXeu6lf6dBp91dzTQW8jSJ5kjMSWxnOTzjbx6ZPrRRXPT2E9z//2Q==", 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", 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", "info": {"video_id": "176928", "label": "touching (without moving) case of mouse", "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": "5870c7bc4fd3f30376b50e72184a5c5830c4eb855ab07c81e3e6ff5f7bf5d4de"} +{"episode": 33212, "episode_seed": 3697739863, "split": "train", "timestamp": "2025-10-13T03:10:14.676430", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3697739863, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paint tube'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "60860", "label": "closing paint tube", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "60860", "label": "closing paint tube", "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": "a3345ba8da69e49acb0ac7ced9d9b9ed0c2392a710da1383aad02dc476edd6ac"} +{"episode": 33213, "episode_seed": 601521963, "split": "train", "timestamp": "2025-10-13T03:10:16.523661", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 601521963, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving bolster down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "70112", "label": "moving bolster down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "70112", "label": "moving bolster down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Oa6cRRoNWk79bBSpzkRSahFu8zHO4twPXrXK3xzPXT6tYMmn/ALhcuWFclMkiORKpDe9cqdGFNxpq1/0OiVGdOXvMlgkGNrVK4U8Bqo0+JsSoW6BgTXK4a3NVU0szY0e0d7zzSPlRTz6k1AsJF5NgZyc/zrroYIo4x5S8HriufaPZezA8EH/GnUVoFx1kLBEVXJq4FKx7mO0euKINgALDirLqbmBkC4B6e1ct2dFihPslUKrZ5rtfA+v2+hxvZ3MYFvO/mGZRypxjn1HH4Vw6wyrIEA4z1Fb+naHq92B9msJ3B6MVwPzNOMpxleJLUXue1xGOWJJonWSNxlWU5BFYa2LW3ii71B3h8l4BFsAJdslSfYdOPxrK8JaR4n0eUJKYRaMfnglkzj3XHQ11VzaLcT7gduODgZrtdVuF0tTncFez2C61W3+xpHHbb2TDEsM4Ir53uNIvr7UbhrW0laIyuVIXAxk969t8Q+HZdUt9kGq3dr8u3EX3WPv3/WsdtEuLM28dxcwwxJEqEyvtUtjqF6muWc6lrvU0jGN9NDyxfCt2qM91LFAi/e53EfgKzdU03+z54wknmRSJvRyuM9jxXpljpUMFxqK7p7yOZsxR2qnBxnJJI4Paue8bWEkWmWFw9i1qqO8QUvvJB5yaUKknLXYJxVj6CFysUYRPTmub1/UktrZ2LfMeAPenz6gIlZmbAAzXA6rqk2rXn7lXdFOFCqTms8qy+WMrKO0Vu/I6Mfi44alfq9jJm01Ly7kubmd3eQ5IUYxVqLTbGMD9yX/3mNaFroWsXIBj0+UD1f5R+tbNt4K1WTHmy20Oe2/cf0r9IWIy/Dx5XKKt5nxMo4iq76swkMUClY7eBcjGfLBP5mkadj/Fj6cV2kHgW2WI/abySRzjBQbQKT+xfDumSxreBWklbZEk8uN7dcAcZNZrOsFqoa+iJ+qVXucK8ozgsM1XklwM12mvf2J9iZYrNYpUBCeSNvPv61yb2+kmwzLezi8PO1YsoPb/AOvXo0cTGtDns0vS/wCRlyJS5U7mBrsg/s985wR29K4xmiHCRn6sa6nX3xYEeoFckAW+UDJ9q+RzyV66Xke9l6tSfqe0fAH72vf9sP8A2pX0Fp4+Umvn/wDZ/GW1/wD7d/8A2pX0HZDanNfIV/48v66Ht3/cIffSbLVh3Nc9dP8Au+ehIrT1Ob+HPfFc/qU2wxL3J5rNNykkbUY8tO7NuxvGiXbngj+laMV+HgyWG6uQjvCrDrjNSi+KbsnAr04po43Zm7Je5DAtVWHUypIDd6wH1NizEAj2NZsOqf6VKrZBGDzW8YOSuiHJJ2Z3DamduN1QSajwBurlX1Ydm5qjLrI3ld9TKLW4XR01xeghvm7Gvjxyd5+pr6Vk1hQmS3UGvmxsFj9aUG47A1cjyaTNShajIquZslxsXdIsG1LUobdRwzZY+g716Moi097xEGN0W5R7BayvAembbaa+dfmkOxD7DrW3qVsH1a2TOFkiZDWsVpcpKyM63JuoInx1kHX0Bqj4ms7WLRZbrYBI8gCY75P+Aree1FnPDAo+U4P865nxxcbFs7FT91d7D9B/Wk1a5pUnzpPyOMopcUlZnOaUWt3ccPlhsgAAGnWVyZppZJjljjr+NZdaGkwy3Vx9ngAM0hCoCM5NTPVWLhJ8x0Wk2txqUyQwQtJIew4A9ye1dzZ+D4yqrdzlmPVIhwPxrZ8O6JbaZYx28ILyEZlfpub1P+Fb1vaom5i4JUckVikkbObZS0rSrPTVEcdrEF7uU5z65rfiVdpAO0A8YFV4Yl80gkYbke3FaFuqBXQ45XjFUpE2IXXbIJBnYRTWyy4Uc5x6cVaZleLYSM1AuUB3Ljn60nIpIorHgMr5J3ZAzwKhvbZPspkcLIycgEbqtzrGDkDJI9elQgqEb93w2OGPUUosGjl9Wv7i3ZjNqdpp1sDxwN+CoPSuB1S80S+spbP+055DJIrNPJ91cZ6A1e+KMDrcWBD4jKuu0dyCCCfwP6V5uUVexNHs0nuKT10Pe4rqCe5bziGROSp7ntmnJ400dNZTRkfbclggxHiMMei5Heud0PWtJ1i7khs2JKLkrIu1mHr71LNoGm2muPemymknknWZHA+VecnGTjjPT2rZ1aeEpxS+Zy+/iasufTsei+esFu80zBVjUs59AKz11LV5LVr23s7YwGIyxwFyZXH4d8c0+8VbyzkhZT5bMm/PGV3gn9KxNV8d6LpWqlFh1Ce8gBtzDBFtQEkcHOOew+tdFCVOnHnqRUpN9drf0zljh51W0m0kun6nT6Vqa6ppkd6vyo4PyngoQSCD7gg1h6+9jLcwy3FsrjKqJnjDbAGycH+HsfwrRitjNDIqqEM1xvlTf90NjcOO+Qa5v+0LTU9STSraeJuWJDHeCFySMd68nMZVPbL2Ksm/6+78TSlJ0rS3eq/4JX8V6zo+hlFv0kmlnUtEkWCceuTxisJNGnv9IGqw4W2kj8yIMCWYfQZxXdTrplhcJcXfkCYxLCjyICSq5JAz065rgdV1O5gD2lvMY7UAqqJwNv4dq+tyXMcZWqypweiSvfp/w5wYjCUKUIyW7b+f/DHJ61maCOIdWIArnUikR3yCpQEnjpXSTq011CiAk4J49hVrStNh8SeIW0y8vZbVGikMeyPeXdELBfYcEkn096482nzYj5Hdg42pHdfs9rl9f/7d/wD2pXvocJH+FeC/s88N4g/7d/8A2pXt88u1K+ZxDtVkz16S5oRRQv5913CmepzXP6rK02p+UoO1BliD+Qqe9u/+JqnP3Qa5zXdQnhaZLC4tV1CVQ0KTnhsHB/Tp9KvBR5qjk1saYl8tNRva+hZaeRfstzA5a2dgroc55OAw/HHFS3V/tfyk3AnqcdP84rjrTVtVsdQC63e/bZ7h1S2sbVVyMHJcgdAMDk+9a3ie8nthDa6bbNPd3LPKwB4CIvJz+QA7124pTnQ5ob/ceTUTjOUVv6/10JodQlDXQdfMEaFwy9TtH3cflWJbya9Fq8M2tCGG0uI2wI2GY2AyAa1NCLR+Horu+tTBcOjPKrDLAE8A/hjiud1XX5NWP2J4liYOdjDv/wDrFGD9pzQhJ2V9X2InUVpOWsu3d+X4F7VNat4Z9ttMHAXnB6VgS6xNcb3iOSp6Z7VgXhkglkjfKuvBHpVT/SItKFxDLhnJBAOD948fpXs5lh40Yrld/MzwlWU2+Y6G417ywEaTDAc8155sJJrqfEWj6ZB4eg1jTtTvZ910bXN1AI1uCqbmeIZztU4U7h/EPcDnVXIrx3oelT1I9nyk+1Ntbd7u6it0GWkYKKteWzKdozUmizCw1aG4lUjyyfwNKMipLY9WsLNLGxitoxhUULxVTVCItR06Rjgebg/mKt6fqcF6gKsMketM1qy+0/Y8AkpMGP0HP9K7OhmS/wBnNfyNKQ2UyAM+9eY+L9//AAkU6v0VVC/TFesxXbRxSqq8s3FedeJtJuLzW5JypCbVHArCc0NROMNIRiugj0eMXIhOSxUkVV1PT/s9ss2MfPtNZqom7BKm7XMiu4+HFrFJc3tyyZlhCBDjkbs5/lWP4O0vSNZ8Qw6dq9xNbQznas6TRxrGepLGTjGM8dScDvXYeBdOex8Q69p4juIvs86x7JwBINrMAGxkZx1wcVU/hM47nokc32eHake6Vh8q9gPU/wCFWrYu0Y3E7jxzx+FV5JJYlWONVG7q3ep7YDaSxHy1zXOiyNFNquSxOMcYFX4vLA3BM8cZrIPmJId3Ib7v5VqRuY0Re9FwHSMNo2gL34qq8uFbJPPr61MMkknp0qtIpZyAPlGc0bgQMwFwrSAhenPrSSkLkt0xwPWnyoxUd+ajuRFYRPLPKvyqXYk52gVUSWeZ/FASHTNMkZVCmaRQe/A6V5bJ19q6PxJ4suNfs7W2kTattNM6uP4gx+UEew4pfEfgu+8OeHtH1G9Ey3F8ZPNhaMgW+AhQMf7zK2cdunXONkiGzvYYYYdSsnihjjKyyxDaoHybM4/SuhimYBDhSZH5yM0UVxWT0f8AWwVdr/11LOrStpmgXtza4SQREjuAfYGvN5vGOopp0115Fm13G+0XDQ5fIwAx5wWA747UUV6nJH6vHT7RyQnL2r16HeeHLRLHwgssTSGa6g+0TSsxLM7Dk5qbSvDOlaZ9kvba2AuUtxGJSck55Yn1Y5PPpxRRSx38VkRb5DnvGzMNkpJJ3sgU9BtAIx7/ADGual/e+GkmcAyBgA3oDniiipwU5RnBxdndfmZcsXOomun6GNbn/ibQ/wC638qrXGr3Wi+IF1C02efGzhd65HzKVOR9GNFFdmY/7x8jowv8JHpP7PpIPiD/ALd//alewX0jCI4NFFfN4v8AiM9rC/AjkJJGbU3yei1znjO2t59HWSaBHcXEKhiOQC4BGaKK9DKtG7HFmPQyNMtotO8Zaba264Qx3TFjyxBxxn0GOK7e4byk89VHmYCbj6Ejiiiuio39UT8n+bOGr/EZl+J5JI9MBjdkJmjGVOD96vIbVZLvWnV7iYfO5yrYI/eYoornp6NsqycV8zW8RWcdpNGUZ2aVC7l2ySc4rIJI0OEds/8Asxoor063+6U/V/mzLC6ykyDxD4tk8RW9vDNpGmWpt1WOKS1SRSka5wgBcqByScDJPPrVm1sICvIJ/GiivPqHpUOpqW1jbhcbBWZe2kIWZguDuFFFcy3Ohm34XtY0mRgWJPqa76ONX2lhnBoorqpvQ55bgY0WXAUVnanBGyElepooqGUc1PaxDV7cgYOxulY+uwoNLuht+6Qw+uaKKzjuVLY5/RtebRkmQ6bpt/FKyMY7638wKy5wQQQR1ORnB7g13Hw71G71XW9a1G8mMl1cOkkj4AyxLZ47fTtRRW8/hZzQ+I9FYkxSNk5C8VLZcog/vjJ96KK5mbI15o13qvOAatKo5PccUUU+gIXt/wACquOo/wB40UUFDQf3ko9K4D4o39xa6EsUT7RPJ5bnvtxnH6U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", "info": {"video_id": "70112", "label": "moving bolster down", "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": "781781a9cc7dc0154c6b34ccc145c72f9cf0379799bf9cb1323daa036bce2646"} +{"episode": 33214, "episode_seed": 285049765, "split": "train", "timestamp": "2025-10-13T03:10:19.782799", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 285049765, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping small bag with clothes peg over, so clothes peg falls out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "127553", "label": "tipping small bag with clothes peg over, so clothes peg falls out", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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FfHDyfO31NVGXYxq0+a1zrNa8Z6vrzRG7uNqxqVVYcoPxAPNZMF7NBMs0UrpKvIdThh+NZaSVKJKozUUjbk1e+mHz3tw31lb/ABq/4Y1I2vifTbmachUuFLu5zgZ5zmuYEtSLLgVSE4n1E1sJtRe5iZWSRslTyPz96176N4VWcNuBwuCMY+tcH8PNUk1fwXZvc5ZrNzAXDcnH3c/hxXV3uoXKiO3LK0ikMwB7HpmiUo043Zy8kpy5V0INR3Wt6l7bB3cfJJGP+Wi9ePcdR/8AXqt9vt/P81ZxJG5+Q9M8cA05nmFz5T7t+QwbuB7VkSWHkatGhw8Vw+FBO0LIef16j3+tJuz0Elfc1p7uE+TNfIPLYhePXtXkfxiklf8AshWTCIZwjA8N9yvVNWic2ayCPbGSQe+D06V4/wDEuKRbHR3c5Ejzlfp8gqXOXPy20NaEY3UjzkZp4pQoqRQPSqOxixp/EasoT09KiU5NWrWIzXEcajl2C/maZLPpfwxayW/hqxOWO2KMbQOg2jNbF9/ozQ6ii71A2TDP3k+nqOtO0ueK00r7PLhSsWMevGKpy3qPAsQJ27cgnv7U2onnattl1nijnUQ48p0GG7MDzTJ2t73ykeQxpnGT61zt2ZoL4QLujt5WzGBztPcD27j8avawvl6dGqEleoPTkVPNZN22HyJtItQtBdAIysoiOASPw4qreAPdyrl/3cYO7156/X/GotGv5BpBS5G4yElSffinJNEbaRtztIj7WJ6kYqbqUUxtcrPI7M4ANRX374AHkg1LDlFwR0qCQ815Md7n1stVYgvJJFsSluoaTsD0rkJ7XULp3lkjZ8cEjoK6+EG6vRApABwufc11WneDX8l9865kY4x7Cu+gmloediHeWp459knRgHiYHtkV6f8ADfwtcMDqMkeGbhB6L3NaC+Fba31FYWXz2wGiLjA9x+H9RXaPE2lW8Hk4TyxlgvRlI6V0uXKm30OZK7sjo7Sw8+S0kVtyQIPl3YDY9avRyBbhiNnlhtoOe3v+OaraeYodKhkt1WOVl3SRknaeOT7cVchiRCkWUJP7wEHqzDccVL8ihLmyt21mK4lkWQHldv0xzVO9iYXUjFV2H7gH8P4+/WtG5mWSJA0Y8wMBu7Ee9YzzNtldhgorFd2epPT8qlpBdmdq1s81xYMXCqgZmJ6jOOf0rO1SBVIcNtLrwVHQVLqjzXF+kqhhlmQKe4HT8Kw9W1FlhKIcGLGVJz3rOSTi0Um7plgH7C0brk7hhz7etbenXZQecHZnT8yOwrk7fUGkjO/nICn6Vc0C8kTUmiLAqp+UN0K1MZW0G49T0nTswK2Y2aQruOexNaMpVrZA42L12jviqtlcR3USyDAUKc47mqkgl812mk2+bGViBPUZ61utrmfWxNNODKiLgIE529Bz0pt3cGx05pVjUq7ZI/u1XW3FjbQW4YF3bOTyT3OashUutNdZN5KnOFHBqXdqy3KTs9dinG0VtLJewBpEkXhT15qOW5klleMKphkjwQeuc/yFW5/JexiiBEYj5Cj1HrWfcskUDTSAsCQAo4JJpWsK9ye3jdbffu3IoIJHU8V8ev8Afb6mvrzSLpvPZSu1QpGwnjFfIb/fb6mrglYlgDinBj61HmjNUKxOHqWMM546VDEhc88D1q2uAAFpozZ7f8KI5I/B9xKoLRi5JYD2ArW1O5k0vWodRaVjbXTbJM/wMOhrC8FQXkXw4jayJEstwzkA43AHH9KtPq0F3CLHWYWTawYMvGCPUVxY+paPI4u3fzOvKqPNVdRSV9mn1R38DCWJJjtZsfeHp61Ueys73TpVuXy5J5Bxt5yMe9ZFnfXXmzqpR7R0zDLGfb7pFWjefYhGDkuzY9jx1qsHiFWjrv1ObMsE8NUstnsQ2VxcSyS2UkZlnj4cjoy9n/Hv715Z8XnZv7HU4wPOOB0H3a9Mmt7gSreWx/0qFiyLnHmRnqpPv298V5b8WtQg1CTS5YCSP3udwwQfl4PuK6+hx0v4iPOVNSCoV61MiO5ACkk9MCg7GOTrXTeCbP7d4t06MruRZg7j2HNY9npVzcOBsKj3Fez/AA08JR6fCdWZfnAKjd15q46uxlVnyxOr1a/NhbwkITE0pEreinOK04LeC5ji2ggRnOfX/wCtXPT6ha6lHfWwYL5oZRG3Y5/+tVnQ9RbT44LC5O+Xyskn+LHpXmTxcFX0ej09D0I5bUlhNY2a19U/8jbuNNW/jmAfymjYGNvRhyD+dVYbw39rNa3Uf72MkSRqOA3r9D1pYr0Rp5krYV2xjNUzLNZ3n9pRAkKdk8YGS0fXP1H+NekmeG0ZGpzTp5Mca4hj7L1znpW7asjwLGiglgCeOv1qpJJa3JcxkMjHO4fzFOjkhtdYjhWfKFccduKzSs2ym9DyeSQeV1qg0vLVXtL77bAJB/GOnpWhp1h9rvI4zkljz9K86FPWzPo51dLo0fCNjHea+q+SzjGcjoD2Jr1OHTkNs0YbbIrBunGKyNCgt7BFYQiN0yPNA+97fpWjpWopJBLMm5owwADHkjPX6V3xSirdTglJydyefSZblDNbRq72jhkV/wCMjqv4jirYjs9T06KQAjA4VR8xGeh+h4/CnWdwEQCVjmUnCg9+v+FOtZRphlS5VVtLwb1Yj7k3dfbcBke4PrV30J6jILo3erNasojgZSm3+9jqc9q02szNd2DW/wAvlS/xdcbSKjjgtyrzmRYvLjyCwyG9P8Kt2yi50gSJKXKZwOmCDUWurMq9thLhY/Py7Ljbvx1AOcY/Osq837gpJ3gFsjnjGDxT5bpoGRFBEQUcBeck81wtxf32o+P7+xTWbqzTLiIRKG5VNyr7DryaSabsgtZXZY1bV2s2t3PQFsH1ziuYmk+1Szy8nzDk47VlwX91ex4u55JtnK7znbnrirdtJsBQcBiawbd+Vmtla6NCBV+yEb/mB4q+g2PG8WN0XcD7xrMhgMwVVzyRmups9OVSZhk8DaPejUZu+FruS9hJfCxR87c8571NZ3hm1lo7hRJFEpZWYfdyeKj04N4fu13hDDOc7gM7Wx0pNSL2y3H2SIo82NzN1ArazsnfYzurtdzUEqGeTMnKLmJSOVBOOfwzVi3ugIFngYGM8Hjg4rP0tg9pEpX964+Yt1496ngW3tbT7MjFm+diD0Bz3NUm2Q9CKffLhw2FJPt37Vn3ha6cgSbFJLAda07ggwNKB9wYG05rivGt1PZaWJbOdo5dyfMnBHPIqZAjXubwWO1flLyDPXkccV8uNguc+pr2rWZWj0WDVLXWtQuB55tgbiNUWYhcs8ffapwp3eo9wPEyeT9auKaExxUUqKoPNMpQcVRJYVqlVu9V1Oas20ZnnjiX7zsFH4nFMhn0N4PtjH4B01MlD5IbI6jcSf61Vl0yK/aeGUpIVYBWHXGfWtOC6SPRYbS0i8wxoECDHIUYqWCKCwsgWjYSSlflUZwT/hWlRRa1OGnOUZcyOcTSdQ0uaI20ymzaXaSDztI5yPaurtVF6rqHVdo/dM/f2qyNLt73Mrs4w2UI+XnuSPrWdc6JBdIIpriWO4DfN5bYG0egrmhh4025RW5018bOvFRm9hiusLuxRi+Np+teW/EHTob/AFSB7ZWCAt5nHAbj9cYzXT/aQ3jRtEuNZvra183yoXSeNBHgZJYyDGAM8dScDvXO6gZ7e6uNPmkuGFtLIgW4x5inPJbHG498cVctETTg01IwdL8LJcLv259K14fD8MIb5BkVoaZKIbbyx1HNSPN5cfIySTUX0NmxkdjHbkOq84Ga9P8ACshbSEU916fjXmkV1vkORkdK77wnIE05S7gFc5BrSi9TCvrEz9Y09Zr/AGImx2JIdO+Kox3GoaZ5bXMRnQEbWxyuTg81vwAXuoPOz/uotwwexrQXTxfQbEddrAEnr3rLEYSnW3Wp14TMq2Hsk9BIIftg8rCmSNA2c9T6U6KREDGQtyMYA/Oo/wCy5irLHcmFw+OO49arakxgMNqkm52IVmHXHc1rGPKkjgnLnk2UbHyrWS6GzEE0g+zSdg3dfx7VaCQ/apHZfQHPrVTxqfsfhNhZzGLy3jCsnUcmuU1uPxHouh6Zf3l/drcXjOZYiuBDgKUBOPvENnHbp1zVNIcIOSujzTwxIxneIn5Otd9oAC6mQOmMUUVyv4z1/sHfzORFBagDypwBIO5ycVf0+JIICsagKzHI+hoorokYLY0SFy0m1dyybAcdBU2q2kUnh66R8sAjOCTyGHINFFQMktUSfS7Uug/eWsMjAcDcwBNaVuBDeRJGNqPCSyjoSD1oooAwJj5sxDe+PbBryjW7+fSPGV9eW23zYpm27xkcptPH0JoorKn8bLl8KMrTgD5qnoNordsraNnJIJxjGaKKJfExrZGnYRr5sgx91uK6K3kYRonYkZoorJN+0sdLS9in6mlqQ32sanjqcjrkdKsfaHuLK2mlwztGMn1oorqWzOGW5f8As0UN/aqi8FORmodUURyTKvQriiinLYEUIZ3FrKmRtDAY+tc349iRPDaMByZUz780UVnS+FDn8RwHiPxC+r21tC+m2Fv5Kqkb26OpRBnCgFiAOc9OvNeXHqaKK2EFKKKKBMkTrXQeGLWO41JWkydnI+tFFBlPZnsnhtyj3kS8IoGPbPWt6HMsQLkk460UU38JxP4iSS9njiiVWwG61DJErzhXLNtXgljmiirJPK73WG0rxVrEBsbK9ha5HyXkPmbSvIIOQR1ORnB7g1DLdzX93Pf3L77m4YySNjGSfaiisZbM7lsi5pqDy1buSc1Z1ABIVYdc4oorLoDHWSK0gyO9bVnPIl5DErfIwIIoorSBnUOph6SKAAMjpV+ylaG2ITAAwKKK1+2c72IWkeSYFmORnFc/p8rvqk7udxDbRu7DmiipluOJF47crohQcKWjOK871HXdSvdPtbC5u5pYIJHdRJIzEl8Zzk8428emT60UU3ub0fhP/9k=", "info": {"video_id": "127553", "label": "tipping small bag with clothes peg over, so clothes peg falls out", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "127553", "label": "tipping small bag with clothes peg over, so clothes peg falls out", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "127553", "label": "tipping small bag with clothes peg over, so clothes peg falls out", "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": "ab0197f1663ab944fc5dc73c3580bdcf2a73487d8868682d89bc2c112ecf2925"} +{"episode": 33215, "episode_seed": 2951547402, "split": "train", "timestamp": "2025-10-13T03:10:21.445896", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2951547402, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tablet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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xrJG5KurDINeb+ILGLQvEV5pwObO7hKDLf6sNyv8A3ywH4Cu70R5nswis0at8zuB82D0A98ck9qwPHegy37ac2nw/ODJHJgZ4xuBJ+oIz71lJXVzqw8+WpZvRm1pulWOmKbmMpLczIm8R/wCrLAD5gPU+takExiR/NJZmOQK53wgJ5vD1qZQxk+YYI5ABIx+ldVHZgAM/J9KpHNWvzvmdzNuHd5VZ0BXPXHT8aeJPKTbnoc/rWhcBQmMDHpXOy3BO4gkkI4/JxVmW5PPKRdsc9JD/AOi6dHukZUjGG2DJH0qjcSj7VJz0kb/0XVq01OytywlnVZDsG3BzyBig12HztLGhSZNyMMHPOazAXVXTzC8QxsDHJXnpmt26uIFQ+a6Kudp3HHPpWJNEPPdIFZ8legzj8aQjD8R6X/aUvlY2yMoET+/P6Vj+DSivrGhahG4FxF5bRAZbeuR+eDn8K62ezvp7+KWO1comT82Bkjgfh3+lYHi/SrvR7u38Q23mb0YC4f37N9O35Vm1rc6qM+aPs+5p+HrBdIsBbXqqk4GJBF/y0wTgse/FabSGeUMfkjT7qinMsl7FBcJbttkjDhh3yM1agsSeZAR7VRy1Z3k3LchlkmucrGCF9qqqrxk+aPmQ5B9eK2tgRSFXisnUFlDxlY3I3HOB2waqxkmQTzb7d+erIfzIqtDNjJ6kB/8A0Ogw3ItctE2MRfoRmogk9um97eQgZ4A5OXzx+FM0jZGgtlL5Qfdhjzisy/DMuyYEMOVb0Na8V8Zlcm3kjCED5sc+/FUry4SdZY/KcshxyuAfoaTGn3PUIo1UcKAPYVI7lYmZVLFRkD1rLGpyY+RFqM3d1IcKxGeOKNDJJl9JrlEd7jyumVUcV4b498Pwf2rJc6Xo94JrqQu/lEvHnuQoXIyT616Zr9rqEmmyNBHJLKOdqHLH6CsDSLnW9Ov2P9k6gwZMEeW34Uz0cHStF1ObVdDyZPDGuyH5NGvz/wBu7f4VcTwT4mkUbdEvwPeIivaW1rXXX5NCvjzj5sD+Zq9dDX4oY3htYJmb7yCXBT6k9aOZm0sRUT1S+9Hhi/D/AMVuf+QLdf8AAsD+tbvhnwT4n0rWba8l0TesT5IkdTj3HPUda9QiXxPKfmtLOEerTZ/lVtdN1mRQJb62T12RE/1ouzOWInaza+//ACHQ2LyODcI0RzuJSVSGNLeTaZHeJZyyI00mMIRke2e1N/sW9AIbVW59IR/WmReG7RLj7TcSTXNwCCHc4Ax2wOKLdzkjGmneT+40LCGAyuyBD06YOK01UKOOPYCs23SK0kfy41Uv1xxmrEl+sY+ZkX8aDm1uQ6taS6laz6dsX7PNEUkZvQ+leE+OLGDwt4nfT7ZnaMwRuC3JyRg5P1Gfxr2y712OJCRIznsqivGfFst1e+I7i6+x3DowXaRGT2qXFM9PLlJ1LN2R58xkluHZI2OWONqk1pWlprE3Fvp95Lj+7Ax/pXoNhr92ltEi6RclgoHEWOa6jw9qGs3928f9nvbgD705Kg/TFJNo6KlSpC+i+9Hk6aF4sk+5od+c/wDTAip18I+NZvu6JeAH1UL/ADNe0+d4k8woulR4Bxua4XB9+vSrUNp4hlAMhsofxLmquzF4ifl954gvgDxvL10qVR/tTIP/AGartl8OfEsUyS6lFHbWakGd/tCswTvgA9a9o/sbU3Hz6min/Yh/xNMl8PPcqUu9RneM/eRUVc/jTVxfW2t5L8SKz/suayRrURrEPkUHg8cVoxqiqMIoHXgVFFo1jZweTDAPLB3YY55/GqJ1KYjCIo/Wk7Hnzs5Nx28zUe4McTuq7toyBjrWTHrNwZjG8KSFiAoHAHrk01RdXJPJx35qLX7addDmS0hdpQucRjk0FQgnJRbL8t7JH5bxWwZGz8iryMd8inJf3DnBsZAPXB/wrhNJu9b06/YnS9RYNHgjym/Ctxtb111+TQr4845XH86G7HTWwXLK0Wmu90v1OikkuCuVtCfqDWdIuonPl2IjOCcpwc5pt0viCKCOSGzhmZvvIsuCn1zx+VV4o/FMxwbG0hHq8+f5UXZzqjpuvvJ/L1NZnP2ONwW6uR02/X1qaKxaV908bwnIYlZVIJpE0nW3A82+tY/9yNiR+ORTv7DvujascH0gH9TRqPkja3Mvx/yEvJdLjvEs5pEaaTBCEEj2z2qN0iik/dbfm64NOi8L2aXAubiWa5uAQQ7naBjtgcVBqlr5UkYtgIt2d5UdelDJqKFkoP1/4APfwxMVZhke9Y+p3U+pl7SKIvbOhVwRw2eoNaFtYhCWfDse5FX1iwPloRC0Mu21KC2g8i5uIoCihVi6FQBgU+JtTeNXWSEowyCWB4Nc/rXhfV73U5ri1NuUYDAdyDn8qnttI8UxW0cW+zARQOZCf6UHXKhRcE4y163OgQ3hXEksAPqDUE0d47/LeRKOf89KrWGiaw0kh1G9jWPHyC3GST7kiom8Oay0rY1pVTPGIece/NGph7KCduZfj/kOOm3BU5vYtx284Pbr2p6Ws6/63UYZOTw8ee/+FSQ+GJcA3Gr3Uh77AFFTjwzY4+eS6kPq0x/pT1GlBfa/Ajkm0/TbOWVlXKqWIQY3fnVG21e0vrPzvLKDcRgjP8q0v+Ec0xWBa3aTHQSSMw/LNWXgiiUiONEB7KuKBN0+SyWvc1ILZ+MitGOAIBgc09FwKkCnjmkjHUQIc07aw+lP2Yp4HamNEWdvalBz2qQoD9aQR7aEDTGZwaAwpxQdaQqKBaiFge9RswAPNOZRjg151cahqV343vtL/tq6tIQ0nkrGoblU3BfYcHk0x6nTazIwaLYxGc9D9KzGkkbA5NYnhG81DXGuTeXck/lhCu8/dznOPyrtrfT0jIOMn1NQ9xp2RkQ6dPPyRtB9asp4fVj87k/Tit2OGpVjweKNCudszrXSoLfG2Jc+p5rRRFB4UCp1T1pfK79qasRK7EUcU7cB1pdvGKNopi1E3D1prEUpQVzXja9utO8OPcWc7wzCWNQ6HBwScimDubkzDaRmuZtoXY9DXL6pqt9DpEN/Z+INSlDXH2fM6KizELlmj77QeDn1H0HfxL8o+lS9QWgsEQjUAVaCmmKuBUwU4oGG09+lLwByBTxSFc0wsNyKNwHal2AU0gUCsw3Cmlge9GKY4GPenoNXEZlGeayNQIaSPHPWuYbU7i48cXWl3GsXlpatNsjaKWNFj4BJJcYxjPHUml0G6v5dU1W1vp7mQ20uxFucb05Yc44zwM44pNiZ0Cgmp0FRqB61OgFAkOVfSl24oA5p5oKsMLUnanFRmkwDTuTZjC5zQXApcYprY6GgauMZxVaeQVl+Lbu4sdCea1maKUSoNy9cE81zWuxeItG0bTb271G8Et2X8yIrgQ42lQTj7xDZx/8AXouGp7BH0qQUUVJPUkBpwoooNR3akNFFACZNNJ5oooEMfua8c1++m03xvqF5b7fNjnbbuGRyu0/oTRRQJmt8NxhtRA7CMf8AoVeiKOKKKCWTJ0qRetFFDLiSinGiikMTNBNFFMnqNPSuS+IfHhR/+u8f8zRRTGzzfVtebVooI5NPsYDCqpG8CupVB/CAWIA5z06169F9wfSiikxEqmpwTiiigEOU8UtFFBQmeaaWOaKKYMaetMfoTRRQDPJdd1U6d4n1ZDZWV3HJcbil1FvAZRwQQQR16Zwe4NXvCF3Pf32qXly++eZkkkbGMk7qKKRLOxFSpRRTJW5IOtO60UUFiGk7UUUANPpTTRRQgOZ8bceHH/67R/zrgL3XNRvtPhsLm6llggdpF3yMxJbHXJ5xjj0yfWiigR//2Q==", 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", 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epxyPyzSZyJ9SzosUdzYTQzxrJG5KurDINeb+ILGLQvEV5pwObO7hKDLf6sNyv/fLAfgK7vRHmezCKzRq3zO4HzYPQD3xyT2rA8d6DLftpzafD84MkcmBnjG4En6gjPvWcldXOrDz5alm9GbWm6VY6YpuYyktzMibxH/qywA+YD1PrWpBMYkfzSWZjkCud8ICebw9amUMZPmGCOQASMfpXVR2YADPyfSqRzVr875nczbh3eVWdAVz1x0/GniTyk256HP61oXAUJjAx6VzstwTuIJJCOPycVZluTzykXbHPSQ/+i6dHukZUjGG2DJH0qjcSj7VJz0kb/0XVq01OytywlnVZDsG3BzyBig12HztLGhSZNyMMHPOazAXVXTzC8QxsDHJXnpmt26uIFQ+a6Kudp3HHPpWJNEPPdIFZ8legzj8aQjD8R6X/aUvlY2yMoET+/P6Vj+DSivrGhahG4FxF5bRAZbeuR+eDn8K62ezvp7+KWO1comT82Bkjgfh3+lYHi/SrvR7u38Q23mb0YC4f37N9O35Vm1rc6qM+aPs+5p+HrBdIsBbXqqk4GJBF/y0wTgse/FabSGeUMfkjT7qinMsl7FBcJbttkjDhh3yM1agsSeZAR7VRy1Z3k3LchlkmucrGCF9qqqrxk+aPmQ5B9eK2tgRSFXisnUFlDxlY3I3HOB2waqxkmQTzb7d+erIfzIqtDNjJ6kB/wD0Ogw3ItctE2MRfoRmogk9um97eQgZ4A5OXzx+FM0jZGgtlL5Qfdhjzisy/DMuyYEMOVb0Na8V8Zlcm3kjCED5sc+/FUry4SdZY/KcshxyuAfoaTGn3PUookVRhQB7CnyFkiZkUsVGQPWq63WFyNuPrUEuqxx5zKoPtTMVdnH+PPDMd3pGpa9dHbd29qNgQ8HawPI9cZFeF6hem5gRVBJB445r3HxtrMl3oN1a26TSMyjovXBHavOdFu7nTbtj/ZtwwZcY8k+v0qXFbntYNSdGV3r0RxlvHdnmK3nb/djJ/pWxDpXiSVR5WjX7A9/szf4V6HD4g1Nh+50a7I9kxXZpJry2MEsdkkpcDKCXBT65oTYpVqkdGl96PE08NeMZfu6HffjFj+dSjwT43lP/ACBrkZ9WVf617VEPE05GbG1hHq82f5VcXTNacDzb21j9dkZJ/nTuzJ4ma6r77/keHJ8OPGjkFtO2/wC/coP613XgfQE8OyTQa35Z1K5KhEDB1RByORxkn+QruDol9g7tVbB/uwj+tMi8M2aTi5nea5uAQQ7nGMdsDinr1JliVKLjOWnlf9S7YxQeZIYwjHjpg4rSUBRx+QFZe6Owc+VEoMnXHGcUj6hO/QBfpRoecky9cSXXm7IFQKBks9c145sLLWtHNle2ZuQGDxtC+10fHUHHpmtJjd3A5ZiPTOK4nWLTWI9RnMdjeSx4BDRKWH6UI6sLRVSpaUrHlMug6nNO5tdH1ARFvlVomYge5wM1LD4Q8RSH5NE1A/8AbBv8K9qtNb1tbOFDouoMyoFOUIzj61fsLnXL+SQSWBtFUcNcN94+wFLmZ3zrVI9FZeaPDv8AhBPFLfd0W9/FMVNH8OvFbMCdGnAz/Eyj+tezM/icyFV0yDAJG5pxg+9WYrTxDKAZXsYPYEuafMzJ4iouq+8wfBuj6vpuiLZX2lJB5bluJFBcnueTzXVrbW1raSyzysEALPvYHH5VB/Y+pPy+qKp9Eh/xNMm8PyXKlLrUpniIwyqiruHpmg5J8spc0pL8QifTryEzQFCrMQSeCSPrV6NUVRhFAHPAqCPR7G0g8qGAbM7gHOefxqmdTmIwiKP1pOyMZ2cnybeZqPcGOJ3Vd20ZAx1rJj1m4MxjeFJCxAUDgD1yaaourknk4781Fr9tOuhzJaQu0oXOIxyaCoQTkotl+W9kj8t4rYMjZ+RV5GO+RTkv7hzg2MgHrg/4Vwmk3et6dfsTpeosGjwR5TfhW42t666/JoV8eccrj+dDdjprYLllaLTXe6X6nRSSXBXK2hP1BrOkXUTny7ERnBOU4Oc026XxBFBHJDZwzM33kWXBT654/Kq8UfimY4NjaQj1efP8qLs51R03X3k/l6mszn7HG4LdXI6bfr61NFYtK+6eN4TkMSsqkE0iaTrbgebfWsf+5GxI/HIp39h33RtWOD6QD+po1HyRtbmX4/5CXkulx3iWc0iNNJghCCR7Z7VG6RRSfutvzdcGnReF7NLgXNxLNc3AIIdztAx2wOKg1S18qSMWwEW7O8qOvShk1FCyUH6/8AHv4YmKswyPesfU7qfUy9pFEXtnQq4I4bPUGtC2sQhLPh2Pcir6xYHy0IhaGXbalBbQeRc3EUBRQqxdCoAwKfE2pvGrrJCUYZBLA8Guf1rwvq97qc1xam3KMBgO5Bz+VT22keKYraOLfZgIoHMhP9KDrlQouCcZa9bnQIbwriSWAH1BqCaO8d/lvIlHP+elVrDRNYaSQ6jexrHj5BbjJJ9yRUTeHNZaVsa0qpnjEPOPfmjUw9lBO3Mvx/yHHTbgqc3sW47ecHt17U9LWdf9bqMMnJ4ePPf/AAqSHwxLgG41e6kPfYAoqceGbHHzyXUh9WmP9Keo0oL7X4Eck2n6bZyysq5VSxCDG786o22r2l9Z+d5ZQbiMEZ/lWl/wjmmKwLW7SY6CSRmH5Zqy8EUSkRxogPZVxQJunyWS17kQlkwSWJ/GkWOac4VSTWjb6ZwC5P0rUhtljUBQAKhEc1tjEXRJJBl2A/CrcGgQIwLKX+tbIhwKmSOnoPnkyrDbRwrtWNQPYVajGKk8sEdOaUR7aehDvcTpS7hSlec0hUYpi1EJB71GzAU5lwOK85uNR1K78b32ljW7q0hDSeSsahuVTcF9hweTTFqdhexmWSPbzjNPgtem6uT+H+qX+q/bjfXUk+wRlN5+7ndmu6VanqPUaqcdKeEbHFOVD608LimNDACOoo3e1Tbc9aaYqSB3GZ4o3Cn7BjFN2imLUTcO5ppIpxUd65vxre3WneHJLizneGYSxqHQ4OCTkUx6m3My461zltC7Hoa5bVNUvodHhv7LxBqUoa4+z5nRUWYhcs0ffaDwc+o+g9AiX5R9Kl6gtBYIhGoAq0FNMVcCpgpxQAbT36UvAHIFPFIVzTCw3Io3AdqXYBTSBQKzDcKaWB70YpjgY96eg1cRmUZ5rI1AhpI8c9a5htTuLjxxdaXcaxeWlq02yNopY0WPgEklxjGM8dSaXQbq/l1TVbW+nuZDbS7EW5xvTlhzjjPAzjik2JnQKCanQVGoHrU6AUCQ5V9KXbigDmnmgqwwtSdqcVGaTANO5NmMLnNBcClximtjoaBq4xnFVp5BWX4tu7ix0J5rWZopRKg3L1wTzXNa7F4i0bRtNvbvUbwS3ZfzIiuBDjaVBOPvENnH/wBei4anq8XT8KnUc4ooqUSTCpV6UUUjVEg6UUUUwEzSd6KKCUMYZzXjWv302m+N9QvLfb5sc7bdwyOV2n9CaKKYG18Mhg6kB2EX/s1ejCiikTIepqQdaKKC1sOFBoooGNzikJ4oooENPIrk/iDx4Uk/67xfzNFFAM841bXm1eKCOTT7GAwqqRvArqVQfwgFiAOc9OtevxfcH0oopCJVNTgnFFFMEOU8UtFFBQmeaaWOaKKYMaetMfoTRRQDPJdd1U6d4n1ZDZWV3HJcbil1FvAZRwQQQR16Zwe4NXvCF3Pf32qXly++eZkkkbGMk7qKKRLOxFSpRRTJW5IOtO60UUFiGk7UUUANPpTTRRQgOZ8bceHH/wCu0f8AOuAvdc1G+0+GwubqWWCB2kXfIzElsdcnnGOPTJ9aKKBH/9k=", "info": {"video_id": "14155", "label": "uncovering tablet", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "14155", "label": "uncovering tablet", "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": "06ed4e766d4b97555a95705d8a3a5ab99e431ddce28b2f9604a7efead5060043"} +{"episode": 33216, "episode_seed": 273694946, "split": "train", "timestamp": "2025-10-13T03:10:22.222366", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 273694946, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting pencil up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "95748", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "95748", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "95748", "label": "lifting pencil up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7d00ef44db008363cfd0533cbf91050523a631926f7395b8b37894fdec364f63"} +{"episode": 33217, "episode_seed": 3649530371, "split": "train", "timestamp": "2025-10-13T03:10:23.319322", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3649530371, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 piece of plastic'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "170431", "label": "throwing piece of plastic", "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": "170431", "label": "throwing piece of plastic", "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": "562dd742edd70728dc376391e24069811d7372247deac109da562a2ce7a50561"} +{"episode": 33218, "episode_seed": 742341256, "split": "train", "timestamp": "2025-10-13T03:10:24.986478", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 742341256, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 3 card onto towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198613", "label": "putting 3 card onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "198613", "label": "putting 3 card onto towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "198613", "label": "putting 3 card onto towel", "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": "3ea76f78c3c4c69beb64e4adf543f157c18f8583df3439fefa3f91ef89c67545"} +{"episode": 33219, "episode_seed": 646982775, "split": "train", "timestamp": "2025-10-13T03:10:26.358581", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 646982775, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving leaf away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "202015", "label": "moving leaf away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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m2sFCluT25HP1rrbT4WeIUfZs0+Ff+ehmz+gGa9F8H+CbXwuss7y/atQmG15yu0Kv91R2Hr3NdSi7nI6qsdPbW8NpbRW9vEsUMShEjQYCqOgFS8U3JpMmtjAeGGaer8VCATUyqQKEMcGyaeKYo5pwpiuOFITS15he6vq1x461DS11y7tIFeQQpEAeVTcF6cDg8mgLkfxY8N3/AIo1fw7Y2EYZh57PI33I1+T5mP8AnNN0f4M+H7DBvbi6vn/iBYRofwXnH41f8Aa3qWqi+OoXstxsEZTzCDtzuzj9K7YGpsjrpzfIkZth4a0PS1UWWk2cJXowiBYficmtMcDGaM0lS2U3cdxihWplSKuaAuP3U4GkxxS4oJFoNKBXN+O76703wxJc2U7wTCaNQ6HBwTyKdiW7HQORsb6Gvi63shNcSI5AIPQda951HW9Sh0mK9s/EWpSq0/kZmRUWbC5Zo++0Hg59R9K7vTdF0rS4VWw020th6xxAE/j1qoxuZuofN+meEr65cvb2F9KoGd0duxH54rtdD+G2q31xH9ptJbO1yN8tycNt77E9T717dk+ppM1fKCqNCQxpBDHFGMJGoRR6ADAp4bFNzSgE1RJKrZpwNNVcCngc0wHDpThSAU7tQIaTXlnxctJ9QvdAtrWB553MwVEGSfuVaudavpPHl7pc2tXtpamcpGYpY0WPgHkuMYxn3zVvwpfahc6nq0GoXFxM1rII0FyF3oMtkHHGTgZxxxWFdrkaN8NPlqp/1sS+E/B1p4dgSeRRLqTpiSU8hM9VX0Hv1NdPSA5pa8/0O+Tbd2FBpKKTYh6mn0xRUuOKpEMaKdSYpcUxMM00muf8b3t1p3ht7izneCYTRrvTrgnmuN1e58UaPpOn3dzq16JbovvjK4EWNpUE4+8Q2cf/AF6tQbVzOVRRdj1gU+iiu17HmrcWkoopFolXtUo6UUUITHCnAUUUwFPSvDvEt7Lp3jzU7uDb5sdw23cMjldp/QmiigRtfDIYGpgdvKH/AKFXoi9KKKiR1U/hQtIaKKk0Qo61MtFFMHsPpRRRTJY6uS+JH/IoSf8AXxF/M0UVREtjy/U9cbVY4I5LCygMQVEeBXBVB/CAWIA5z0617Qn3R9KKKuJgyTtQelFFUCEqRKKKC0TrT8UUUCQoFKelFFUJni3iXVDp/i7WUNnZ3UclzuKXMW8AqOCOQR16Zwe9bHgK6mvrzV7u4ffNMyO7YxkndRRXNW+BmuH/AIqO6FO7UUVwHpMQ0CiipYEi9KlHSiirRkxRRRRTJOU+In/Ipyf9d4/515fc6xf3ljDY3FzLLDC7SLvdmJLY65POMcemT60UVvDY56nxH//Z", 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", "info": {"video_id": "202015", "label": "moving leaf away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "202015", "label": "moving leaf away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fc31c0edaae8877f51801e4d0ec6352212dead3cbd070b848c6896c68e932e4d"} +{"episode": 33220, "episode_seed": 3001413542, "split": "train", "timestamp": "2025-10-13T03:10:28.891581", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3001413542, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking screwdriver'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "163838", "label": "taking screwdriver", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "163838", "label": "taking screwdriver", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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lc6Umdt46Rn/voZ/TIr2dNgXaq8LwKynoyXozxN4JraaS3uE2SoxVlPYig/dyD+Nes614OtNej+0BzBehMBwMhj23f/Wrzy58MaxZyLBJYTM7/cMalg34ikddOopIxmbjvz0pADIpx1rTt/D2sXkxhh064ZwcEMhXH54rqfD3gQxXC3Gs4UDBS3U5JPo/+Aq0KU0tyz4T8JyHRpLq5CBrkAxxuuRtB6n2I/pWF4/sodOg0mxSfzZE86RyevzFcZ/L9K9bRx5IxjA6AV4J4qWaLxNqCTljmZmUk/wk8fyqoLW5yc153MUYB96gZss2B1qfGcmotuc+lbIJ7E1s21CTgCu28JaoLDw3q8mR9owGjGeSWG1R+dcIw4SMY5OT9K1NMDz31vaiTYk8yIxzgdc1E43GpXiew6dpypoEdlMN6GERv7jGK8z1fRZND1N7dtzQscwuejL/AI1615pSVYVwFAzjHYdKmn06x1KwMN7AkyYOCeqk9wexrnuVTnyM8PONpGenaosnbnHsRXc6h8ONTgKNYFbuGTjJIUryevtjvWUfAviH7Q0JscHON5ddp981UTpc4vqc0nJ25xXaeCPDMt451GdtlugaNOP9YSMH8s9fWptL+H7xXKvq8yLEDzFA2Sffd2H616HbLFbwLBCqpFGNqqBgACmYVKitZHzpCmEGep55p7EIpPelGe/Wq8rgthelb2uxN8sS5opzq8G48ZrsLFijbM8ByP1ri9OBW+jZe1dlZA/KT/ESa56+5VDYm1i38zToxjpMp/WsrxPfLLYWtox/eRTgj/dKmunmg82xG7+8DXBeKDt1TPYMP5VFDWSRdde4z2HwjcfadC0+cHJ8oIw914/pXWEhTweCM+1ecfDq5Z9EVCxzHO4H44OP1r0MMWXnINXazaOPdFa7jtZ2/fwo4Ucb1BrOmA3EpGiFupVQMjt0qzcuHOFOAD0zVC7njiXLttxwcnGKbGcD8R38xtNUnJQSA/8AjtcK3yoT3rrvHN9bXdzbJbzLI0YbeV5xnHf8K4yZsnb6VrTWhpe0SLkg+tPtkI+dz8x6fSiNMtgd6mIzIqDjJwParb6EQX2mas9vGukWMaoDcTSPcMcchB8qjPp9412XhC/kt9OFvPnarZTPOAe1c3ocD6lvnkYuikQwk/3F6V0F5bm1ssREq5ICmuSrL3uU6YxvC/c6rT7gXdzLsOBv4OeuK6u2P7hTx0xXEeHxtjbA+VAFz+v9a7KzbFsoJBx60ROeSs7C3FwY/mJ9sY5rOmbnJByeamnmDse47c1latcXcNqGtLVrg+gYDH51ZK1Iru5MLlwwVQDye1eGk/erq9b1nU9QlME0bwrnHlAEZ+tcnIQqH1rSmrGnLyo2fDu9DNJyFJC/jXRanEr6JPH6qSPwrC0ZStkfXINdFN89qq9iDmsJv37m1Ne7Y47QhdpqlrNbwlnWTzFJ6ED/APXXuMEontlljIZWGcjpXlt7Iuk6NGIuGRBGh75JJJ/MmtrwNr5z/ZtxLksSYix79x/Wqm+bUzcGl5no1tIwTYScHvWlbPtUoTnB4rFhmbPIBArTgYEMSc8ZIqYmLFnnGNnRm9azJWAyc5btViRw0u8Eg1y3iLWdRsS/2bTZpMD/AFpHy/XA5NWCTbsizca6dO2xn95NISqQjqx/w9TXnvjW28p7WZgGnneR5nA+83y/pW9oFncTO+p3xZriXhd45Vfp2rO8frtXT8n/AJ6f+y1pCNkO65+VHDkYUmo0DOwRFLMxwAKdOwxtHSr2gx77wNj7uAPxq27K42uaXKaWj+GJLhXubxioHRB6VegtLCCe6vFixHAuxB/t4yW+vQV0FqMQSD1GKwL9Ps/h2YLy7yEn6lq5edyep0qCikkd74e1FNX05bsELIflZQehHX/Gt2Fdpz/Ca8m8H6wdM1BYZCBbzkKxJ4U9jXqUTnOFJ46DPWi1mYTjys3YWCQ+wqvcXBXK8bm6Y9KfA4FtuPGBzzVCVw77jkH2qlsZEMpUM2cnFZNzqq6csk08qoinJz3H+NM1/VL2xGYNPmuABnev3f8AGvPTJf8AiTVFFyzBAdzAAhUX2HrTtcuMdLvY5VpCenAqM9KMg9KMFmCjqa6tiG2y9pY3XIY+hArsdOViEU846Vzem2ThhJjCgYFdZpyeWOa4qzuzspKyNZm+RR2HWvNvE0wuLyZ16BxXdapdra6dNKTyFrzmZzLkt0Y5NGHWtwq6qx2nw41lYd9nITmSTzEPqQMEV6y8/wC4OGIZuM188adcvY3EU8J2vGwZT717Ppmqpq1lHcRPgFOR6HvWk9Hc5nGyRpMexPPqRWbqumWeqwhbqHcVBAbdgjNXJXAjVuTgYrmLSS41LxbcabJq1xaxfvDF5aBssqFgvoBweT6e9CV3ZEXscT4q0gaJLCIpjIk27aCMFcY/xrmz781qazqF1f8AkPczPLgHbuPTOKyvYcntXRBWWoOTkTRdC3pwKHklVkMJw+cA/Xinqu1QvpVnT4fNu1yMheTUN21NlHSx2WgW4trSGLH3Rk/Wtq/UNHGMd6z9MHQ9sVoXDBto9K4G9bnWlZWMWz1xtP8AELW7EeRKQuCeAema9JtrkGwAPBbtXhOpXPm6rO4PAYgfhXpHhDWhqFgkEp/exDaxPf0NdHLZHLUV9UdUzAKCuNp7VEXBUjn/AApJH22xPYDOfSuf8RanJbaK01rOySb1AZD1BprUwZNqTIzFNoJHUkV4xM25iM98V6PrKpDoUWp2Gs6hPvuTbbrmJY1uCE3M8WOdqnCnd6j3A82UZmUHuwrojHlRKlfQ6bTjhCvuK6EECIA9hWJp8RBDN0zmrlxcbIGJPauOWrO+OiMTXrrzriC27Kd5/pUVtIYZY5InZHUhlYdjVBpTcX8kpzycCpw+MDPNbONlYmEt2eu+H9ei1S1VyVW4XCyL7+v49a6QODFw5564rw/RdWfTNSS4HzJ0dfVT/nNev2t1HdWqyxSBkIDZHeotZmNSNndFx2w2DwRVa7mCwlu56U64mC4J4zx9ay7ufzmAUkqKqKuzGTsgiBbn1Ncf8RCEGnZ/6af+y1r6XMt34tbTL3U7q0t3k2RyRSxxrH3JYvxjGeOpOBXG+M5LtdUa0upLlvs00sapcYDrg4+bHGeBnHFdFiIOzuc0W3MTXSaDAFSN8cu5P5Vzir5kiqOpOK7HTIgoVR0SsqzsrHTRV5XN8OEiOKwdfZV0lUHBaUf41sHnC+tcv4jud99BbhgFQEn61zQV5HTJ2RRSTGM46V6F4S8R/arZbSdj50QwG/vL/wDWrzXfggAfjVjTb6WwvI7iI4dDn6+o/KtnEiXvKx70JVNoq5IyTn1qFyFJB/Ais3TL6LUbFJ4WJVlB561bnl2ordO1SjlYsjgoc/ie1YM7LJNlQMH9aj8UajJb6Ofs0rRyM6glew7isrWdK1zQdG0u/u7u5Wa88zzISmBABtKAnH3iGzjt9Qa1px6mcn0PMOgFX9MhSSYlsnBxRRWs9jSG51duihVwO1aMPHSiivPkdsTnvEl1K37ot8hPSsHaAGFFFdNP4UZy+IjXoK73wHcy+ZcQ7vkADgehPBoop1NjN/Czs72Rhpk7g4ZImdSPUDIrzqTWLrTtdbUoNnnqxI3LlfmTaePoxoopUtzCWxzV+NoiA6AYqtEAZc+gooroewU90WP4fxrW0iNQu7HJPNFFYT+FnUtzr7HiLin6jI0dlM6/eCHH5UUVydTd7HmQJOGJyW5NdF4TuZYNdtlRuJDsYeooorsnsc62PUVmcc981w+uxLbJqMEZbyVulKxk8LnnA9BzRRU0tznlsyrrPiV9cggil0vTrYwIscT2yOpRFBwgBcqBzk4HJ5rmtIgjlnLOMkHiiitp/CxUviOjX5FwoxxWZrEzrYsBxk4NFFclP4kdk9jBtjhcjrnrU/8AEaKK6XuRHYCSJcV6N4EuppLKeJmysbYX2B5xRRWUwl8LOpvYlurWSGYbkZM9cEEcgg9jWfHyoooqqexyzOXudYbS9Xv4zYWN7FLMGKXkO8BlHBBBBHU5GcHuDXMeJLyfUb37bdSGS4nd5JGxjLHHaiit0QtzO09A92M9uRXY2iiOEbe/WiiuavudtDYuxMTJ9FJFcLfSNLqszMec4oopUt2XMjXkEnrSZwc0UVqSd74CuZWa5ty2Y1AcD0J4NdtPGtzbmCUbo5FKkenuPeiisXuZVPiOGv2dvDMTPIzvmPLMeT1rOude1PUNNg067u5pre3keVPMkZiWbGcknnG3j0yfWiiupbHNLdn/2Q==", 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", 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7pMteNvDx1G3+3wKxuoFwyj+NO/1Irz7IAHXIOOa9utXMjI7n5jzWLr/ga01iZZNP8u1uVU7lUfLIe2fQ571le5rTqqOjPJ34f1pjE5rqrnwH4hiR3+whgrbcJICT7j2pIfAGuTYeWOGBCcEyOMgeuBzVo1lOPc5+zsp9Qu4be2XfLK21V9TW3470ZdE0/RrfzDI4WRWbGMnIP9TXd+G/D1loUfmKxlvGG15T0x6KO1cz8WWyNJ/7a/8AstVHcwnNSaSPNJM+WMip7GymvZWWEKdg3Nk4qEcyRhvu7hkV28EEUOqqY4VVZIgSyjj0xVVJ8q0Eoc0jB0m5udO1i3MMhinLiMMQDgNwf0Jr1G1uCNajsYz+7ihaV/zCr/7Ma8iu3ktdQkRz88LkKe/XivTvBsxvorvVJQd0rJEv0Ref1JrOa0uKeupg+NtEktNROpQp/o9wR5hz92T/AANc0Oo5617ZJaQX0b21xEHhkGGU964XXvh/dWUqy6VvurfaWZD99T7Adai9zalVWzOMJIbHeoy3zex9a0pNG1IKH/s+62M20N5TYz6dKvWfgrW7za7Wf2eJufMmO0Y+nWqRrKSXUp6HolxrWqpaQ8Bvmd/7ijqa9PfQLazvo7+SZI4rcbz8uN2F7/Q5I+tT+HdFs9CthFbEvLJjzZGHLEf09qyPiYsz+GleEn5JlZ9px8uDTtc46s1J6dDxyFMIM9TzzT2IRSe9KM9+tV5XBbC9K3tdlt8sS5opzq8G48ZrsLFijbM8ByP1ri9OBW+jZe1dlZA/KT/ESa56+5VDYm1i38zToxjpMp/WsrxPfLLYWtox/eRTgj/dKmunmg82xG7+8DXBeKDt1TPYMP5VFDWSRdde4z2HwjcfadC0+cHJ8oIw914/pXWEhTweCM+1ecfDq5Z9EVCxzHO4H44OP1r0MMWXnINXazaOPdFa7jtZ2/fwo4Ucb1BrOmA3EpGiFupVQMjt0qzcuHOFOAD0zVC7njiXLttxwcnGKbGcD8R38xtNUnJQSA/+O1wrfKhPeuu8c31td3NslvMsjRht5XnGcd/wrjJmydvpWtNaGl7RIuSD60+2Qj53PzHp9KI0y2B3qYjMioOMnA9qtvoRBfaZqz28a6RYxqgNxNI9wxxyEHyqM+n3jXZeEL+S304W8+dqtlM84B7VzehwPqW+eRi6KRDCT/cXpXQXlubWyxESrkgKa5Ksve5TpjG8L9zqtPuBd3Muw4G/g564rq7Y/uFPHTFcR4fG2NsD5UAXP6/1rsrNsWygkHHrRE55KzsLcXBj+Yn2xjms6ZuckHJ5qaeYOx7jtzWVq1xdw2oa0tWuD6BgMfnVkrUiu7kwuX3BVAPJ7V4fjcT9a6nW9Z1PUJTBNG8C5x5QBGfrXMEhc+oq4Kxqo23IpDhsd6sWenXOouEiUqjNhnPQCqROZM45NdzokPl2qLjgYBqqk+RaEwh7SWpXudCtdPtfLYGSeTCxk9ieBW1o17a6XqcWkxqFjlQIzE8lgep+vP6UuoxCW+sy3RHLY+gOK5LVJHGuTMONhABB6VzpuWjOhxR7UqZwFP0rQtOHBI5BrkvDmsf2ppSSMcTxnZIAec+uPeums3PmLk5HY0JHNJNOzNOaXAwMYHXPpWZPKJQW5x0GKtXcoX5OvHPtWZNI8UDtEjyMB9xep+lWQVrqXYnycY65rzn4g6lHeTWMAkV3g37sds7cZ9+Ku6/4i1UA2wtJbRW/jYZYj2xwK5PUrB7W0tJpsiSfc209hxj8eaqC1uaqNtWZJVnkVFHzHgfWu9sMsVVjymBXD2fz3ykdFrtrE7Z3B9c/pU13sjSl1ZzniSEtrQMaFjKoOB3x1rtvh5NMmnNbTrsR2MkQbqc9f6VlfZke/Fw330jdF/4EMH9M1kvrc1troe3fats42gHgnHP6cUubmjyg4as9jQusoPOR+ZrRjkJYSZOQcVgadqceoWMV3AwKsOh7H0/CteGTOQRj6VCMGrGnLMAoOOOpIrNuJBId2cAnoKsXLqE2HuOorLvZ5ILN3ihknIH3EAzWhJXurgwsGU7UHU+lYd3fjxAqQlQ9nC+4k9JXHT8B+prC1O91fWr5NOe3ltIM/OCDyO+T/SuktLVIIUijUKiDAHtVQj1HP3V5njDSE9OBUZ6UZB6UYLMFHU10bCbbL2ljdchj6ECux05WIRTzjpXN6bZOGEmMKBgV1mnJ5Y5rirO7OykrI1mb5FHYda828TTC4vJnXoHFd1ql2trp00pPIWvOZnMuS3Rjk0Yda3CrqrHafDjWVh32chOZJPMQ+pAwRXrLz/uDhiGbjNfPGnXL2NxFPCdrxsGU+9ez6ZqqatZR3ET4BTkeh71pPR3OZxskaTHsTz6kVm6rplnqsIW6h3FQQG3YIzVyVwI1bk4GK5i0kuNS8W3GmyatcWsX7wxeWgbLKhYL6AcHk+nvQld2RF7HE+KtIGiSwiKYyJNu2gjBXGP8a5s+/Nams6hdX/kPczPLgHbuPTOKyvYcntXRBWWoOTkTRdC3pwKHklVkMJw+cA/Xinqu1QvpVnT4fNu1yMheTUN21NlHSx2WgW4trSGLH3Rk/Wtq/UNHGMd6z9MHQ9sVoXDBto9K4G9bnWlZWMWz1xtP8QtbsR5EpC4J4B6Zr0m2uQbAA8Fu1eE6lc+bqs7g8BiB+FekeENaGoWCQSn97ENrE9/Q10ctkctRX1R1TMAoK42ntURcFSOf8KSR9tsT2Azn0rn/ABFqcltorTWs7JJvUBkPUGmtTBk2pMjMU2gkdSRXjkzjJUHvzXoesqkOhRanYazqE++5NtuuYljW4ITczxY52qcKd3qPcDzcnrXRGNhRluWbCET3kUZ6bsmu70wAQAn1Jrj9FjxIZT2bArsbRdkIFc9Z3djqoqyuWJmDzqSM7ea4u8k3apdsMHMhrq7ucW9pLOT0BxXDRvlA7EEkkkVNNbs0b1N3RNafSNQSZeYyNsij+Jf/AK1etaVfxXXlyo25G5B7V4QXJ213XgnWwudPnc4xmL+o/rVSjbUyqLm1PSJW3szg5PXn0qAuAeCcelIjYYnqCM1Va4VSwZsbcj6UjnINRkULtIBLdjzXnvjg7Y7Ejvv/APZa37K4j1bxpJp9/qV1a200myOSOWKNYh1yxfjGM8DknArjfF/2mLUns7h7g/ZppI1S4wHXBx82OM8DOOK6IQsQpamXpo/esfcCuxsWyxauT0hGbJX+9XUwnyolHfvWFb4jto/CPv7lbaFpPRSTXH25EhaV/vOxY/jWj4gvMp5IPLcH6Vmw/LGvXGOtOEbRuPmvI6/wpro0yf7PO5+yzHkHojev9K9OtJ0kAw4x7V4N5h2cGvRvBeurcW32OZwJYh8pPVl/+t0qXG2pFVJ6o7qRiSXzuHfPaoS46ZJ9qQNjeDzn9KpS3aqpwfm6DFNanOyC6k8yfaOg/nTo14J7Vha1cTW2nPNDK0bh1G5evNM1qy17QtE0y9ur26Wa8MnmQlMCHG0oGOPvENnHb866FHQybuzyboBV/TIUkmJbJwcUUU57G0Nzq7dFCrgdq0YeOlFFefI7YnPeJLqVv3Rb5CelYO0AMKKK6afwozl8RGvQV3vgO5l8y4h3fIAHA9CeDRRTqbGb+FnZ3sjDTJ3BwyRM6keoGRXnUmsXWna62pQbPPViRuXK/Mm08fRjRRSpbmEtjmr8bREB0AxVaIAy59BRRXQ9gp7osfw/jWtpEahd2OSeaKKwn8LOpbnX2PEXFP1GRo7KZ1+8EOPyoork6m72PMgScMTktya6Lwncywa7bKjcSHYw9RRRXZPY51seorM4575rh9diW2TUYIy3krdKVjJ4XPOB6DmiippbnPLZlXWfEr65BBFLpenWxgRY4ntkdSiLnCAFyoHOTgcnmuIPFFFdKM4nS6NCgjjGPet9XODRRXDP4j0YfCjL8TSsmkxopwG61y6n5FHrRRWtP4TN/EPbrj3qaynkgnSWNiroQyn3FFFU9hrc9ps5Ga3ibOCyAnH0zWPqybdVtZlZlMsUiyKDw+3GCR68miis4fEcz2ZzE2sHStWvozp9hexSyhjHeQ7wGUcEEEEdTkZwe4Nc74gvJ9Tvvtl3IZLi4dpJHxjJOM/SiiuoxjuaVhBHFAu1cVZkc5FFFcMtz0VscnqEjSai249Ding/LjsD0oorq6Iyj1F6Iau6RdS2t9BLE2GDj8cnGKKKiWxa3PZYXbyxyfu1nXUKLemZRh5lBfB4JHGcetFFTT3OWWxk+IuNFbH/AD1T+dYF1rupahp0Gn3V3NNBbyPIvmSMxJbGc5PONvHpk+tFFdCMT//Z", "info": {"video_id": "163838", "label": "taking screwdriver", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "163838", "label": "taking screwdriver", "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": "9d7e38adb9b55c076e84b65253b38335dbb1e5a1b64300574ee7412f6c1369c9"} +{"episode": 33221, "episode_seed": 1933121571, "split": "train", "timestamp": "2025-10-13T03:10:32.623685", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1933121571, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing newspaper into glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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UkAc9zTEIRhvlAzTuQ0d/JMZGwOB70u/oV61TVjzjmplVmXnjJ9am47F5Cu0Nxj0xTN5L4HHFRK2F29fYmnxhUJfncetO4JHV+Gr2KG1eKZ2DK2RwcYPf9K8b8d6wsdyTp8Ej+bdTTuSMklmwM4+nSuw1GaX7DL5E0kbspU+WxBIPauXTSwgCzxAPjAy2TVyre7ykxoe/zPYyLOW4eJJHX7wBZGH3fatNCrICB8rDBqGa0kjyCDtHQr2qaCJhb5dhknOB6VzxbvZnTK1tCkzJbkqwOM5yO4qaG7+VA2QcUsijzOQdrdz2NQSqMELgEU4qxMndHRaI4Vpuh5Gcn61sSMOQBgda5jwvM8v2wSBQqsNjg5yOetdErBz97PtitLmXLqSwAujMQV5qj4ha4v7WBJSvlxPuLHq3+961feTCZxgY/OszUboJZPJMGEQGTjqxz0FHO0tB8ik1cw/7Mtpgykq5fJckA5zTGg8nCBdqDgEDGK0oJvtVpbypA1tv6o3Xrx9avPGvXA6dTWPxHRfl0MizjbY5c4HQepptwuAGUBdv61b8uOFy5YKpIxk8A1Fchnz5K5HQk1aWliG7sz5XGCf4cVlsAbrzUyr7Nisp5x3rTeIOrcjAOapNGFlGSADwMnrT2ENA3kbvw5r0sNsxjmvO1CqcBehrvVLMoI6/ShMzki6gAUH5dtNZ8sAOKYpOzByfTApY1G7zD1FVcSRuaBeJZ3LCVWYSfdx13dq4z4i6suoXt7a6eEEkoiikkPJ+XJwfTkjitmR45EZW6H865r7AYGec7VQnJXHNU61o8oo0OaXMcrpOn3NtbsLyQSOTnjPA/Gtq0YElA3y449q0ZrATKsinGeQTVeKDyLkhlLORwfbvWFne51NqxXukLAEgjPAaqv2fYGG4nJz9a0riLIIIyO1ZzvhTn+HuO9VYi+gyO9SK4iglJXfu2nHHHr6Vp2ckMrsyMSBg5z1rAcl5csOvGO1aWk5LyAd8c1SZnJaGw8oJwMAe1OWTPT0pixHdyRj+dThSPu0EXJYJCFOQPbNAJkkxgn37VGzFfp6YpyzqU+VgMdu9Fy0jf0bX4dCt5zO8KRj94DISOnBA9+n615B4m1a8vJopbOFXJZ5HCrgZZs9Py/Oux1KVX0+TzyIkHJd+grIW0iCrGjrIHXcjBexqnWdlEUaHvc5i2zShFaQZJGWB/h+lX2jjliwRkMOpplxZyQk5BwDwemKnSNkgXcRnvjtWUb7M1la2hTR2UYaUgjIwTirUTxuoYAZIzVWWJJJWVuT2NMIMbBgSe3FOKsRLU9IijwOTmpQmBnJ9aIl3D2pxOxRnr6GrMyNgeSvWnZk2YLIxPsR+tLkH696ryMVPzHCioZoivdxXEsLwQFYnY4MgOSB3x71UjtXhWFHLy+UuN8nJPvWnG+8vt6ep6VRur6FTgZc4P3eg+tJq5ak9kNnVTkHv2xVAJFC2wuAWJwCefpim3Fy7qQpYZqnGmJMtyc0xWHXIycIjFeoYjiqE6OUx27mtn92ymNuBzXMaak2seKp9Mm1KeziPmmFY0D5ZULBfQDgnJ/ma0ULmbnY6TwsuBdj/AHP61vsmQPmKiuN+Ht3PcDUPtErPkRFc9s7s12zAY4/CpatoCd3cawH3DI+D6t1qu1tHM+6UFwpyAxzilc7G3N9KjW8hWRg7cnHyAcmp3NFckMManIBJ75NVJrnavylTgdc8VHcTSTkjcURT0Vv5/wCFVyEVRzuP6UrJDWu5A2+aXfK2QPX+lWw6oo9D14qER7wGprE7gCp9PaqTFLUrXSlrwlSBFjAUVG9usgV+pU5qxIPmJxg981j63fSw6e720hR1dV3KaN2S9EaJCh8A13K7sAYrzDVkit9Fh1XT9Yv5t1z9m3XEKxrcEJuZ4gOdqkhTu9R7gepDBQduKrkcdzPm5iNsg9Tx2zTkeQgs0YPvux/SlwM5HeoncqML+dQy0Ml8wMcRrvPILNwKz7bSWtFlZnaSWchpXY9WHtWlvG9eSSeKiurpIAVbDPjIQHk1Nrmik1ohhIRAGIyPWsy6u0QkIA0mOnQU6W4kmJPl4Gfyqk0e1iSAx9ulMLdywQbpMSZUYzgcc1RmRIXCuODwvPWre4hAOpqtdAzTI7KNyjAPpV9CXe5nzKE2sE3c4wDVu0AWbec+2DxWXprR3/ixtL1DUbm1t5JNkckcsaLH3JYvxjGeOpOBUmm/ak1nU7S5kuMWs2wLcAb1wxGGA4zwM44p8jSuZuaeh1UHzYxxVj7uc5xVa2YKv+FSsxkyOw65oJHfKwz/ADqJpRwhXcPfpTsoAPmye9VZ549pYSDA/u8/rUs1QSWcE4/fIGAbIBPAP0qEwCJ8hhgcAAY4qNL8qrjywc5wxb+lQy3Fw38QGcHGMUrF67D5wjKQ2MH1IqmpgAMYkU4HPOTUU4ZxhsDr3pkEagkdT64poTRDO3zYXOV9eBVSeRhwv4k1Pr87RaQ00cjJIjqPl681T1/RNZ0PQdKv7ye5We98zzYTHjyAAhQMcfeIbOO3TqDVqDeplzpHq8HCH2prncwB9M0UUhLcABhar3H+pZzyR0z2oopFmIXJzKTluOD0/KlkAEYOM5NFFJmpVkkZl6/lRtC8gcgUUUkJjT0JPWuLm1CfSPE019a7fOikbbvGR8ylTx9GNFFaU9zGpsdD8Oxj+0FHQeWP/Qq7kcBz6dKKKJbijsVLxikG8fePf0rLTmRge4yfeiipNY7Csx2kdMHtUhjUQj6jn8KKKhlojjOHK9qmZFxnHOKKKFsTIzrpi0mwn5RnpXOeIDs07AAwWUmiinH4iJbFHWfEz65Hbwy6Xp1sYFSOJ7ZHUpGOiAFyoHOTgcnmvZZDhFA7gUUVvUMYjVJyabKcAY7nGaKKxNkZV0zLcRxozIDk5U4NRA5dv9nj6/WiikaLYiZmIYZ4FNjAIf60UVPUroNlXB4JHfiopB/LNFFUzM4y51ttK1m/iNhYXsUsocx3kG8BlHBBBBHU5GcHuDWhoN/c6he6jfXUnmXFxIskjkYyTnt2oorf7Bzv4jq4XYr1qMyOjMFYjNFFZlohyWyxJJB6mpJ4wFQckbSeaKKRouhUk4bjjjtUb8lc0UVLLI2AE+B0zTSSrHHeiihCZk+ID/xJye+9P61iXWv6nqGm2+m3d5NNb27vKgkkZiWbGcknnG3j0yfWiit6exhPc//Z", 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", "info": {"video_id": "214086", "label": "stuffing newspaper into glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "214086", "label": "stuffing newspaper into glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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7Hc4jrmQyW7rG2JCpCt6H1qK0WTyYvOWMzgDcw6ZqcoQpIA57mmIQjDfKBmncho7uNwY+QCR6Go2YmRRgkk5+lNDBOM4OOQBU0Z2gnrkdqVxpFiO4mtGLRYYkcq3Rq4y4sVNzKblwS8hkIPr2zXTyzsGwAWOOlYkl5F/bP2YwPK7Al5BjbHxnB9/8aUpu1i4U05XKB02OI+dGql2GCQoHH1qMI7MAoOTwVPQVuWyblcuc5PTsKZcwK67eAR0I6isuW+qNua2jK0iKAM4fjGaon92WRiOORitItEFZc5IOMA8g1nTpJu/eALzwK0MzPvGVkZCoJYEEexqvHlI1RWOxV2qCeAKtzwYJ5yx5xmoo1QIGyGwccdqWwjo/CKqBdkf7H9a6eM7yAcZ7E1zHho4NwAMZ2/1roYywOfTpxVJmclqW2YIBwCfamx7mwc85zUbfMccgHrUu5YkCDtTuCWhu65rlkPCFys0efNj8vaxwrOeo/wA9a8R1aHUdW1975JVjgZ+gB+6MAfoK7zWLRb0xhAM55J6CqC2wLNbscuBkkCnUrc3ujpUeT3mYaIsTAj5WPQ9q0eXjBGSWHIpZtOKIxByueVFSqoeBdi7VA+X6VjFNbm8muhkvb72JyRg/d9KaxaJwy5NWZx5T7gOo555P4VRuXOCg79T6VVrEt3LNvf289qkgc5b+EjB4612jzGRgBwMd686QcDtk4967pWPYE1VzJpXLm/oV61YQrtDcY9MVRVWZeeMn1qZWwu3r7E00xWJd5L4HHFdT4avYobV4pnYMrZHBxg9/0rlIwqEvzuPWq2ozS/YZfImkjdlKny2IJB7VUJ8ruxTg5KyOP8d6wsdyTp8Ej+bdTTuSMklmwM4+nSqFnLcPEkjr94AsjD7vtWumlhAFniAfGBlsmqs1pJHkEHaOhXtWVSblqbUqagrEyFWQED5WGDVJmS3JVgcZzkdxV2CJhb5dhknOB6VDIo8zkHa3c9jSaurjvZiQ3fyoGyDitGx25Ykngg9ayJVGCFwCKsaJPLK86Mq4DfIwP3hVpmUkbbygnAwB7U5ZM9PSmLEd3JGP51OFI+7QTclgkIU5A9s0AmSTGCfftUbMV+npinLOpT5WAx270XLSN/Rtfh0K3nM7wpGP3gMhI6cED36frXkHibVry8mils4VclnkcKuBlmz0/L867HUpVfT5PPIiQcl36CshbSIKsaOsgddyMF7GqdZ2URRoe9zmLbNKEVpBkkZYH+H6VfaOOWLBGQw6mmXFnJCTkHAPB6YqdI2SBdxGe+O1ZRvszWVraFNHZRhpSCMjBOKtRPG6hgBkjNVZYkklZW5PY0wgxsGBJ7cU4qxEtT0MrluOtIi7dx8x8+gPFSZDc1FKCenQ02TFjZFDDIkck8H5qYtnAikBcZOTg9fc1G9wscZycBep7CmzXy7AYPmbOC54H4etTZM0TY6RlhHGB16nk1m3VxI/yIcZHO2lKnzMySMT15NRkAsEUAD1plJCW6KuQcbupp11IHtpNuBKBhSRwKTaUU7R1qM/MnKnHequQ9WVI48gBiT2J9aRYEhVx05zUkkghGTgHoKyNOWXWPFE2lzanPaxMshiEabtzKhYL7Dg8n096UYuWiJlLlOx8ODm4I5+7/Wt3nGTwfauI+G17cXa6gZ5WkAERXPbO6u6YA8Z5NVy20Ivd3Igzqdqruz1yadLvZceWBjrh6G4HXpUe8ljuOBUPQ0Rn32nPqexJDstk+Yxo3LN2JNTrEySs7YGevNWVcCEvkBV6k9Kzrm/3EiJNw4w56H2pcvU05m1YdcTRovzFQPpzWct20jkRoAuOCeuaJg0mdw28/jUcQ2tgDAFNCsLPajBdcsx5OTWe/lyD5PoTWiZX2uADtYYrA1h5bHSS9sxiZXUDbxiq8kRqtWTxDJZQhBU8E967iKPAGTnjmvO9VVLbQ4tT07WL+YPc/ZibiJY1uCEyzxAc7VOFO71HuB6RCCyj0xTcXHczcr7ChMDOT601geSvWpCdijPX0NJkH696THETMmzBZGJ9iP1qhdxXEsLwQFYnY4MgOSB3x71YkYqfmOFFEb7y+3p6npU+RqnbUzI7V4VhRy8vlLjfJyT70+dVOQe/bFOur6FTgZc4P3eg+tZlxcu6kKWGaSVhttjgkULbC4BYnAJ5+mKp3IycIjFeoYjimxpiTLcnNXP3bKY24HNWlciTsY06OUx27mpdIULK7HPGAADxWdpTx6l4ufS9Q1C6s7aSUpG8U0SLF6li/GMZ4HJOBU+kR3MOtaraXD3AW2m2BJwA64JGGxxnpnHFVyWVzNzvoddB82McVY+7nOcVWtmCr/hUrMZMjsOuaQh3ysM/wA6iaUcIV3D36U7KAD5snvVWeePaWEgwP7vP61LNUElnBOP3yBgGyATwD9KhMAifIYYHAAGOKjS/Kq48sHOcMW/pUMtxcN/EBnBxjFKxeuw+cIykNjB9SKpqYADGJFOBzzk1FOGcYbA696ZBGoJHU+uKaE0Qzt82FzlfXgVUnkYcL+JNT6/O0WkNNHIySI6j5evNU9f0TWdD0HSr+8nuVnvfM82Ex48gAIUDHH3iGzjt06g1ag3qZc6R6Z/D+OKVxmQJ2xmiipAxbxy0hB+6OgHSm5wqt3IFFFBr0CNQ8p3c4psqhWYjjn+tFFZstEyAMMkZ4qG4PlIWUDiiiq6GZlSqGG48nBPNci2qXGleIJL+22efE7bd65HzKVPH0Y0UVdLczqbHXfC5QBqg/uiID/x6u6LEkn3ooqp7kxH9QM1TnPyM3dc4FFFZs0RmK7GDezFsk8E5A+gpZSUUY6+tFFLoakEnLc88inuow350UVK3CWxAF68msLxOduiu3+2p/WiirW6M5bMxdY8SvrkNvHLpenWxgVY4ntkdSiDogBcqBzk4HJ5r2C34i+gFFFbVDniNc7mAPpmgAYWiismbLYr3H+pZzyR0z2rELk5lJy3HB6flRRSLiLIAIwcZyaqySMy9fyoopMtBtC8gcgU09CT1oopkM5CfWDpOq30Z0+wvYpZQxS8h3gMo4IIII6nIzg9wa0dBv7nUL3Ur66k8y4uJFkkcjGSc9u1FFbP4Tn+0dXC7FetRmR0ZgrEZoorMtEOS2WJJIPU1JPGAqDkjaTzRRSNF0KknDcccdqjfkrmiipZZGwAnwOmaaSVY470UUITMnxAf+JOT33p/WsS61/U9Q023027vJpre3d5UEkjMSzYzkk8428emT60UVvT2MJ7n//Z", 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", 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", "info": {"video_id": "214086", "label": "stuffing newspaper into glass", "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": "03a00ea17efd96dac5da153426f64cf5b343560262bfdb81dea2d73eb2d1802e"} +{"episode": 33222, "episode_seed": 2594831035, "split": "train", "timestamp": "2025-10-13T03:10:36.161340", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2594831035, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'failing to put a cat toy into a palstic container because the cat toy does not fit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "85444", "label": "failing to put a cat toy into a palstic container because the cat toy does not fit", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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S/wBa9O+IFvHG9w0ePmAfA7E9f1rzPkOCa3y+u61JTY6tNR0R70xzmtf7kccY7ACuK8R+JYdDtht2vctyqenuaX4Ya7N4m124tb53Y+WZAwPAA/8A113PRXOJQbVzri2ZW9qhZ+D9a6qLwwjS3DPOfL3Dygo+YDAzu9TnPTtXPeIrWHSLmK3jd3MkLyktjjBA/rUppknF6MdyXLespNW9QuGtdPuJ0UM0cbMAe5ArP0Jv9DY+rZrTkddp3Y2gc59Ktgjyu98Z6hc3UEkhjjSCQSLEnQsOhPrXqlnfLqOl2l0n3ZoFb8eQf5V4lrz2t74iu5bKIR25YkbTwcdWHoD1xXpvgafzfCNmCcmN5Yz+DZ/9mqnHS5Ketjb8cXbx6VplxG5WUxbcj0HFeeG5aViztknua7bxjibw7ZHfho5XXHt1/rXnY4brXnVoL2jZ20n7qPVvhU/+jaquTgSRn9DXN/FbU/tPiKOzU5S1iAP+8eT/AEre+FMiiPV8/dXymP8A49XmHiC/bUNevboknzJmIz6Z4rroL3EYTX7xkmnLulWt64uhCEJwCADmue019jgmrGp3QIwOuKtmtOViCTWAmqzSMxJkVVOT6H/69STX/wB5d5POK5+aMy845zn3qS2V5H2M/uT9KtIio22akt66W3lhvvN0ruPh5GovjAV4liZkf1ZcEj8ua41oIGtYii7mdcNnrn1rovAeotZ6tZwTYyZ9oz2ypH9aJFQT5Ge6aK3lXe0fxKRXI+P5bhbsSOx8ocAdq6awkCXcLZ6nH51zHxK1COIw2+0At1PrXLiqftKTTFh7+0RwxuWPzknGa9eByK8XnmEMO5h8pGRXtUI3PGOxwawwFNwi7mmO+z8zVA2oiegxTT/rD7Vp2dpHLbrI4+Y5pItN/fTF3Bj3DywByBgZz68132OG6MmZtkbN6V84+ONQafUPIU9SWP4mvozxAY7CFowSS0TPk9sHH9a+WNVuPtep3FwehkKr9BxVQWuppDUs6DafapTIYw62yGUqehIGasXnjG8mktldYo4LeUSrCo4Zvf161sfD8xW+psz48qU4GfSuU8XLb3fjLU2srY28PmN8vqRwWA7AnnHvWl7ysOUWopnqHh+4try8a3mjWaxvbVG2SDIxyMfgQRXVS6attoraDqMz3Gg6hF5UEsh3NZyfwgnuoOCD26V5z4Hm8200/LZZFlhP1D7h/OvZ9MEWqaAbe4UOpyjL/Kh6Mz3Rh/CrxRcXEF14Y1V/+JnpLmPJPMkYOM/h/IisT4/SZPh4f9fH/tOsDUGm8I/E6LU2Y/cDTED/AFkYOx//AB0qfwrR+N95FenQDC4ZQJjkd87KJpLVBDc8303COZD2FUrq4aWc5Jq5EStvtHBaqUkTNIcCsOp2LYVEaCJrttpCDG09STxxVKGTzJ0RDvZm+ULyee1a8drcTWxghHmSOcgDqAO/0pNNsZoNZsZLVjcXH2hf9Uu5QfTPeqTCdPma1PbPAPhx9D0czXGPtNzhmAOdq9hWR8QPG2o+G76O1soYSJId/myD7pyRx27V3lsDFaRo5ywUZ+tee/F+705PC4tZ4Emvp5B9m5AePHV/XHbHuKS1ZzS0vYqfC3xa99qF9pdzL5ksokuVc8lnOC3Peu+1iQR23nFsYOPrXgXw3Y2XjrQ3Y4E7mMg+jKwB/WveNWulOnmMEHIxXmZzWhRo8jV3I6MHFznfseV+M7iQStHKcvKQ3B6L2/OuUaykhuYlniZN6iRQwxuUjII9jXbnw9ceI/EFrbQksGdUkJP3I88t9AM10fxr062s7bQrm3jEexHtRj+4oBUfhz+dXgYpUVynVVkudR7nimp38+o3DyyuzM5ySa9g+DekTWNhdXqwk3E4yT/ciH+J5/AV5z4Y8OyalI17MhFlbgsxP/LRh0Uf1r1Dwv4jm0OO5jaEvHNGVYAYIOOCP8K9Fo86cuiPTjfTWifv1KEk9fz/AJVwni6/FxqssinIisMfmzH+lS6p4wW602CBI52IkLmSXlsHoOO/r9K5W/vDPHqMzcHyFX9D/jSUVuZJu5Dop22C/Wrk5E0EkW7aXQrn0yMVnaWdtin41ZlbEUjZ5Ck/pTLPG4AI3kBIO1SoPrzXpPgN9mh3MWOI7s4/FFP9K8zj7n/ZBNd18PrjNnqMG7pLHIPxBH9BVyWlyIy1sXPFOpsmpQ2hJ2MvA9zXNuwXJPGK9Gj0ayv9Q+2zRlriCFjHg8E9sivOtDsI/EXimbTrvUJbZZElePZHuLuqlgvoBwefauadHndzqVVKJ0fhbxDHpPh7X2Rx58ohjQfXfmuJkO+Un3zRorb47gu3HynB/GnOMTE9s1rGPLoQ3f3i3bNtpZlMsy59aZCeKnX74NDKRQuU8uYgdKjI8wYBwx6mrV2Nzk1TB7iqT0LRrW8qxxoo/hGKvaXLs16ycDOy6gJx1OWFYETkEGp5bk299bTqcGNkk/Jgf6VSVyatTljY+lEby5B/sN/I1c1Lw1pesXUVzfRGXyzuVCeM+9ZryB5GdejHcPoeaXxfqV3Y+ExdWdw8M2+IB0POD1FJK5z3a1R598R1htbtVt4NqKMcDgV6ha8sG9F4rzXXXa50eK9j1i+uVa48jNzEqrMQuWaPvtB4OfUfQeieZ5dlK46hCR+AqORR17jnV50l2N/R7yScFY/mVetawl8pN0g2kmuH0PV5NOR1eMsrDtWrca8stuiIkhOd2X6/SqRiYPxH1VLazu5Q2NlpgH3JP+Ar5skBEMeeu3J/nXsXxNvlfTbgyMVV1VMDv8pI/UivHnK7sOeFT+lUjambnhe8SFHR+oOVrXu7bS9VuzLLujuCCvmpzke471xtrKU3Ooxk9Pap1vHjugwJz1onH3m0dUJLkSZ2PhyK30nUDa/ao3RZBKrDj5TgEc9+K9R0HVre1lmheVcNgrzXzzd3jm7MqnBK9RWjba9crKjGRhjHehxlZGbp023ZnoPxT1G2lk0++i2l4pWif3R1KkVwN9q0uqaZpUcrljbI0fPXjA/pU+mPaeI/Eq6XrN/cW9rPIAkiTRRrEepZjJxgDPA5JwO9YrWz2Wt6hp7rcILa4eMJcACRcEj5gMjPHODj0p39zUj3VUtE0oiGUA9BUd38kTlfSplCqoqtcMZGCdqwOnZGVJcO6dTivRPh9o2pWt3bTXkDQwTMJo/M4Zh6genvU3g3wMkVo+pavb5fANvA46EkYZh+PArv7993ieADosS/1qtDF1XsjbaUAV5F8Zoc3OkXQk6pLFsx6YOc/jivUmfIryj4wOTcaSpPAimb9VFOG5i9jldFKR6xp0qHm3mgww6jkf1r1G+1PdH5e7k8H2FeLxXBtbm2mBwYnST8iDXpOuzxDxHf2lswUK+/b6K3PHtzXm5rhPaONTsdmCq35kWrHUZrDUo763bDo2R7j0rd+NN0LrQdFK4w7NP+ar/jXBalcyQaa7QylXDqCVPIp3juLxHD4c0C51e8um80SL9mdOLYAIUBOPvMpzjtjHUGjL4S5ZdjXETjGcbnW3SJbaB5MKBI+BtUY71iqSDwT+dFFeijy2XEdxH95vzqncErp18M+g5+i0UU1uMfp5P2KOpbgkWs5/6Zt/I0UUMZ5NYqru+4A4iBFdN4CJW+1JR08pT/AOPUUVb6k9j0nSGI1CPHcEfpXKalP/ZHjG7vbSGFZopn25TI+Zdp4+jGiipiNnKXdtDbYaFAhfhsd8VRfrRRQ9zSPwk8FWl60UVDNEV5/vN9Kor90UUVSLRdvYkhsLVkGC0bE/XIpNbiRbS2dUCsYgSR3OKKKtPVGNRXiz6DsWL2NqzHJMEZP/fApnjMk+BiTzieL+ZoopIxexwOp662rRwRyafZQGFVSN4FdSqD+EAsQBznp1r027JGmMPXANFFEiUUEJGME1eiz5ecmiioEjyn4oSvtiQsSpkz/wCOivPZ+rfSiitY7G8di5Y26Pp7yktuDY/Sq0vEkZHc0UU5bmi+Ejn/ANafpRkhUNFFN7II7snttefR5LhDp2nX8UzK5jvoPMCsucEEEEdTkZwe4NMh1C61XVLvULyUy3NzJ5sr4xljyeB0HtRRS6Mzj/FNFnYDrXV+AdLtdR1h5bqPzDbqHRT0znqR3oorBG9T4T0+8LER5Y/6xB/48KozMT4oOe0a/wAqKKaOZGizGvKfi2x+36aPS2k/9DFFFOO45bHFavDGlnbMiBWMSkkdyRXu0Om2U9g1zJbRme5s4vNkx8zYjGOaKKJ6x18xrSWnkeFX08kcj7WI3Pz780y/8SatqWnW+l3l7PPbW0jyoJJGYlnxnJJ5xt49Mn1oopwVkbYj4j//2Q==", 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", "info": {"video_id": "85444", "label": "failing to put a cat toy into a palstic container because the cat toy does not fit", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "85444", "label": "failing to put a cat toy into a palstic container because the cat toy does not fit", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "85444", "label": "failing to put a cat toy into a palstic container because the cat toy does not fit", "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": "eaec19d8bafd011c3662440226bca96837c4f18a0e10c1b4a9bfadd5707497b3"} +{"episode": 33223, "episode_seed": 3079150286, "split": "train", "timestamp": "2025-10-13T03:10:37.410515", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3079150286, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying plastic jar on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "78295", "label": "laying plastic jar on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "78295", "label": "laying plastic jar on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "78295", "label": "laying plastic jar on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "78295", "label": "laying plastic jar on the table on its side, not upright", "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": "e4aa4351098734e47ed00820fa8329276c8cef11df94c186b34da6e654dd1263"} +{"episode": 33224, "episode_seed": 3924029570, "split": "train", "timestamp": "2025-10-13T03:10:38.114121", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3924029570, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a body spray bottle with a toothbrush'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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IYi3ftXmwzkcn5j/KtKZMhrQEDp+VRNuA61YDHg8ZyTTC2Rz6d61uQanhMsNTlwSFELEgHgnI7VJfSkttBI9gaXw2oWW9kAAxDj8zUF28nnYyTz6VLAz79/mhiJwOXJP5VOm2O3Cq+7c2apXpMt3jcCVUDr+NdVDpsGk+FPtF0Qbq6QOi91BHyj8uTUMuztczLT5pFrWhJaRVHrWNZt81bNkMzZ9BWbBGozVg+I3YxwRhsBicj16Vslqw/EBJNvjqdw/lVQ3G9jCFucZAyPamFWU8GrG4k9uTj8KR33HnnJPWt7mZFb3lzYzia1nlt5R0eFyh/MV2U+p3t7pFndXt3NcXUseXlkfczdhknrxiuMYIRnGOO1dVcZh0iyQDhYV60mwMd23zE8eucVnWimaVn34Jct+tXXlKxSsFUAKece1HhnSJNU1IAjFvCPMlPqM4C/Unj86hlRQpbM7Y6ZxWnafLHn1qnqfkJqsqW+PLTCjA9OtWYD+7FZyGjYsydjMfXFTlqgt/lt1/OnlqRRxiJIRnYGA9KekDS+VFGGaWWXYse3qTjH8/0qGK4kgUhW613fgSzildLu4SQyJ88eVwoHIDepPWtb2RFrkF98PLhbdZLG4DOo+eOU4ycc7T/jWPodjcWeq3aXULwyQW7Eq4weSBXssawlC25SB3JrmPEt1HKJoIwNyQglwOmTwP0zSUmNo8yv2QzfKzD2xWZOR9rUY4AA5rQutxuT90+/FZkh3Xp5/ix+VD2HT+JEp2o3BGKswSjcOCM9CRVOTOQ23gd6kdnjULg5YgdOlQiqvxto6awcNICfSte3hM0wHYcmucsyzSIF6k8Cu+0yxiSL964Dt15pCWpyfi9CDYhFz9/wDpXNxpuljRsx5bqRkV0/jl4luLFYJA2zfkg/SsCwla71CKNm2L3YKW2gck4HWtYvQmW5peHvDD67b3EyymJYyFR9uQzdSMegGPzqlrPh7UdEObqD91yBNGcqfqe3416/o9ja2Wnw2sHyqoztbhiTySan1N7a10+4eVEZBGdysM5Hp+NLnDlPLdSVYLO2iLFWSBOn0rmZ2HkSfMTxiup8T5+0vtC7QAAo7VytySLXBAGWAxTJIolUw57g1LHIAcd/aoYs+QOM5qzptrJdziNBwD83tWZ0Vfspdjf0Zc/vSMr2BrrY9SiihHnRgqB2rFtbXyovQCq8s/2iUqv3FOPrWbepcaaUbs0L68jumDR5VR2rhxHKRuChh6iupxha5ETvGhRW4PWtabOeZpadpr6lqFnZxK+6UndkcIAeT+X866jU/h8wRpdMmxgH9xMeT9G/x/OtXwTZxwWpmmgkFyVAZmIJwcHCgdB0rs90KRFyQPqKpyFbQ8f0myuLC21IXUDxSrsQo64Pc1k3DI1wcBvpXoPie9F2lyqHCROEDDuQOfyJx+FedsS1w3zgjvg07ki6TpU2ta79mhQ7C37x8ZEadCT/nrV7xRqi3mrtDFhbW1AghA7heMn34ra0WOPR/D6XMuFedTcyZ64P3B+WP++q4lyzzbyuCx6jnrWEanPJpbI66tLkpRber1sXLaXDDgj0zXQWDhtxzz2rlwzLPEmO+SfTFbli585cGrZzo2TWLrhLNb7Vzjd/StcscVia2zK9uwPTd/SiO4PYzo13SIrZTnqwyK2/D/AIXk1yzmnWYwhW2Rttyrt3/AcVn6bI17qUUbkovdghYgD2HUmvY9KsrWysILSD5UReFPBOeSTWjlYlI8c1jQNR0U/wClwYQ5AlQ5Q/j2/GtbVwsMcURJVkhQcD2r1DVntrbTrgyojoUwVIzuzxjHfOa8v8Sk/bJcYI7D0ovcGjm7lh9kk+YnPH610VsknhzwhJNJGUvdUIEasMFI153H3Of5VV0Cw+23weVQYbcecwI4JHCg/ic/hS+LrsXN/FECXMUeG5zgk5/w/OsZVPf5EdNKi/ZOo3psYiSDdycn25rUtJQVxng1jQZ5x261csZd4ZunzHAq2c6OrTAjUD0pScDmqtk5MHPPNTMc1BRyt/o+p6Wf9OsZ4R2dlyh+jDIP50tjrGo2JU2l5LGBjADZH5Gs+11K/wBPyLW7ngHdUcgH6joae+qyTHdPBA7f31QIT/3zx+lbEHVL451xpFM0yyr0KBQoI/CrX/CR211Zusu6O6lbLO3Ck+mfTHFcV9rQnow+vNOa4Vlwpye9KyC5bupdl07kAcnnIOazjguD0J79qTgngAUhLBxjnA6UAnZk8NwImJkJyRggj0rat9PS8gNyzqgQ9WPI/wAax4o0Mi5UEHnkZrqNG3XNxLaqibNqs+RksM849OBUMrdlzRtFuYpGuJwo2jKp3ANWdS1Bo8wRt85+8fQVsardx6fBv3AyNwoFcnotouv+KJLK41GW1EiStH5abyzqhYL6AcE59vWp+Jm11TiUNVsry5t1ngtp5o4s+a8aFgmemcdOhrGtrua1lMlvK0b4wSp7elOk1O/jaKaK7nifGQ0chUjOPSiTXru5GLxYbo/35Yxv/wC+hg/nWqVkYN3dzo7Px1rlvAYjLFID0Z4xuH0P/wBar8HjJr1o01NGCBtzMgzux93j0zz+VcR9sibpG0fsDuFPjuY/7350WQrnRa7dxXmZYW8yMngg8j61gFGuSsajhevtUJPnSBQMknqK6nTNHEVrucYyM1MpKJdODmznFsLgMI0G7d6V3ejaWtvAMj943LHHWuYN1JY6pvABC8YPSt+48RINPzEhV8fNzWbkbRp3d30H6zK4VoLbBwMuc8CqsdvJZjy512uRnPUH6GnW1zHP9ohaSKORip3HgMMcH+dVdU1V5dL8tGw0cmFbjjsQPamokzncss4x1Fc3eaHqdkC8to7Rf89YSJUP/AlJFdBrNhaWvh6DVNN1W+nDXJtc3MKxrcEJud4gOdqnCnd6j3A4iG4ubR98EskLesbFf5VpFWMW0zSstRvrKQNaXc0RU/wOcfl0rXi8V6ys2+S8aYnqJK5x9VuJTmfZKf7zKM/mKaLxCeUI+hzVWJudhLr9vc2SW5jMDj+JjkMe/Pqaz9H0yTU9aFrKuyIAvcMM/LGPvfn0Huan8P2IubeXUH+VQCkRI/i7t+FJp15Ppmp3QJYpJHtbHRucisak7RfLudFKknKPPsxvi7UzdaibWL5Io8fKOmccL+ArBt7pY2w2SWIPI702YzPeyvKG3lyZAe1T2oC3A+VeOnFOEFCKiKtVdSbkbEWlpNAlxuXzWO1F/iJzjH51ds9KuYEkmdkk8ptrqnVff3FQWOpiIhSUCx3AyirkgEcN+Z6VonURbXINvL5hcEnqNvbBpkaDDKPWsrWbW5uYUmgtppYos+Y8cZYJnpnHToa0NBhstV8VDTtQv7m1t5n2pKksUYi7kuZOMAZ4HJOB3rC1mbUNI1u5t4p723e2neIB32SKAcANtOM+uCRTS1E2UrW7ntZC9vM0bEYJU9R6GuktfHWuQ25iM0Tj++0Y3D8f/rVzkmuXdwP9MWG6P96WMb/++hg1D9sib/lmyewORV2JudvD4xa8aNdSRtqtvLIM7mH3ePQc1k65dJd5miIkiJ4Oen1rK02P+0b2O1iY7nPJx0Hc1q6zC1jLEsIXyUYbFAzz7juTUtpOxSi2rms2fDnhRTIu27ucSMvcZHyL+XJ+tcO0rMxd3JLksWPXOec+9bvizVX1K5U5O3G8k9CxrBQFl+YZI/UVjRTtzy3Z04iaT9nF6R0/zNO02XriFMbmOD7/AOeautpE9udsOwhPvEtkLnoM1SsnjtYfNWIZBB4OOfWumguUnW5hMkMUhkBPZWG0YI/CtDmWoxYJLL9zMu1x+R+lBcetVtU1V7jTFCOVZH+V+M+4+lS6/wCHdW8PaDpN/eS3Cz3xk82ExkCAAIUDHH3mDZx2+oNFrhexx8yKu3A6jNQFFPaiitZbmZEwweKbRRUjASMD1q1aNidTgHII5+lFFAFqLqvtXo3hWzgSzMwTMjDJJ+lFFRI1j8Rm6i7XNzLJKcspwPQc1gLqM+j6+dQtdnnwuwXeuR8ylTx9GNFFKJVXcyBGDCevyLxVZkU9qKK26HP1InUDpS26CW4RGzhjg4ooqRnpOjabaWtsrRwjcR1PJqxenbH8vFFFcktz0oLQ5S7UPcjcM80t7EgtxgdaKKtboyfwsSyt08yJQWCuCCM+lT6pGkVk6KPlDKMUUVr1OYZrvid9dgtoZdJ021MEaxxSWqSKUjXOEALlQvOTgcnmuecA5OMewooraGzM2QsintUMihelFFSxLc9OWGO20G3jiUKqxDH5Vg2H73XIVfkZzg+woork7noPdFHXVWPW7vYAN8YLe5zVGH/WqaKK3Xwo5J/Ey3aRJLJNvUZGSD3FbcESC2gkA+ZwCxz7UUUMSKA1o6Td3aNp2n30UzhzHeweYAyD5SCCCOpyM4PcGsy/u7jVrq51G8lMl1O5lkfAGWJ547D2ooq4bksziisORUTIB0zRRTZJ1/ga3jZLy4K5kGEB9B1pdYdhI2D3oornl8Z2x/hoTXLaIeGbVwvzKQ2fc9a5/OUi4/gA+tFFXT+ExrfGTLzakHpuFallbJ5saZYK6HIz6UUU2Zol1NFSykRRgCRQKp33iHVdR0y20y7vZ5ra3d5UEkrMSz4zkk8428emT60UU4gz/9k=", "info": {"video_id": "136808", "label": "hitting a body spray bottle with a toothbrush", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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IYi3ftXmwzkcn5j/KtKZMhrQEDp+VRNuA61YDHg8ZyTTC2Rz6d61uQanhMsNTlwSFELEgHgnI7VJfSkttBI9gaXw2oWW9kAAxDj8zUF28nnYyTz6VLAz79/mhiJwOXJP5VOm2O3Cq+7c2apXpMt3jcCVUDr+NdVDpsGk+FPtF0Qbq6QOi91BHyj8uTUMuztczLT5pFrWhJaRVHrWNZt81bNkMzZ9BWbBGozVg+I3YxwRhsBicj16Vslqw/EBJNvjqdw/lVQ3G9jCFucZAyPamFWU8GrG4k9uTj8KR33HnnJPWt7mZFb3lzYzia1nlt5R0eFyh/MV2U+p3t7pFndXt3NcXUseXlkfczdhknrxiuMYIRnGOO1dVcZh0iyQDhYV60mwMd23zE8eucVnWimaVn34Jct+tXXlKxSsFUAKece1HhnSJNU1IAjFvCPMlPqM4C/Unj86hlRQpbM7Y6ZxWnafLHn1qnqfkJqsqW+PLTCjA9OtWYD+7FZyGjYsydjMfXFTlqgt/lt1/OnlqRRxiJIRnYGA9KekDS+VFGGaWWXYse3qTjH8/0qGK4kgUhW613fgSzildLu4SQyJ88eVwoHIDepPWtb2RFrkF98PLhbdZLG4DOo+eOU4ycc7T/jWPodjcWeq3aXULwyQW7Eq4weSBXssawlC25SB3JrmPEt1HKJoIwNyQglwOmTwP0zSUmNo8yv2QzfKzD2xWZOR9rUY4AA5rQutxuT90+/FZkh3Xp5/ix+VD2HT+JEp2o3BGKswSjcOCM9CRVOTOQ23gd6kdnjULg5YgdOlQiqvxto6awcNICfSte3hM0wHYcmucsyzSIF6k8Cu+0yxiSL964Dt15pCWpyfi9CDYhFz9/wDpXNxpuljRsx5bqRkV0/jl4luLFYJA2zfkg/SsCwla71CKNm2L3YKW2gck4HWtYvQmW5peHvDD67b3EyymJYyFR9uQzdSMegGPzqlrPh7UdEObqD91yBNGcqfqe3416/o9ja2Wnw2sHyqoztbhiTySan1N7a10+4eVEZBGdysM5Hp+NLnDlPLdSVYLO2iLFWSBOn0rmZ2HkSfMTxiup8T5+0vtC7QAAo7VytySLXBAGWAxTJIolUw57g1LHIAcd/aoYs+QOM5qzptrJdziNBwD83tWZ0Vfspdjf0Zc/vSMr2BrrY9SiihHnRgqB2rFtbXyovQCq8s/2iUqv3FOPrWbepcaaUbs0L68jumDR5VR2rhxHKRuChh6iupxha5ETvGhRW4PWtabOeZpadpr6lqFnZxK+6UndkcIAeT+X866jU/h8wRpdMmxgH9xMeT9G/x/OtXwTZxwWpmmgkFyVAZmIJwcHCgdB0rs90KRFyQPqKpyFbQ8f0myuLC21IXUDxSrsQo64Pc1k3DI1wcBvpXoPie9F2lyqHCROEDDuQOfyJx+FedsS1w3zgjvg07ki6TpU2ta79mhQ7C37x8ZEadCT/nrV7xRqi3mrtDFhbW1AghA7heMn34ra0WOPR/D6XMuFedTcyZ64P3B+WP++q4lyzzbyuCx6jnrWEanPJpbI66tLkpRber1sXLaXDDgj0zXQWDhtxzz2rlwzLPEmO+SfTFbli585cGrZzo2TWLrhLNb7Vzjd/StcscVia2zK9uwPTd/SiO4PYzo13SIrZTnqwyK2/D/AIXk1yzmnWYwhW2Rttyrt3/AcVn6bI17qUUbkovdghYgD2HUmvY9KsrWysILSD5UReFPBOeSTWjlYlI8c1jQNR0U/wClwYQ5AlQ5Q/j2/GtbVwsMcURJVkhQcD2r1DVntrbTrgyojoUwVIzuzxjHfOa8v8Sk/bJcYI7D0ovcGjm7lh9kk+YnPH610VsknhzwhJNJGUvdUIEasMFI153H3Of5VV0Cw+23weVQYbcecwI4JHCg/ic/hS+LrsXN/FECXMUeG5zgk5/w/OsZVPf5EdNKi/ZOo3psYiSDdycn25rUtJQVxng1jQZ5x261csZd4ZunzHAq2c6OrTAjUD0pScDmqtk5MHPPNTMc1BRyt/o+p6Wf9OsZ4R2dlyh+jDIP50tjrGo2JU2l5LGBjADZH5Gs+11K/wBPyLW7ngHdUcgH6joae+qyTHdPBA7f31QIT/3zx+lbEHVL451xpFM0yyr0KBQoI/CrX/CR211Zusu6O6lbLO3Ck+mfTHFcV9rQnow+vNOa4Vlwpye9KyC5bupdl07kAcnnIOazjguD0J79qTgngAUhLBxjnA6UAnZk8NwImJkJyRggj0rat9PS8gNyzqgQ9WPI/wAax4o0Mi5UEHnkZrqNG3XNxLaqibNqs+RksM849OBUMrdlzRtFuYpGuJwo2jKp3ANWdS1Bo8wRt85+8fQVsardx6fBv3AyNwoFcnotouv+KJLK41GW1EiStH5abyzqhYL6AcE59vWp+Jm11TiUNVsry5t1ngtp5o4s+a8aFgmemcdOhrGtrua1lMlvK0b4wSp7elOk1O/jaKaK7nifGQ0chUjOPSiTXru5GLxYbo/35Yxv/wC+hg/nWqVkYN3dzo7Px1rlvAYjLFID0Z4xuH0P/wBar8HjJr1o01NGCBtzMgzux93j0zz+VcR9sibpG0fsDuFPjuY/7350WQrnRa7dxXmZYW8yMngg8j61gFGuSsajhevtUJPnSBQMknqK6nTNHEVrucYyM1MpKJdODmznFsLgMI0G7d6V3ejaWtvAMj943LHHWuYN1JY6pvABC8YPSt+48RINPzEhV8fNzWbkbRp3d30H6zK4VoLbBwMuc8CqsdvJZjy512uRnPUH6GnW1zHP9ohaSKORip3HgMMcH+dVdU1V5dL8tGw0cmFbjjsQPamokzncss4x1Fc3eaHqdkC8to7Rf89YSJUP/AlJFdBrNhaWvh6DVNN1W+nDXJtc3MKxrcEJud4gOdqnCnd6j3A4iG4ubR98EskLesbFf5VpFWMW0zSstRvrKQNaXc0RU/wOcfl0rXi8V6ys2+S8aYnqJK5x9VuJTmfZKf7zKM/mKaLxCeUI+hzVWJudhLr9vc2SW5jMDj+JjkMe/Pqaz9H0yTU9aFrKuyIAvcMM/LGPvfn0Huan8P2IubeXUH+VQCkRI/i7t+FJp15Ppmp3QJYpJHtbHRucisak7RfLudFKknKPPsxvi7UzdaibWL5Io8fKOmccL+ArBt7pY2w2SWIPI702YzPeyvKG3lyZAe1T2oC3A+VeOnFOEFCKiKtVdSbkbEWlpNAlxuXzWO1F/iJzjH51ds9KuYEkmdkk8ptrqnVff3FQWOpiIhSUCx3AyirkgEcN+Z6VonURbXINvL5hcEnqNvbBpkaDDKPWsrWbW5uYUmgtppYos+Y8cZYJnpnHToa0NBhstV8VDTtQv7m1t5n2pKksUYi7kuZOMAZ4HJOB3rC1mbUNI1u5t4p723e2neIB32SKAcANtOM+uCRTS1E2UrW7ntZC9vM0bEYJU9R6GuktfHWuQ25iM0Tj++0Y3D8f/rVzkmuXdwP9MWG6P96WMb/++hg1D9sib/lmyewORV2JudvD4xa8aNdSRtqtvLIM7mH3ePQc1k65dJd5miIkiJ4Oen1rK02P+0b2O1iY7nPJx0Hc1q6zC1jLEsIXyUYbFAzz7juTUtpOxSi2rms2fDnhRTIu27ucSMvcZHyL+XJ+tcO0rMxd3JLksWPXOec+9bvizVX1K5U5O3G8k9CxrBQFl+YZI/UVjRTtzy3Z04iaT9nF6R0/zNO02XriFMbmOD7/AOeautpE9udsOwhPvEtkLnoM1SsnjtYfNWIZBB4OOfWumguUnW5hMkMUhkBPZWG0YI/CtDmWoxYJLL9zMu1x+R+lBcetVtU1V7jTFCOVZH+V+M+4+lS6/wCHdW8PaDpN/eS3Cz3xk82ExkCAAIUDHH3mDZx2+oNFrhexx8yKu3A6jNQFFPaiitZbmZEwweKbRRUjASMD1q1aNidTgHII5+lFFAFqLqvtXo3hWzgSzMwTMjDJJ+lFFRI1j8Rm6i7XNzLJKcspwPQc1gLqM+j6+dQtdnnwuwXeuR8ylTx9GNFFKJVXcyBGDCevyLxVZkU9qKK26HP1InUDpS26CW4RGzhjg4ooqRnpOjabaWtsrRwjcR1PJqxenbH8vFFFcktz0oLQ5S7UPcjcM80t7EgtxgdaKKtboyfwsSyt08yJQWCuCCM+lT6pGkVk6KPlDKMUUVr1OYZrvid9dgtoZdJ021MEaxxSWqSKUjXOEALlQvOTgcnmuecA5OMewooraGzM2QsintUMihelFFSxLc9OWGO20G3jiUKqxDH5Vg2H73XIVfkZzg+woork7noPdFHXVWPW7vYAN8YLe5zVGH/WqaKK3Xwo5J/Ey3aRJLJNvUZGSD3FbcESC2gkA+ZwCxz7UUUMSKA1o6Td3aNp2n30UzhzHeweYAyD5SCCCOpyM4PcGsy/u7jVrq51G8lMl1O5lkfAGWJ547D2ooq4bksziisORUTIB0zRRTZJ1/ga3jZLy4K5kGEB9B1pdYdhI2D3oornl8Z2x/hoTXLaIeGbVwvzKQ2fc9a5/OUi4/gA+tFFXT+ExrfGTLzakHpuFallbJ5saZYK6HIz6UUU2Zol1NFSykRRgCRQKp33iHVdR0y20y7vZ5ra3d5UEkrMSz4zkk8428emT60UU4gz/9k=", 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", "info": {"video_id": "136808", "label": "hitting a body spray bottle with a toothbrush", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "136808", "label": "hitting a body spray bottle with a toothbrush", "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": "57526bd13a935e2667095228424ce03a33234cb95f88146a05ba905a62b09f60"} +{"episode": 33225, "episode_seed": 3724117136, "split": "train", "timestamp": "2025-10-13T03:10:41.511319", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3724117136, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving dreidel up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "137508", "label": "moving dreidel up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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dIIPmg2hzEMRmrqMnlhG6sOKY8cK5YiqbP5zHaNoHTBrmHL39BtxAyEqSceoqkUwTz+PrV/zsr5ch49RTXt0ZNyH+tO5HO46SKE7eZbcdV4xXi11cfMcmvaplEULl8DivBnk8ybHUZrqw+tzC+rsdH4Q0sajqn2iVcxW43nPdv4R/X8K5nxPKj+Irzb0D7fy4r1fw1ZJpWiRq4xI48yT6n/AYFeM6rN52rXEx/jkZvzJrWhLnqMuuuWmgtyBKuPrXv3gexGnaPCXGJJx5jfj0/SvDtCtVu9Vtouq5yfp1NfQlqVFvEAMAKAD+FLF7IeE97mRsNbISOcCoZWRcRIST1NQtcSKoUNwRUW9hggE5NcJ0KEupaE5xsk59DUb2+4EqwNMJ3DkVCskkbEqfwoTM5wtrEaYWVzn0IrC1pilxDjoAcYNbVzJMxHGB3rFvYz5kXPqabZnD402UWEspUZJx2J6VnazNiRIA2SBlq0NTuVsbQyBh5j/Ko/ma5Z5meRpHYlickmrpRu7nS5xtZEr3G0Bc9axNQvEeUknhRgYp15eqrlc4Irnbm6Mkqqvc/NXbCJhUqWVjZ0pZdQvUtEJ2zyKMD8q9lt9PFjbxQxjCRqFArzj4eWiSasbh1J8lCR7HpXqCXh3AMgKD865MTL3rIqlKVrogYlTilUNKOOAO9TyxiWUSR4C1HPJsDJHx2zWFyp1Lqy3IpXihXaSMmqhCSRFl9OtRSkjJ6/Wm7mFmSO5NUYTp2W5xNvcxyqEkADDpUss6RJtQ8t1rJ3rE2D+lVru98qMsDwK6fZ3ZTtEvXd6BIgADAqetOkuGSEkclSAc981zMWoC4k61tNNuhKnAHB+tdKp2SOWpUbk2dPprl7GMseWGTV4X4RPnGT04rK04kWMODj5atfK3c+hNcNRLmZ6UVzQVyeWVpiHY5x0GeBVcXDxO23BU9j2qQnCgk5x/Kq0hBbqBU2BpWsTvtnUlBz3FVZFkjyQSD0yKYWYEsrEH2rG0+W51XxZPpk2qz2sZEhi8tN25lQsF9hweT6e9a04OTsjkqNwXkWZpPKY/Nk1j6hdnG3PWqVlqU9ykjzzNIcKRu7ZpbaB9T1KG2TlnYD6eprS3LuaQleCsO1C1Nv4VM7DD3Mnyk/3R/wDXrlYCA2DXf/EHZaW1rYRY2Rx5/oP5V5/aoZZgB1rbDvmjdmOJfK0j0H4c2m/XFu2HEZwD7n/61ezqx/iHXpjtXmXg21+xR2gI+Zm3NnuTXp0e0jGMYrnxduZG2Dl7j9QeViduSV9CaTc4bPY1M1uSA5IHeq8oZUBNcZ0c0Xoh78g81GhdBhWIpq73YY6d6xfGWoT6V4eeWzmeK4EqAMh5wTyKqOrsYVpW0RoXayOr72yCprxnQLI32rwx7Syhtzj2FdVq2qXkeixX9lr+pSq1wbfM8aos5CZZ48c7VPynd6j3Af4E0xorOXUGjyZTtQ+w6n8/5V02dGDuY0nzz1OmuG8nT5ZH6JEzY/CvA7li859c17V4puzbaDckEZdRH+ZrxX79yfqa0wWzZWNeyR1fg63P9otIw+4nH4mvc7Jg1tF7qK8a8KKRaSTY5LAZr1rT5x9lhyeqjFPFvRCwelzW8lnXjoO9RMGUEHtUhuvKUBV3ZHSlWaOZHUjDmuE6PaS36FUyNgYznpUo2xrvkPXmkjTywzPzjpVK6laQ57DoKSIk+d2QXF8pOFUkVka3cCBYmBGSD+Fcyl/LdeN59Lu9Wu7W2ebZG8UsaLH0JLFxjGM8dScCsq7vdQbUr2yvLi6cW8pjC3GN6gE8HHGeBnHFbqg7XMU4qdia6u5LqTczllXhc+lZl7diGIkHk9KklmESc96wrp3ubhI1PJP5V1QgipSsULq6YlueTzUFvlpVI9ainZftEgVtyg4zU9mQblEwetdFtDlcrs9d+HNrssbuUgBpCFX8OtdeiMxwB3wKxNAhOn6VbKv3wuW9yeTWu1+ijA/1h7V5FR80mz0oxlBaE8kotgsZ5PWon2zZZWye5qtLIzNvJBY9T7VU8543JjbHPNQJ03v1HzKRkkHB9ahEwRCjfdNZ3inU5rfQnkt5XhmWRAGXrgnmue1y28Q6LounXl1qF2JrvzPMiK4EIAUqCcfeIbOP/r1vTpSmro551UvdkjAd2aQ5PesrW5GW2IBxRRXbDoTU6mPo7Fp+TXZSAKqY/iXmiitpbnK9jorH/jxhP+wKshicj0oorzJ/Ez2IfCgkYkY9hUEnLc+tFFJCkMcYIrjLnUZ9J8Tz31ts86KRtu8ZHzKVPH0Y0UV0UNzkr/CZlt8iOo6YArrfA0SPqs0rDLRxZU+mSBRRTr/Cy8PsjK8euzaxcAnICqB+Vcxp4G8HvmiitaH8IyxXxnsVt8mo24XgYUY/Cu6tiWKgmiiuPE9PQ1w3wSLMk7pJsXGDS3IElsuR78UUVyj6oix5VvlTzjvXE+OWJ0CQnk+en86KK0pfGge0jidW8RPrMcMUmm2FuYEVI3t0dSqAHCgFiAOc9OTzXp2kxpb6XDFGMIkagD8KKK6cV0MaOzOT8cOwsGAPBkB/nXlkSjcT3yaKK2wvwCxG6PSfBoC6NK2BkyhfwwK9G09Q0MWezUUVzYnc3w/wmhOAJSPwpiHFwuPWiiubobL4CxITyOx61mXHAYCiimYU9zyvV9XbTPEWpxmxsbyKWfcUu4d4DKOCCCCOpyM4PcGqkN7cahdXV5dSeZPO/mSNjGSc0UV6K+FGH/Lwr3rH1pNIjV47+dhl441C57ZPP8qKKvoU9zkQcs31rX0GNZtdto3GVaRQaKK3l8LOWHxI9wHypgdM0hADrxRRXinusl6lfc1Vk4kx2oooIOb8Y5/sJuT/AK1P51xd5r2p3unQ6fc3c00EDvIvmSMxJbHXJ5xjj0yfWiiuzD/AcGI+I//Z", 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", "info": {"video_id": "137508", "label": "moving dreidel up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "137508", "label": "moving dreidel up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fa04692eab1ba69e33d1491dc055db32563eb5c84ae08742a3b3928491dfa786"} +{"episode": 33226, "episode_seed": 1526065370, "split": "train", "timestamp": "2025-10-13T03:10:44.882715", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1526065370, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting straw'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115881", "label": "twisting straw", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "115881", "label": "twisting straw", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "115881", "label": "twisting straw", "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": "94972f8ca74daee09ad033589710455d785c4efc5fdb9dd37f4f1b5c1d83db14"} +{"episode": 33227, "episode_seed": 3069160973, "split": "train", "timestamp": "2025-10-13T03:10:46.385030", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3069160973, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 one of many similar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "214652", "label": "taking one of many similar", "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": "214652", "label": "taking one of many similar", "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": "cef5142e86c0425f0ae66ebdd040ddbc5118bbc856b66c6e3d32b6bdea24c1e0"} +{"episode": 33228, "episode_seed": 2411724317, "split": "train", "timestamp": "2025-10-13T03:10:48.212439", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2411724317, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'unfolding towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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N9OldTqymaHltzAHoPz/XFaLWJhPc5uWIeYCBx0rWtBhUHbbVQRl4V+XBxV+IhVUj0rKRJcAypxjPvUTAmME9hzT0bJ5OKa8LeZuVgR35zxUjRXaNXQkgVXeIRqcDcp7elWyAoIPAzUMp4wMbeuaQihK6QxeYDtCnOK3LS7FxCjk5BFctfb53eKNcqBlj/StHRrrbH5LZ+Q8bvStHTfLzG1GS2Nm6fKEA8UeFrIXd3qKGQJiMMAT94jOBVeVgxwOlP0bdHczsjYPH49adP4i6vwsyPE00gnXZ8rqgCkDkEn1rnpbchliUHavQZ/Wur16DzJVlI7DOOgxn/GqBt1Uhhz71cnqcpJpMRjTB6mtqNio4rOgIRhniraOXb5D9BWLHcmaWS2k3ITt7AencVPI5lVWBz3qssbk4fcOe/rToXCkqwIUnkf3T/hUjuWXJZAqDiqs0iW7BZH5OOh5qTUNSisrcYIDGuctnlvb37TkhAcjPU1rTi27oTZ0vJjYcbTyM9MelQMeSCck4zn/PNODlvutxjvzzSEnjI5I/Kuskv7QDk+nTHA7f40q5TlymTwSq/wBf8aaq5JwAQBycn8OKlPHAxkqCCOue/H5UAICqEsMlVBJ2Ek5H06/T1qf5ccYZscdf8molBBDDdjoSuMdv8/nTyFcBWycEMOO475oAYVymMHBzncvQHjBBrLmjAjaCRyAq5BY8lO3+B/8Ar1rScRthWYYxgck1RvFY4aNcuhygLAbvVc9uP1xTAbpt3mIKT0H6VdlkUjrXPSS+XKs8bHyn9Rj/ACetXBc7wOa5JR5WdMZcyMjXRlT9araId2llDkbZWXI7dP8AGtDUkEkRIrlvD8f27xNcabLqM1oGWUxeWm4syoWC+w+XJPt71VPcmpsdvphiaWSPcDIoUkZ5AOcHn6VpquRvy5bqOePSvPfhrdT39xq81xMWkfycs3/Aq9EVlIBQ5+bPbkf4V0J3MGLnplSvfkcdfX/PWp0Z84YAtns3bt+NVwFDBSVG78e/6dKejLtTlOegxgZ9hQBJG4f94GHzAYJBB55OQfw96bL8mJFXJThlxjcvf8e4/LvT0bIyOBjIxx/Kgk5wG3EHOF4x7HFMBjncA5KqgOU2ngrgYznp+H9ao3kRYA5UjgDjv/jVlGa3lEPWNgWiyeQe65PT1H4jtRKMqxPQcHPIBz7/AKCgDmJle0ulnRWDKeRz8w7/AOfauht5lnhDKQQRkGs6+hBV9y/NwQp+tYt1qE9hpMscEzRyo6lWU4O0k/pmsasb6mkJW0NrVrBZ4WBHWteSLdG2c9K5PWJWi0ODULHW9QmVrn7Nm4iVFnIXczx452qcKd3qPcDrlQlRwCAPmPTg0oRtuE3cwYYxHMyyE4PI96sSxshX5cY5Aq3Naq37wMN2RyByT/QVNbxC5j4ABzgDuD3JrGas7EFSK3Ykhz16A1HNblfmjc7ulX5ITHwSQR37GqVxcIiFScAd6hDKssssXEgJA7iqUl0858uFDuY9T2FLNcSXLeVCAznoScAfX2q3ZRReQu0FZT8rAkAluhHqea3pUebVktlVLVIYynzZYZyR196pSq9tOJFzjHboRXQNECxLA8Ag8cH3/pVC6g3Lux1OO5Pt/OupxTVhxdncW2uBPHuU5rR01MSSkjOQOPWuP0CSK48XnSr7UbmygmkKxvFNHGsfcljJxjHYck4FdD4ea7TVNXtLmS4JtpfLVbjAdQCww23jOMdMiuVQtI2lNOJrX1qJLaTKhmGT+Pf/AD7VkQxBozuIwvB9vSuhK7+DnGccnj8KyZIfKlcgH5T34GO3+NOqupiZ8pMc6IFZmY7QAO9bFvpmzY0jPuI52HvVKaya9QtBP5Tj/loP8Knsr++06dLfVEUo3yx3CfdY+h9DWVjaEVbUtLp85YtFOTH33DJFUL8XECeZInmKOkkfp7jtXRlFYb0ODjqO9Y19eCNnifHP5GlYr2aZy4E2p3TO+fLBzjP3R/jWssKpGkYTAU8A9veo7SaBmMKoFPYDvVnYQCcnAPX1FddNLl0OeSadmSRFgRsxgnOac6jamwA8+/41ka5PLa6VJJbyGOTzF3FT0z9fbFU/Edtrnhvw/pupX17dLJd7/MhKY8kAKUUtj7zBs47dOxqm7Adu6j5WOTuIGMnHWmGVkjnIA+VWIH0BoooESW6iZUZurKHJz3xn+pqaKPeMszEgZ6+lFFAhqsX46fu9wx2Of/rVWPz4Dc/Ptz60UUwMCZt13cwlVKrhgccgnOf5VHZOzIMnoSKKKyq7GtPcuSKGRs+lecX+oz6L4im1C02efC77N65HzKVOR9GNFFZR3LnsbHwp66oOP+WXOOn369KVS7bN7DgYI6j/ADiiiuhbGLJCihXYDqehJI6f/WqQIMF/4sDJ9aKKZJFdyNAkki8sqbue5609127Tkk7ScmiimBWvlBhdsANGuUbHKkDIIpWRHO5kUkqoOR7Z/nRRQBWniVdmM4PUE/jXkmpahcS+J50ZvkyV2DgYBJH8qKKiexcTo9X8RvrcNvFLpmn25hRY43tkdSiDogBYgDnPA5PNegsQY0yoOVCnPPBooqY7gxvDXaRkDbJu3AcdASKi897a6iljwPOIV1/hI+lFFZVviELq07rGgBHzDJPeuZuZ5GByc0UVK3A0dOhjjty4X5iQcn8KsW/y38kY+445HuCBn64P6Ciiu/oQySKd5JNrBcK7r0646VDcDEROezHH0xRRRIaPMrzxHLpPiHUozp2m30Lzg+XeweYFZM4KkEEdTkZwe4Nd14LvrnU7zUr27k8y4uZUeVyAMk7ieO3+FFFc73NOh14jznLMQoYgZqldKFOcZJIooon8JJRjdodTaJPuZHFbwVZkKSKrKeCCOKKKwR0R+FD2URQhUGAOgrj9UYtO5J5zRRQUjORiHLA4IFbygMuT3x/SiitqOzMau6M7xQP+JMx7+ZH+tedeJfEurajbQaTd3kstrayPKgeRmJZ8Z3EnnG3j0yfWiirZmj//2Q==", 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", 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", "info": {"video_id": "49733", "label": "unfolding towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "49733", "label": "unfolding towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "49733", "label": "unfolding towel", "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": "15e71667ba126a2ffdad1436884ee1419f577aa4603d5cae021dbda9e402c9c8"} +{"episode": 33229, "episode_seed": 1073344645, "split": "train", "timestamp": "2025-10-13T03:10:49.943355", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1073344645, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling candle on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "200500", "label": "rolling candle on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "200500", "label": "rolling candle on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "200500", "label": "rolling candle on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "200500", "label": "rolling candle on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4f21b207bf79227657d2a4df8d593462bd5efb38fe1d8f69fd54ab935be95e83"} +{"episode": 33230, "episode_seed": 3932820807, "split": "train", "timestamp": "2025-10-13T03:10:51.880953", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3932820807, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'closing door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "219905", "label": "closing door", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "219905", "label": "closing door", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "219905", "label": "closing door", "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": "d0e81e9a0ec63b586d157e7b6e9706e5b46c4c0b109608c2cb681d25e89b6c04"} +{"episode": 33231, "episode_seed": 3928235606, "split": "train", "timestamp": "2025-10-13T03:10:53.346194", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3928235606, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle cap onto an empty glass of water'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42041", "label": "dropping a bottle cap onto an empty glass of water", "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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bM7DARRkk+wrZ0nT5RKbieBwsAyFZerduPau7ZHFJ3dyfX9WuLu4s7eeRn+ywqpJ7nAGfyGKp22qSxSD5t0ZOGQ9CKZqgeWVpXzvJPzdjnt9azo5AOG4NdEJWirGbV2eyW9wstrazwNhDFtx1xz0/KtSG9lRSdvmIDgjvXnfhLxBErx6dcsRuO2M+ue1dhef6Oo2H73J7V5FWLjJxZg1ZnWaLpematfrfNDG0tqCBxggt6j1+WuouHjgjO3Ge1cX4FnKjUT6+X/7NW1qd6sVuzsaxSezPWwztSRT1bVzDHtDfMTwK8p8XajPNeLbSHgKJCnrzXUTag096ZNpfbkgCvMtVv57zxA9xcxPGZDtVHGML0FdVOBTd2Rax5Yu1gRP3ixgHbzk5qGLSr1IY5njCI5KrvYAk/T8anszK7zTxRMZAwXcTkgeoqzptu0u+eXczRElYyCST64rqTsjkmtbEwsjpulsssZMs/Lkc7Vz0rnnzE/lk5x3HQ1vzmdbd3eQjnhc989ax57V3YbcE4yQa0hKy1MnqWNLvfsF9Dc5OFYE49K9VtHF7bLPCwfcOqnPbP8q8XbcmQQwx6812fw+1mGG9l0y4kx9owYGY8Bx/D+NYYqHMuZdCJx6nZz3rBgvy5XABxXcT3J2nJ7V5vduVuXUjDBuRXT6rqXkQHDfMRiuCKuzpwe0jO1jUxuMat9a47xdqEcGnQxwgFnbAb1x1q3b3Md3fOGdWKdUJpviTTLfVLWJ5JjA0GdpAyDntj8B0rrhG25rKetjj7W4IhMgUmZ02K3YNnkmoilnbkB4TdSbcbmcoufUAc/nUcINrMquQ22UZweGB9auSpZrMrNFNtUnKhwQfz5raOhnUa6E+nx2qxLcy2wSTJMW1iQfcg1Q1JvNYuz7mJyGzn6g1py3cM08j2sRSML8nmHLAfyFZWwFGBGSeBVxbTuYsoxuBwRzXb+D9YikK6dMcPz5f+13rj5bQgjyjn2PNR2d3Npt/DdwjEsLhl56+39KKqVSNhON0etXjm2O1G685FP03UDbQXT5+ZtuP1rNudSg1K0tr62OI51+5nlGHVT9Kzry/Ww0+aZ27DA9TXmqLcrMVDSomTNdi4vwrltpJOccH2z71tOfK06Y2cSrII2KKo6tjj0P8680tb+6Fwtx9ok2lt7Rk5XPT+Wa76C9RrTzlkTZtzwRxXXypHU292eYwMy3QMgbe2dwPBOa1Sn2yyjkF0N53ZWX5ckd80/Vr1NRv4ztRpAfvAcqB71NoOjXWs2kwh48oM6hsjzOcYU/UH8q03dxSl7pXstO2L9rnlg8tDtC+YGLNjPQc4ovrhSQvL7hlm6c+1J/Z9zAzeZbyIQ21tykYpby2dJ1G3PyKavqYXMadWExZuCecnvTobqS2lSVCVdDkGrrhRuEgwzetVJbUKMxk+pxV82moWPVdD1Aan4eivCFD4KnB+6QelVHlyxyeK47wjrn9l3U1lcv/AKHdjBzxskx8rf0NdKjGRhgFmPQCvMqw5JPsYyjZnuekaRZaJpsVpbRrHFGMACqup3oQMc4UCrdzckdTxXEeJNTw5hB5xzWcVdnst2Rma1dGexu7pwzhFOxB/EcV5B5rG1K7VLByPmyCM16DrN8tnp+55QrMcD5un0FcFdP5sE0p4JYEA9cetdkFpZnO5O+hbW4a0MS2zmEg4aROGJ7nPXHtVtpFTy4bCV2wPvLkFm7mtO20G81HREvUtIpnBw0ZysnAHPaoDbXIWCL7FFbgBg4iRg55/jJ7+ntWxzMxJ4v30ofBx+pqpLZsqrsOc9Qea2NRtWgvZkwwIOR+IyKzC8ucAqfwqk2SUj51tMsifK6MCrDggjvXpVl4hi13R0lbEd7DhZ4/XP8AGPY157I7sMNGpqKCaa2mWWElHB4wf0rKrD2i1FKFz3DwZN5cd+Seuz/2aofE+rBY2QNhV5NV/DTNHoX9oNwl2AyfQZ/rXI+KNUH2gW4IJPzOPauOEbyOyk7UkjesblPsvmq64Ybic1xes3y6hfKoIYhwN2PujNQSvGtlujuSrtx5eSKqLZylUhTBklIwFOT7V1JWJ5VfUuaBY3d7fyx26MEZxHv6ANyQM+uAa1Rpus2l7IhWeH5XyyrnIweM+/Su8tNHg8P+HYbdHV54pY7h27s/8R/XH4VqR6isDSS5zvQjmrvYxlqeSS2ko08uwOQ4zn3zWZIxhY8Z45xXr0ltYaqptb2PCSEEtH8rDvVC7+En2yMz6VqyPHn5VmX+opqSIs+h5S0sTDDoRn2qowVJA8b8g5BHBFdrqPw68SWG4nTmuEXq9ud/6da5O7s5baUpPDJE4/hkUqf1qiku51ei6xNrTlJFLXY2hiP4+2fr61r+JdUFvA7k5I+VR6muO8K6kdF1+C68tJAcoVfpz3+tJ4svZbm9SPDLEvzKT/Ea5lT9/TYun7lxNOvZbef7Uq7yc71Pf8qtat4ge5iWGK38s5ySTmsKG7a3cSBsOpyCKcLzz5mnljV27Y+U/pWtjS6ZoaLo8uu6klhG5BLiSabGdi/5wBXdjwrp+oaTa70aGcKAzp1J7lvWr/hGyTRPD77oVW9uSsrs3VB2X/PrUkV6sEcoX5k3tjjGMnNO9jKbu9DIvfAzWc0jxXaTh0Y4K7W6eneuFuIDblkliMUg4KuCp/KvTLjU2kKOWyxYKta8N3Y3rfZ9Ws4bu3B2gyoGI9wetNS7mbR4czyKeDkehFQSsX+8nI7g17je/C/w/qjF9Nlmsj6o/mJn6Nz6d647WPhNr9kXaze21CNRn902x8f7rf41V1uNJ9TjdBvJ47+K1XcY53C7P9o8Aj3rpfHeljTrLTEcsWbeZiOgPGBXM3Wmanot0jXVpc2kqMGUyIUwQexro/El7d634etrjzTIgDGXdycgf/WrCS/eRaC1pJnIWcqJg8FsYK+tXrkw/Z1EM53v96Mgrj+hrGztAIzntirdhZXl/cBLW3luHzjaiFua1aN1Pob3hnwzea/rlrpkIMas2+eX/nmg6/j2FeqC0t9Nvobe3AjSOEwADgLtbgfrWb4Z0z/hGdPKBwLqT5rhwe/oPYU7Ur+Zpo3djjdjHpnv9elTsROVzcMtuunTW9wElGchWAIOeua5nUfCEOvH7Tp93FbTKNggkU7Dj0Ycg8+lQSXrROSTkEcc1Z0y4Y2cLbiDkucHqSTinzGbRxWt+DvEGlbnvdMm8kc+bEPMT8xnH41zJjIyVYj6GvozSPEDStFZ3B6nHmZ7ehq1rXg/w5rSKbvTYRO7BRLF+7k59x1/HNUpJgo2PmJ1Ynk5r1b4fraSaELmSaOW7XMXl5+ZAD1/Gp9Y+DGPNk0fVNyJkiO7T9N6/wCFYml+HNc8M3c0Oo2MsdvIPluIjvjDf7w6fjisMRHnhZCnG8T13Ur0RxuzHoK8p8S6oJLnyncqZT8xHYV2et3g8pgTgd68Z1TUTd380yscMcKPbtWVGF9TvqStoT3iRyXKpHcpIByWLEY/Or3hvR49Z16FJTuto/3kmOhUdB+JwPpWDBBczxyyRwySqo+YqpOPqa9J8FaadP0RZ5QVnufnIPZP4R/X8a6bWMXLQ6RrnyL27RD8spEnsSQAf5U6bUTPDHEQMRj8SPesx5MXPJGGyFP6/wCNV/NZXJPQ8Ck2YmsdJ0HVnBv7dlkchfOicqRj9P0pl78ItPnQS6dq0wDYwJYw4/MYrP0+YvErehb9T/8AWrpNG1hrO6jSRyYeuPTtQpNCsmcVqPwi8Q2yFrdrO6Xtsl2N+Tf41yt94L8SaeW+0aLdgL1ZE3j81zX0q1z5lsjIQysy8+2a4CXU9SvPGuo6eNZu7SHdIIViUNyE3BfYcHmqUrlWscD4Zvp7LSL2C7EsaQEMqyAjaDnOAfpXG3d613dyXLn5nbI9h2rttT1y81CxDahdvcLtBxIegPWuHuIFjuWVeUB+X6VMY2bZV9EhLeK4vbhY4o3kY/wqM12XgrQ5v7Sl1C8iKJAdiIw6t6/hUPhqxvZZrOGwjHmXJ+Z/QHqfwFd7NElknkISRH8ue5NHNqF3YbfSlwyq3bB/wrPedpI43HTGSKkYuF5Oe5zVJGzHIvPQ7aRJNFcs98BnH7s/rxXRabq82nsCjfu8cqa5CyINw7NyQMD2rS80/KqnqR+VJiPWdNu0ntY3RgcgZI9e9RXFrZ6nAI7q1hmDuxxLGGwM+9cVo2tvp8vzZMJ+8PStjxHqc1r4P/tGwuXimeSPa6HBAJORVJlIqar8NvDF5NKEsfs7gA7rZyuOPTpXiGtKJocF8vCcg4+8vSvUNS1S+g0xdSsfEGpSeZP5BMyKizlUyzR99qk7Tn1H0HlV/DIbpyhJZeg9R3FNLUVzGhge4mWNTyeme3vXofhfwjZyWy6qzyTC3cdQAjP6Y7461yvhrT5NS16CziTc02V6cDjkn2Fe56lp9toPha3sLVPkjIGR/Gx6k/jTd7jObnuctsIOOrGsqSTbcNk/LIAauO2M85PXNZsnz3CluFbvUXERPKzXMaoM7XyPTjpWsswC/McetY0ilLwMnKgZPtVvzdy4z14psk63w9q/2VhG5/dP82c9Ce9dasrTSSAMGDlQD6DHP868vilHY4+hrq/DOtGJDb3DgliSj/jwKEykdJdiFpUt5EVk8skq4BU8iuE8XaXYWBiWzs4YDIGMqxjCt05x09aedUnu/Htxpl1q15a27SFI2iljRYhwSSXGMYzx1JxWRcXN5Lql7bX01zIbeUxqtzjeoBI5xxngdOKGnuO6PPL/AEVBO7WbDHJ8snkfSvWPhp4ZktbWTVrpQsWwrax/3h3c/wAh+NcfYaENc8UxQMClpEd9wy8ZGeFB9/5V7fLst9PW3hUIvl4RQOEUDFVvuB51ev5srjjaG59zmsnUJP3RBYnP6VfucRlgvCjPFZVyd8BZ1wTyR6CoYHNyzyG/QuThiQRntXU2rqkCBeOO3rWJPFbvNv8AvsOwXBP41fjd1h3bRnHC+9O1i6slNqxsW87eYzHoDhSK7LRtZF80No7Dz1yyE9cYxn9a4CGQjqelXrW5MdwJVJV1wAw/OgyWjPU7pTDp8iRsNxXr1zzVS9nNvZySqmSM5HtXKa74iuG8KvNbXDQ3ayxqzL1wTzWXrb+JdJ0XT7m71O833nmeZCy8RABSoJx94hs4/wDr07XKuZnjKeSLS5yjYJGPzry+FQ8qg92A/Wiioo/Ca1dzuNPkKy29gmEt2lClV4yK6+5laNH2444H06UUUkZdCpcD5l9mGKrXZKxIR70UUxDrBQtqhHBPJqzG7faSM8BRRRQSdb4fvJnVoGbKAjHtzXH69ey6Z40vru3C+ZHO23cMjlNp/QmiiriU9jitRQC2hXtnb+FYEyhZSo6DpRRTGj2L4Q2sUthNdOuZoh5aH0Bp2oMTfyjsGJ/WiipezGyhOfl+pxVaLjzKKKSJKiAJM5Xj5qsB24+maKKbEi7G52k5qfVbqX/hGJbfdmPzYzg/WiiktwZi6pr7auscUmnWMBhjVI3gV1KoM4UAsQB34HXmuPZi1w7HqAP50UVowO3+FNnALu9u9mZhL5QY9l6nFegeJebd1PSPGPxoopSK6HB3Y9CRuYAkVVmcowYAcjoaKKjqg6FNmMxXdgDJOAMCpMAsP9nOKKKp7iRMrELVqB2VVwccUUUgM59cls9WvRLZ2V6s0gZlu4d+GUcEEEEdeRnB7g1Jb3k99PeXly++edvMkYjqTmiiqewHVeGoY0EO0YL4Zj3JPeutsmM1n5jklnzk/wBB7UUVE/hNEcxd6dbmYgg4LnvVOfS7VlYFCQPeiikSzFubGC2gjdFO52JJJz3rkrzVbu31F0jcBAAoXHHXr9aKKAOlhG+xEh+8cGm2zFc4PViaKKonqM1uZ10o7WI/ep/Oop9b1G+0+CxubqWWGB2kXfIzElsZzk84xx6ZPrRRVID/2Q==", 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", 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", "info": {"video_id": "42041", "label": "dropping a bottle cap onto an empty glass of water", "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": "ec56a59d53003a392deb4463c4650d60c99ddce99a29873fa622e44bc4cee509"} +{"episode": 33232, "episode_seed": 1159841155, "split": "train", "timestamp": "2025-10-13T03:10:55.854297", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1159841155, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "2676", "label": "unfolding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "2676", "label": "unfolding paper", "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": "d931e4ed9e7a1e1e006407b8dbbe380c255ebdd46d18548ec38e0cc0bf345c52"} +{"episode": 33233, "episode_seed": 3824827020, "split": "train", "timestamp": "2025-10-13T03:10:56.171225", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3824827020, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing batery so it spins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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EVvEEXv6n6nvWbppsErGZaeHkys2oFZpByIh9xf8AGtkKBgAYA7U+jFWlbYYAU8CkFSAHGaYGZqVrFcSQNIM7M4H1xTVAVQqgADsKnviNyfjUApgcJ49DtPBknZtPFcSY0zzM1exalotpqoQXKsdvTacVVj8I6NH1tN/++5NJkuNzygJB3DsfxrZgu7dVHk6bubA5IHX9a9Lh0PTIT+7sYB/wAGr0VrBHwkMa/RQKhwTGlY80je+nAEWkMf8AgJx/KrUWneIH/wBVpiRg+qY/ma9JA9Kyta1pdIjVmgeQn0OBS9nEo8/bVb7RtRlJQRXIXy2OwDA9v8aq3PiOe4+aZ2dvVjmtLV/Eq6mpE2mWzejNksPxFcvJGjMSF2j0HanaxrFpIlfVpGb7xr12zs4bVF2L82PvH/PFeMiNdwwuea9sQ/KPpVR0JqO9iXtXmvivSr6O7N1dyefExwrZ+6PSvShUN1ZwXsJiuI1kQ9jVGR49p13caderLbXTw5/iXqPxrp/ta3cyyAXF/MerOTIfzNdLD4S0mKXf9n3HsGbIrbt7aKBQsUSIB2UYrOVNN3BKxycOm65eDAijtYz/AM9Dk/kKuQ+DIX+a+u5pz3UHatdUq0/FNQjHYZlWeh6bYgeRZxKR3xk1pqoxS0oqgMy+0G1vmLMMN7VQi8N2tlKHAzu7DvXShSRmqt4eU/GmBXRVRQqgADoBSTQxzoUlUMp7GnCnUCOevfCOmXWSqNEx7oa5y+8B3UfzWsqTAdAflavQ8UoFKwHjt5p+rWSmOaOYIOzDcKzgAWG+PafUV7m0CSKVdAw9xWbP4X0y5ffJbj8OKVkJxucDpa3FwFttPheeX1I2ovuTXcaH4cXTpRdXMpuL0jBc9F9lHate0sLayi8q2hWNB2UVaAppDSSFVafQopxGKBmSpqUGvO9O8eyrhb2BXH9+Pg/lXVWHiXTb/AjuVVz/AASfKaYG3Siog6kAg5FSBqQEy1KtQIalBoAlopoNOzQA9RSzSpDE0jsFVRkk00NgV5/dXV3rXjO80OTWLm1tcyFFjXduZU3BPYcEkn096YG3Z3sl/e3Vy+RG20RL6KM/zrRU15LF4m1SzaN1u2O4fdcAiuj07x9GwC3tuVP9+I5H5UDZ3YozWbZa3YX4Bt7mNif4c4P5VobxSESL1qUVArVKp4oAmGMVXurWC7TZNGrqfWpc0uaAMF/CGkyMW8kjPoaF8FaQpyYmP1NbwPNY3i2/uLDQHntZmhkWRBvU4OM80x3KWradpOiWRdLaMzOdsSnu1a6HgV5h4uvPO0a21iz1zUblRdG0Q3USos5CbneHHO1ThTu9Rz1Asab47vIQq3SJcJ6/daiwXPTAadXOWHi/TLzCmbyXP8MvH61uxzpIoZGDKe4ORSETjrUi1AGFSK1AFhTTqjBpwNADqcopmeacGwKAHuwRCSQAOprm7XUn1HULtx/x7ptWL365NYsuovqPjW40O81a8tbSWXYrxTRxrEOCdxcYxjPA5JwK5i81nU9B1e4tVnnUQyvF5Vyq7gFOAGA4z9DTGeoqc0/NcLp3j6NsLewFD/fj5H5V1FlrVjfgG3uY3P8Adzg/lSEaWaUHmmBwacDQBOtSAcVCp4qQNQA4ClAo3UA0ASqMDNZmuaoNOsiy4M7/ACxr6mqni6/uLDQHntp2hkEiDevXBPNcV4ksNfsNL0vU9Qvbsz3XmAwunFuBtKgnH3mDZx26dc0wPOY5XU8GrscrEZzRRTA17HXNSsCPIunCj+EnI/I16H4d1e51K33XATcO6jFFFSB0Csc1OpJFFFADs04E0UU0BFdytFaSyL95UJFeSPqNxpviKbUICpuFkY5cZBLLtOfwY0UUDRzeqjaIAOMZH8qpxyuCBmiimIvRyuCpDEH1Fb2neJdVs2VEuS6f3ZBuFFFJjPSdNvJLq0SWTaGI52itFWNFFIRMDxRRRTAXNcZ8SZ3Tw4san5XmXdRRTA838ReJW163t4ZdJ021NuixxSWqSKUjUHCAFyoXnJwOTzWQkjLggmiigC7DK7Dk1p2Wp3tkwNvcyR+wPH5UUUmB3XhnxBfai/l3JjbH8QXBrr0Y0UUgJ1JxT88UUUAKDTJnZInYdQCRRRTQHk0utyWGrag0ljY3q3E291u4d4DL0IIII69M4PcGue8Q3txqN79tupC9xO7SSNjGScUUUDM2OVwQM1eildSGDEEdxRRTEb+neJtVtGVFuTInTbIN1ek6ddyXNokr7QxHOBRRUgaKMamBoooAdS9qKKAOQ+IMrjQ44gfleZc/hXFXWu6lfafDp91dyzQQO0iiSRmJLYznJ5xjj0yfWiimM//Z", 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"info": {"video_id": "166967", "label": "pushing batery so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "166967", "label": "pushing batery so it spins", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "166967", "label": "pushing batery so it spins", "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": "b2fc9573b453373551c14275af21b47c87d438c20f5f8ba934311cac58da7882"} +{"episode": 33234, "episode_seed": 3225889846, "split": "train", "timestamp": "2025-10-13T03:10:56.967669", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3225889846, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 apple roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "133745", "label": "letting apple roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "133745", "label": "letting apple roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a9b2f63cde14c40943730506d0b11bc953c1dd4074cdcf29505e8878ece91adc"} +{"episode": 33235, "episode_seed": 752104039, "split": "train", "timestamp": "2025-10-13T03:10:59.916776", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 752104039, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking take a mobile from a collection of objects'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "71738", "label": "taking take a mobile from a collection of objects", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "71738", "label": "taking take a mobile from a collection of objects", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "71738", "label": "taking take a mobile from a collection of objects", "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": "844daa2ba30b815cd877b2454432f24b4241da7bc5c8b28f642438b16ae84134"} +{"episode": 33236, "episode_seed": 3068518627, "split": "train", "timestamp": "2025-10-13T03:11:01.860071", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3068518627, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting a water bottle 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "58297", "label": "letting a water bottle roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "58297", "label": "letting a water bottle roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "58297", "label": "letting a water bottle roll down a slanted 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": "80fa32c2b22af2bdf75429c11c5ff0d7d9dfbbe02f5f0c648876aca6bc6db5d5"} +{"episode": 33237, "episode_seed": 3645526419, "split": "train", "timestamp": "2025-10-13T03:11:03.112078", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3645526419, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting handphone onto leaf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "79519", "label": "putting handphone onto leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "79519", "label": "putting handphone onto leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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PX2q2qr/z0x9RXo0Gi6bAAEsofqVyf1q59ltiu028RHpsFYSo8zu2DimeZIm4gKwY+g5rWTwpcajaozp5OSeZDg47EDGa7lIIov8AVxRp/uqBT8U4UVF3FypHmM2j3OizmOcHDdHH3XHtXU+D7L5Zbxh/sJn9a6Sa1hu4DDPGskbdQadbwRWsCQQrtjQYUVvzO1h2RMKfmo6UGkMkBqvdnOz8amqrehmQKrbGIIDAZx70DRg67qa20H2eJszP94D+Ff8A69cpI+Pnc8noBXTXXhvzRvjuXaTv5nOfxrJfw3qJk/1cZHYlxiuapGUnsRJNsxXlkfpwPaotjgf4V1MPhJmwbi6A9VRc/qamfwfbHGy6lX6gGp9ixchx5Q1Cii2k5ysJOQw6xt6/Su7t/CtpBIryTzSbTkDO0fpWnDpdlCWKWsQLZ3EjJOfrV06coO9xqFjgGwMB1VX69OGHqPb27V1/hayNvp7Tv964bcPZRwP6mqt54UZ7qJLd0FkXDFWPzR+oX1FdMiLGiogwqjAHoBXZKpzRsNQs7ky9KXOKYGoLVmaHkbyGV+vFPRM4xTI1rrPC+ii5f7VMv7tT8oPehKw5SuTaV4T8+2WW5YqW5CjsK6SDQLGKzFs0Idck5PXmtGMADA6VJQZs5a88GxPlrWYof7rcisC68O6ja5LW7Oo/iT5hXpNHGaYkzy/T7R59RggwQzOBj055r1NRUQiiEgk8tPMH8W0Z/Opd1DGx4pc+9M3VyMd1eX/jK70xtYubSLMnlCNQ2WVNwX2HB5P9aFqJITx0C76eByf3nT/gNXPDen/Y7Le64kkOT9KxfD8txrc7S39xJP5AUoHOcbuv8q7FMAADgCgZOp5p9Rr61JupCDFJjJFLmk70CYpGKep4puRigUASZpwOKjBFY3iq8uLLQnmtZWilEiAMp5wTQM3C3B5rAt4kijVI1CovAA7Vi6nez2+iw6hY69qMqtcfZ8zxqizkLlnjxztU4U7vUe4G3GeBTaHYmFOFMBp2eKQxc0opuaUGgRKDRmmBqXNAD80ZpuaTdQBJu4xVa5PzJ+Nc/a3jXnjObTLvVLu0tnl2RvFLGix9yWLjGMZ46k4FLpk95/amp2l3Lct9mm8tVucb1wSOccZ4GccU7DNvPFFMDZp4pDCgUd6QmkAGlWmk04GgBxNANNzRmgB2cUmR61j+I7qe00hpbeVo5BIo3L1xms3W7TxBoWiaZe3V9drNeGTzIimBDjaUBOPvENnHb86aQHK26gyKp6EgV6rZRJb2sUUYwoUYFFFMGW1p46UUUEjqUUUUE9RaKKKGUGeDXm+p6hPpfi67vbfb50crbdwyOV2nj6E0UURBFzwQcSXy9lEeP/Hq7ROlFFHUOpKvSnZoooYADS0UUiWAp3aiimNBmsDxmf8AinX/AOu0f86KKEBx2teIn1i3hjk02wtzAipG9ujqVQdFALEAc54HJ5rtY+g+lFFNlMmFPoopAJSiiikIWgGiigBSTSdqKKYHB6lrDaXrepIbGxvI5ZgxS7h3gMo4IIII6nIzg9waseGb+51PUdUvLuTzJ52SSRsYyx3Z+lFFN7DOoSpQaKKkYuaRqKKQDCTTs8UUUwFzxQDzRRQBheLCf7Ef/rqn865O917Ur7TIdPuruaaC3d5U8yRmJZsdcnnG3j0yfWiiqQH/2Q==", 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"info": {"video_id": "79519", "label": "putting handphone onto leaf", "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": "da9866031479740512df578cf6edd7aa0aebfe08eb1050de30322711416e6405"} +{"episode": 33238, "episode_seed": 1839616621, "split": "train", "timestamp": "2025-10-13T03:11:05.687603", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1839616621, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting heel behind tools bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52218", "label": "putting heel behind tools bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52218", "label": "putting heel behind tools bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52218", "label": "putting heel behind tools bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "52218", "label": "putting heel behind tools bag", "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": "590a65830fef99ddbaee227ca418aa9a8aa8588a161586957447f8ff40ab42c8"} +{"episode": 33239, "episode_seed": 4081041641, "split": "train", "timestamp": "2025-10-13T03:11:08.857793", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4081041641, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put eraser next to highlighter pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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NwyMrIxV1OQR2NZs3R6kyhgQ6gg9iM0RQRQ5McSIT12qBn8qoaLqy6pblXwLhPvD1HqK0+nFStzOp8IvenCo880oNbI5iQniuN+IVu9xoISNSz+em0DqSciuvJ4rI16ylvtPdIP8AXKwePnHINNaMmV+V23PLtM8MalKtwpiCXDKrRb3wCAcEH35Fc/qmjX2nXLx3EO11OTg5/GvYNB0vULZpZ9QI3OAFXfuIH8qb4j0RdUsyUUfaIxmM+v8As/jRfXUrDTq+zSqbnhpOOHH4ioiokOFPJ9a6DUNMId1KGOVTgqRj86xXheN8MpBpOx1qTIJYpbZl3jhuhHQ1csrgA4JqyiJeWphfr1U+hrH+aCUowwynBFZvXQpOzufRmaTNMJ4pM1ojiJM00nNM3UZp3ANgzuA5pjdKfupj9KBop3ltHdQPDKu5HGCK8w1CzksbuS3kHzIcA+o7GvVG6Vl6rpVtqcOyZcOPuyDqv/1vak2axZ5kYwxz0b1p6MV4brV3VNJutLlxKu6Mn5ZF6H/A1X8PWSa54ibTbjUJbVWjkaLy49xZ1QsF9hweT6e9Q1c1vY7fwnqM11ZyW8p3C32hG74OePwxXQE8Vwfw5nklS/aRy3ERGe2d1duzULQ55/ESbqN1Q7vel3VRA6SOOYbZI1cejDNWo9qKAoAA4wBVMNUqPQNFoyqoyxA+tcNq0jHVLjcc4cgfStzX2lFirxEja3zY9K5OaZpZGdzlm6mpZtEkQ7mC55JxzV211S6sZMK5+U4Kmm6laCO3t7uMfu5UG72bFY2tXcn2Pz43KynaGI7np+vFSWep2F6l7axzoeGHI9D6Vv5ryNp10zQ4L7S9c1F4pLv7MPtESxpOwQM7xDrtU4U7vUe4HrAb5R9KaVjKo7j80hNM3UZrRMyFJqM+tDNTS3FJgc34j0mSd2u4Bk7fnX1965m61B7mzSCbLNG2Y3747ivR2PBri9d0Foi9zaglOrIO1M0i7HPK24bWPWkO6Jsg8etRbsN7iplcEYPIrNnQmaGnatLZXMcyH5kP5j0Nek2Oow6lapcQHKkcjuD6GvHdFittR8Wf2bf39za28r7EkilijWPuSxk4xjPA5JwK67wB9ot9U8QWM7XOLadY1S4wHXBcfMBxnAGccUkne5nN3Vjvc80majLUBq0TOcmzSHFR76N9MBxAxioJE4qTfSE5qS0YWq6LZ6ouJ48SAfLIvDD/ABrz7XPDdxpmWcCa2JwJAOn1HavVpFqldQR3ELwyqGRwQwPcUrmkXY8UFuYpNyHj0NUtXg5W4AwTw/8AQ1v+K9Mm0V2Cs3lswMcnqPT61B4j8M6noXhzSry/knEt/wCZ5sDRkC3ACFAx/vENnHbp1BoL5j1xiRTSTRRVI5mGTRk0UUxCZNHWiimPqRyVBJRRUstFaeNJYmjkQOjcFWGQa8rvryTw34vuLrTwge3kYRiQbgNyFT+jGiikaG98N2ONRXsoiA/8eruiaKKDKW43NKScUUUEhmnAmiigaHOBJEysMgjBBrhLxBFdyIv3Q3FFFJmsToIALnwqRLzsQ49sHiuK1Un7Ae/ziiip6liaz4ofXYrWKXStNtWt1SOKS1SRSka9EALlQOcnA5PNe8A/KPpRRVMykNyaMmiimjNjSc00miimA0mo2AIOfSiikykcH4ksoba5LxLt3HJHasNGO7rRRUs3jsZTa8+kX95GdP0++imkDGO9g8wBk6EEEEdTkZwe4Ndt8M9SutWv9evryTzLid45JHxjLHd27fSiigzkeg5NISaKKoyYZNAY0UUMEGTSgnFFFItEcrEITWHqeoy2o+RIz/vA/wCNFFSyked+MNeur3TWt5Y4QocMCqnII9DmuSv/ABTrGpaXb6ZeXs01vbSPKgkkZiWfGckk5xt49Mn1ooqo7DZ//9k=", 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", "info": {"video_id": "135908", "label": "pretending to put eraser next to highlighter pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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EdjWbN0epMoYEOoIPYjNEUEUOTHEiE9dqgZ/KqGi6suqW5V8C4T7w9R6itPpxUrczqfCL3pwqPPNKDWyOYkJ4rjfiFbvcaCEjUs/nptA6knIrryeKyNespb7T3SD/AFysHj5xyDTWjJlfldtzy7TPDGpSrcKYglwyq0W98AgHBB9+RXP6po19p1y8dxDtdTk4Ofxr2DQdL1C2aWfUCNzgBV37iB/Km+I9EXVLMlFH2iMZjPr/ALP40X11Kw06vs0qm54aTjhx+IqIqJDhTyfWug1DTCHdShjlU4KkY/OsV4XjfDKQaTsdakyCWKW2Zd44boR0NXLK4AOCasoiXlqYX69VPoax/mglKMMMpwRWb10KTs7nveaaWppaoy3NUmcRNuoJzUW6jdTAkghhSRnWJFdurBQCfxq2Hqkr4NTBxigpFDxFN/xKyEb+MBsHsa4/dzVrUpriO5nhlY7S2cH68UaTbreyT27dWjyp9CDUM2iRRvJEomjYgZxkdjXSaDrjzTi1uGySPkb1PpXLq7QPNBJwD8rD0I6GqehRPqniprF9Tns/lkaExJuJdULBfQDg8n096W5TPWg2RSE1x/gbWLvVre5kurh5tojIDH7pOc11hPNXHRHPP4iTNBPFRbqN1XckVlDjB5FN24GB0pd1BOaAIXGa4/xbpe+Nb+JfmX5ZcenY117dahkAYEEAgjkGg0izyNlB4PIpqoUOV5X+VddrXhjO6408DPUw/wDxP+FcXfPLbwuBuR1YAg8Ee1Q9TZM2NL1GbTrxLiE8g4ZT0Ydwa91B4FeEatptjbaDb6ppmq30wa7+y5uYVjW4ITc7xAc7VOFO71HuB7mG+UfQUkrGdR3sPzSE0zdRmrTMRSajPrQzU0txSYHN+I9JkndruAZO3519feuZutQe5s0gmyzRtmN++O4r0djwa4vXdBaIvc2oJTqyDtTNIuxzytuG1j1pDuibIPHrUW7De4qZXBGDyKzZ0Jmhp2rS2VzHMh+ZD+Y9DXpNjqMOpWqXEBypHI7g+hrx3RYrbUfFn9m39/c2tvK+xJIpYo1j7ksZOMYzwOScCuu8AfaLfVPEFjO1zi2nWNUuMB1wXHzAcZwBnHFJJ3uZzd1Y73PNJmoy1AatEznJs0hxUe+jfTAcQMYqCROKk30hOaktGFqui2eqLiePEgHyyLww/wAa8+1zw3caZlnAmticCQDp9R2r1aRapXUEdxC8MqhkcEMD3FK5pF2PFBbmKTch49DVLV4OVuAME8P/AENb/ivTJtFdgrN5bMDHJ6j0+tQeI/DOp6F4c0q8v5JxLf8AmebA0ZAtwAhQMf7xDZx26dQaC+Y9KzTSeaKKaOZhmjJzRRQAoNPDHPWiigpGJ4kiQwrLj5wcZrK0KRk1eHB+9lT9MUUVLNVsSeIo1i1PcgwXQM31rkE1O40fXmv7XZ58TNt3rkfMpU8fRjRRSW5T2Ot+GXC6ko6ARAf+PV3uTRRVowluJk0ZNFFUiBMmjJxRRTGB6VA3eiikykQNXI+ObSBtFe7MY85JEG4cZBPQ0UVJocprfiyTXYrWKXSdMtjbokcUlqkilI16IAXKhecnA5PNfQIPyj6CiikyZDcmjJoopozY0nNNJoopgNJqNgCDn0oopMpHB+JLKG2uS8S7dxyR2rDRju60UVLN47GU2vPpF/eRnT9PvoppAxjvYPMAZOhBBBHU5GcHuDXbfDPUrrVr/Xr68k8y4neOSR8Yyx3du30oooM5HoOTSEmiiqMmGTQGNFFDBBk0oJxRRSLRHKxCE1h6nqMtqPkSM/7wP+NFFSyked+MNeur3TWt5Y4QocMCqnII9DmuSv8AxTrGpaXb6ZeXs01vbSPKgkkZiWfGckk5xt49Mn1ooqo7DZ//2Q==", 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", "info": {"video_id": "135908", "label": "pretending to put eraser next to highlighter pen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "135908", "label": "pretending to put eraser next to highlighter pen", "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": "cd438e382112e731ce07abaf57241a48aa58919cc6d270c2fc11dc141693a9ee"} +{"episode": 33240, "episode_seed": 427481560, "split": "train", "timestamp": "2025-10-13T03:11:09.638578", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 427481560, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to poke a screen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "135884", "label": "pretending to poke a screen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "135884", "label": "pretending to poke a screen", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "135884", "label": "pretending to poke a screen", "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": "7dd16db44cc8223782df7c00956dc139a7f9c81e92289386f32fb03f210f18d2"} +{"episode": 33241, "episode_seed": 1305230829, "split": "train", "timestamp": "2025-10-13T03:11:12.324845", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1305230829, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put spoon onto cover'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "11658", "label": "pretending to put spoon onto cover", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11658", "label": "pretending to put spoon onto cover", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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BwFHAFaPTQyj3CKPJrl/iJI1volvsYq7TcEHB+6f8a7WOICuD+KCEppigMSDIwAPH8PWonsztwKviII88nnubva9zIZWC7VLdhVR1KL161bbLR7QvAHWq7IWXOeB71zM+sUT2vQiJfD2nuOhgX+WKtSRjmqvhEeb4R01vSLb+RNackfFdS2Pja65asl5v8zKkjwa8p+KdgUvbK+HR0MR+oOR/M17BLHXC/Eyx8/ws0wGTbzK/4H5T/OtabtJGEtjuNI04RhZ5R85GVHpW7HFzx1psUeB71diTvWJYqJimX8gttLu5z0SB259lNWUWuc8fXsln4ZljiDf6R+7cqSDt78jp1H60GtGDqVFBdTxJ5DcT7mKbm9wAK6Lw9DC1+0kkkXm20O+Ly2DAevTvXNJal3IDIPZpQn86n0++k0i8MuxnjdCjKCDx7VyyTsfZYqLnRcY7nc3V5Jf3hu7lfur5NvETwqjqfqTz+VVYLyaxmkjfiKbLIe26o9Nk+3CFxn7vIPY961dX0oz6a2374X5SO2K5JSfNdnzvLZcpj2WrJca6sLsPkOAPfBJ/pXSXmnQTxFCByPTrXnTW39mNHqTzlmVvnBGAAeK6+LWTdRxJAwLOQAatqxD1LXhjQ9ss8asxQScsT0UdAP1r0G3t0jjCKuFHasTw1DsEwxwAv9a6VV6V20vgRw1vjYqIBU6LQq1KBWpkeefFS4aOx0+BWwJGkLD1GAK8tjJVjx/C38q7z4s3bHVrGCPDCGFi/I4ZiMZH0/nXCR3bRgobeLL5G8qO9Yz+I+wyxJYJLq7/AKndWWh2tx4RgJQMSgmLd849fpxXP6bq82iefGsTSRvgxuik5yO+O9bs08tjokeiqx+dAJpR2jxkge56fTNUIrkWd1HOsQFsw8t/oehrkqSWx5PtpXkujZjXF3PczPeXOnM+fuLK5GB64Herlgttcws6wxWl/FzGmTiT1Ck9/arl9eQtcxwAAF25+gI/xrYudEt54TwPm5oUraGErvUZp2ome3iiBO8Ll/8AZq9penNdygkYjU/Mf6VjaZbmwa4R2Lu0oG49TXoNpapBEqRjCiujC6XOXFa2JI4doAA+UdB6VbRMAURr7VOq8V1HMIwCRs54CqT+Qr52v5EuL6SSMYVjngY/SvoPV5Ps+h3839y3kb/x0187N86gnHIB6j/GsqnQ+jyCCfPJ+RPdBDaxEHLEckjvV/QNOa91VWI3RwjzGPb2/wA+1R2Wlz30Fw8WMRIBgjOSQPyxVrQdch0eO7t5/lk6/wC8PasKklY7qtZRhOMHr/mbuoawtpfLEDtHkkj88f1p+k6lDdT3PzBskLwewH/165OW9t7mZ72ezlupGOIlb5UVff1z9Kv/AGq3C29xbQm0uxlJIMDbID3U4Gceh5+tYcl1e54UpWdrGrq9iAhliYqwbdGwPKkdDUwv11i3tpyoF0uYplH94Y6exzmjLSoIdw24zV7w5pscd7cTbcthcH860ws3GfL3McTBSp3fQ1tLsDbwZYfvW6+w9K2YY+OlJFHgYq2iV6B56BY683+KE0YvrSA48xYdw45ALH/AV6jGnNeJfELUft/iqZoSpihRYh65Xr9Oaio7RPUymN8Sm+hzoYCCUMck4wMUyJTsIzjmmm5kEXlgRED+6q5/PGaRJZsFvs+9ceuMflXOfVNx3PaPAuX8HWeR90uv/jxrckTiub+Gsxl8KiNxtZJmIB64P+TXVSLXVH4UfF4xWxE/VmbLHWD4lsPt/h7ULXGTJAwX64yP1FdNKlUpUypBq1ocrNuNc1cReBUEK1cRahliqtcV8SnAsLWMqDksRlSccgde3Ufka7pQBXJ+ONIuNSFn5UKyQqHEh/iB4x+GM0tjrwM4wxEZS2PKYf7Kd9lwJk/242z+h/zzWnceHvD0ljHJb63Ikj54uLQjPbqpPerEvhCfzNwRwcfT+dVLrwtehRgMcdM4OB+nufxpXXY+peIpSty1Lfd+pN4UhS2v3sRLHKoHmRsnTB6jn3/nXdvArW+1vSvOtIsbzSdctZpIyELlGbB6Ef44/WvUQFZAT6V59eNpnjYpJVXyu9zzjX/D73sqwwzLEjN828cVjWWk6p4e1RGu1UWjEiMq2QG9vbGa9G1S0yS6jJHauFWKTX/FM2kXWqXNtbqzvAka7vnVCQPboeT/AFq6VmnFnBUbTUj0zwtL58c7j7vyjPbPNdQi5rzj4WXt5dwX8dzcvKkQi8sNj5c7s16ZGOBXXTVoJHLUd5XHKtSBeKEWpQvT61ZB4t4tt5b7xXdyW6pM+8rtIVsY4xg+4P61y91pt3FK0str5Y+9/qiij6DGBXZa9oWoXOp3dyLaVQ0rYEiAHgkZB44PXPvWfa3fijRiywSy+UfvRnJVx6EHI5/rQ0nufY4WtFUYqDTaXUrXOoxX7IsbjcY1DKOo55zWsmmibTmVhnINc/eapcTapbSXVlCjBwjyxxBSwPrjg+td5FGFgAHQ151aHK7I8mvS9lOx5lqGnagI5L4qfJs2UPJntkY49TXU22tCTT02MC+AB9an1O1BmAC/KWDFezY6Z+ma4LXYNQ0q5mltElhg8xCNq8An0P1pK0rJHM3yq7PQUtZJXt4wcs0m4/zNegxoNoFeQ3VzNY6NBqOm65qErPcfZt08aos2F3M0ffap+U59R9B7DCPlH0FddGHLc460+axKiVMq0ItSquK3MTB8aSNB4K1d42CyG2ZULHAycAfzrwaM+XGEaYyMB95mGT+Tf0r3L4hSmLwbdgHBkeNBjv8ANn+leMYieM75JUkUdDuIP65H61M0fT5FBKlKfn/kaWiaibHTb5sAs7AQ56FiMfkOv4VDYR2q30a3MXmJIm1ZJACd3Y1EpU6TFEpBdZz09DWrd6du05SmQ4AKn0NcFV6nLiU/bzIJbq3TUIbcBQrNnn8B/WtbVLG3+wMw++uCv1zXM3fh/WZdNTWWhiSFCDH+9BZzuxgAd8+tbWjTNrcq7siC2+aYnjBHRfrRKDVrnJGSkbWnWBEUSOMuw3uf6V0On26xGTHfFcRYXkt14yn0+71S7s4Hl2RtFLGixDryXGMYzx1JxW/4RuL6TVNZtb2e5kNtKI1W4xvXlhzjjPAzjitqNNqSkYVql4uJ10aDNWkSo4Vq0i12nGAwisx6AEmvBb+38/U7h0nCnf8AfPGT+BxXvc6k2swUEny2wB1PB6V4XdaNcTlpUjdN53BWTBUemOMelKWx7WTyjGUuZ22I4/Cut6jG00NuLhFX7yMp4/nWXNpV7bBoprR4yv3gY8MK1IrPUrMM0RZWZSpYFhioBNqO4iZ5XzkfMd3Pr+eKzcYs91TeuqaOq+F7vHqM0LscvCw2nPYg/wCNelyLXnHw3aWTVZWdCNkTZyTx93HFemOuRWqSSPmM0VsQyhKBVKVQM81T8aXVzYeH3uLSZ4ZRKi7064J5rkNa/wCEk0bSNOvLrU7wS3ZfzIiuBDjaVBOPvENnH/16dzzj1mIcCradqKKllko6GpkGQRRRQAhjU9RUT28LfeiQ/VRRRTC5zniyxth4dvJlhVJI0DqyjBBDCqVvIzwrk9qKK4sZujqoO6ZJLGrQsSOa8j1O+l0nxleXlsE82OZtu4ZHK7Tx9CaKKyoblVtjtfhGMDVR2Hkj/wBCr1NOlFFd8PhOSXxEydKmFFFUSRzKDjI6iqz2lvIPnhRvqoooqkCZk6poWmzWFyxtlDCNiCOxAJrmNNcvp0DtySgJ/KiiuPF9DroSbvdlXUo1ZN3cVzviE/8AFOyZ5/fJ/OiiuSPxI3l8LMTUvEDawlvHJp1jbmEKkb26OpVB0UAsQBzngdea93iHC/SiivRhuzgkWkqWiirIOV8fx+dpFtCWZVabnaevyn/GvIL+BLe68tRuXg/N+Hpj1oopn1WT/wAD7yukCR3GnTqW3SykMM8cNgfpXan/AI9se1FFefiPiM8y/ir0M/zZPKS38xvJEvmCPtuxjNbOlWsSQnauN7mRsfxN6miisrux51lc5TUtVOm+INTjNlZXcck4YpdQ7wCo4IOQR16Zwe4NdN8P7ubUL/Wby5ffPM8cjtjGSd1FFd1LocFTqehxdKsoKKK6DAlUCq01jaPIS1vEc/7IoophdogbSLCQYNsn4cVTm8N6ZICTBj6Giig0U5LqJpuj2emTSvbIVLDacntn/wCsK036UUUEzbbuzkPiB/yK0n/XeP8Ama8zvNa1C9sIbC5upZYIHaRd8jMSWx1yecY49Mn1oopMk//Z", "info": {"video_id": "11658", "label": "pretending to put spoon onto cover", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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BwFHAFaPTQyj3CKPJrl/iJI1volvsYq7TcEHB+6f8a7WOICuD+KCEppigMSDIwAPH8PWonsztwKviII88nnubva9zIZWC7VLdhVR1KL161bbLR7QvAHWq7IWXOeB71zM+sUT2vQiJfD2nuOhgX+WKtSRjmqvhEeb4R01vSLb+RNackfFdS2Pja65asl5v8zKkjwa8p+KdgUvbK+HR0MR+oOR/M17BLHXC/Eyx8/ws0wGTbzK/4H5T/OtabtJGEtjuNI04RhZ5R85GVHpW7HFzx1psUeB71diTvWJYqJimX8gttLu5z0SB259lNWUWuc8fXsln4ZljiDf6R+7cqSDt78jp1H60GtGDqVFBdTxJ5DcT7mKbm9wAK6Lw9DC1+0kkkXm20O+Ly2DAevTvXNJal3IDIPZpQn86n0++k0i8MuxnjdCjKCDx7VyyTsfZYqLnRcY7nc3V5Jf3hu7lfur5NvETwqjqfqTz+VVYLyaxmkjfiKbLIe26o9Nk+3CFxn7vIPY961dX0oz6a2374X5SO2K5JSfNdnzvLZcpj2WrJca6sLsPkOAPfBJ/pXSXmnQTxFCByPTrXnTW39mNHqTzlmVvnBGAAeK6+LWTdRxJAwLOQAatqxD1LXhjQ9ss8asxQScsT0UdAP1r0G3t0jjCKuFHasTw1DsEwxwAv9a6VV6V20vgRw1vjYqIBU6LQq1KBWpkeefFS4aOx0+BWwJGkLD1GAK8tjJVjx/C38q7z4s3bHVrGCPDCGFi/I4ZiMZH0/nXCR3bRgobeLL5G8qO9Yz+I+wyxJYJLq7/AKndWWh2tx4RgJQMSgmLd849fpxXP6bq82iefGsTSRvgxuik5yO+O9bs08tjokeiqx+dAJpR2jxkge56fTNUIrkWd1HOsQFsw8t/oehrkqSWx5PtpXkujZjXF3PczPeXOnM+fuLK5GB64Herlgttcws6wxWl/FzGmTiT1Ck9/arl9eQtcxwAAF25+gI/xrYudEt54TwPm5oUraGErvUZp2ome3iiBO8Ll/8AZq9penNdygkYjU/Mf6VjaZbmwa4R2Lu0oG49TXoNpapBEqRjCiujC6XOXFa2JI4doAA+UdB6VbRMAURr7VOq8V1HMIwCRs54CqT+Qr52v5EuL6SSMYVjngY/SvoPV5Ps+h3839y3kb/x0187N86gnHIB6j/GsqnQ+jyCCfPJ+RPdBDaxEHLEckjvV/QNOa91VWI3RwjzGPb2/wA+1R2Wlz30Fw8WMRIBgjOSQPyxVrQdch0eO7t5/lk6/wC8PasKklY7qtZRhOMHr/mbuoawtpfLEDtHkkj88f1p+k6lDdT3PzBskLwewH/165OW9t7mZ72ezlupGOIlb5UVff1z9Kv/AGq3C29xbQm0uxlJIMDbID3U4Gceh5+tYcl1e54UpWdrGrq9iAhliYqwbdGwPKkdDUwv11i3tpyoF0uYplH94Y6exzmjLSoIdw24zV7w5pscd7cTbcthcH860ws3GfL3McTBSp3fQ1tLsDbwZYfvW6+w9K2YY+OlJFHgYq2iV6B56BY683+KE0YvrSA48xYdw45ALH/AV6jGnNeJfELUft/iqZoSpihRYh65Xr9Oaio7RPUymN8Sm+hzoYCCUMck4wMUyJTsIzjmmm5kEXlgRED+6q5/PGaRJZsFvs+9ceuMflXOfVNx3PaPAuX8HWeR90uv/jxrckTiub+Gsxl8KiNxtZJmIB64P+TXVSLXVH4UfF4xWxE/VmbLHWD4lsPt/h7ULXGTJAwX64yP1FdNKlUpUypBq1ocrNuNc1cReBUEK1cRahliqtcV8SnAsLWMqDksRlSccgde3Ufka7pQBXJ+ONIuNSFn5UKyQqHEh/iB4x+GM0tjrwM4wxEZS2PKYf7Kd9lwJk/242z+h/zzWnceHvD0ljHJb63Ikj54uLQjPbqpPerEvhCfzNwRwcfT+dVLrwtehRgMcdM4OB+nufxpXXY+peIpSty1Lfd+pN4UhS2v3sRLHKoHmRsnTB6jn3/nXdvArW+1vSvOtIsbzSdctZpIyELlGbB6Ef44/WvUQFZAT6V59eNpnjYpJVXyu9zzjX/D73sqwwzLEjN828cVjWWk6p4e1RGu1UWjEiMq2QG9vbGa9G1S0yS6jJHauFWKTX/FM2kXWqXNtbqzvAka7vnVCQPboeT/AFq6VmnFnBUbTUj0zwtL58c7j7vyjPbPNdQi5rzj4WXt5dwX8dzcvKkQi8sNj5c7s16ZGOBXXTVoJHLUd5XHKtSBeKEWpQvT61ZB4t4tt5b7xXdyW6pM+8rtIVsY4xg+4P61y91pt3FK0str5Y+9/qiij6DGBXZa9oWoXOp3dyLaVQ0rYEiAHgkZB44PXPvWfa3fijRiywSy+UfvRnJVx6EHI5/rQ0nufY4WtFUYqDTaXUrXOoxX7IsbjcY1DKOo55zWsmmibTmVhnINc/eapcTapbSXVlCjBwjyxxBSwPrjg+td5FGFgAHQ151aHK7I8mvS9lOx5lqGnagI5L4qfJs2UPJntkY49TXU22tCTT02MC+AB9an1O1BmAC/KWDFezY6Z+ma4LXYNQ0q5mltElhg8xCNq8An0P1pK0rJHM3yq7PQUtZJXt4wcs0m4/zNegxoNoFeQ3VzNY6NBqOm65qErPcfZt08aos2F3M0ffap+U59R9B7DCPlH0FddGHLc460+axKiVMq0ItSquK3MTB8aSNB4K1d42CyG2ZULHAycAfzrwaM+XGEaYyMB95mGT+Tf0r3L4hSmLwbdgHBkeNBjv8ANn+leMYieM75JUkUdDuIP65H61M0fT5FBKlKfn/kaWiaibHTb5sAs7AQ56FiMfkOv4VDYR2q30a3MXmJIm1ZJACd3Y1EpU6TFEpBdZz09DWrd6du05SmQ4AKn0NcFV6nLiU/bzIJbq3TUIbcBQrNnn8B/WtbVLG3+wMw++uCv1zXM3fh/WZdNTWWhiSFCDH+9BZzuxgAd8+tbWjTNrcq7siC2+aYnjBHRfrRKDVrnJGSkbWnWBEUSOMuw3uf6V0On26xGTHfFcRYXkt14yn0+71S7s4Hl2RtFLGixDryXGMYzx1JxW/4RuL6TVNZtb2e5kNtKI1W4xvXlhzjjPAzjitqNNqSkYVql4uJ10aDNWkSo4Vq0i12nGAwisx6AEmvBb+38/U7h0nCnf8AfPGT+BxXvc6k2swUEny2wB1PB6V4XdaNcTlpUjdN53BWTBUemOMelKWx7WTyjGUuZ22I4/Cut6jG00NuLhFX7yMp4/nWXNpV7bBoprR4yv3gY8MK1IrPUrMM0RZWZSpYFhioBNqO4iZ5XzkfMd3Pr+eKzcYs91TeuqaOq+F7vHqM0LscvCw2nPYg/wCNelyLXnHw3aWTVZWdCNkTZyTx93HFemOuRWqSSPmM0VsQyhKBVKVQM81T8aXVzYeH3uLSZ4ZRKi7064J5rkNa/wCEk0bSNOvLrU7wS3ZfzIiuBDjaVBOPvENnH/16dzzj1mIcCradqKKllko6GpkGQRRRQAhjU9RUT28LfeiQ/VRRRTC5zniyxth4dvJlhVJI0DqyjBBDCqVvIzwrk9qKK4sZujqoO6ZJLGrQsSOa8j1O+l0nxleXlsE82OZtu4ZHK7Tx9CaKKyoblVtjtfhGMDVR2Hkj/wBCr1NOlFFd8PhOSXxEydKmFFFUSRzKDjI6iqz2lvIPnhRvqoooqkCZk6poWmzWFyxtlDCNiCOxAJrmNNcvp0DtySgJ/KiiuPF9DroSbvdlXUo1ZN3cVzviE/8AFOyZ5/fJ/OiiuSPxI3l8LMTUvEDawlvHJp1jbmEKkb26OpVB0UAsQBzngdea93iHC/SiivRhuzgkWkqWiirIOV8fx+dpFtCWZVabnaevyn/GvIL+BLe68tRuXg/N+Hpj1oopn1WT/wAD7yukCR3GnTqW3SykMM8cNgfpXan/AI9se1FFefiPiM8y/ir0M/zZPKS38xvJEvmCPtuxjNbOlWsSQnauN7mRsfxN6miisrux51lc5TUtVOm+INTjNlZXcck4YpdQ7wCo4IOQR16Zwe4NdN8P7ubUL/Wby5ffPM8cjtjGSd1FFd1LocFTqehxdKsoKKK6DAlUCq01jaPIS1vEc/7IoophdogbSLCQYNsn4cVTm8N6ZICTBj6Giig0U5LqJpuj2emTSvbIVLDacntn/wCsK036UUUEzbbuzkPiB/yK0n/XeP8Ama8zvNa1C9sIbC5upZYIHaRd8jMSWx1yecY49Mn1oopMk//Z", 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", 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", "info": {"video_id": "11658", "label": "pretending to put spoon onto cover", "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": "372abeddc09d0dee69e12cdd521b05050f9751ab797b1d3568b1cc1a4789a257"} +{"episode": 33242, "episode_seed": 1544334234, "split": "train", "timestamp": "2025-10-13T03:11:14.215276", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1544334234, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 carton upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "27669", "label": "turning carton upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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T2tdHi+1FmmJ81wx6Fu34CsDxDAb/AFXTouoO/d6bQVJ/MgCu40ddkG44I3fToK0iraEt6Gn5aTK8R+RCGAK8ccVSvbRbf7N5cQnOGAD/AN4jtWkvlkcMOg4+pzVW7lUahGgAG2PexLY79qpvSxK3uWrXT3+wvZOFKz2skZYHg5XH9a8A1a3a48O30YHzxIsxH+4wz+hNfQGmai95cmNvKKosiqI+gwPWvJZNImt/FWowx20txC0k0ZRYywIJOKzkax1PP9KmMWlFi2NtxuH4J/8AXqawsrzWtQ+yafEZ52BIQEAnAz3rp7rwH4mu5FSz0K4W3CfedRGu49euPQVzl7FrfgjWX27rS+TBWRQGGCOxPB9KzauxxnJOyKUz3FrNJbTo0cqMVdHGCDUsOoNGApPGfXpVCW7u7+WW4vJpJrl23M8hyWqBpCCKVrGl7nR6deIL9Y2dlSb5CVOMZGP61p+ELKS58RhwJEhhbzC2cBgPlQfmCa4+LEh4fDV614Ls9lukmP8AXMuAR/COB+nP41cDKR6LBHHDEgVBuDA5Iz9acLKKWWOcs24J90HjPb+dEbJtO7A4LZqaRkit5iSSFQ5wfQVve2xlYzdLs5JbhdsMaCIMuR1c55P1/wAa4T4wM0t3oKH7xtH49CXx/Su+t9Re0ihKGFXkIzuYnAPoK4X4kKt14g8PO7oqC2G/Jxx5pOawqL3TrwklGqm/P8jzjUr8aTrF7p6wGWFHB4bkEqMjHQjNZV6sDxia2O6FwRjujdcGr/jDS75Ndu75YHktpm3rNGNy9BwcdKbo+nm402RJY5UaSQIGdSACMY/Hn9aVla5jK72PZr/QkbwDpVrJbRz4slUCQ8qSoOR6d/SvKPEHgfUdItY7yMCeCTOdn3kI6gjv9RX0NfW5j0uOKNSfKjUKF74GMVyV5M1zYXoa3MDW7rMqHuMYYir5U3YhycVdHzs5YHmtHSld1lCR+YQyuy5/hGf64rS8VaaLe/kmhUeTK25cD7ue1TeBrQ3WqshU7VKux9hnA/PB/ClazsUpcyueyeC9NXTdIihcBpUwXP8Atnk10+1Jt6yjMbAj8OOP0rM0n93bBif4iefatZXi9RnABH15rRGbKV3b+S9utoqhyGQhhnqOta+lWxtGt1LK0RjPz49B+lZl3ITeplV8tY9xYqSDz0z2qfSNQlvLpg0vmqBIowuAOOAKT1ZS2OM+NbBdD0GIYwZpTx7KB/WvH9SlOktp7RxK7T2uZFY4/iJBHvXq/wAZ/Mli0SFEJCmY8D12ivLfHNrJDdWThGMK24jDAcAgmsbe+zsbX1eK8zLluItRUgIY7lRkIf4x6ZrsfhTZi41HUWlVTbyxC3kDDOd2SPyIBrgNLAkv0BZhjJ+XrkdK9a8A2l5aaLqVxZ26yJNdLzzlCqgnH4mqtZnI0LqOhWd4FtLxGAOVLrgMpU8kfh/KuC8U+Cb/AMOkT+YlxZsxCyx549Nw7E16h4jZYdSZsYV9twMj1+8P50sqRaz4fmspWysiGMnuMdD/ACNaSWpjSdtDa0aJUMYGMKpwPwrpDBujGDycD9awtOJDtxjoAf8AP0rbW52Ak/w8mqWxoyW2RvNyDySTjGfWrEkiiFpfs0TyIuQWiBqtZXXPz8Hb3q/BIC4JwABmkwW4y11ZyuwoodVY5AAHGT0/CvEfGOmNpmuzXcEaR296fNXYeIieWH9R9a9Su5J/30gBT5z8543Kf8AQK5DxuIpdCuUkQu6kMCONpz1/Ksmroprmdjz17x7XRry6SJmZsIrbchSe5rC+2rcQh5FRLhRyyLjzOe4HGfpXaaN40sdI0C50q40xpklYlpUcAyZxwQR2xXD3gtnlZ7ZHRT1Vu3pUWVjWCcVZlxL+XyvK3HZ/Ot/w5cvNexwCdIpGI8tnBILZ4HHSuSY429c4q1Z3RhmSRTyhBpwdncKi5lY9m8nNzFuVQ6Ag85x0rqNOjBt0Xttz+tcxaXseoWsV5F8wljDn2Pf9RXT20nloPQYFdC3OfoWGhIc88bgPyFXYiUiUOiurZ+8me9UGu8SKPxOOavpcKyJjHC80MBv21bO5Cx20KR4BO2MKTkdeKdda1LAkbwpEu8b2LHGBuwenWo9TdhaQKiGQl8sijkjkfzIP4VhXEkgMiytlUIwOvHJH61n1saXR0cWsxXl0LdWJLRlhuJBJHPT6VA+ZZXjmt4pYdoKM6hyD3GCK5LS7+K28R2hQcPJsbJyecj+tR+Lre7TUrKa1luFViySFJCAB0xgd+KdiSx4x8O2mraLKiwRLcrGWjdUwQw5x9DXzzcRGOQ17z4Wum+zX9g8hkaCberNnJByO59RXkvjLS20zXbiLGI3YyRn1U8/p0pTXUuD6HPREiQYNfQmiQhBCBjCrwPwr55yVcY9a+jtNJDHjHygD/P4Uo7imbxg3RDB5OB+tSWyP52VPJJOMZ9ahS52A57cmpbK6GRv4+XvWpBakkTyWkNtC8iLkbogeleUfE2O7vtYtLsRERR2/lfIuFb5mPB6DqK9cgkBdegAGa5+/Mki3DNGNhc5LDh1Pt7DFZy1LhK2x43Z3VzbWyFZHR8fMP8RVuz1ltQvbeCeL5luEG5e53D/9VdFrnhjTmZ5Ld3tZSckLyn5dqydC8J6g+o205j8yz+0ENNGR8pUbvqKjldy+ZNHs8txLKoDsU+X7ozwfr0rEuGMyvFIcq6lWB9CMVwCy32nx291czz5trjiORmYbRzg8/Wu5uZAz71xgjcv481slYxZ5teaVDczPp0l7bmVm8rYQ4IPbnFWfCvhi48PX12s8sciybdjJnIAJ6/nR4pQWniGK5YIkFwm5mP8AfGBj+RrqI5xcok0ZBMiBj9aJe8rsmKUXZHSadGPIQHpt/nVloMOcHgt+WBVO3kKLntnFTtctvXAJAGTigo0YDLDGm0nac8HHrSTahdQXAbnycA4xweOecetJHdB0QAjIXmmam7/ZIFjAZt+4qTgEcjr+OfwqWOLPNPi/eT3FzorjoIZSxB+7lgAf0rhbHUrjyXHmblDY2t8ykY9DXq+s6VZ6kHF4u9k/1bo2GUHPf6159eeGLpbkppv+khjgIFw2f5VDjfU1jKy5WZqalZQvta0ihdgQGjUDOetemeBYxD4RjkjbiWeV+OO4A/QV5FfWl1Z33k3ttLbyrwVkBUg/1r03wFeH+yZbInhUSVeMdcg/ypwWpM9i34thhltIbqaZ0WNijMqbyQ34jvWdoKI0EssNz5sIYKVeMqVOOuM9/wClb2pQC80+4tSB+8QgZ7Ht+uK47wnqCK0tnM489k2uAMEMO34dK1u3ozBxS95bnfachKgnH3iavXJC2UxEixMUIVz0UnofzrOtHKwJg54z+dN1i626fjP3nApN2jc0irySLGjwLGZfNulm+VACHd8Yz6+9dDCY1UbTIfpGa5LRLgiCfa7JnjcPYf8A1607QymJg87lm77iazUm1cc7RlYvjSbVOsdzMcg5dtvNVriS1juGiGmW+5Ply4DVZkuTbW9xLvyY4ywyOM1QvJV+1SNn7wU/mBSndK6LpWk7NHKa78NtK1C3+22MrWM0g3GNF3RZ+mcj8K8r1nQLzRL5bW7UZc7ldDlWX2/KvfY5t2lqN33SR+v/ANeuN8Y2B1TRzIvMtoWlUY5I7j8v5U+VON0PnalZnk2ox+UUYD7y/rVOOT5xngd6u6i+8L6CneFtIt9e8Qf2fcX0lsGikaMpHuLuqFgvoBwck+nvURVxydjv/hzcSSwXFoTujjkRkz23Zz/KvT4B8i5xzzXkHwnld5b8u5O1Y2AP0avV45WGQfwraGxjLcq6rEZrohL5IlWLb5ZkZTuJyTx7VvwLArcM2fZGri7q58zVZe+ZNuB+AroJZppZYiLh1XHzKCRUKTbZc4qKRs3NrFeBN7XICZwEUgGq0ttaWdu8n2AyAnH7189famxsw3P5rfdAA60y9u96T2+RhIo3zjnJah3tcUGm0iSwuIjMEitre3UqTlIxmq99snmCShJV3ZKyLt/UVUguNt9Dz3Kn8RRezlZ8g/xUU7talVUovQhiNpBNM1otuiu+CfKOfp2yK53xdokPiGwVHnjjnjJMUixYx6g89K2YrNEgkYOS8j7yfSsLxbNLY6RI9vKySGRcMp5weorS19zLm7Hjt9ZTaffyWtwm2WNtrD8a+idMUlFJx1/pXkHjTS7R9GttdtdSvbl2uRaM9zCqC4wuWePHO1T8p3eo9wPW7F2S2TBz8oP51KVmNu6NW4KpZynzFjYqQrnoCeh/OqWjQLGZPNu1m+RACru+CM56+9QaxdbdNIz95lFRaHcHyp9rsmcDcPp/9ek5Pm5S1H3HI66Fo1UbTIfpGaqDSbZTyl1Mc5yzbeaz7QymJw9w7Mw67icVoPcm2gnl37jHEWGRxmjczUivO9pFcmNdMt96cZcbquNPusI33KgIyVSMYFZV5MDdO5P3lVvzUVJBPu0tRnlWI/X/AOvUQbcrM3mkopop3VvYtEWnhtzK8mQxUnd9R2FEk5wFDwDHygCMn+tV7iNbwpHI5Cq+7A4zikuIADIwbAB3AfjW1jC5z3i22/tPRy0UiefbOJYzs2j6H6jNV/BCXotil0mxGkDopPK5zkY7dM/jVW2mTUPGdxpN9qV1a2k0pjRo5Y0WMdSWL8YxnjqTgVZ8LpcW/iHWbed7j9xJsRbjG9cFlwwHGenTikxXPQIBhFHtmsrVoba5vG33YQrF5exo2OCTkng9xxVyOUqSD+Fc9c3Pm6rL3Jk2/rioqSaWhrSjzPU7mERqciOXPqEqS4tbe8CedBK2zO0bgBz+NYMp86WJjI3A5Xsa0I8Dc+8jIA4p63sZ8xYljisbaSWOxh6jO47j6fSmWV/LJOsZ2RRsD8sagGory5Z1ngydiQI+cd93r9O1UIbjbfQHP8WD+PFZybUkbwScW7FnVreC+PkXKLOmcFJ0Dj8xyKzbc2lmphsSIYY8IF8rJGBjqTnH1q5fTYlyDxms+K0iWGRlzvlbcx75rblMeZhPdlBlp3IyRgRqK871jSrqPxOz2MirFJJ9oy3SN/X6Ej9a6bxbNJY6Q8ltKyOZE+ZTzg8GsDxFpWt6V4f067vbu5E97v8AMiePAhC7CgY46kNnH9c0WsTds9EtgPI/AfyrK11j9njXPHm/0oopVPhZpS+NFrQVDWErEciQ/wAhWpa8McflRRSj8KJq/GxdWma20qaWPAc7Vye2WAqhqEjNKCTyYoyT+FFFKpsaUPiGWkrG0kBPR+PyFUWkIn24BUg5B78Giirp/CTV+JnjeuQpbateQR8RpIwUHsM1lafqtzomqpqFps8+LcF3ruHzKVPH0Y0UVmtypbHffCTmXVB6LEP1avVJjtwR6gUUVrHYzZy8JJ1bnnNx/wCzV1cyBGwO3I/OiisqezNcR0LkfK4PSsqe6le+1aIkBIoVCgD/AHTn680UVb2MofEilHIy3KEHnev8xVq/YjJ9ORRRU0jav0IIJWaEj+6CR+dc/wCMOdBcnnEifzoorU5zjvEniE67paRTaXp9uYI1SJ7ZHUoi9EALEAZ5OByea9csx/oy/wC4v8hRRUoZma6x+zovYS4/8dqxoCh7GZiORJ/QUUVH/Lw3f8E1rbhj+BxTtVma30qeWPAc7VyfdgKKKtHMijfOzyoWJJMMZJ98VJZuWtJAT0f/ANlFFFZR+M65fwyjJIY7gYx3PP0NSSk/oP1oorc5TznUNXOla9qEZsLG9ilmDFLyHeAyjggggjqcjOD3BrZ8FXtxqWq6teXcnmTzMkjtjGSSSenb2oopdRnbXTGNA4xneq8+hIFcvCxOqrn+K45/76oorKpujejtI66ZFEgUDA61cjOExgED1ooq+pzFC4mkN9qCFvlW1XAx0qjuKzqQedwP6iiisqu510fhLeoHAdu4JxVW3djC2e24iiiug5Wc74xOdBf/AGZlx+dcXea9qd9pkOn3N5NLBbyPKnmSMxJbGc5PONvHpk+tFFSwR//Z", 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", 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T2tdHi+1FmmJ81wx6Fu34CsDxDAb/AFXTouoO/d6bQVJ/MgCu40ddkG44I3fToK0iraEt6Gn5aTK8R+RCGAK8ccVSvbRbf7N5cQnOGAD/AN4jtWkvlkcMOg4+pzVW7lUahGgAG2PexLY79qpvSxK3uWrXT3+wvZOFKz2skZYHg5XH9a8A1a3a48O30YHzxIsxH+4wz+hNfQGmai95cmNvKKosiqI+gwPWvJZNImt/FWowx20txC0k0ZRYywIJOKzkax1PP9KmMWlFi2NtxuH4J/8AXqawsrzWtQ+yafEZ52BIQEAnAz3rp7rwH4mu5FSz0K4W3CfedRGu49euPQVzl7FrfgjWX27rS+TBWRQGGCOxPB9KzauxxnJOyKUz3FrNJbTo0cqMVdHGCDUsOoNGApPGfXpVCW7u7+WW4vJpJrl23M8hyWqBpCCKVrGl7nR6deIL9Y2dlSb5CVOMZGP61p+ELKS58RhwJEhhbzC2cBgPlQfmCa4+LEh4fDV614Ls9lukmP8AXMuAR/COB+nP41cDKR6LBHHDEgVBuDA5Iz9acLKKWWOcs24J90HjPb+dEbJtO7A4LZqaRkit5iSSFQ5wfQVve2xlYzdLs5JbhdsMaCIMuR1c55P1/wAa4T4wM0t3oKH7xtH49CXx/Su+t9Re0ihKGFXkIzuYnAPoK4X4kKt14g8PO7oqC2G/Jxx5pOawqL3TrwklGqm/P8jzjUr8aTrF7p6wGWFHB4bkEqMjHQjNZV6sDxia2O6FwRjujdcGr/jDS75Ndu75YHktpm3rNGNy9BwcdKbo+nm402RJY5UaSQIGdSACMY/Hn9aVla5jK72PZr/QkbwDpVrJbRz4slUCQ8qSoOR6d/SvKPEHgfUdItY7yMCeCTOdn3kI6gjv9RX0NfW5j0uOKNSfKjUKF74GMVyV5M1zYXoa3MDW7rMqHuMYYir5U3YhycVdHzs5YHmtHSld1lCR+YQyuy5/hGf64rS8VaaLe/kmhUeTK25cD7ue1TeBrQ3WqshU7VKux9hnA/PB/ClazsUpcyueyeC9NXTdIihcBpUwXP8Atnk10+1Jt6yjMbAj8OOP0rM0n93bBif4iefatZXi9RnABH15rRGbKV3b+S9utoqhyGQhhnqOta+lWxtGt1LK0RjPz49B+lZl3ITeplV8tY9xYqSDz0z2qfSNQlvLpg0vmqBIowuAOOAKT1ZS2OM+NbBdD0GIYwZpTx7KB/WvH9SlOktp7RxK7T2uZFY4/iJBHvXq/wAZ/Mli0SFEJCmY8D12ivLfHNrJDdWThGMK24jDAcAgmsbe+zsbX1eK8zLluItRUgIY7lRkIf4x6ZrsfhTZi41HUWlVTbyxC3kDDOd2SPyIBrgNLAkv0BZhjJ+XrkdK9a8A2l5aaLqVxZ26yJNdLzzlCqgnH4mqtZnI0LqOhWd4FtLxGAOVLrgMpU8kfh/KuC8U+Cb/AMOkT+YlxZsxCyx549Nw7E16h4jZYdSZsYV9twMj1+8P50sqRaz4fmspWysiGMnuMdD/ACNaSWpjSdtDa0aJUMYGMKpwPwrpDBujGDycD9awtOJDtxjoAf8AP0rbW52Ak/w8mqWxoyW2RvNyDySTjGfWrEkiiFpfs0TyIuQWiBqtZXXPz8Hb3q/BIC4JwABmkwW4y11ZyuwoodVY5AAHGT0/CvEfGOmNpmuzXcEaR296fNXYeIieWH9R9a9Su5J/30gBT5z8543Kf8AQK5DxuIpdCuUkQu6kMCONpz1/Ksmroprmdjz17x7XRry6SJmZsIrbchSe5rC+2rcQh5FRLhRyyLjzOe4HGfpXaaN40sdI0C50q40xpklYlpUcAyZxwQR2xXD3gtnlZ7ZHRT1Vu3pUWVjWCcVZlxL+XyvK3HZ/Ot/w5cvNexwCdIpGI8tnBILZ4HHSuSY429c4q1Z3RhmSRTyhBpwdncKi5lY9m8nNzFuVQ6Ag85x0rqNOjBt0Xttz+tcxaXseoWsV5F8wljDn2Pf9RXT20nloPQYFdC3OfoWGhIc88bgPyFXYiUiUOiurZ+8me9UGu8SKPxOOavpcKyJjHC80MBv21bO5Cx20KR4BO2MKTkdeKdda1LAkbwpEu8b2LHGBuwenWo9TdhaQKiGQl8sijkjkfzIP4VhXEkgMiytlUIwOvHJH61n1saXR0cWsxXl0LdWJLRlhuJBJHPT6VA+ZZXjmt4pYdoKM6hyD3GCK5LS7+K28R2hQcPJsbJyecj+tR+Lre7TUrKa1luFViySFJCAB0xgd+KdiSx4x8O2mraLKiwRLcrGWjdUwQw5x9DXzzcRGOQ17z4Wum+zX9g8hkaCberNnJByO59RXkvjLS20zXbiLGI3YyRn1U8/p0pTXUuD6HPREiQYNfQmiQhBCBjCrwPwr55yVcY9a+jtNJDHjHygD/P4Uo7imbxg3RDB5OB+tSWyP52VPJJOMZ9ahS52A57cmpbK6GRv4+XvWpBakkTyWkNtC8iLkbogeleUfE2O7vtYtLsRERR2/lfIuFb5mPB6DqK9cgkBdegAGa5+/Mki3DNGNhc5LDh1Pt7DFZy1LhK2x43Z3VzbWyFZHR8fMP8RVuz1ltQvbeCeL5luEG5e53D/9VdFrnhjTmZ5Ld3tZSckLyn5dqydC8J6g+o205j8yz+0ENNGR8pUbvqKjldy+ZNHs8txLKoDsU+X7ozwfr0rEuGMyvFIcq6lWB9CMVwCy32nx291czz5trjiORmYbRzg8/Wu5uZAz71xgjcv481slYxZ5teaVDczPp0l7bmVm8rYQ4IPbnFWfCvhi48PX12s8sciybdjJnIAJ6/nR4pQWniGK5YIkFwm5mP8AfGBj+RrqI5xcok0ZBMiBj9aJe8rsmKUXZHSadGPIQHpt/nVloMOcHgt+WBVO3kKLntnFTtctvXAJAGTigo0YDLDGm0nac8HHrSTahdQXAbnycA4xweOecetJHdB0QAjIXmmam7/ZIFjAZt+4qTgEcjr+OfwqWOLPNPi/eT3FzorjoIZSxB+7lgAf0rhbHUrjyXHmblDY2t8ykY9DXq+s6VZ6kHF4u9k/1bo2GUHPf6159eeGLpbkppv+khjgIFw2f5VDjfU1jKy5WZqalZQvta0ihdgQGjUDOetemeBYxD4RjkjbiWeV+OO4A/QV5FfWl1Z33k3ttLbyrwVkBUg/1r03wFeH+yZbInhUSVeMdcg/ypwWpM9i34thhltIbqaZ0WNijMqbyQ34jvWdoKI0EssNz5sIYKVeMqVOOuM9/wClb2pQC80+4tSB+8QgZ7Ht+uK47wnqCK0tnM489k2uAMEMO34dK1u3ozBxS95bnfachKgnH3iavXJC2UxEixMUIVz0UnofzrOtHKwJg54z+dN1i626fjP3nApN2jc0irySLGjwLGZfNulm+VACHd8Yz6+9dDCY1UbTIfpGa5LRLgiCfa7JnjcPYf8A1607QymJg87lm77iazUm1cc7RlYvjSbVOsdzMcg5dtvNVriS1juGiGmW+5Ply4DVZkuTbW9xLvyY4ywyOM1QvJV+1SNn7wU/mBSndK6LpWk7NHKa78NtK1C3+22MrWM0g3GNF3RZ+mcj8K8r1nQLzRL5bW7UZc7ldDlWX2/KvfY5t2lqN33SR+v/ANeuN8Y2B1TRzIvMtoWlUY5I7j8v5U+VON0PnalZnk2ox+UUYD7y/rVOOT5xngd6u6i+8L6CneFtIt9e8Qf2fcX0lsGikaMpHuLuqFgvoBwck+nvURVxydjv/hzcSSwXFoTujjkRkz23Zz/KvT4B8i5xzzXkHwnld5b8u5O1Y2AP0avV45WGQfwraGxjLcq6rEZrohL5IlWLb5ZkZTuJyTx7VvwLArcM2fZGri7q58zVZe+ZNuB+AroJZppZYiLh1XHzKCRUKTbZc4qKRs3NrFeBN7XICZwEUgGq0ttaWdu8n2AyAnH7189famxsw3P5rfdAA60y9u96T2+RhIo3zjnJah3tcUGm0iSwuIjMEitre3UqTlIxmq99snmCShJV3ZKyLt/UVUguNt9Dz3Kn8RRezlZ8g/xUU7talVUovQhiNpBNM1otuiu+CfKOfp2yK53xdokPiGwVHnjjnjJMUixYx6g89K2YrNEgkYOS8j7yfSsLxbNLY6RI9vKySGRcMp5weorS19zLm7Hjt9ZTaffyWtwm2WNtrD8a+idMUlFJx1/pXkHjTS7R9GttdtdSvbl2uRaM9zCqC4wuWePHO1T8p3eo9wPW7F2S2TBz8oP51KVmNu6NW4KpZynzFjYqQrnoCeh/OqWjQLGZPNu1m+RACru+CM56+9QaxdbdNIz95lFRaHcHyp9rsmcDcPp/9ek5Pm5S1H3HI66Fo1UbTIfpGaqDSbZTyl1Mc5yzbeaz7QymJw9w7Mw67icVoPcm2gnl37jHEWGRxmjczUivO9pFcmNdMt96cZcbquNPusI33KgIyVSMYFZV5MDdO5P3lVvzUVJBPu0tRnlWI/X/AOvUQbcrM3mkopop3VvYtEWnhtzK8mQxUnd9R2FEk5wFDwDHygCMn+tV7iNbwpHI5Cq+7A4zikuIADIwbAB3AfjW1jC5z3i22/tPRy0UiefbOJYzs2j6H6jNV/BCXotil0mxGkDopPK5zkY7dM/jVW2mTUPGdxpN9qV1a2k0pjRo5Y0WMdSWL8YxnjqTgVZ8LpcW/iHWbed7j9xJsRbjG9cFlwwHGenTikxXPQIBhFHtmsrVoba5vG33YQrF5exo2OCTkng9xxVyOUqSD+Fc9c3Pm6rL3Jk2/rioqSaWhrSjzPU7mERqciOXPqEqS4tbe8CedBK2zO0bgBz+NYMp86WJjI3A5Xsa0I8Dc+8jIA4p63sZ8xYljisbaSWOxh6jO47j6fSmWV/LJOsZ2RRsD8sagGory5Z1ngydiQI+cd93r9O1UIbjbfQHP8WD+PFZybUkbwScW7FnVreC+PkXKLOmcFJ0Dj8xyKzbc2lmphsSIYY8IF8rJGBjqTnH1q5fTYlyDxms+K0iWGRlzvlbcx75rblMeZhPdlBlp3IyRgRqK871jSrqPxOz2MirFJJ9oy3SN/X6Ej9a6bxbNJY6Q8ltKyOZE+ZTzg8GsDxFpWt6V4f067vbu5E97v8AMiePAhC7CgY46kNnH9c0WsTds9EtgPI/AfyrK11j9njXPHm/0oopVPhZpS+NFrQVDWErEciQ/wAhWpa8McflRRSj8KJq/GxdWma20qaWPAc7Vye2WAqhqEjNKCTyYoyT+FFFKpsaUPiGWkrG0kBPR+PyFUWkIn24BUg5B78Giirp/CTV+JnjeuQpbateQR8RpIwUHsM1lafqtzomqpqFps8+LcF3ruHzKVPH0Y0UVmtypbHffCTmXVB6LEP1avVJjtwR6gUUVrHYzZy8JJ1bnnNx/wCzV1cyBGwO3I/OiisqezNcR0LkfK4PSsqe6le+1aIkBIoVCgD/AHTn680UVb2MofEilHIy3KEHnev8xVq/YjJ9ORRRU0jav0IIJWaEj+6CR+dc/wCMOdBcnnEifzoorU5zjvEniE67paRTaXp9uYI1SJ7ZHUoi9EALEAZ5OByea9csx/oy/wC4v8hRRUoZma6x+zovYS4/8dqxoCh7GZiORJ/QUUVH/Lw3f8E1rbhj+BxTtVma30qeWPAc7VyfdgKKKtHMijfOzyoWJJMMZJ98VJZuWtJAT0f/ANlFFFZR+M65fwyjJIY7gYx3PP0NSSk/oP1oorc5TznUNXOla9qEZsLG9ilmDFLyHeAyjggggjqcjOD3BrZ8FXtxqWq6teXcnmTzMkjtjGSSSenb2oopdRnbXTGNA4xneq8+hIFcvCxOqrn+K45/76oorKpujejtI66ZFEgUDA61cjOExgED1ooq+pzFC4mkN9qCFvlW1XAx0qjuKzqQedwP6iiisqu510fhLeoHAdu4JxVW3djC2e24iiiug5Wc74xOdBf/AGZlx+dcXea9qd9pkOn3N5NLBbyPKnmSMxJbGc5PONvHpk+tFFSwR//Z", "info": {"video_id": "27669", "label": "turning carton upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3c0dd38e680f91bad63c620e3ec1b69cfe59143e81c28c00355e660e4929684a"} +{"episode": 33243, "episode_seed": 3443784736, "split": "train", "timestamp": "2025-10-13T03:11:15.513056", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3443784736, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting mobile battery up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28558", "label": "lifting mobile battery up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28558", "label": "lifting mobile battery up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28558", "label": "lifting mobile battery up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "28558", "label": "lifting mobile battery up completely, then letting it drop down", "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": "c09c493c064d0d84e3b76ace9e1fd61b555f51706505865b43edd041ef7c062e"} +{"episode": 33244, "episode_seed": 1237698181, "split": "train", "timestamp": "2025-10-13T03:11:16.946029", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1237698181, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling candy container 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "70091", "label": "pulling candy container from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "70091", "label": "pulling candy container from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "70091", "label": "pulling candy container from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "41ce60e5f4476530b180045d1b70fdcd0970af47af297a1f9e4790af979f422f"} +{"episode": 33245, "episode_seed": 1081684293, "split": "train", "timestamp": "2025-10-13T03:11:24.099707", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1081684293, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing a brick against neem tree'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "119720", "label": "throwing a brick against neem tree", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "119720", "label": "throwing a brick against neem tree", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "119720", "label": "throwing a brick against neem tree", "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": "f9b9bb171165c2e94a9d9cd5e5d57b313411c373c47d1d1b99010d4408c4bf54"} +{"episode": 33246, "episode_seed": 3362861061, "split": "train", "timestamp": "2025-10-13T03:11:25.288944", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3362861061, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a hard candy into a tin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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+NUNNQq0bOQZFHJ9TW6GDw7o8ZIP0Bq51ObQEmcVeeHo9H1SW6thmynRhGf7jZ5X/AArPa2TVNNktnG6aAmWL1PqP612WoQSvaNbTSBlKZiAH3XHTj0x/Ouc0O2Z9fs05BMmT+Has0k1YtFrw14Lk1kQ3V2rw2aAEEjDPjsPQe9P+K1xHZaXpmh6fGkaAtcMi9Aq8D9Sfyr0ppAGCJnCjBA6V8+fEbXFv/Gt+IJ90UCLbKy8g4HzY/EmtVT5FoQ5XZzEd1J9sjCMTIxxk9Ae3NaS3T3TiN3UurbSC2FceufWsCSRXSPY2HB61vXOnW0GgaffQ3YlluCyyxHGUI/X86TbFpYed6EvGVcE4Chg3PpkVt6bKLCFUwck5kYn7zf4VxJWWOQTWzlJB27GtdNSaezWQDZztkT+6w/zmolsCPRtJvEvjKgOduOCeM89a05VNrGJlkEYTA27eDzz/AFrgPCmrxwzXEbsBI5TZk9cZr0OCaO5gEjAdMEHnip6FHN+IfIlkaa3HEg/enbglwOp9yOfwqDw3pq67I2mTM6Lgusi9Vzwa29Z0/wA+xeVQFUjftXgkgccd+OPYU7wDAP7TupgMhYxj8e1XBKT5WVsrndabYWeiWQs7GHYqgb3PVz6k9zXjPxT1dL3xl9llJMNlbiPGf42+Y/zFeqa5r9poNk95fSZYkmOJT8z+wHp6mvm7WdUuNW1y91G4wJbmQuyjoOwA+gAreaSVkZJ3dypIxAV8tsDdKuRytlpli2xMcBcHacdqzDJIQFZflJ69q3o9Wc+HBpTQqUWfzVl7jjkVi97j6FeTUEU7XtwiHoyEnb+BrYt5YI7dTG2E25Qg5z71z/DAgjI96ltv3Mcke792QXQE9D3H4/0pNAjcfUy+Axz2r17SlEat12txmvnuW7IPBr0vSvF10ZljuFURyEAbTjGB1pRi2nYptHo91EAu5I2eUYxtODisPxDGbmA3RhEcsZ8qRQfvDs30B4z7+1amnarDeRpGjFpT93PTvUmo24e1d1Rndv3bZ5Hoam40Y/gW2L61JuGUWP5geh5r0cy75GXdkbsD0Fcl4OsJLOW/NxH5brhTnjjHWuc8c+O9ljPYaLJgEFJLle5PZPb3rpjpG7Jm9TzzxTrA1PX9XunG8zXJEbdQEU7Rj8BXPLKba6WQrvLIcbucelQElVZVOBnj8aRBIZcSEcDsazlqCdjbKXWm7Y57fYzIHCTJkYPQimwakhu40u41j+bIZeFY9s0/UdTu9SFubsgtDCIkO3GVHTPqaoOiyIUcZBpCOr+3GAAhsMOorovCet7pLqJo/Md9m0k8L1615083l2cYdyzp8mfUdj/T8K3/AANfwi6uxNIFJ27frzUK8XcrdHoptM3L3KrunYBAc4AGc8fnWfrNjFcxx6qUEdzB8jjuy9OR7H9K1bO4WePCn5x19xVS706JIiyB34O5TkggjHP0PP1obu7sEcjZuDdzW0hwk/GT0DDoa1tC8I32uahKssbW9tE/7yV168dF9TWO1pJ9qWNv9YZAjYPfNe0QkQWlvACd2ASAfQd6qNFVHzdinLlRia+bDwZ4Fvl06NYiE8pGP3mkb5QSe/XP4V85XY8mSRFYSY43GvVPjLraCLTdKilBl8wzzxg/dGMLn9TXkLXCqz5HJHU1pPTRGd7l+C42rEQ5fcPnTt9KteZblFVrlQT0ypB+hNM8Pw6ZIt2uoSNGfIZrdgT98dB71TZVddrDioBu7ubdiHSbzSASBhCT0HrWwmr+Sm04yOK5Cwnlt5PszMTG/wDq2/ut6fjUk12wJ3HmokikdPDrWqKftEl052HjPQmu+0DxC9x+7SMySFQSMY6965HUNMjuE2WjLHZRRlmmZuM9ya6TwnZNFMPkkjtkAJmfjz2xgH6egqsVUhTiuXcVGMp3udu8JKMnGW5Vm7nnis7StGlsNbiu5mXyFRmLE/cY9if61t24Em0DBIPA9DXP/EHU4bHw3JZhxvucKAD2Byx/SopSvZjbtoY/jTx6nlXFjpMxCKp824X+L/ZU+nvXicrqZCQeoNXL6+3IYomyv8R9ayWPOe9byldkE6rGWjZRg4ya1kt1NqGD/P3FY8CYGa0YCC6BmIXPOPSoGBBXggg+9DTfuZFBA3AZ/DpWlPGojAVfORh8pXp+J7VQ0bSF1fxG+m3GoS2yMkhjMce8s6oWC+w4PJ9PegCpYztFeA7sEEe/rXqfhRZZJka4kbzEAZoh/D6bvf2ryzwtOvnSyTsAx2YmbnyuDyB3NepeG9S021kFhDdC5ncFmlC4GfT1JrmxFVxVkbU4XVzszaJNuiZN0UmWY55B46VWv57fwdpV3qkMIcylQIc4+Y8D8O9atkC6GRk4UZxnr7V5x8TPEiTS/wBlxsNsRDy4/vY4H4VtSltJGb7HG65r15qkk93eTl5pRgDsB6AdgK5x5Q0eT97rn2pk87TtlufT2qMHt1yMVpKVyUEbltoI4UVqQXCpCEK5yazYl+TPrU4kEYDdgaQF77KxXch5/umqxYqSpH1Bq/HcxXiHc4hcDqvR/wDA1X1JVTTSUwrKwAIoAxrs4ZQON3WvQDZTXF2skCCO3ibBd/uqAOp9a5zXdD0638O2+qabqV7cKbr7Nm5gWNbghNzvEAc7VOFO71HuBunXbjMTySCQRNmOMj5B7kdzT9o4waS3BQvJN9D0vwdCq2pkhUeSp2q5+857k+n0rsoot0u4Z3EYx2ryrR/GMyTJNfNFb2RGxI4025PqB39zXq0UsUFgZ2k+Ty9+/PRMZz+VcdLn53zdTerbocd8TdRks9LtbS2lMbSu3mbDgsoHf2ya8c1K+LW/lRtna2Sf5VreLfFEmtarczD/AFZOyHnonb8/61y6SRyqUZtrV2X0sY2KzyM27PU1PCSW3N/EearyIVkx1+lWl2qo9hSEaolF1iLYWIGcCo5rZ40LL8yjr6ioIrtreVXUlT2YVpCWO7RZGGJM5ZB93649f0oAyHdtm2obByslw/KsmMc/WtjSbLT9X8Xf2dqV7PawzPtWWKWKNYz1JYycYxngck4FQWukGHVNZtrqSSCO0lMZFzgS8MQAQvG71xxVQaTuxNNqyOy8OazeykRQgkqo3E8gD3PrXoSKYo1dmwGUeYV6luBxXAeHNP8AJliklj8ixjIZHZgPMY9CfU+3avRrV1cbR19K4vbc1Sy2NpQsrmI3huVdVtrgEPH52+YAdPQ1J4w8dwaRus9MZJr9hguOVi/xb+VaXijV4tE0K4kDfvmBQAHq5GAPwr58ur0IWRTl/wC8O1dtOVomT1IdUvpL2+muJmaSVmJLsck1U3qQw45IxTHOck0RLls0rgaVkIsNvx0wPanPEdxKZZf1qqmApzwK1Lfa0KiE75e6evuPakBSD7W/r6VUu3IZn3ZyefrV3UImFq8u7bLuH3RwBU/iXwlqPh/w9pN/fNMs98ZDLA0ZAt8BCgY/3mVs47dOoNAGulw7QRk4wkfC9sg4yR61c0rUb2fULSCS6lMYkBVdxwv0oornqr3WdNL4ke4aBK02mpcMAJCOo+prxj4n6ldTeKrm3aTEUKLGijsCMmiirpJKKsYT3OAZjUbE4FFFakl2IkRgUrk+UGzyDRRQIu2FzKISu75XI3Dsap/2tc6Nr7X1qI/OiZtu9cj5lKnj6MaKKBoqWJwr446D8q2zdS6fbWzWzbJJ1JaT+IewPaiiosnNXNLtRdj3ixuZf+EctJycyNZiVie7Yr51vbqa7uZriZy0srF3J7k0UUR+FEvcovQv3l+tFFMRInSn9VI+tFFUILMbrgKScHg1ZvwI7d4gAV3Keev50UUAP1vxQ+vwwRS6Tptq1uqxRSWqSKUjXOEALlQvOTgcnmtHT0WR2eRQ+wrhT0OT3ooprcfQ0NHt01T4h21ld5eAzkFc9QoJA+nFel/Eq+uLPwkkUD7FuHWKTHdSMkfpj6UUUp7oFszxD782D0FQToEmGO4zRRUgMUkuc+lTdqKKaAeBuBB6YzV7TIllQh8kA8c9KKKYisuuNpNxeo2m6dfRSyBjHe2+8BkztIIII6nIzg9wabHf3OoXt5qV1IZbqdvNkcjqx6kDoPp2ooqXsUi/YTSzXcETSybC44DdK9r8I3D3WmmaQLvRmUEexwKKK5rL2qNpfwzzz4rahc/29DaCTEKQBwo9Wzk/pXmhoorrOcY33Klg4BNFFICZecg+lFtK8U6FGI57GiimBNczyTW0u5uQ45H1pl94j1XUrC20q9vZp7W3d5UEsjMSz4zkk8428emT60UUDP/Z", "info": {"video_id": "114544", "label": "putting a hard candy into a tin", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "114544", "label": "putting a hard candy into a tin", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "114544", "label": "putting a hard candy into a tin", "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": "1d268b4eb22ac5c273525a9bd976ab5095ed85a583982d443095ee4b438ffa1c"} +{"episode": 33247, "episode_seed": 1614398912, "split": "train", "timestamp": "2025-10-13T03:11:26.355750", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1614398912, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to pour water into glass, but missing so it spills next to it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "54672", "label": "trying to pour water into glass, but missing so it spills next to it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "54672", "label": "trying to pour water into glass, but missing so it spills next to it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "54672", "label": "trying to pour water into glass, but missing so it spills next to it", "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": "2e6e83d3fecd641344069244167c97e28d05d4e00cd70d0b767ccbac1f14bda7"} +{"episode": 33248, "episode_seed": 1206924278, "split": "train", "timestamp": "2025-10-13T03:11:29.573858", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1206924278, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'cream pack falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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"info": {"video_id": "90541", "label": "cream pack falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "90541", "label": "cream pack falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "90541", "label": "cream pack falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "90541", "label": "cream pack falling like a rock", "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": "3702acdc61acca23ea0c17d03f314382fd855b26c120e6ae8704b73b41e4d141"} +{"episode": 33249, "episode_seed": 402053726, "split": "train", "timestamp": "2025-10-13T03:11:31.018137", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 402053726, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving turtle and lipstick away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "166804", "label": "moving turtle and lipstick away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "166804", "label": "moving turtle and lipstick away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "166804", "label": "moving turtle and lipstick away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "166804", "label": "moving turtle and lipstick away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "709852355a4bb9915efbad8bd733f813c6268e3edaa1adab280f0ce94b3166fd"} +{"episode": 33250, "episode_seed": 2990828568, "split": "train", "timestamp": "2025-10-13T03:11:32.711826", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2990828568, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking apple from floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "155065", "label": "taking apple from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "155065", "label": "taking apple from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "155065", "label": "taking apple from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "155065", "label": "taking apple from floor", "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": "fa01f11843f913b22356ed3ece02712546d6a058996e3ffe9435645a7ba3b17b"} +{"episode": 33251, "episode_seed": 3647609567, "split": "train", "timestamp": "2025-10-13T03:11:34.518583", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3647609567, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting wipes with cleaning solution'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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qT271tGfI+ZK55uITmlC9kzp7Oz1G1d47SJjEwAbeQM/jXkHjHQdQh8QX9xHYia2M5dfKfcyg88ivar3xboOnRt9p1SDI4Kxnef8Ax3NeQeMvEMGt6oF0yaQRghi23YWYDjjPTpTrzcldorC0lSlaLOW+0JJERg+cB5ZycFV67SPrUN1GFaNrcncoBG3+E49fr2HSuqnsbXxRY/aY0+z6rEqlpcYWRivQ+oPr1FcvBLNFJKjr5FzGrKUl7N6VxpnoXvueh+ANQ+1294WwsiFA6g9DzXV3d0IoiSa4bwIyR3erFVVf9UCEORnDdPatfXr5liZUPJ461tKXLS0MeW9QxtTmNxeIQeS2M03zsS7M8/zqnFlI2d8b+2D0qrc3/wBkSW4kHIQlc/xHsPzrkOoi1i/+xg29q2bhx8xzny1/+vXVeB5Vbw1GFJIWV1yfrn+tefBftPnSzt/pEwaTAHG1RyM/y+lbnhu7lg0x7eOVljEpOAe5Artws1Sldnj5xFyw/wA0ej2EEksjgZX5M88dKk8WXMmpeCruDyZMwRCQbELbypGPxrZ8MQ2r2ttLbKr/ALg+axXJ3ZHU+uc1d169tINNmSe7ghBU8PIqnp6V1TrqrHY5sLhpUmpqR832skUd4znLODkxuMGrE8bXMgiaYztHGQXwcvjnp19q2ZLqz1nWJodRjiFtICkM4AV4yAOd3fPvWTqmnXGiXSxzSebbSk+TP03f7Leh/nXn31PbTE0q+8iU2M7BomOE3c7T/dr0ezvGUqr5U15iyRNbBSjI5UuHA+U4bGP516gYg0IBHOOvvWkIp3YN2NiK53Mgzya6WKXFutcVorNPPhwflOK6h5QqhQa2pp2MazVyWSXLZrIvNTSO6WHcPuk1FrGqrYWzPnkDOK80v9bbUtdSKIsy8gAdTx6VTmou5z1E/Zya7HcG5+03g2yITxwDnHPtXV20F/ZyulrC7o4G7Ix+tcz4NsrqC3uxNYToJlG2Z02KPqT2712d34j0axUi51S1QgYx5gY/kM1ssTKenKedh8KuVTcrM8N8a6XdWniG+mksZjamfcsiEN1GecfjWOLiOS33qxLbPKAXG3ZnPPvXYeNPEUd/qG3SLtipIZ3RSucA4GD1HSsu70q21y0/tHS1EOoqoaaEDCSEjOMdj6HvXDPdnuU37qOcmVrOeOWBsSABhzyeMkEenpmt+2u1u0SZFwWBDZ6gjtWFbT7g7CHzGRGJibg7uhH1q7YRiO/nRAwRWBKt/CcdPrUT1RotzZldhFwcZOM4zUoaMWpSPOcfiarhhMpVGIweuKmt0ETGR3z6cYArFmiLRYQJGhz6GqerX8diilQrXcnyxg/z/CmyTFAZmP7tDljnoPWuf+1fbblry7LFGIjjAwNgLHH+NOEbsUmdP8PJy+q6gHcvK8Qd2Pc7v/r13qo73yhRjLDk9+MV5Z4df7Lq1yIn2lkKkqcbgGFer+DkhntnzGXu/PUhihPGR39MZr1KWKUKajY+bxdD2mMcb7o17W7e3hl09lLFyV8wZOM8Gvnu6jRdTeIyAGJ2TaRz8pIr6juZobeFy8kcIx1Zgv8AOvC/Fl1p1x4iFtNbwz2wkPmTxsNy7j/CwPY4zWVaSlrY9PCQlT9xu5zN1++jWNRHtdx5QGNwX0bHfNR6dd/ZpRaT4e3Y4Uk/db2PpVnV9IuNDmR2lFxZsR5c/wDdPYN/nBqn5UV0WMsn71yFXfzuP9P/AK9c3Q7TpLK9VcbXB/Guu0zUAUwTxXN2GlpbR4IDOfvHFX0H2Vlx91jgis+V2ubtJPQ660uSJAGPOa22fMYrzTV9bubO6021skMlxcSgbRySuQMfrXoMsyxDaT0rendrU5q1k9B8lwEHvXjvi/VLo+Ib6FpZHjjf5VeQlRwDwK9G1HU47K0lupj8salsDqcDoK8bmuxrF/Nc3QZfPYM208jJ4A/DApyny7ERgpbj47S9vdKhltnXGTmM8c5xwamfRfsugnVFuTJdxSjeFOVUZwV9yDitaa7i0oW9slu8ny/KAQMAetZ9vcGTRdZtZF25jM6p6ENz9e1YupKW5ooKOxYtJ5ITazwcypsZ0L4DDB6/nTdeaDVLVNWt2X7VGuy5hVskIDjd+B7+hrEW8FvG8m/53jCbQegx1q/4WtIdd8TLYtfy2sTwy7PLj3GQhCdh9AcEkn09TSSsymzb8BSkS6o2e8f/ALNV7U7rzbkjPArD8DO8I1NXYkKIyM+hDYpJ5mkvHKsdzN2pVHeyCC1bLc26QAIM8+uKw9Zld7mKzOCI/nIHcnoK1opgdwz0PX2rCjzfXkkwcxySPuiXOCcDpntxUwWty2RykwRspcSFSVB28nnt6Zrp9L1GbwjYQxNaWnnznfJcTxCVkb+6ueB27Vg6VFHcaoJ7jJtrUedL3yf4R+fP4VreKpobi10+RDuWSUsrA+3NaxlyyMqkFNWYXvjXW79ooZdSugkjhQqHy0/Jce1Y9w2pXWoG3Fu4lkOBk5GPXNP0uwW9uopWkXZH8/lnqx7fh0rQ1LULcwNHDOTMJF+7nsfWrdeWyM1RimVBbTWGpnTbtlkJXerr0IKmt62uoNRtpNJ1P5y5VImEeAPl4OfXNY2vXXm39jeR8GazJAx0OT/jWZe3kn2WKHzCskYBbB5z2rK19TXoFytxp8txYzMd8ZCsATtbnIP49a9UeX5FUdTivP8AxBpll/wjVtrNhql/dBLj7GXu4RGLgBdzPF/FtRiFO7+8PcDvNPRrmYOfugVtT10Je12bmnxLDF5mME1YluVjQuxwBVd5QoCjoK5PxPr62sbxplioyVB611P3UcyXMzG8W619puBEj/KMliG/IVl6Cl3ZQya1bTNFOQVideqqOGIPvWZKhvb9LWBtzTsMEdVBGT+QzXSLfRfY7uzjj2G1iKqD0IArjlN3udPKkrGVd+Ir3UFEktxcTDbyZpScmq6pfXWlxS2oVlydyDrnOPxqjarHNGkUhZU2qCy9Rk9q6iS5t9KSC2EUj/L8qqOw7mrdaXQj2MV0Mp9IuLPRv7Xe43TxyLuiXkBc4IJ9c4rSsLuW0NtNFvZTs86FcDcMH/GqUFz52gazalSvymdV7j5uf6Vnx3jQRvIz43RqirnOOOtZu7NFpoa3iKCKdYtbtOI5iEnQYyrdAxx64wfwrP0xpJLi5A55H4fWrPhW307VvEw0q9vbi3tbxTF5sUscar0JLmTjAwcd84FV47aTTNa1WwdZ0NvOYts4AcAEgbscZxjpxSe1hx3N2B44wEDZPfPerBO9CoIBxWQjF2CjljV6N/LkEYOe341k0alDXWMMEdsshPncycdFHWqDL9l+beyMUDEZHB54HtjFSXs6T6jNLMGa3h/dAJ3GeT+f8qSKw+3asmnRsGXcfMZP7i9fz6VqlZEN9TX0J7zw7psmuxLCLicfK0kYfy4j7HgEkCn6l481q6ikJ1S8MWOAjbB09BjvVrWNQt7zwreNDHhUxH5ZGNvIArmLeyW/lWDzvKG7acj7wAHA960hVcUYSpKTuyTUb+/JhZ45ZAygrISW3E80klte6aYGvkXbdA7QDkqwI4Pp2rcvLmzs4JLfzQjpGQqLnI44rP1K5+0eHNNkdsvBc+W5PJPHX8sUOrKe4401DVGtZ3luIpNK1ARfY5FYqWJ+bLdPbGeK5y7gl0e/ks3w0atviLgHcvIDfXtUV3eynT3DNtkeQhSP7vetbxT4c1nS/Dukajqc9xJdziQtE8ePs6AIVRmx95g27Hbp1zULQ06nZIABmsvWLmSJYghAy1FFE9jWO5c+H8S302oaxc5lvIZDBEzdI1xngdj711DyM25icnNFFbr4Ecc/4jOC8WXEtxHfb3O2GJlRB056nHrXNaCA+qQBuRtBx77TRRXK+p0R2Ok1XTILyJrmQyLJDGdpRse9ZDu3kdf9ZZTbvf5QaKKmPQb2Y/wdo9le2013cxea8b4VWOVHHp3rOmvX0Dx1Pd2CRxvC52KVyo3LtPH0Y0UVb3ZmaegDyre/ZeDtRfwG6mQqAofHzP1NFFZvc1j8JSuJGitLllPIjIH4nFRWkSSafO5HzW67kIOMZwDRRWkQZueHLWJvDd6Cv+teQMc8nA4rFv3b+ztMUsSMzNg+vFFFT9ok1/C8SNBJKV+fITPtgVjWbeZqEsDgNGWbgj3ooo6sZHrLlLSwVeAnnKMem/pTDpkD+F59SYyGeOYKo3fLjAPSiitFsZs1L/xO/iPToIp9J022MCLFE9qjqUjA4QAuVA5ycDk816XZKI7RdoxkUUVrh/iZnV2I55XETtnmvKL68mk1CaVm3MGxgjIIz6UUVpWFSJ/DbGXWmdsbvIY8DGMkVr6xZQxWeo3SAiR4CDzx+VFFcctzYw9DUSapArDK7QcduFNbeuWccsRut7rJEh27Tx170UU38RRRdj5DnjMllKWOOvyg1X8K6Ra6o0z3YZxERhN2Ac560UVS2Je4qamnh3xHqFjDpun3dpJKreVeQ+YEKjIKnII6nIzg9wabJe3GoaxeX91IZLm5IllcjGWJPbt9KKKljjuatuiouFGM9aTJ+0s3cE4/AUUVPU0MC2neG3DgK+8fMrjcG78/jXR+DMG91CQqN+yMZx2JJNFFaS2Iew3XrOKz0i8MJYCW6j3AnjG48VB4ajSXUZS6g+WCy+xJ60UUugEGqSMniWZOCrFQQR/sio9SUQaLcpGMKtzEwGeh2tRRRHdA9jAINxFK7u2U2kYPqa14/EerappEOm3t7NPb28jyp5kjMSWxnJJ5xt49Mn1ooqpkn//Z", 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", 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", "info": {"video_id": "116415", "label": "hitting wipes with cleaning solution", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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S1hd0cDdkY/WvGvGul3Vp4hvppLGY2pn3LIhDdRnnH417ld+I9GsVIudUtUIGMeYGP5DNeS+NPEUd/qG3SLtipIZ3RSucA4GD1HSlXk5K7R2YWmqUuWL0OPFxHJb71YltnlALjbsznn3qCZWs545YGxIAGHPJ4yQR6ema6O70q21y0/tHS1EOoqoaaEDCSEjOMdj6HvXPW0+4Owh8xkRiYm4O7oR9a5Dvvc9I8CXaXUN3MgwW2Bs9QRng11F3dCKIkmuE8AhYLrVlTcqgx/K3VT83FbOvXzLEyoeTx1qpS5aWhko81QxtTmNxeIQeS2M03zsS7M8/zqnFlI2d8b+2D0qrc3/2RJbiQchCVz/Eew/OuQ6yLWL/AOxg29q2bhx8xzny1/8Ar11XgeVW8NRhSSFldcn65/rXnwX7T50s7f6RMGkwBxtUcjP8vpW54bu5YNMe3jlZYxKTgHuQK7cLNUpXZ4+cRcsP80ej2EEksjgZX5M88dKk8WXMmpeCruDyZMwRCQbELbypGPxrZ8MQ2r2ttLbKr/uD5rFcndkdT65zV3Xr20g02ZJ7uCEFTw8iqenpXVOuqsdjmwuGlSampHzfayRR3jOcs4OTG4wasTxtcyCJpjO0cZBfBy+OenX2rZkurPWdYmh1GOIW0gKQzgBXjIA53d8+9ZOqadcaJdLHNJ5ttKT5M/Td/st6H+deffU9tMTSb7yJTYzsGiY4TdztOfu16yHLAYNePukTWoUoyOVLhwPlIDYx/OvS7S8wRlsjHrUS7lxJdZt7i70547cbpAVbb64OcfpWn4QZogowx84fOvZSP89aYwme1Z7b/WErj25rd0mCOyjClg8xHzN/QUoU25p9EdHtVGi4vqbKHYdtJO/yEjqORUTvgg00vnius829jzy+1CTxBrgbePs8DARpnnOeSR7129nZ6jau8dpExiYANvIGfxrmPDGmy202pQtZyqjSELOV2pwx6k9u9dle+LdB06NvtOqQZHBWM7z/AOO5reFaVuVLQ872CqP2kpNM8V8Y6DqEPiC/uI7ETWxnLr5T7mUHnkVg/aEkiIwfOA8s5OCq9dpH1rqfGXiGDW9UC6ZNIIwQxbbsLMBxxnp0qKextfFFj9pjT7PqsSqWlxhZGK9D6g+vUVwz31PWpt8qOVuowrRtbk7lAI2/wnHr9ew6VtWV+byJSwAkTKuueh9vrWPBLNFJKjr5FzGrKUl7N6Vdsgo1CfYiqAVLbTlQcdql7GqNeV2EXBxk4zjNShoxalI85x+JquGEylUYjB64qa3QRMZHfPpxgCoZSLRYQJGhz6GqerX8diilQrXcnyxg/wA/wpskxQGZj+7Q5Y56D1rn/tX225a8uyxRiI4wMDYCxx/jThG7FJnT/DycvquoB3LyvEHdj3O7/wCvXeqjvfKFGMsOT34xXlnh1/surXIifaWQqSpxuAYV6v4OSGe2fMZe789SGKE8ZHf0xmvUpYpQpqNj5vF0PaYxxvujXtbt7eGXT2UsXJXzBk4zwa+e7qNF1N4jIAYnZNpHPykivqO5mht4XLyRwjHVmC/zrwvxZdadceIhbTW8M9sJD5k8bDcu4/wsD2OM1lWkpa2PTwkJU/cbuczdfvo1jUR7XceUBjcF9Gx3zUenXf2aUWk+Ht2OFJP3W9j6VZ1fSLjQ5kdpRcWbEeXP/dPYN/nBqn5UV0WMsn71yFXfzuP9P/r1zdDtPTZJeAo6mtjT4lhi8zGCaw7BGup95+6K3HlCgKOgrqpq+phUdtCxLcrGhdjgCvMvFutfabgRI/yjJYhvyFbPifX1tY3jTLFRkqD1rz+VDe36WsDbmnYYI6qCMn8hmpqy6IdKHVmnoKXdlDJrVtM0U5BWJ16qo4Yg+9R3fiK91BRJLcXEw28maUnJrVW+i+x3dnHHsNrEVUHoQBXKWqxzRpFIWVNqgsvUZPasYVGloW6ak7svKl9daXFLahWXJ3IOuc4/GpX0i4s9G/td7jdPHIu6JeQFzggn1zitWS5t9KSC2EUj/L8qqOw7ms+C587QNZtSpX5TOq9x83P9KHUlLcSgo7F2wu5bQ200W9lOzzoVwNwwf8ag8RQRTrFrdpxHMQk6DGVboGOPXGD+FZMd40EbyM+N0aoq5zjjrV3wxYQa54jbS31CW2gnglA8tN3mkIWC+g5BOT6VGxbNzwHM3m6qSe8f/s1XtTuvNuSM8CsHwHI8aan5jZYCPJ/76pZ5mkvHKsdzN2qKrvZFQWrZbm3SABBnn1xWHrMrvcxWZwRH85A7k9BWtFMDuGeh6+1YUeb68kmDmOSR90S5wTgdM9uKmC1uWyOUmCNlLiQqSoO3k89vTNdPpeozeEbCGJrS08+c75LieISsjf3VzwO3asHSoo7jVBPcZNtajzpe+T/CPz5/CtbxVNDcWunyIdyySllYH25rWMuWRlUgpqzC98a63ftFDLqV0EkcKFQ+Wn5Lj2rHuG1K61A24t3EshwMnIx65p+l2C3t1FK0i7I/n8s9WPb8OlaGpahbmBo4ZyZhIv3c9j61bry2RmqMUyoLaaw1M6bdsshK71dehBU1vW11BqNtJpOp/OXKpEwjwB8vBz65rG16682/sbyPgzWZIGOhyf8AGsy9vJPssUPmFZIwC2DzntWVr6mvQS5W40+S5sZmO+M7Wxna3cH8etdZY3qrja4PHrWR4h0yyPhm21iw1S/ugtx9iL3cIjFwAu5ni/i2oxCnd/eHuB0On6WltFyAzt944ptX2NKdmnc6TTNQBTBPFbNpckSAMec1yKD7Ky4+6xwRTdX1u5s7rTbWyQyXFxKBtHJK5Ax+tEbpjkk0els+YxUElwEHvTJZliG0npWNqOpx2VpLdTH5Y1LYHU4HQV0PQ4lqec+L9Uuj4hvoWlkeON/lV5CVHAPArEjtL290qGW2dcZOYzxznHBpk12NYv5rm6DL57Bm2nkZPAH4YFb813FpQt7ZLd5Pl+UAgYA9axlVktEbeyjvYyX0X7LoJ1RbkyXcUo3hTlVGcFfcg4q9aTyQm1ng5lTYzoXwGGD1/Oq9vcGTRdZtZF25jM6p6ENz9e1ZS3gt43k3/O8YTaD0GOtQ7y3LWmht680GqWqatbsv2qNdlzCrZIQHG78D39DWVpheS4uNvOdv0q54Ti0/WPFMNhe3lxbW84MayxyxxqgI+beX424zx1JxVdbWXSta1TTnE6fZpjGqzgBwoJA3AcZx6cU+lgT1sbcDxxgIGye+e9WCd6FQQDishGLsFHLGr0b+XIIwc9vxrNo0KGusYYI7ZZCfO5k46KOtUGX7L829kYoGIyODzwPbGKkvZ0n1GaWYM1vD+6ATuM8n8/5UkVh9u1ZNOjYMu4+Yyf3F6/n0rVKyIb6mvoT3nh3TZNdiWEXE4+VpIw/lxH2PAJIFP1Lx5rV1FITql4YscBG2Dp6DHerWsahb3nhW8aGPCpiPyyMbeQBXMW9kt/KsHneUN205H3gAOB71pCq4owlSUndkmo39+TCzxyyBlBWQktuJ5pJLa900wNfIu26B2gHJVgRwfTtW5eXNnZwSW/mhHSMhUXORxxWfqVz9o8OabI7ZeC58tyeSeOv5YodWU9xxpqGqNazvLcRSaVqAi+xyKxUsT82W6e2M8Vzl3BLo9/JZvho1bfEXAO5eQG+vaoru9lOnuGbbI8hCkf3e9a3inw5rOl+HdI1HU57iS7nEhaJ48fZ0AQqjNj7zBt2O3TrmoWhp1PRrNRHbDaMZFRTyuInbPNFFdy+E5H8R5RfXk0moTSs25g2MEZBGfSp/DbGXWmdsbvIY8DGMkUUVxTOlbGvrFlDFZ6jdICJHgIPPH5Vh6Gok1SBWGV2g47cKaKKzWxSNvXLOOWI3W91kiQ7dp4696oux8hzxmSylLHHX5QaKKF0DoV/CukWuqNM92GcREYTdgHOetRLcv4c8azTacqKbd2EauNwAZCp/RjRRVy3JRp+Hh5KakU4/dxj8twohUBQ+PmfqaKKxluax+EpXEjRWlyynkRkD8TiorSJJNPncj5rddyEHGM4BoorSIM3PDlrE3hu9BX/WvIGOeTgcVi37t/Z2mKWJGZmwfXiiip+0Sa/heJGgklK/PkJn2wKxrNvM1CWBwGjLNwR70UUdWMj1lylpYKvATzlGPTf0ph0yB/C8+pMZDPHMFUbvlxgHpRRWi2M2al/4nfxHp8EU+k6bbGBFiie1R1KRgcIAXKgc5OByea7eMAID7UUURLiZmsXMkSxBCBlqufD+Jb6bUNYucy3kMhgiZuka4zwOx96KKqn8YVv4Z1DyM25icnNcF4suJbiO+3udsMTKiDpz1OPWiiiqY0jmtBAfVIA3I2g499prpNV0yC8ia5kMiyQxnaUbHvRRWEviNzId28jr/rLKbd7/ACg0/wAHaPZXttNd3MXmvG+FVjlRx6d6KKtfCTLcqTauug+J9RtYtL026tpZVfybu33qjKOCuCCOpyM4PcGkmvJ9Q1K61C6k8y5uW3yvjG4nnp260UUmEdzRt0VFwoxnrSZP2lm7gnH4Ciil1NDAtp3htw4CvvHzK43Bu/P410fgzBvdQkKjfsjGcdiSTRRWktiHsN16zis9IvDCWAluo9wJ4xuPFQeGo0l1GUuoPlgsvsSetFFLoBBqkjJ4lmTgqxUEEf7IqPUlEGi3KRjCrcxMBnodrUUUR3QPYwCDcRSu7tlNpGD6mtePxHq2qaRDpt7ezT29vI8qeZIzElsZySecbePTJ9aKKqZJ/9k=", 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", "info": {"video_id": "116415", "label": "hitting wipes with cleaning solution", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "116415", "label": "hitting wipes with cleaning solution", "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": "28fec0f6954bb7a884b0ff5f5ff86bf41f3b6dd97c38abd95582b86f7dba9fb4"} +{"episode": 33252, "episode_seed": 3906879643, "split": "train", "timestamp": "2025-10-13T03:11:35.619068", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3906879643, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting car key 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "67339", "label": "putting car key that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "67339", "label": "putting car key that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "67339", "label": "putting car key that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "384a79f76fe0c8a51fdcebe5d07a75b06e3eb421557efa88a573a0a4e94f4b9a"} +{"episode": 33253, "episode_seed": 2894025997, "split": "train", "timestamp": "2025-10-13T03:11:37.605130", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2894025997, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting black cup on the edge of black box so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "196323", "label": "putting black cup on the edge of black box so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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PmaQNkdew+tIfhYLubzdR1d3cgArbwBRwMDkk0xnlMMLSuD0Hc16P8LlA8S3OOn2Nu+f41rorb4X+HoQDJ9smI/vT4/QAVv6N4a0jQ7l5NPs1ikZNpcuzMRnpkmkwNfFA+8RTiKb/ABZqRC+lNIp2aTNMDH1yYQpD6nP9K43Ub1thG7r0FdL4rl8uO2J/2v6VyelbLjWEkn5hhzIQehx0rGSvM64O0LnWeFNEgsbRNRvVAuZMlQ/8A7fjXHfFW5Os3en21mQywq7MScDOQK1NR1uW/uGIYiOMYRR0zXL63lbm3J5wjKfrwf6V0RjZHNK7d2cM6lZnVuobmprVczoOxIoukK3TkjgnIp9ov79eM85oZJ13gCLHxFspgzZeSXj1BVq94IrxX4dQs3jiybrtSVz/AN8H/GvbCMVDATtS44pB6U6mBDcRLPbSxOMq6FT9CK+frdd0kkrdN3FfQrfdP0rwAJtwi9jSZpAnQAcHntgU5lI2Lgkjk46U+NAgHdqspZXEx+SJm+gqxsgHDD1r07QUYaLa7hg7M1x+leF7q5uVa4Qxwg5bPU+1egxIsaKijCqMAUNmbDbzTUGNwx3qbFAXFSIiP0pB3p7daTFADaikt2uJoyrBSmSMjI/KpsUyS6itF3SnG4gDA5pWuCLmmpMPMabGR8owMZ9+pq+nvVe3j8uEDnLEsc+p5q0oyKpKysBDfTi3sLic8CONm/IV8qXM/n6hLKwA3yMxH1NfSvjO6Nn4S1CQYyY9o/Gvmm8WFCdikMRnrVPYERAjzhkADuKvaVLHHrthIoxtuom49nFZkZO4n2rS0mNZLqAlNzeYoABxzuFIZ9WP/rWx6mnjrTXGHI96cOlSIU1w3xJ0pbrSob1QA9u21j/st/8AXruuoqhq1kNR0m6tDjMsZVSR0OOD+dTOPMrFQlyyuY6ZzzUy84pq1ItUJjwOKXbmgc08CgQ0LQFxJ+FSUoHNAxrLxnNMC1KRSYpAR45pDUhFcT9rvr7xneaYdYubSIGTyljUNllTcF9hweTTQDvHJOLEA9d/9K5dX8iyfZwznk+1NOp3uooHvbmSfYMpvOcZ61LaQG6niiPSQhaj7RsvhQW6eXCHkxknIHuaoapZHUUCpIY2Rshh9MVt3Fo8VyInGNnA/DvVVFyG9Sc1suxDOMutBkBxLNIducV03gXwdYa1Pdx3jz/ukVlKNjvg5qxcxb48Fcmu48CaNJYWU11KpV7ggKCP4RSkrEFnQPBGm6Dqq3trJO0ixsg8xsgA8GunYc0BcSL9KHzzUMBgHz/hTvrQKwfGF7dWHh957SZ4ZhKgDoecE9KEI3m+6fpXhXkoJML0z1rsdT1K8g0aK/sfEGpSq05t8zoqLMQuWePvtB+U59R9Bi2mi3F0wwuFPU1Vi4houmm/ul+XCA5Jrv4LdIUCogGB2FVtM06OxhEajnHJrTRe5oYmxqg5qZRSgCnYpEiCkNOApCKAG5pMU7FIelIBOKpz2kV5f2qSEELufae+MVzcd/Lc+NrjTLrVru0tmm2RtFLGix9CSS4xjGeOpOK1PCUl5Jq+rw30tzI9pIIkFzjegy2c44zwM4p2Gdcei/Wpl5wKhxlh7VMvFMRyXxJjuJPCrJBGz/vAXC+gBr5xuXJfBBBHBBGK+kviLe/2f4WkmLY+bH6V80TStNK0jklmOSaq4CJkZrofCkSzeIdMgOP3l1EP/HxXPK2DXonwluYj4kit5ERiXDKWUEjr0pMD6CkGXJ9zSDqR7U4ikA+cH2qADpig1g+M7250/wAPPcWk7wzCWNQ6dcEnIrlNXn8T6PpGn3dzqt6st0X3xFcCHG0qCcfeIbOP/r0wOoFSL1oopjZKlOzRRSAUdRT6KKGA00vaiikwEPSvK9Yv5tM8ZXt5b7fNjmbbuGRyu08fQmiihAZNuoELgdMqP51ooxjmG04K4xjtRRS+0ar4TsrMLfaaJriNHkAI3EVgLCjXSptwpbGB9aKK1RmegwaRYCGMG1jO0DBIzWkqgAADAFFFSxCkcimt3ooqWA0VzXjzjwzJ/wBd4/5miigDhNU19tXigjk06xgMKqkbwK6lUHRQCxAHOenXmu+iiSOJQigdKKKoEWkAAqRelFFAEi06iikIXtSCiikA3vSHpRRQM801fVm03xHqiGxsruOWfcUuod4DKOCCCCOvIzg9wa6T4f3c+oXus3ly/mTztHJI2MZJ3UUVSEd0tTLRRSA87+NDlfBkIB+9dKD9MGvn09aKKpAJ3rs/hgxHj7TgDwWbP5Giih7AfS5FIv3aKKzA5nx9/wAitJ/13j/ma83udZv72xhsbm5llhhdpF3uzElsdcnnGOPTJ9aKKpAf/9k=", 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PmaQNkdew+tIfhYLubzdR1d3cgArbwBRwMDkk0xnlMMLSuD0Hc16P8LlA8S3OOn2Nu+f41rorb4X+HoQDJ9smI/vT4/QAVv6N4a0jQ7l5NPs1ikZNpcuzMRnpkmkwNfFA+8RTiKb/ABZqRC+lNIp2aTNMDH1yYQpD6nP9K43Ub1thG7r0FdL4rl8uO2J/2v6VyelbLjWEkn5hhzIQehx0rGSvM64O0LnWeFNEgsbRNRvVAuZMlQ/8A7fjXHfFW5Os3en21mQywq7MScDOQK1NR1uW/uGIYiOMYRR0zXL63lbm3J5wjKfrwf6V0RjZHNK7d2cM6lZnVuobmprVczoOxIoukK3TkjgnIp9ov79eM85oZJ13gCLHxFspgzZeSXj1BVq94IrxX4dQs3jiybrtSVz/AN8H/GvbCMVDATtS44pB6U6mBDcRLPbSxOMq6FT9CK+frdd0kkrdN3FfQrfdP0rwAJtwi9jSZpAnQAcHntgU5lI2Lgkjk46U+NAgHdqspZXEx+SJm+gqxsgHDD1r07QUYaLa7hg7M1x+leF7q5uVa4Qxwg5bPU+1egxIsaKijCqMAUNmbDbzTUGNwx3qbFAXFSIiP0pB3p7daTFADaikt2uJoyrBSmSMjI/KpsUyS6itF3SnG4gDA5pWuCLmmpMPMabGR8owMZ9+pq+nvVe3j8uEDnLEsc+p5q0oyKpKysBDfTi3sLic8CONm/IV8qXM/n6hLKwA3yMxH1NfSvjO6Nn4S1CQYyY9o/Gvmm8WFCdikMRnrVPYERAjzhkADuKvaVLHHrthIoxtuom49nFZkZO4n2rS0mNZLqAlNzeYoABxzuFIZ9WP/rWx6mnjrTXGHI96cOlSIU1w3xJ0pbrSob1QA9u21j/st/8AXruuoqhq1kNR0m6tDjMsZVSR0OOD+dTOPMrFQlyyuY6ZzzUy84pq1ItUJjwOKXbmgc08CgQ0LQFxJ+FSUoHNAxrLxnNMC1KRSYpAR45pDUhFcT9rvr7xneaYdYubSIGTyljUNllTcF9hweTTQDvHJOLEA9d/9K5dX8iyfZwznk+1NOp3uooHvbmSfYMpvOcZ61LaQG6niiPSQhaj7RsvhQW6eXCHkxknIHuaoapZHUUCpIY2Rshh9MVt3Fo8VyInGNnA/DvVVFyG9Sc1suxDOMutBkBxLNIducV03gXwdYa1Pdx3jz/ukVlKNjvg5qxcxb48Fcmu48CaNJYWU11KpV7ggKCP4RSkrEFnQPBGm6Dqq3trJO0ixsg8xsgA8GunYc0BcSL9KHzzUMBgHz/hTvrQKwfGF7dWHh957SZ4ZhKgDoecE9KEI3m+6fpXhXkoJML0z1rsdT1K8g0aK/sfEGpSq05t8zoqLMQuWePvtB+U59R9Bi2mi3F0wwuFPU1Vi4houmm/ul+XCA5Jrv4LdIUCogGB2FVtM06OxhEajnHJrTRe5oYmxqg5qZRSgCnYpEiCkNOApCKAG5pMU7FIelIBOKpz2kV5f2qSEELufae+MVzcd/Lc+NrjTLrVru0tmm2RtFLGix9CSS4xjGeOpOK1PCUl5Jq+rw30tzI9pIIkFzjegy2c44zwM4p2Gdcei/Wpl5wKhxlh7VMvFMRyXxJjuJPCrJBGz/vAXC+gBr5xuXJfBBBHBBGK+kviLe/2f4WkmLY+bH6V80TStNK0jklmOSaq4CJkZrofCkSzeIdMgOP3l1EP/HxXPK2DXonwluYj4kit5ERiXDKWUEjr0pMD6CkGXJ9zSDqR7U4ikA+cH2qADpig1g+M7250/wAPPcWk7wzCWNQ6dcEnIrlNXn8T6PpGn3dzqt6st0X3xFcCHG0qCcfeIbOP/r0wOoFSL1oopjZKlOzRRSAUdRT6KKGA00vaiikwEPSvK9Yv5tM8ZXt5b7fNjmbbuGRyu08fQmiihAZNuoELgdMqP51ooxjmG04K4xjtRRS+0ar4TsrMLfaaJriNHkAI3EVgLCjXSptwpbGB9aKK1RmegwaRYCGMG1jO0DBIzWkqgAADAFFFSxCkcimt3ooqWA0VzXjzjwzJ/wBd4/5miigDhNU19tXigjk06xgMKqkbwK6lUHRQCxAHOenXmu+iiSOJQigdKKKoEWkAAqRelFFAEi06iikIXtSCiikA3vSHpRRQM801fVm03xHqiGxsruOWfcUuod4DKOCCCCOvIzg9wa6T4f3c+oXus3ly/mTztHJI2MZJ3UUVSEd0tTLRRSA87+NDlfBkIB+9dKD9MGvn09aKKpAJ3rs/hgxHj7TgDwWbP5Giih7AfS5FIv3aKKzA5nx9/wAitJ/13j/ma83udZv72xhsbm5llhhdpF3uzElsdcnnGOPTJ9aKKpAf/9k=", 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", "info": {"video_id": "196323", "label": "putting black cup on the edge of black box so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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ZHXsPrSH4WC7m83UdXd3IAK28AUcDA5JNMZ5TDC0rg9B3Nej/AAuUDxLc46fY275/jWuitvhf4ehAMn2yYj+9Pj9ABW/o3hrSNDuXk0+zWKRk2ly7MxGemSaTA18UD7xFOIpv8WakQvpTSKdmkzTA8++JuSulxgcs0n/stciiBcAEcda7T4hqC+muf4RLj/x2uNhj3Nlugo6mq2JUGSGxkKME+pojHBJBGeeanjjaQbUUn6Vai0a+uOEt359qoTNHwirNrK46BCTXoO2sTw7on9lQM8uDPJ1x2HpW8OlJkMideFPvTiOOlSFcikNIREaWlxmgigBua4+8vCAdpxXYkcGvMtRuSMqp5zWVTWx0UOpY0+xk17WY4CW8lTmVx2Fd5c3dhoelNFCVUIjBVXrnFchaaiNF0FI4v+Pif53bvk9BWbLK8ivuYnCkEk9WPWtacLIio3JnmdzazxIZ5QAsrBhg/j/Wq4FbF+paxRAMsnGPpx/SslRmqMi8kfm6fsycmQHj2B/xr3j4cLt8B6cuSQpkAJ9N5rw60QmAAcc5r3rwJEY/A2lA90dvzdjUsDfHWlHWkPHNOHWgAIrLv7Hzr6OdGCuE2nIyODkcfjWpVLULqK0VHlONxwMDmhq+40O01Jh5jTYyPlGBjPv1NX096r28flwgc5Yljn1PNWlGRTSsrCIb6cW9hcTngRxs35CvlS5n8/UJZWAG+RmI+pr6V8Z3Rs/CWoSDGTHtH41803iwoTsUhiM9ap7AiIEecMgAdxV7SpY49dsJFGNt1E3Hs4rMjJ3E+1aWkxrJdQEpubzFAAOOdwpDPqx/9a2PU08daa4w5HvTh0qRCmuG+JOlLdaVDeqAHt22sf8AZb/69d11FUNWshqOk3VocZljKqSOhxwfzqZx5lYqEuWVzHTOeamXnFNWpFqhMeBxS7c0DmngUCGhaAuJPwqSlA5oGNZeM5pgWpSKTFICPHNIakIriftd9feM7zTDrFzaRAyeUsahssqbgvsODyaaAb4+RH+wFuo8zH/jtchDHkhAMlj0q2l1qGtFRc3ElwUGV387c9a6LRvD5jkE9x26CmWnoXdA0hba2EsiAu/PI6VvquBgDAojQAACp1AFBA1RUmKUClxSEIelNJp5FNIoAb1oxTsVh+LLu5sdCee1leKUSoAynnBPSkM2G+6fpXlCASzgvyN1b2p3tzBosV/Y69qMoa4NvmeNUWYhcs8ffap+U7vUe4GF/HtX05pSWqNaezHyO9zfey849B2qWVlVCinPOMj1q1bWDmwa7QZOSh9qrPGFSP3Oa0joJnM3egzeY8sdw4UsSFHbNZQ0URvy7n2rvChznHFM0/RZNV1SKCNDtLAuccKO5ptEHS2vwx0NraKUS3alkDf6z1Ga7XS7CLTNItbGAt5UEYRdxycVYjiCxhRwFGB9KeufKFQySNhwaUZxQc5xS5OKQCisrU7SK8v7JJMELufae+MVzQ1O5uPG9zpdzrF5aWzTbI2iljRY+hJJcYxjPHUnFX/C817Pq+rQ389zK9pJ5UYucb0GTnOOM8DOKYI6o9F+tTLzgVDjLD2qZeKYHJfEmO4k8KskEbP+8BcL6AGvnG5cl8EEEcEEYr6S+It7/Z/haSYtj5sfpXzRNK00rSOSWY5JqrgImRmuh8KRLN4h0yA4/eXUQ/8AHxXPK2DXonwluYj4kit5ERiXDKWUEjr0pMD6CkGXJ9zSDqR7U4ikA+cH2qADpig1g+M7250/w89xaTvDMJY1Dp1wSciuU1efxPo+kafd3Oq3qy3RffEVwIcbSoJx94hs4/8Ar0wOoFSL1oopjZKlOzRRSAUdRT6KKGA00vaiikwEPSvK9Yv5tM8ZXt5b7fNjmbbuGRyu08fQmiihAXvBESM93uXO0IBn8a7RAMn60UVQ+hMvWpBRRQIeOlOHWiikIQ9aRulFFIBBXOeNv+Rbf/rtH/M0UUDOL1bxA2sQwRyadYW5hVUje3V1KoOigFiAOc9OvNNXhpm7jgUUUS3RpT6m5oFxItyIMgxP95T0rQ1y2giZNkSr9BRRVol7lzwtYW0/nSyxh2HADdK6y2sba1J8iBI93XaMZoooZLLWBik6LRRUsRGfvUH7pooqRnletaqdO8TaqhsrK7jkuNxS6i3gFRwQcgjr0zg9wa3/AAHdzX95q93cvvnmZJHbGMk7qKKtCO3WploopAed/GhyvgyEA/eulB+mDXz6etFFUgE712fwwYjx9pwB4LNn8jRRQ9gPpcikX7tFFZgcz4+/5FaT/rvH/M15vc6zf3tjDY3NzLLDC7SLvdmJLY65POMcemT60UVSA//Z", 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"info": {"video_id": "196323", "label": "putting black cup on the edge of black box so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2ae9fe9dadffd1d6a3bcce8df7822aae53d39fabcb25a6996805c4a58ec6fd4a"} +{"episode": 33254, "episode_seed": 4208713191, "split": "train", "timestamp": "2025-10-13T03:11:40.895750", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4208713191, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 4 biscuits onto plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "217608", "label": "putting 4 biscuits onto plate", "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": "217608", "label": "putting 4 biscuits onto plate", "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": "c8df769b39ff8abf6c24ae5fe3d97bf65ab8f7ec721d268713b2b9701df0c380"} +{"episode": 33255, "episode_seed": 4092037622, "split": "train", "timestamp": "2025-10-13T03:11:42.345920", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4092037622, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding an umbrella'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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lXT+KYIo/CHhrc4aeP7QcZ+YZ9R+VVvhRpKz6tcS3Cv5ctuNidA43Dr7Uur3j6z4vuLSU5txeSRR4AGxAcH+Vd8Nd9lqcM00zgbjBlcIANw47mnXFr9iMe9syOgdl/u+g+verUElo1ilwsKq4JDDJO0j0rKubl5pnkZixY5JNcN2dC3NSCOW10/ziVxc5I9Rg4rU0z7VeWpuUiZ03clOf061mEXEmixzrE726J5ZZsAA7iTj1/CtzwnqF5NcyWVlDC4k2g7k+6O5J6gU69nFW6Docym/M7fwbpwmivrpowWkAgUkY4PL/ANKdqGg6La2U6av9g2EjfMsXlvtHqxYkt9MfSugsrmC1sxbxsDsXDP6nvXMS2/8Aa1jPqFxJBdabcybZLO/HlCFl4DRzD/VsRyC2A2eprNNz1NpKMFsY2pQQmFbuxtTBp1zAslthcLt28gfQ8V5npsReSVyThF/X/Oa9V1CMwaPZ2AabyrW22RrNFscKc4yOhOMcjg9RXnulRJJpd7IWcMpXA4wTnH1zVUV77sKu/wB3Fs9H+E1oLlJnC8wySMT9Qqj+Zqj4niEnxJmiBLf6TEDnvhVJrrfg1YmLwnql6R80s21Pwz/UCvM/iBOx8RanIrEMbsgEHB4GP6V3x0v6HFJ8zOdnvRJqF1I4BM0rsCfXJqSciSU7MfOMADufSqUUDSxNIG2mPBJ9q1ra9hfThJ5cYkVir4XGT2NcUlZnRy2SZDd2y2LJHuzMUDSD+6x6L+A/nVgRyWOnI+8f6SPN9xgkD+VY8szSyM+SSTk561syJO2jxXIUGEKEwzjdgHkheuM5qqbSbuTUi3Fcpq6al3dWa3aRl03c7Dkj6jrXo2n6CbjwtBGiRrLMxuW83IBPQA45A2+nrXF+CJ73UXmgQRrZqwMzsg+UY6Z9a9M1LVrey0aSZSVjQAfKMn0HHeubVNpHWtYps5W+0PwxZy2UuoW9pG4cRokO5VZ2IUcElmxnPJ7c1zN7BNBFcR3ETxSopDI4wV4PUV0Go6C0ptf7QaC8uYSk1rfwKRcbNwYB4f8AltH/ALSEkVm67M97NqFw77mctlufQjvzRVWiuOhJNtJaHmOnRmRnYtgIufrXpnwwtBcXHmAZMU7yH8EAH6muE02BX0q6mDAFSvy7ep6df6V618HbAroWrag4yN+1f5n/ANBrugtDhcrXMPx8jy+OJoWfc2yFB7ZA4/WuJzuEwVkwRnpz19a6Tx/fSx+KtSuon2SxzRqjDsVUD+lcbpyyPdNbtKqSMSF3Dgn0z2oxD0j6CpJ2bAxtKUSNS77MKB6+1PUmCERpyegrRUrpQklBEk+Csbf3CeDVXSJUGqwuyl1jy2B6AGudatI12TZ09x4ga7mg3lQ6QJHlOAwB7g9xU0k5vbXyiMkMCo756VzCKhv43kdBGuHYMDg+3rivStA0ewm1uCSCdZYkHmugbIyOnXkc4pVLQq8yNKD56XKzn9U8JWEUs/27xFY2UYIUxvHJJKSACx2qMYyeOaytA063Sykvo7yOZmYRvEoIMYIyuc9zg16lc6NFDeyXl2bJo5MyFZrZXdW74djhV4z0z71ylymmTaVcQ+H7ZGhs7gfbZ4uQSwJBJPUZyPT0qZzcosqnDlmn0OT1a/udKFpqFnKYrm3uEkikAB2sMkHniode8deIfFtlFFq+ovPFCdwjCKi7vUgAZOKTxYpGmwqP74/kaxDD5Gnxqy4coWP49KvDbE4r4z1L4SaUItQuLmeNGZ4EKsR9zJzx7kZ/KuS8UX5vPEd3K7l0e7mKDdwBnHH4AV6p8P7MJoi3LjCzAD8FQD/GvFNXfbJHOFRlDMSrjIOT0rqa9x/11OeydS0SskL3E4hiALF+AP50XMaW0skET7wrFQ3971P51euLmCGBZbZAm5Mqw6jPasYSfvFJJ2g8keneuW5otzauGk0tUtiy5i6ke/XP51t28V0kUUssLCN1zuHzL09RWLqRngminuIjskYyqWIJ56ZA5/P0rt/Bc91qNpCZ44ksIDkyBcFjngD196MRa90VhuZJpnSS+GhLoNja+RC4ij3zJNIyBy4y3K8g9PyrEv8Awz4etLpZBCqX8kTJawxMcNIFLbgCST0xycc+tdXrupxx6cqJcLbtcMIUkK5Cs3AJrl5NJa212z1W9jhi1OxmUSXluxMM5CkfvY8boZMcg42k1KvLVly5YaJanGeI1ZdDmypVtwyD1HzdK5azjItGlJ+82AMeldn4rdpdKuJ2OS8m4/i1c5JAsWiW0quTu38bcYA5/Hr1p4VaBi37yPY/hnZZ0i3uU43RRRhvoCx/UivPLeTytRv7vJJhjuJc+/IB/WvXvCFqdI+HOmuw+dkaRvpj/Ba8A1S6nhISOV085GEgU43AnkH2ru+xJeRxSfPK5j20pW2kTOQTnFTaaiz6jbRSMFR5FDE9OtUVO2Q+hrvvBditkI7uTT4ZZidwmuBnaMcBV/rXE7Lc6FfodANEjb7UDZCOG5tmjtywwAx5JHpnj8qtaRp1t4csGSNhJcyD97LjG4+g9BUs1++1Q7ltqhVyegHas6W6M0nzMFQDJJ6ADqa55T5nZbHVCNknI6OLbLYTTyyLHBEmWZjj6mu08NSWd54MsZxEu2SKQKSuNy7mBXnqPbkewrwm812fVNsasVs0bMcXr/tH1P8AKtfS/Her2vg+fR4FU21mXdjxkpIcAEHjhyCMc9a2pxtoY1ZXL9/ZwWzXMdrH5cCs2yMHIXPUD0Ge1ec6TJssbtCpwSpz9Oa9Ft5JL3SY7hskyoWYn1zWV4O8BX+v6f5sUsEaF/l3HOSMfe9AAfeqw+k22LFXUI2PZfhxYLZeBra3OFZjls8ZO0E/qTXgfxCXZr8qn+ORpPz/AP119KeFdNvrbwsltqSIl2GaRlQZGSTgD8AK+fPidZEa3LcKOEIT2xtGCPXnNdiejscUN1c4WK48m2uSp/eOvlgEZ4PWobaXZDIuevODTWUnBGcDk1EMiQYGc1zSOq97I1NERZ9ZtI33FWkBO0ZJxzXqsuhNJFfRS26QrfQARNjOzBBz+J5x3wKwvBdveaREkiRQQhgWkd4wZJMjp7KPSujmvyuNzliABljngdKwqVElZbmtOMm79CSzhtNGsY7C1BCFsux+857k+9XdRIg0yK7uNoj3/KpbAyCMfl1rmbnUVt1mvZctHCu7aDyx7D8TWBe63e6wVkupchFISNRhU+g/r1qIJ7s1lJRVke9eLbDTbnQLhJrdSo+bC/KyP/eX+63fIwfrXj1yrNp8zli25Ccsck/L1PvVjXviPq+taVbGWFYomXyQy4OXVMPz1AO5Djp1phBfRExyGt85/CrqrVE4Z7nA6VKF0u4jOeWVvwGa+i/htpgtfAUUO355Duf67QT/AOhV4t4b8G6xq2mK9pZF1ZhgFh+86DA9OvevoHwfBcS+EIZLi3a2nDtIY2JDIMkAfkOld0WuU82TfMfPnxCO3Wrn/prcF/wrl9Suds9sY8rKAGde6tnj9MV2HxLtimtsw+7HhD67ioNefTStO5mYneT1qa26RvRlaDXc07+7Mzhs/e5A/nWn4f0pr1Zr7OIrYguhJG8dwDXPwRy3s8MUeDI5CDJwB7n0Fev+C/D+n22lAz6lFfW7SOr+VwiSYBC+p6dawSL5lE4fxFpbWOoW20Rxi7hWXZFkrzwQM88cfjXqng/TI9EhL3OPtlwBuX/nmo6D6+tYkWlRtqa6leneYF220R6RjJO4+/P9a2tPla9utsfLO2M+1c85czSOqCtd7XJ9TefVdYkgsb5oJ7NN5jkt/OhnVhgo69WGOoGSM5xXONbQabYX/wBihS3ju5I/NitmM1uWUHJjk7D1RsMMeldx4Ims5r/WLdgkgiMfmOTkbyW/DjGM5HPeuc8eW1pF4nR4UMc84Ky7SQJMDILDuw9TzWr+AyWtVHnHi7CWUBH/AD0H8jVC+gRrezjhjVWeFRhe5LEf1rT8aR4s7cAf8tf6GjQrdr3W9NikUYiAdvooJ/nitcKtDPFytM9ujtv7G8E2SLkFLNnY/wDAWP8AUV85a7MyQxW+B8wDse4xkf1r6g8SxoPDk8QYbkgWPb3GQBXy3rpH9ouvZAFrpb9xnNTfvFMzE2iLnO3gH0re8GwQ3Ot7JV8zbGdse3O8k4rm7aJ5phAilncgAAZr1jw3G+laeYEtbe3BVcuq5lZhzuZvXPbtXG5KOrOlJvRDp/DAutOFjcRi2mS6853xk7CMbR6kDgVswtbWUNvYWybYIhhUB/n7mqk+oHLFmJY8kk8k1kXGrDTYXvWXe+4JEh6Mx9fYDmua7m/I6lpq9ztIkSLVtHa82kT3CKiMeCSccDnPHHTvW34406wGlR3cIeGeE/uJ4WKvGO6gjnaehXJH0rxk+IL46nFq8knm3FvIkiA8Ku1gQoHYcdq6HxN4+vNfu499v9nguT5kYAGShYdSPvYIYA4zXQl7uhzzleSMbxTGV0Cb/gPH/AhWFp8X26302zAOXk8sj/eYf0zXU+KoHk0adFXuoAPH8QqzongjX4re21S2sklMKeYsO/nBHBGOp+bOB6VeFstxY1vmVj2K7txF4HREA2pZ8e24H/Gvl3Xhs1R4/wDnmMfqa+s9Qsf+KdjDKAUhWJ8e2M/hwa+UvEtu0OqyynlZSWB9OSMfWuq/us5KfxGxpPh62sFWa5Cy3OM88qh9h/Wtr7VsGQay3vGc4BprSnbkmvKd5O7O+NlsaEl2W79arX8zxWGEI/e5D5PPlgc4+pwPzqvCd7gE4HUk9h61z9zrEt7cysnyxn5Uz2Tt/n3rSEC1OKfvGnp2n3mqvBbabaTXUzIBshQsfc+31ror3wXrPhfTb7+1bZYftdkzRqJAx+SSMnOOnWur+BAitpdUuZd25xFAmB9WP9K9H8e+F7jxTosa6e6LewbwiyNtV1ddrKT2/hP4V0xVjkdzyrS7Vrbw7psV2RbfabXdC74w+7JGOeTg5x7V0Xg7VYfCcMNjeWjvEkjP9qiw2M46r1HAxXCeJS134SsvDxuo5LjRZ57diqkbirZUAHnuwz6LmsO21PWNFvLW2iuJbm2kZI8TjcAxxnaeoHPH0rJxaleJq5KUUpH0yfEsF3aebpjQzMwyd744x6DvXlniXRk1jTH+32gWUgkvAAHUg/KOe2B0rKvlSaNgVaNj/FGcH9K5/SLnVNT8US6RP4jvIYWjl8rChyzKhYLz93oST7etaQq3MZ0bO9zjJrSW5uxb2sTF3YgL6fX0xXVaVoVppirI4Wa5HWRh0PsO1Z+haibj7VcSriZgpY5+8TnJrS+2FzWNabbstjWCSV2axu9gxmq0lyXbGaz5Jj60n2lbeGW5kI2RLuwe57D8TisYxNuYj1x5DGIg4EUUbNKvdmI4H0AP86h0/SdR1u4WDSrGe6dgMrChO3tknsPrXPpqFzcq/mOWaTJdu7Zr3r4GeVbaLqEkgbzLm4VVwP4UX/Fq6oxM6kk7cp5rqfh/UNLtrbR7yAQ3qaj5ZRnBwZI4yuSOOa6waTdW+mDTLiL7PexWwjaOXghsY/8Ar11PxR8F6hqcsmsadJCkARJroyPjyTErfPgcn5TjA54Fcn8S9TfxPL4YvLa5ELzWMNw7xk5j3Fg3T0INOpG6Jpy5WdN4B1DS9DtrXTNRZoJ1Z8tIv7t9x/vDjpjrXpNxq9tbW5mjV7hXA4iXOBjr9K+YrDxZfxX6afqMX2pZGVVkZQr4PQkdD1rodZ1nUtL0pm0zULi2YMoChsjHoM5x+FTCbjpIidNS1iXvFmkxa9p0tzEzwTyA7fNYbG2Hocc54NeKSbVIUV6nr+tz23huLUbXW9QuUe4NoTcRLGtwQm53iHXapwp3eo5zkDh9L8NS3snn3TGO3PK4+84/oK0nUVrsinBrQo6PY3F9JLFbKS+zG7oByOpr0vQLP+wdINksxdZHEsg7F8Ace3FU7WO3sIhFbxrGg7Dv9fWnzXnynmuSdRy0Wx1Qglqy/d35ZSoOKydQ166sV+w2MnluyFp5R95f9kHscHk9eaj+1JErXEvKR/MR6nsPxNc7PdB77cp3BlJcA5OScn8TVU4Gk37rZ1PhDxjeeGbq7jsYPNmv4fIQZ+7Jn5DzweTjB9aiGuXOveKIpJU24klATbtC5ycADp0H611UnwqbQPDo1+71MyXEDwTC3iiwoBkTILHngHsO1V/BPgo69LrF/bXGy/02/dfIbG2RGB4z2OQeelbuPunLGXvJnN+JLFrk2UJcIWnAztz1z2/EV2+l/DK9hmiu7C/VpFdUnVk6ru+YjsMDHWsRjYajeRpFcp9usJNzQv0LAg8jqRwOlekeHfHtsqtbalbm0lduGVsxv153Hp+NTRnyuw8TDnfMjf8AE9uG0gzkfwj5f6fnivlu90S4vdZKICsTgSPIw4Uf1OeK9j1DxBc6r40utGm1e7t9NknCQvFPEqxYwcsXGMAZxjknFeeXgfTdX1CCRZkeOYx7ZgAwAJ+9jjPrg1tUqWptIwpx94dYadZ6XHi3jG8/ekblj+NXGvMcZrKFyznrTHlO7rXn2bep2p22NBpjI+Bz6CsjWZmNwquym3idERR3bOWY/wAvwFOu742GmzXSn959yL/ePf8AAZNc8t1NcqqMflBB9ST6mt6cRucbO50uk+GNb8RztDpWnT3CZ5dVwi/VjwKtyaDqE+p6PpMVuGv0jlh8rcOXjlkLKD0J4OPWvbfhR5Vt4D063AbzXDzvxx8znH6YrkfGugan4b8WReKoliOlWl79t81pAuN7Lujx1yW3Y7c10KOhyu5laxpsmo2k9tGyxzLJyj5BAB9O3Pr6V3/hLxPpFskdncLJZzpGkYEy8MQAPlYHBP5da8r+I1veXfxG1C7sbzyHiJw6E5wACOnrnHNZfh7xNf3t8dN1GBJHVWLPjawI9R0/lWCUoO6NptVNHufQXiTWDFo88dtaPcIUzu3Y5znGBzXiPjrw/atEb/LQNEd7ocuJd3oexzTde1PULDT/ADNO1G5tirgbFc7Tn2qn4nHifRvDWlXOs3dzI2oGUT27R4ECgIUVjj7zK2cdvqDjeNRNHM6TjIwYScj3NSyselFFcfU6SpqErxaPcFTguyxk/wCyc5/lWHaj5jRRW8diJ7n0R8FrKA+GfOK5eW8cMfoBivW4xjA96KK2Ww+nyPk/4iX0w8Y6tbqVVFupYvlUAlRIxwT3yTz+HpXo/iTRbOyuoREjfNEkoLHJU47H0oorKrsFPqYt1ypOB0rzu91O40XxPLqFps8+F2271yPmUqePoxoorKnuaVNinopIhuAOgCj+da0HaiilPdkLYdITurN1+RlsbSIH5JGZ2HqRgD+Zoopw3HLYyrTvX018JLKBfBemyBfmlMsjn1O8j+QoorojuZx6naeIFDeFdWU9DYzZ/wC+DXzP4MY6v8QNGsrnAhmnZnWMbckq5z+HbsKKKcge50OraXaR6nHIIV3xTYU4HZjzWd4pAXTXAHAkXiiiuXqjbucx4k8UPrsVvBLpOm2xgRI4pLZJFKRrnCAFyoXnJwOTzXQSuVAA6dKKKK3QmBVkduearM7E4zRRWcSjL8RSutpZxA4V2Z29yMAfzNVNHRZNStY2HytKgP0LCiiuqGxlPc+ovElw9/4C15ZQoCWkxG0YxtAK/wAhXE/B+6lfxf4nQthJoBM6jpu3Hn/x40UVs9iHueMeIUMOq+ejuJJPnLZ5B6cV0nhHWL3Ulube7kEqwqu1mHJye/rRRXPNe6axfvFO/wDEEvh/VL1I7GwvIZpQxivIfMVWQZBXBBHU5GcHuDWf/bF7rU9zeX0vmXEsnmO+AMk8ngcUUUP4SftFyEnDe1NkY7zzRRWPUsyPEEjG5t4SfkjiDAe7dT+gqvbDEeRRRXRHYzlufXPhKxgttCs0iTasdrEB+KiqPxUk8n4canKERzG0TBXXKn94vBHcUUVsVLqeRfDa0j1rxBrEF4XZbbTi8bBjkNuQEknOSRxzVo2NvBqRmjjAdiyHjtRRXPU3Kp/CY3icY0t/aRa43U/Eeq6jp1vpl3ezTW1tK8qCSRmJZ8ZySecbePTJ9aKKVPYKm5//2Q==", 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", "info": {"video_id": "49420", "label": "holding an umbrella", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "49420", "label": "holding an umbrella", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "49420", "label": "holding an umbrella", "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": "b74bd58a68eae6ff35f6d683e9237a185d24bb8dd7481ac5e5631acab0d46ecc"} +{"episode": 33256, "episode_seed": 1490871285, "split": "train", "timestamp": "2025-10-13T03:11:44.012631", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1490871285, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'digging piece of hose out of 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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0bG4k/ia5zV7m3eONzIq43bieBmqhHYxqVPeZzt9CTm6gj/eMx3pnhwfWqQhV33WQ8i4H/LGQ5DDuPcVp6bdxXl9c2q4z5RZGHdh1H5ZoayaRi20sFfaQo5B7MD2rfYXMrmdNcywRo1xYnzFY7mRvlI+nqPyrrNNu7e48KyGa5cCHcYoxjcTuyM+tc2bo2d6qat5jID/rVQEke/vVkahDfXH2fTrfb542OcYVfcCm9RX1VjcL38GlG0s7kwLdeXbyuDg7SMn/AArovCsOm+S1jYSujIm5SFyTjGS2f5D2rnNbnhg0mWENiXzVbOcEL0BpnhPU30y7MpkAQxtvH99SOg9DSdn8QSb1sasS3N7HLYeY/kzfKQ/3R+Fafhi0stG1eWBJgxZQkTtxnuR+f8qpWd5DKBCq7Lhtu247qCemP0596z9Wu/JuYPmG+Mkt6Fw3OPyzUTipJoIzcJI9h06UIlxI5+VAGJ9AMk145PHHeW8t0sIkZpXkZT1+bJH5Cu/1LVVj8HaheROAZoFVDnu/H9TXD2k0UVnCGG1Gzt9Wb1rCnF2ubV52aRjXjw3Gm21o0YZQWLE1z7K0DPFcW5mhU/JJkl1H07ir+p3sFuh2ujOP4Qe/0qxPGtza2txH9yaNc+oPQ/qK6rWMeZNamIdJaYtcWkytDnI7FD9e1T6Tc3dprVuZmVgHWQyMuQMHk1ZuLC8hVp4CySIfnIOFlHuP60y28QW8ERhksJA7cPuIOfp6U90EmrXR1GqCOTVLby7gzSGLzJOMAYB4/UVDFaWcGrNe6g26U7RChBIXCg5x368VU0Rpr0yXUqCNFj8pcd8tkn8gKZrl1Dca9+4IwqKQAeCB6/lSsim9kdrrRMdnYXNrPKUlG9MoMjgZ/wAKzbvSDqEY1W6mIuAojRSMM3rmhdZWXTrGGdvN8iNjjH3kJ4U+/WtNJY2iE0JKW5yscJOSjhePrnn8TSstkZXaXMdTptxC+nw/ZivlKoUAfw47VnfEWeFhpdpJ0aRpSPYAAfqf0qh4UulX7Rb5U5wynPXHBql4vvBc+NBD98W8KxqPRiNxP6iuVQ99o6pVb0lI5vZHYarE7RBcFjuH8XXmufvoS5e7t0xMWJZc8ODzzXRarPBJFGxdRgtuJ6A/X8KwtNvIrrUZrRcZaJirA/xAZx+Wa6YrS5ipoy2gguG2xg2lz1VWJIJ9jTpxqdvEVlSKRgdwYj5gfb1FajWJmL/JvUNtZAOo9RVKaafTbgLfLNcwg5DBgWA9Ce/1q09QvG1jf0G8trjRLmO7ZkADOkKnuQOefcE10/h3XGaKwTUfLazjQAll3E7gVGfYA1wJ1n+0Z1jsbYRu4KMxGBtP+Fb99NDp+jT2+RuMa7ST2UD+tKxVKrKC5kdNp8Ok3niB00udwkSl7ZyDuU/xIR/Encdxis+J7u88/T1kJiuCy4Zfl+prI8I6i2nXyXAk/dlWLFh99MEHHoa3NPubaVti5S6fb5cw6KCehHf0/GhtMio3KTbRd8MWFtouqywCZZG2hIpD37sB+n5V6JpUoxOzYAXBJ9BzXmN5LsngJwXQksO2/dz9eldhe6l9n8LapdxsATb4Xnu3A/nXLVj7yt1NqFXmi0+h55cxw34ubsRGUyTvKynrg5x+lZd28E2lW9myBlDsx9Mf5NbVhLFDZxA8ISRn+8w9K5fVLqG2jZtyk8/KDzmtoR11Mee5mzRiF3iuoHmiU/JMD8yj3HcU2OzukBl0+dJLckHB5wfQg1tyhbrT7W5j+7LGAR3DZIP6iqs+n3cCvNasUkU/MRwko7ZH9atPuPmjuVNNv57bV4WlhSECRZFZMkJgjJ9+O1dhftbTapb/AGZ3dxAXkdjkFun9a5S2160t4mhlspTK3DB8EY9B/jW3oRluxJdTKFRU8uNR/d3ZyffGBTtrcIv3rFr7FZw6vJe6jL5jAqkCHOBhQcn6Z6V0WrsY7Kxnt7j93J86YTGDjmuO1i6W91stCRjAYKPTH6YAroDqSSaXYRXJWQQo5wB1TPT69amy+Ym27WGXOmnUh/a1xNtlVQiDGC575r0rTrmF9Mg+ybfJVAigdsdq4dJYzF5kRItQSI0bllcLnn68mtTwbMBHcwEg52uDnqcYP9Kxqx925pRnaXIcb4gbZ4k1SYMU82ds4749Pyrnv7OS7nXzQSN3zNknH4V0/imyFprk8YZy8pMokJ5VT0A9+tZsV1Z2qxpI+AF5KjNaq9tDF2TbZh6jos2nTpcWT/IeQ3Tn0pll4jltrwRz2vyjhsEhv14q1Pr6yziHYHhVsjcQNuf5dKrajp8d3CLy0cMM4PPKn3q0mtw0lujW1abS7lEdWO1x8km3Izjo2OnpWbbeHtWEpubEGCPhk3D8xj0qHRi8VwZLgfuc7SWHCOPX0r1bR7BbrfdXMrBiSCobqfei1tQg1Dc8o1uLWJShu7RtyrhmQZDYPFa1jpt7daWC0QgkdQU38EYPH8q9HvLuystPaGKXzGD5c7QWPOPw/wAKwdHnWa5kmun/AHc4MisRwFB42j1xRa6M51n9hFTSrC61AyIqAvAuSScDkgdfrWXqmk6tNy9sqAORjdknsGHHSvWvBelrHZ3N9LCAt0wEYI6KpPP5/wAqbq9gi3LEIoBPbpSlLlidUaak7s4m5tnh+HcNlOMOJIt2DnGNx/wrkbvNwqoWLfwkbsD6fWvRdXslutEuizsFgZZGCnGVGciuBi8tZPOlO1QpwnoPYetZU22iKytPUpReHYbm1fB2z8lV7n2rJFxf6UhVkDoDwGyQpPr6V0V5rlvaQK8Dnzhz0wBVCK5t9TRoZdkMkjED5hz9f8a1SktSE0+mhc0fXre9tWhuotk2PkwflbnpzyD+NUZdPXVZJI9PgkDjJO5cCNv97pg1kzWE9pcmHJQMwXPoe1dt4cLTKLViI5DtWZDwSexIp2TEkoyvsZtvpmvaTCVXZcQkfNHjBH0NYOn2+ojV1ja1lLPwdynAH19K9s+x6fZRwGWZgEYZ3EYY++f5Vz+vaiLm5+z2zfNK+Sypj5AMnBHfpk09wnVW0Uc5HbXVncmchTG4X5R2IGDXSnQNVhhtfs9urq+0kmTGwYB3EY6Vas7GPWDY2tuoaeYgvx9xQOSffqfy9a9TuLSJrcJHEBjAxjBwOKIqw4JziuZHjOiaZfW3iJJbmMKEVwxB4JPTis3xC2zxPqkwYp5kxB59OOPyr0rUoPKmJwFbOOledeKbP7LrkyBnaSVjIHP8CHoB79awTvNmtWHLBJHLtp4vJ18zJG7kls4/D1qHUdEm06VLiyfKHkN2BHbNbkNxZ2qxpJIAAOSBmsy419JJRBsEkIbI3EDbn19OlapSvoZXV7IpWviKe2u1SW2XAOG5IatrU7rTbmGORVkMbgBXUZKnHcD9aydR09LyH7ZauGHQ85Kn3/xqPSDJFcNLOP3AykgIzsYdz6U1Z7kuKumi1F4W1GaT7RAzWqkBlGMMD9PSotX0/XZIUjuYWm8vPzxjJYe4r03Q7KO4Jubl9zLxw3Xjr7jFWbq9srKyngt5Hd9+XAAZifT2/pR5FyqxS01POrCxv7jSAWthDKVwgfg8EV0Oj2N1qUjRxxfvYVJY5xwSO/1qbSp1ub6We5kHkzbijEfKqg4BHv8AzrvvAelxpDeX0kO1LlgsWf7qk8n9PyoUdSacpSupLQ8+u9J1g2xeSz2IJGH38k8YDD2NaN3A8fw6+yTblkMkYYZzjlm/wr0fVLMYYiMBT7cVxus2X2rRbob2VYWWRtndRnIrOrL3kjeNPlg2jzm7Z5kSPe3yjbhWxj/69VovDkV3BI27bOTlQeSavReWJRM52RgHah7e/wBaW61q2tLdZIJMzKSQMYxj3p2k9jBNJHNi4v8ASEKSRb4wchTnCnpz6Vv6Nr1ve2zw3MflyhTsAPyt7c85/GqsV3b6mJIpQsLyMQMkfMff/Gse4sJ7O4aIfKGYLk9j2/8A11XkwlFNbGxLYR6u8kVjBIJRnO5eIz656YNWrfQte0oboJ1nQ8vE3T8DWh4cLyotu5CSHas6ngnngkema9A+y6dYW8DTSsAjAksRhj757e1G2xUZxirM8e06x1SLV9kljITLwzFSFUfX0re8m4tLvzXRTCwXCjnkDmuk17Uje3X2a2ZsyuPmC4yoBJAP5ZNKtmmpiytYFDXE5AI/ujuT/P8AD3ocSIVZSmrLQqjRdViitTBaGRZSpB3gbBjIJHp/jVzw9pOo2uvpLcwGNUV95VvlyelerGzg+yKkcY+UBfQ4AxWTeQ7AcKAT7VFSVlY6YUlzcxyXizw3BqtwZ/PdMoqsVx8wGcfSvNtV0ZIGjtIpn82TJAkPMmM9Pwr2G7tmcncpyDlRzgj+hrmNQ8PeeI3SDzZ7Z/MTccex6/h7VUXoRUgrXR5haWyPBtEXlr1kY9T7Vr2Om7YLu+jPl26x7WTGVYngfzq3fweTPPbCHy0V+hHKj0NdFp4it/DjJMoxK+QCOvT+mapu5k5pySRx0CR2zvHInmwXqGBl9HHKt9f8KmtfEN14cj8qOUvAwyUxnaSOo/LpVm7sDDJstQzxGZChB+62RgfrUOt6CsN1NbRTC48qUjzFIOScEqfcUgjaS1MaXxhI9tNbQwbTMMFy3OfWu18G2cusi1gto28yQiPc3/LMD7zfQD+eKz/C0AmhltmggLCRUZ5Yx+5Un73v0xXsXw5s3+xX088SpIJfJG0cYUc4/E/pVp3ZLXLJJI6aKyW1s4raAFI4lCqAM9PWuS18Mj8jr0PQV6AwypGAfY14l4hu77UviBfaTJrNzawBpPIWNA3zKm4KPQcE5P8AWlUjzKx0wnZmtawR31lqNtKflkQKQD1Bzz+eK4XVvCkNtM0puJpCckrjAHHHA7f41ofDrULzVE1N55pJtgiPzHkAhs9q6G904uyuAxCtkHnJ+v8AnpWVNcuhVRKep41NaJ58dww+0QyltjA56cY+tWhYJNlXjHnSdAP4PTFddqWhDSbZvLtAsYl3xMDkYbrn/PUVR0iEy6xGxTneGxjtWlzlc1GPKUNQ0wrNHZXEu+RIwjORg5PI/LIqN5hdeReYMNzbp5cjjgs6Hr9f/rV0+vwW17cSSIcTxkbWHc8ZFZEelGezvrqaUQmC4RljYgCR24IHvjFFrDTTepmah42nkWKK7QztCTzwAx7NmobDX31bW4nlRkGzylCnPPH88UxrI2F6su393vxllBA9q9CsdPZri3MNlbxiWZLfbGuGwQMP77uT+FPm6E1IqKbSO48AaK8Nu+pyxbS48uAHrt7t+J6ew966+4jfaCCT3wRyKvxxLCoVRgAAAegHaua+IF/d6b4XkubGd4JxNGodOuCeRVtGqdjA18MkxJXHNc34s8OR6pOZxcNGfLVWKgHcBkj6cVjeKtSu10mDULfXtRm3XP2fFwios2Fyzxgc7VOAc+o9wOxuoGfAYHd1Vc8MPw71z8vLK5u2pxseQano4gMdpFOzTSZwHPL4z0rKtLWOSLasWwE5kdhzivS9R8PfaBHMsJmmtZPMQ56Z4P8AT261y19AIZp7dICiB+hHIHcGtbnM2oNlTT9N2rc3sR8u3SLDpjKsTwKbbrHZyESJ5kN2ht3X/a6qfr/hXXaYsVv4elEqjErcAjr0/wDr1z97Y+QzLbKzxGVGXH8LZ4ApW6shSukVbXW7nw7GBDMxibloxg4PTIB/l9KzH8YyeVLFDBhpQQzs3JPritjXdBFvdT26TC4ZJNxdSDywBKn0NT+GIBIk9s9vC7qwQtLGP3QJ5f3xj9aFKxbhF6l/wZay6vHa29tGxmdhEC3RcDlvoBz+Ne/2dktnZQ2sGUjiQKvGenrXK/DmwYRahLNCiPHKIFKjjA5OP0rvSBtIx+BrRLQVJ+6c7qaMLZ/lyfbj8a5NLaO8tNStpDhZE2HHXkHmqmp6xez+Ob7SrjWr20tDP5cbRSxosQwCSS4xjGffNZXhKe/m1TX7a6lupDazLGBcbfMUZcc44zwM44rCpDW50wmmrHO6t4TFvO0rXcjg5+ULgDA4/DNcbc2Seek0n76CRiFK8jjqK9ovrHzGVgxIU5Byfm9j/npXGahoKaRbyKloyxiXzIm6g7uo/wA+lWmYyiotPockNPjkBDxASOPlC8bB7VrXulshhsrmXfIsQV2IwRu5H1xxVnTIfO1eJin8QOMdga29fgt7yeR1OJ48YYdz3FLcz57ttHLNILkW9yMxXdshilkBwWZO/wBf/rUmo+M53jjiu1acxE+gVj2OR/KtFNLe4ttRuZJPJFtMkmxyAJGPGB745rGksjZXgm2ZjD4+ZQQPahOzuhqMZLQLDxBJqutQvLGyrt8pQpzycf4V7V4C0Zh5mqyRlV5it89/7zfj0H41ylpYMZYHt7S3jEkkdvtRcMcgYfPvz+Ve3xW8dvGqRgKigKoHAAFXHXUUNJO2xQkRguevfGORWLqKHDccCn+P76603ww9zZTvbzedGokTrgnkV5r4iuvE+laNYXV1q17vui++IjAixtKgnH3iGzj/AOvUTp3R0xqWPQoYEliUuCeSMZ98VZuLCLg7m8wLkScbgQvriiiiImeYfEG3ji1G2dR811DG8p6ZOcdqqXBJ0qHPY8e3Wiih7nNH+IzDWRvsUq7jgox/EdKWGVlWGEY2MGZhjqfX9KKKb+Ime/zOm0wCHSLxEVRvMe5sfMfm6Zr2HwnEsfhmyZR80ib3PqxPWiiqjuaP4/68jaPSvmv4gancaR8Qr++tdnnRTvt3rkfMm08fRjRRVPYuO5Z+DS5l1WPJxmFc98Yf/CvXreyiYPy4G0ZGeDyP8aKKyW5qZer2EMumXlu2RCbZ5RGAMKynjHHFeWaGxOpTSdGLY47ACiinI5q3xIZqJK3wVSQNzdKqtIzX8ch5bYr89MjOD+lFFEtkFTb5FiyIuBFJMqu3U7hkNyev5V6T4aUXHjdFkA2LGGCgcAhAR+RNFFPqS/hX9dUeoVx3xN48Hv8A9d4v50UVoang3i/xC+qvbwSadYwmFVWOSBXDKg/hALEAc56da9yt7dJoULlunQHFFFZT3NY7Drq2RYEm5MwTIkOMjivNfHsCJdW0qjD3cMbSkDHOccY6UUUdDKt8PzK8xP8AZMX+ycj261hrI/2WYbjgqx/Lp/Kiij7LIXwIIZWRI4hjY+5mBHU46/pXSaSFh02/CKoLKuWx82NwGM0UULYUNn6nsXg6JU8L2bgfNIC7n1OcZ/ICt49KKK0WxUPhR4J4y1U6b4l1wGys7tHn3FLqLeAVAwRgg9+mcHvR8K7241TU9dvLuQyT3EkUkj4xknf26UUVFTY1geoJapu27mw6ktk5z0/xrG1W0hmtbyyZAIPs7yBQB8pHTB7UUUkOWzPMdFY/2vK/QggD2AFLqJIvsAkAuc4oopR3OejsVZnZ72Jm5+VXwemQSAf0qayb7SiSTAOx5OR97k9fyoooiKHxr0PSPDwFx4zt1cDYsSsFA4BCZH5GvTaKKuGxUOv9dEcZ8TP+RPk/6+Iv514nq+tX93YxWNxcySQws0ih3ZiS2OuTzjHHpk+tFFUzRH//2Q==", "info": {"video_id": "72231", "label": "digging piece of hose out of blanket", "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": "1a5d3d1ba7f4c3c08894e51b26ef886668a300dd210dc2ac2a6d00b43911a381"} +{"episode": 33257, "episode_seed": 1213183721, "split": "train", "timestamp": "2025-10-13T03:11:45.845917", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1213183721, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'ticket 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "188906", "label": "ticket falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "188906", "label": "ticket falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "188906", "label": "ticket falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "188906", "label": "ticket falling like a feather or paper", "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": "3e0bdc75541c3c3de4d3be864a50d6be17d417e8a534128e08d5a9911de34366"} +{"episode": 33258, "episode_seed": 4288090430, "split": "train", "timestamp": "2025-10-13T03:11:47.081703", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4288090430, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing earring behind earring'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "116680", "label": "showing earring behind earring", "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": "8d65fb3e58f96cd2b6e34b533e3d7943b4172cf59986d157a3850914127d26ee"} +{"episode": 33259, "episode_seed": 4057691544, "split": "train", "timestamp": "2025-10-13T03:11:47.925351", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4057691544, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing pencil onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "40031", "label": "throwing pencil onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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n/W76HM58qPWfHLaVYXHlW26N0hMkgGNgXjgHqTwc/XrXncd7LMLaYpjzW37fRO1d34j8DTw6ZdTX+pefclM7UQhAgO5hk85rk7e1je5dmzgYCIvXHQAVi5SlNSZ2QhGKcLpry7mdrdtJJ8siMzMvVVyARwc/571wl3atFM8QQqytjaR2r1u+v1NvHDBsDAbsAZ3EfK2c/gfeuH16wCMt2ijAyrYPHtW84rlMoy5ne1jiZ22vs9OajLfLmulj0SwkhkuLq4kXnJbdjFZFylrvxbI4QfxO2Sfw7VnawXLmjak9hHDIwLIhOVHXrXR6Xr81xeLcIvktC4ePackEHIJrktv7gD1rW0dCjEngUowjOS5lsVKbjHRnWreyTXMzFiqzyGWSMcKzHviuq0SZROoGOOtcRA4VgfSuh0W4xJktyTXpUko6I82s29WepeZpg0e5uNQi3rFHuUJgSHuQpPTOPUfWvIdQv0k1UQWwIhEfnSZOSF7LmvRINEk8SWjD7c1tDbjMgRNzOGHQc8dD+dcX4g0e10zUpY4C4jlVHzIeQoBXGe/IJrkxjcptJaI7MHGMYRlfV/1qzMsopp7GUdCWOABySeR+o/WuZ1ywlWMzNbsgzlgfT1Fd5bTxaehdNq5QgO/Zhz+Q6e5NZN6Ptu7flo3JKK45GR+lOKTjq9WXKVpOKWiPMrhDGhfqCeDVINlq6SXTI3uvs05ZfLbAA4zUV/Z6VZEpErzTf3S52r9ax5bDb1MS2ZlvYmXPBySO1dHH4hngshapGDJ/z0Y9PoKxYkAfIAAq7BbB58t36VLXNp0KUuXU7C6ulvJU1AJtN0gmIH8L/wAQH0YGtDT7ghjIxJc9WJySfc1li4hOi2Vqse2a3kly395WwR+RB/OpLaXlVzxnmvRopLpY8+vd6XPT9Cuf3S5b9ag8fX+i2INva2zLMkfnF1cCMADG1R1JJAJP6mszSLrCLzWrrfgeG1srpr67mvLpoiVKrtRAPm6ck9KeNk7RjHqTgYRvOUna3/BPOYZZ5fsskn+sY+Y4PYHoPyqxqun3EgIWJpVIwXzjBXjj8MVato4XuJSQGc9Fzx7D6f4VYvNRNzGkMLkFAD8vAGOOceowQK4qCVvePSrTs1y633PMb60aO5ePjOc8dCKx5m/eEdhXc67Z/Ityq9DgsB61jRaNpq2zS3ErgDndux+FKUPeJvoc4SdvtV7S7h7R0fDHbKH2564FFwtsZB9miKIO7MSTUkEeXHFStwNO68QXl/KkZCxRx52heSMnPWtzT528pVLHY2CVzwT2OK5D7l1kdM10mnPtRfatsNGKlsY4iTaO80afbMqg4CjFd9BNpn9k3U+oxmQQpuXy8eZ6kLnpnHt9a8s0efbJknk13NlocniO0kxfNbQ22PMCJuZw2enPHQ/nXoVZ8tFtHn0KaliIqTsvP0ODv79TdwW9sxImXzCc52IP69qZZCWeK46KpbA+h6fqBWjr+iW+lai4hYiKWJfLL/eVFOCCe+TzxTrWWCxVZRtAKld79AcZz+HHNeVTT57PQ9mco+zvvbY4nWbF5I2n8h0x8x3L09SK5iVTGC7fga9NvXN/uMgykh3KrLggkc9OlcbLpkX2w2s+5UVxgA9a0qwTd0YRm7ao5nfn3rrPAN3a6frdzqF3IiLbWxZdx6sWAAHqcZqpqFpo9llIo3lmx93edq/WsqNRu4GKzcehUZ63PYdb8d2uswy2mnwOYD8vnS/Ln6L/AI1yTOobdyWBzmszT28u36cmtO8az+1OdPmea0ODG7jB6cg+4OR+FdUKcLLQwq1ZNvU07G4O4ysSznqzHJJ+td7olyREuW7V5nBLyq54zzXZaRdhUXnpXfRZ5tdX1MTxH8TNe8QkQu8VpbEgNFAuNw9Cx5I9ulXRGNPgmuZ2w/LH2z/gP51wT28k0scEQy7sFHPeuw12Kaa0itwxkaaZLd26c5AJPpXgOd0e3TXvXfQdpVvcS2f2t0Aa4bzCWOAi9FX8v50+6sxPE0BkhkUjnY3P4Vo3d15TrFDGjLGMBmHA/wB0dhXO3+sahLfxafay/wCkSEAsFB2A9ABjrW0GktSpNuVlscZq6XEGoSWsvyqhyoHQj1qoqA16vrXwq1m70mK8iuftd6gyY5AFYr6A9/xrzaSwuLO5a3uYHimQ4ZJFKkfhU6N6BKLW4kMG4HitO3wigCooEwPSnoCGPpW8UlqYzdy/G9bOny7ACODWBG3IrQgl2sMV0QlqctRaHTXPjnVPDdkYtN8kNdDDvIm4rt6YHTv3rn9Hub3Xp7q6v7l53WRWZpDnscD6e1UNZl8+K3P93d+uKs+FLd0S4neQpHK6xKucAnrk/T+tclaf7x/10NqMbxSNC7/07V7bT4QWjhXzZAOpA6D8W5NXJIGBJkniR+uzJJ/HHSq+j7oG1S6lQ73lEKpnGQq55PplvxpL3VJ7W2eVpBFGg3MIwBn2HvU0u7OqrJ2tH+rGN4jspksnvYNpdcFmTnj/ABFcUoycnmvU/Cmgan4xaW4ubyeG3UlAiY24/unPWuf8UfDzVvDU7y+Sbiwz8s8akhR6MO1ObUnoDi7XOVhiyw4rT8vCKV6gcVXgjwRVw8CtIIxmyWGQsoPfvV23b5xWcp21aifAroizmmdRZXZjOAeKy/EvxE1/xH+6ubhYLYkAw267QR7nqfzqKC42Fea5420lxcR28Qy8jBR+NZYup8NhYaNrndOsel2k08rfPgs34/8A1uPzqvptnOmnJNKVjec+dI7nAyegH0GBUWq27y2kFtG5kDTxwOzHJxkDJ/DNat5eSCbECjCjHmMMsfp6D2rmjrI9BtxhZb/5lC4tRMpi86OVSOmCCfpmvP8AWY54NQkt5chUOUHse/1rr7jUNSvtTj0u1uJPMkYLI6nJGedo98cmuk1n4R3txpUc1tePNeoMlJyPmHoG7fjWk5Rat1JjGTieQqmcVdt48c1Lc6Td6bdta3tvJBMh5SRcGpokwtEIkSZmyIftBWtqxZvJHH1qg8Xzlq3dBjFza6nhcmK0Ln2ww5qoe67mc/eVi9Yy7Bnvmtl/HOqeGrJ4tN8oNdjDvIm4rt6YHTuetcxDJhutQ6rJ58UB/u7v6V01p2pM5acf3qZe0m7vdfvbua/uXnYbHdnPbnAHoPYVoXi/b9StdMiBeNB5koHUgc4/FjWZ4VtWQTXUjFUkZYQM8HnJJ+nFa+lK8F3qtzKuX3rCidmAGcn256V5/M3Y9KmrK79C00JLEyTqrf3UUtj64rB1+wn+wPeW+DKgyWUHp3/EVpXuo3FvavNLOY40GSE+X8OO9S+EvD2p+MJZLm5vLmGBDtCo3yj/AGeetb80UrMyipyk2zzBMscnnNWYYwx4Fdx4k+FetaNLLc2cP2yxGWDRD5kHuvX8s1yUMWw8jBFTFahJNbl2L5EA9BTbPKvcw5+4ROg/2W4b8jg/jS54qF5vst1Bcn7inZJ7o3B/xrovazOd66GpA3zit+zuihwDxXNrlGKk5KnGfWrsFwUKjNdEJWOecbnT+AfDH9s+I0MrAQwL5sp7gdBj3z/niu98W6NZfYrdbG2ii+ySCQKowWA65PUn61peCrNtP8LC7nSFLi7+b93EExGOFHHXufxrkviJ4gbTNNaOB8XU4Kp/sDu3+HvXitI9RNo5bUrqO2SaYqSkYJAHU4OAPqTWv8N/CxuPFUtxervlsUElyeo+0Pzs/wCALgfXNeeXOsXDaHYTCTFwLlVL9TlTkE+/Q19I+B9DXR9ATcS9xcnz55D1ZjySai7ei6mznd37G4sKgYxmsfXvCOk+IIguoWccjDhZB8rr9GHNdEQBVNpGWQKxyD6U0nAUW5Hg/ij4b32itJcacHvLJSSQBmSMe4HUe4/KuGPDV9SxTxS3EsDkLNG3Kn0PQ151498C292Z9Q02MRXoG5o1HyzevHZv510wq3dmRVo6XieRK2DUwn257VUbgnOQR2NLoFkuteI202fUZrVGjkMflpvLOqFgvoBweT6e9bc1jj5eZl7Z9qCgsAFHJNe3+GPDNpoPh60kuIY3vXTzMsufLDcgAHvjGT+FeS/CK3uNb8R+TI4a3QJLOHjVvkGSQCRxk4HHrXuGt3agSMzBVAJJJ4ArnnZybNoLljY801i0j064uAgHlyymRMdsjkH8q5W9ia7eRimYLXYdvaW4fiNPfHLH6CoNS8Rzaj4wVhIVtCTAiHptP8X1JxW/8K9PPiHxPem6ctbWVz56xHpv6A/kKycrXZ0qTaUT2DwxoMeheH7OyUfOkYMjdy55JrZe3WRCpTKkYII61dCADpVe6LLgqe3NZq61ZSm27I828UfC7TL9JLjTUWyuyc4T/Vsfde31H5V5Bquj32i3Ztb+3eKQdCfusPUHoRX0vdXKwwrLJ/q94Dt6A8ZrP1zRdP1vSnt7uJZojypH3lPqp7GuqFW24qlFSV1ufNOaer4HWtfxT4el8O6j5JYyW8g3QykYyO4PuK5i9leK3LRsQ2R0rpUtLnnyi72NVJvm69BXZfD3wwmr6/5s7D7PbJ5kuOvoAPQk/wBa4zWNPsbXw/BqmmarfTBrr7Lm5hWNbghNzvEOu1ThTu9R7ge++ELR9N8Iwyz7PtF3+9YrGqYTogwB6ZP41hVfNY0pw5blLxNp9nJp6W9tDFCIHEkYRQACK841K68pZXijLsvyxxjqzZwqj6mui+Ievtp2nNDA+Lm4BC+qL3b+g/8ArV5a+pzrpOmlJWEyXITf3G3kfzH5Vi3qdEJtJnqfw18NRnxBdXMuJf7OXy3k7SXLcyEew+6PpXrqxDGMZNZXgzQ4dE8Pw26DLv8AvZGPVmPUmugcAKccHFYt8zubKXLoc/rnhrTddthDqNpHMo+6xGGX6EcivHPFPw3vdIaS50wPd2Y5KAZkjH0/iHuK90Mjb9rHNUre4iuHkicgTRsVZT1HpXRTqNK450lNa7ny4y4PNSWVzLYXZmgbG9GjcdmVhgg165478D296Zr7TovKvgNzIows34dm9+9eOMCCQQQQeh7V0JqSucFSLpuzLQm296lVftIALAADnNQeG7ex1XxOmm6ne3FrBM2xJo5oo1jPUljJxjGeByTgd66v4d6TcT+PL7TJVlFvZznzkuokMgRCflbqATwDj14NKpK8bMmnTaaZ6Z4a8N2ugaBaPPFG98yeYWZc+Xu5AAPfGMmuP1m1WwurlkA2TyF0x2z1Br0XWbsYkdmCgAsSegFeB6z4jlvvFkdwJCtojeUqn+4epPuTg/gKwlZI6YSakXb2KS8V5Sube2Kqq9pbh/uJ7hRlj+Fe8eFNBj0Lw5Z2Sj51jDSnuWPJrx/4V6cuteLtSN0S0VlN5qxE5UN0Bx+FfQyqAp4rGcruyNItr3mVjFlQAOK898bfDuw1WGa+s1W21DruUYWU/wC0PX3r0W5zsGxsH0rF1G4K2zMclR1PoK1oyd9CpLmjdnzLdW81pcSW88bRyxsVdG6giq0qCSNkbowxXr/jrwsmq6edRs4/9OgXJC/8tU9Pcjt+VeQMRXYefKPKyeBZ/wCyrW6ljYKxaDeRwzJgH9CtPWc7uvQVTudUuI9EbTgf3IuRcRt3Riu1gPYgA/UVe1/w1qnhzQNJ1C8knWe+MnmwmMgW4AQoGP8AeZWzjt06g1KqNbg6V9UfUV8qwWohiULHGgRFHYAYFfPHi66lvdZvXnbcVkKL7KDgCiiuNHQzkJCTp8qdhKrj2OGFfXnhid7nwrpM8mN8lnE7Y9SooorOHxIvoajVCyKwJI5ooqp7hE5/xJbothLfIWS5tk3I6nB+h9RWat1LdWKPKQWwOlFFSt0dUfgZ4/8AEKxgsfFUn2dNgniWZwOm45yR9cZrhIdUuNG1z+0LXZ58LNt3rkfMpU8fRjRRXazzftM9T+ASKn/CQuFG9Ut0Dd8fPx+groviRezw6WIo22rNJsfHcYziiisupb2PEr35ZQ44bOc/SvSfgjO6eOtWgUjy5rdnce4cY/8AQjRRWE+prT2PoI9DVaQbuDRRUzHHcqTxRujxOoZGBDKehFcfZXM1nq95p0cjNbxMAgc5IBGcZoorT7J1w3MjxpZQXvhnUjMuWgj86MjqrD/JFeE6hxak9fmFFFdUfhPOr/xCfXPFL+IILaGbSdMtjAiRRSWqSKUjXOEALlQvOTgcnmvqC9Oy1CoAqqgVQOwA4oorOQ0fP/ii5lvtXvHnbcRIVHsAcAVyj82ci54EisPrgiiis57oIH154WuJLvwtpVxKQZJbSJ2I9SorSlPOKKK51sbv4ioyjr3rkfGANittqVuxjuPOWJiOjqc9fp2ooraGx0dhWuJLm1R5Dkn0rx/4hWMFl4pcwJsE8SzOB03EkEj64zRRW9D4Tlxm5xlvrraPcXMZ07Tr+GZw5jvYPMCsmdpBBBHU5GcHuDXqXwXvrjU9Q8T6neP5l5cNC8khGMli5PToOBx7CiinIyh0Nr4jXk0OliKNtqzPtfHcYJxXi9+o359c0UVE/hD7R6D8GrmSP4hXcSn5Lm0ZpB6kbSD+ZNfRGcL+VFFcv2jfoiu53Zz61TmiQoQRkHgg0UVVPc1jscxOgtriW3jJEYQMoJ+77D2rw/xjbxW3ii7WJdqttkIHQFhk/rRRXctjjrbHM3xIt+PUUl94k1bUtLt9MvL2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRSZnDY//Z", "info": {"video_id": "40031", "label": "throwing pencil onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "40031", "label": "throwing pencil onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8450f0ea3fe97fc24b75eacfff1b84a1cb6f505a553f2c5d5bc0774302748307"} +{"episode": 33260, "episode_seed": 270453350, "split": "train", "timestamp": "2025-10-13T03:11:49.935873", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 270453350, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of peiscope 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "79648", "label": "showing a photo of peiscope to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "79648", "label": "showing a photo of peiscope to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "79648", "label": "showing a photo of peiscope to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "79648", "label": "showing a photo of peiscope to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8e0b91e75f762173518f5798361ca15cdf5a2141d2c40ba0ed7c9726283a1190"} +{"episode": 33261, "episode_seed": 1676100118, "split": "train", "timestamp": "2025-10-13T03:11:52.600720", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1676100118, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from cd case with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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9wZCuWYhQKy0j4zivQPA9rBbeZqF0MW9mhmfjqewHvQnd2IlornYvahmsNBQBo4At5fY7nP7tD9WGfoor0TQ7IjBI5PJrkvCemT3LNc3K4ubqTz589ieifRRgfhXpMMIt4EjQfO3eql2RgebfFyXB0lVHAEw/9ArzZGDDGcV6b8XowBo3t53/ALJXmY+ledXVqjR10/hQhGTVi3X5hUIAJxmr1shUjPPvWFtTXoaMQ2RZ9qfbHDqM0EgooFQo2y4Ue9bT2IW52tmym05APFNVGQM0UjI3bnioLST/AEepGkwpHtWqirGTepwfxB1Ca4bTtNuG+WWcM2OjAHoazfGd5a3niGB7RQscdsibR2Peo/Gshm8Z6PF1CqWP51lau/8AxPJRnPC10wppJWM09SByPOiJOB5grqLYVx16xERIPIYYrsbZT8vNY1t18zVbM1OsePpTjlVqONWLAHpT5uFpTWgo7lq0mwMZq+txiPr7ViW0mDVkzbAxFZxZTRx3i2Qr4x0uTGN6MhrDv0wZF981s+NZf+JrpFz02y4zWRqkqG8lRT3PFdq96mjNaSKSHMY+lMbk0iZxipAlZ2NSFl4rW8Oy+T9p5xnb/Ws11qeyl8pZRnG7FPZCZvT6iIVLMRj2rBvNVlmcleAeOahupjL1PHvVVulJNk8pGLh1u0fcdxJwfwrrdK16CeLbcnZIOCccGuJuAVAdeSpzViwmV3ODXXRqShrEwr04z0keo6TewyXkccbb8ngDpXpKuJGZQf8AV4Q8Z5AH+NeSeFCsVwJ5OVT5iPXHNepaTI81lFPcKVllHmMCMYzyAfoMVVSrKpqzOnSjT0Rr2aEcg85z7Vv2sQ2k46jH51iWykHkj2Arft25RM9Of8/nURLZrRLsQKCSoGBntT6aowKXHcda0QHzH8PfEU1xbR6JO4M0Snhv7varOr2thpktzd3MfmyPkknqT2ArzeG7n0XxJ9shyHifn3HcV6HrvlaxY2l/IxSAqJWUHrx3rHR6s12di/8ADvV0Yaja4ChyJNnpnisHxnqEUd+9tbRruzl3A6H0FUvCuoRR+IjIiGOCZSqjPUZ4q/4vstNhbzIZmMz8hBz+NQ1dGkHaRwkjNLO8shy7Nk1IiEnHamvKr3L4XauflFWkUbR6mpTCT1HogaRUA7ivR9LtgRZaSo+Vdt1d+7f8s0/MZP8Au+9cLpSxLem5lyYbdd7++Og/E8V7B8OdCnvXa+uwAWcyzH/aPQfQDA/CqhbdmdRnofh3T/slms0gO4jP1rdiUjLPjcT+VRWuJIw6riNeEB/nXmV9rGrT+OtQ0xdcu7SBXcQrGobkJuC9OBweTW0FfUxJfjCf+QOB387/ANkrzAdKv6treo6t9n/tG9luNgJQSEfLnGcfkKz9w9a8vFfxX/XQ7KXwoeFLHArVs4zxuHGKyY2yTW9YsFiCuMqfzFYQ1Zo3oTxp8uRjrVPd/pWD61oAAK23hQKyA+br8a0mTE6y2l224GanaT5Tk9qyxIRbDFIZmIO09u9b9EY9Tg9bkNx8S7eM8iKD+hrL1U/8VFcL6MB+lWoLj7T8Srx3H+rTb+gFYes3D/2teSRsQ3nHBFdyXuoy+0ye+P7k/wC9XaWaMzKN1crr2m2EHhuDU9O1S+nVrv7Lm5hWNbghNzvEBztU4U7vUe4HU2n3x9K4sRFxkjaLumbCRMuCWFNuR8mabGTipJhmHNOSuiYvUpQn58VNK/3x6VWVsSj61NcDJbB6rXOtmbdTlfGMbS2NnIOqziuZvI5P7ZkyesYf613t9ZG803GNxSQMKwtb0xoNRsXCnMkDLjHXFd+H1pmNT4jISMYzT9uKtJZylR+7b8BUsenTPxsI+orR02UpIzXWnRW3nRyADB4wT2rU0LSrPUPFI0vVLy4tYZX2LLFLHGsZ6ksZOMYzwOScCmw2Mtpquo2TrOv2ecxhbgAOoBI+bHGcdccelRODUWxKd3Yw5oyjEMOlRMOBjmuku9NMw6cjvVJNMZX2upBB54rCLLasYvkO/AGc/rRB4e1F5g1pEWz/AA9K7jTdESWQLsBU8g4rsdLsIrYbti7gMg4raDkjObRj+EfCd5AFm1RkVOGEAbeX/wB49APYda9EjYqwxzk4xVCFhu4cgDpkVdjYbge49a0MjWtSCcs2O+T2rXsph5nzZwDj8v8A9dYaSKowWH07/StSwfEW7oSTxjP+eaEwsdBFLySScH9KlEgPTmuG8aapead4akubK5eCbz4wGjOCASc1yep6j4r0nSbC6uNYvllud++IgARY2lQTjqQ2cf8A16tPQDxbWo1GsXGB3qU6hctoKWRf9yJCo9cdcUUVj0RqRWLGG8haPghxiuv1q0hayW4KfvMdaKKS6lQ6HNXFnCkTELyHqmvBYehoorGDHLc2tERSmCAQz5OfY8V9I6LaxWXh2xhgXakpUP6nPJoorVbGUzqMALgDAArwnxLey6f471K6g2+ZHcNt3DI5Taf0JoorsMzkrxRiP/ZBxUMJJj5oorx8V/FkdVP4UWLf7+PpXQxqBGpFFFY09zSexYJxBJWHESbr8aKKufQiJvMx8kfUVWEjbn5oorafQiJwOgAS+MtZd+WGcf8AfVYeoH/Trsnn9+f50UV6C+GJh9plvxB4pfX7a2hl0nTbU26pHFJapIpSNc4QAuVA5ycDk8129kf3g+lFFceL+KJtDZmsowlIzEwsDRRR0JW5mscS/jVp+Ywfaiiudbs2J9JUEupGR6GovFkaxXeiSKAGFxt/A4zRRXfhvgManxG1PY2yLhYlH4VmG1iEnC0UV6Mzmvqcpc6mNK1jUIjp9hewyzBjHeQ7wGUcEEEEdTkZwe4NS6fPLqV5fXt2/mXFw4kkfGMsc0UVyV/hZrS+JGosMYUHbk+9Sz2UDRF9uGXkEUUVxw3Ol7FrS40F0q7RhhyPWugUDcOOM9BxRRXQjne5bjA3fQVaj5wKKKaEWWX94vJ9ev4VrW7EIn+7/OiigZieP2I8HyD/AKbxc/ia82n1m/vLKKyuLmWWGF2kXe7MSWx1yecY49Mn1ooq47CP/9k=", 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", "info": {"video_id": "11022", "label": "moving away from cd case with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11022", "label": "moving away from cd case with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "11022", "label": "moving away from cd case with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b833eb6bd71b8f4600e08bdd79a57734c0fdeb6c655edd2d279d5b0bb3c3af03"} +{"episode": 33262, "episode_seed": 1159242544, "split": "train", "timestamp": "2025-10-13T03:11:54.291653", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1159242544, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing door with hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63473", "label": "pushing door with hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "63473", "label": "pushing door with hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "63473", "label": "pushing door with hand", "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": "bd826d97790f1bb50d59395d5cb6684fc978475242886ca196fd6b0b1026ffc7"} +{"episode": 33263, "episode_seed": 2096834665, "split": "train", "timestamp": "2025-10-13T03:11:57.129528", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2096834665, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick keys up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "107847", "label": "pretending to pick keys up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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Oy5Y/xFf611EKZPNZ2uO5KkO4ds/yrF1ixf7NLKzRwoox5j9fbA5/nXRxgBcHmq1/p8eoRhZWbaOgB7+tU46AmcTY3ht1lbzruaQ4QM7YjUnsV5ycZx0x71uad4n8q4mgvf8AVRtxMo4XOOG/E9fzqXUdKRbWKOLIEe51Ud2x1PqeMUzS4nlSKSPbtYHzUKDaxPUsa56k3SdzenFTW51SzJNHuRlZSOCOQayLOz828ntQdrgkoT0+hqp4YYjTZ1jJ8kXTrD3+TPb261tRny74zkYI610OKktTPma2MqZHglaOZCjjsf6Uzg11c8EV2f3kaup7GsXWNMg0+1a5jkddvO1uRXPPDPobwxPRmYwwauSMMVnwXCXMKyIQQe4q9KABU4ZW5hYl35SvI/PFRl+OKRz8xqJj3NbmCGT36W7KrsUBOAQAefxIqKPxHbKyJFeeZIX2mMxFcDsc8j8KivV/cs4GWxxWMqTSvH87FWwAxbORUt21LWuh6NZT71D5yTwMVLqQLae6jkjmuH028vtLnuLrypGsd4Z043ADguB6fzFdrDPHdQB1YMkoypHQg9K1jJSjoKSaeosTi48Nwv1aGTafYGls4wY3J6jkUzRoma0vLM987fr2pbO5Cfu2XHYg1y4mLumdWFkrNGrZNnDZ6cGjUv8AWxnttIrNiu/JueD8pq7ft5iwsD2NZYf+Ii8T/DZVYgr1qhPxk1fOAvas+7YBeK9GR5iM2VsE88VmzahEkhSV5UAGcxgH9D3+hq5M3Oax9RHlpuVivIyQcY/HtWLNkyKTWYnlSO2uJJcrl98e3a3oOefrWzZSbrmJmPzYGa5eESNeGSUMdgLHJ3E46f8A1q2rGYtHFKQVJXoe1c1V9Dsw3c7tJFIRh34rQ+9Fj2rlrC7Z1wx4rpbOQSRge2a507M6paqxFHGUTYzlyBnceprK1pMQlvat3ZhzxWH4ncQWDMeK9ZPmhc8WS5ZWNA8VE7c0SyD1qjNcAGm2SiV5ufQZqJpscdaoyXBwTmqz3BPQ1DkWkafnA5z39KmicKQQcisUXHPJxVu3uexPFCkNm9E+cD8q0IOTjOSKybV8kYPWteMgDNaozbOe8bXrRaULaM4knbYD6DufyrzecghbeP7i8fU103ii/wDt+rzKjAx2w8pSOhbq3+FYXh7TE1nxKdPn1CW1BSRojHHvLOqFgvoBweT6e9Zyd2C2N3w9DsilX/d/rXQxKBXJ+DbiW5S5MsjNwhGe2c11qtwKIoGTg8j2p24dO1QhzzzinA4I59qsQ2WPft5wQwOfpWJdeHre5leRpZ0VmJ8uN9qleuCPzrdYgjmmYwcGk4plphZwRW8McMKhIoxhQKvRqOhHHfNVlG3BHfrV2FckccdaoVy1bLt6npxXL+Pb0x2UdqhzJM2ABXVxEhORg15b421B5tRnljcjyCIkwe/8X+H4US0QluGmXK20i2obtn8a6eRucGuQ1PTLG10S21jS9Vvpt12bbdcwiNbghNzvEOu1ThTu9R3yB1Ujcj6VhGNm2VKV0kV5MZqMt69DSyNkmoHY7aY0OWMSkIelS3tmF012HVSGyevWltVBKmtOSNZrZ4WztcYJHaq5bphzWZzP9o6dDbSOJl+1FDF5KKS7Hpg+1dHotvJa6TZQS8PHHhh6HrikisbZCj+TGJEH3yo3fnV+EbTgjB6EUUqSghzqOb1LFmGhm3jnJ5/GotVhMUq3MY+SQ4bHY1chGfxFT3kQk0yeM4HyEg+45qqkOaLQqc+SSZze4mUMTWtHIzwLu6rXI6RLFqXiz+zr/Urq1t5X2pJFNFGsfcljJxjGeByTgVo6TPdR6lqtncyXJNtN5apcgCRQCw+bHGeBnHFcVGm1NSOuvWUoOJsySDB7Vk3cuT1q1PMeaypnySa65M4kiOVsoc9ulUZvnPUg+1TTvVVz+dZs0RnzJ5YJHoelWtPkjKlFkRs/MArZ4qzDY/ahzkDrmtKHRrGNy8VtHG5GCyDBqXQ59TSFbkK8cjLwDXS6ddu6oU6KMNXPSWzW7AE5U8g1oabciImNuA3euKcXF2Z6MZqUbo6SC8BuPKk49D2rk/H19jy7RD8zelT6zeS2mmPLBK0cokUBl64zzWB4z0HVtJsdJ1fULi5a4vBJvidMC3wEKAnH3mDZx2/A12YebcOU8/FRSlc6+ZjgnNZk7tk80UVvI5YlJ2NVXds4zRRWJoNDE96nhZg+AaKKpAzo9PY7c9+DV7V7uWz0S6uISBJHCzKSOhxRRXStjJnmdp82nwsxJZssxPck81Rg1KfR9cN/a7POiZtu9cj5lKnj6MaKKxGbXgz5RdgdFCAfrXWhj0oopx2G9x6nGfpUh6r70UVaJFT5s5oHOQfQ0UUDJouVZs8g1dhA3H2NFFUhMfeytDYTyJ95ImYZ9QDXjmpEtpyO3JYhjnuTyaKKioCJtY8UPr8NtFLpOm2pt0WOKS1SRSka5wgBcqF5ycDk8110jEEfSiioGQSHg1XJOaKKksv2xwBWlGeCKKK1jsSx4+/+tTxcshooqxGjCgOQf51W8TTyQ+H7pozhioXP1IB/nRRTexJ5lDrj6Vd3UbafYX0UrhjHeQeYAyD5SCCCOpyM4PcGtrw9f3OpX2qX13IZLi4dZJHxjLHJ6dvpRRXLH4kby2ZqSuxzz3qlITk0UVUjOJUlJJqszEt+NFFQWjc08ABR9KvIBRRXTHYiW43UY1MBbuCDWWpIkXB70UVwYr4z0ML8AviBj/Yu7PPmJ/Ouc1zXNS1HQ4LC7u5poLaZpU3yMxJfGc5PONvHpk+tFFLD7GeJ3P/Z", "info": {"video_id": "107847", "label": "pretending to pick keys up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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Oy5Y/xFf611EKZPNZ2uO5KkO4ds/yrF1ixf7NLKzRwoox5j9fbA5/nXRxgBcHmq1/p8eoRhZWbaOgB7+tU46AmcTY3ht1lbzruaQ4QM7YjUnsV5ycZx0x71uad4n8q4mgvf8AVRtxMo4XOOG/E9fzqXUdKRbWKOLIEe51Ud2x1PqeMUzS4nlSKSPbtYHzUKDaxPUsa56k3SdzenFTW51SzJNHuRlZSOCOQayLOz828ntQdrgkoT0+hqp4YYjTZ1jJ8kXTrD3+TPb261tRny74zkYI610OKktTPma2MqZHglaOZCjjsf6Uzg11c8EV2f3kaup7GsXWNMg0+1a5jkddvO1uRXPPDPobwxPRmYwwauSMMVnwXCXMKyIQQe4q9KABU4ZW5hYl35SvI/PFRl+OKRz8xqJj3NbmCGT36W7KrsUBOAQAefxIqKPxHbKyJFeeZIX2mMxFcDsc8j8KivV/cs4GWxxWMqTSvH87FWwAxbORUt21LWuh6NZT71D5yTwMVLqQLae6jkjmuH028vtLnuLrypGsd4Z043ADguB6fzFdrDPHdQB1YMkoypHQg9K1jJSjoKSaeosTi48Nwv1aGTafYGls4wY3J6jkUzRoma0vLM987fr2pbO5Cfu2XHYg1y4mLumdWFkrNGrZNnDZ6cGjUv8AWxnttIrNiu/JueD8pq7ft5iwsD2NZYf+Ii8T/DZVYgr1qhPxk1fOAvas+7YBeK9GR5iM2VsE88VmzahEkhSV5UAGcxgH9D3+hq5M3Oax9RHlpuVivIyQcY/HtWLNkyKTWYnlSO2uJJcrl98e3a3oOefrWzZSbrmJmPzYGa5eESNeGSUMdgLHJ3E46f8A1q2rGYtHFKQVJXoe1c1V9Dsw3c7tJFIRh34rQ+9Fj2rlrC7Z1wx4rpbOQSRge2a507M6paqxFHGUTYzlyBnceprK1pMQlvat3ZhzxWH4ncQWDMeK9ZPmhc8WS5ZWNA8VE7c0SyD1qjNcAGm2SiV5ufQZqJpscdaoyXBwTmqz3BPQ1DkWkafnA5z39KmicKQQcisUXHPJxVu3uexPFCkNm9E+cD8q0IOTjOSKybV8kYPWteMgDNaozbOe8bXrRaULaM4knbYD6DufyrzecghbeP7i8fU103ii/wDt+rzKjAx2w8pSOhbq3+FYXh7TE1nxKdPn1CW1BSRojHHvLOqFgvoBweT6e9Zyd2C2N3w9DsilX/d/rXQxKBXJ+DbiW5S5MsjNwhGe2c11qtwKIoGTg8j2p24dO1QhzzzinA4I59qsQ2WPft5wQwOfpWJdeHre5leRpZ0VmJ8uN9qleuCPzrdYgjmmYwcGk4plphZwRW8McMKhIoxhQKvRqOhHHfNVlG3BHfrV2FckccdaoVy1bLt6npxXL+Pb0x2UdqhzJM2ABXVxEhORg15b421B5tRnljcjyCIkwe/8X+H4US0QluGmXK20i2obtn8a6eRucGuQ1PTLG10S21jS9Vvpt12bbdcwiNbghNzvEOu1ThTu9R3yB1Ujcj6VhGNm2VKV0kV5MZqMt69DSyNkmoHY7aY0OWMSkIelS3tmF012HVSGyevWltVBKmtOSNZrZ4WztcYJHaq5bphzWZzP9o6dDbSOJl+1FDF5KKS7Hpg+1dHotvJa6TZQS8PHHhh6HrikisbZCj+TGJEH3yo3fnV+EbTgjB6EUUqSghzqOb1LFmGhm3jnJ5/GotVhMUq3MY+SQ4bHY1chGfxFT3kQk0yeM4HyEg+45qqkOaLQqc+SSZze4mUMTWtHIzwLu6rXI6RLFqXiz+zr/Urq1t5X2pJFNFGsfcljJxjGeByTgVo6TPdR6lqtncyXJNtN5apcgCRQCw+bHGeBnHFcVGm1NSOuvWUoOJsySDB7Vk3cuT1q1PMeaypnySa65M4kiOVsoc9ulUZvnPUg+1TTvVVz+dZs0RnzJ5YJHoelWtPkjKlFkRs/MArZ4qzDY/ahzkDrmtKHRrGNy8VtHG5GCyDBqXQ59TSFbkK8cjLwDXS6ddu6oU6KMNXPSWzW7AE5U8g1oabciImNuA3euKcXF2Z6MZqUbo6SC8BuPKk49D2rk/H19jy7RD8zelT6zeS2mmPLBK0cokUBl64zzWB4z0HVtJsdJ1fULi5a4vBJvidMC3wEKAnH3mDZx2/A12YebcOU8/FRSlc6+ZjgnNZk7tk80UVvI5YlJ2NVXds4zRRWJoNDE96nhZg+AaKKpAzo9PY7c9+DV7V7uWz0S6uISBJHCzKSOhxRRXStjJnmdp82nwsxJZssxPck81Rg1KfR9cN/a7POiZtu9cj5lKnj6MaKKxGbXgz5RdgdFCAfrXWhj0oopx2G9x6nGfpUh6r70UVaJFT5s5oHOQfQ0UUDJouVZs8g1dhA3H2NFFUhMfeytDYTyJ95ImYZ9QDXjmpEtpyO3JYhjnuTyaKKioCJtY8UPr8NtFLpOm2pt0WOKS1SRSka5wgBcqF5ycDk8110jEEfSiioGQSHg1XJOaKKksv2xwBWlGeCKKK1jsSx4+/+tTxcshooqxGjCgOQf51W8TTyQ+H7pozhioXP1IB/nRRTexJ5lDrj6Vd3UbafYX0UrhjHeQeYAyD5SCCCOpyM4PcGtrw9f3OpX2qX13IZLi4dZJHxjLHJ6dvpRRXLH4kby2ZqSuxzz3qlITk0UVUjOJUlJJqszEt+NFFQWjc08ABR9KvIBRRXTHYiW43UY1MBbuCDWWpIkXB70UVwYr4z0ML8AviBj/Yu7PPmJ/Ouc1zXNS1HQ4LC7u5poLaZpU3yMxJfGc5PONvHpk+tFFLD7GeJ3P/Z", 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", 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", "info": {"video_id": "107847", "label": "pretending to pick keys up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "107847", "label": "pretending to pick keys up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "81fa7b1fcc11213db795d49dd629574ceeb7e390699337e5c3ab18fa6e658a19"} +{"episode": 33264, "episode_seed": 3298822819, "split": "train", "timestamp": "2025-10-13T03:11:57.740433", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3298822819, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open a door without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189567", "label": "pretending to open a door without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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AyAufvH1I/lWTmkrMEm9UerQ3NtPp8a2yNEiLtETrgpjjGKx9TnjiIklYkIpwPeucTxnZTavYCKbdJdORKEHyjcD/AFAq3qmoKAzbdwT5jxnpzXHOm4ysd1GfNC7Or8A+Y/hczSDDS3Uz49BuwP5VpTbmlYYzk8VneAbgzeC9OmcbWm8yXB9DI2P0rYvpEtoWI+8e9enBWikeVUd5NnP3UwWSQA9K8mDNc+J3hteBdqZ4lBwQ4+8o/EEivTnBmm44A5JrzzxTpcuiahbazZKRFFMJQB/A2eR9DSk1ew4p2uY4u5dK8b2+oyNnfKsjseM5+V8/gRXuNnC0k/qmOTXmPj3SIb/RofElkAIyy+co7B+M/njNei+B9bt9U0O2j8xTcRRKso7kgYzS5vdNoysmjM8Y+DLa7hn1O3k8i5Vd8gPKyYH6GvHNagkt44y6lWinjbn/AHv/AK9fTGpWyXlpPbkYWVCuR2ry7VvClxGhe/tka0hYPI5bgqD2xzWDqRhJXZKu0cfYW1vd6rDFdyiK1Dbp3PZBy36DH416knijTNY09nsFljSPhVlj2cDgYHpxXFaT4W8xrqe+ZxHExSEIceY3Xdn+6B6dc1kpqp0+N4Ll1iltWEaxdyGYk/X/AOvUSSqaLdHRTbhZvZmh4guvtfi/wvbICyvqCszH/eXivcpwJlYZ6mvPPDXhS11h7bWbhpFksLsNAFIw2ByCPrj8q7yRjGCO1dFDSCOfEu9RmNqzpGghTjua5e/8QTaDfWUyr5lvKGWWP+8Bjp7it28dZrkgAn+grifHvl2mr6ALglbRmkilwcFQ23n8Ov4Vb1M0cjavaaP8RkeIh7B7rch7eVL/AIE/pXs0I2SlOzcY+leL+MtHm0u+j3jDcp5i/dYHlWH4ivZfCkg1rRbDU8jMkKsR/t9G/UGndOJtBqzTOD8d6Q1lrH2uO2MdvOincq4UP0I9j3/GuE1aMtptz7IT+XNfTN5aJNbPDLEkiMvKMMhuOhFeEavov7ibyhtyrBoz9O1Y3sxXujLd/NiR/wC8oP5ivR/hroKw2U2uzr+8kJit89lH3m/E8fga81SGW2to4JxslijCvnsQK7LTtfv0uFhF3NaWlvaqtpZ42ByCBlv7xbls/lUTi2mkXTaUk2O+J1uLjQ2kLkiKdXOTnJPy/wBa9jRClhEijlYlXj2AFeMa0r6/pUsEYaSSR02qgJyyuD/jXtG8x5UnpwKvDP3LCxfxprsZN8vkW7En524+lYd3JmFm7KuTWpqshkmClhgVmXUB+zpDk4cjcfUd6362MIRu0jhPFuivDd2+vWR2SW8qtMQPT+L+Wai8eJbavoOl6/bRgyJN5E474YcA/iP1ru4reN42R0Dq67WQ9MdxWNovhqTSb69inZZdO3K8KOM7iDuUkeq1yxqWWvQ6HBuVl1N/Tb6+Og2pvxsuCgLL3Hpn39axdUumcNzVu/vuSM1gXVxuU81xyk5SuejCCgrIwb1YrqULcOVi3fMwGcD1rB6oCBgeldRJYsdBv7wrlVZFB9Oef5iqUjw6/rWg2ix/Zw/l2cxjAGeoBA/Kuii7o48RK8in4c1S10HxNp2q3pcWttOHkKDJAwRnH417np+l+Hp70+I9HSBmu4dhmtz8jgkHOOgORXi+peDNTGrHRFiV7mQExEnCygAtwffH51n+F/EOr+DNRlhg3BN+J7GfIViOvH8Le9dUNjkkrn0NI5iQ56YrnWUXVywwT61NovifTvE+n7rWQrMo/e28nDofT3HvVyGD7PNv2jCtk56Zq9yDCv4I5TLDModGGxlPQg9q47RMeDPEs9pOxaxvCJFZumPX8Ohrt5Ck6xt137mPHOD/APWqjruhprWltEAEni+eB/RvQ+xrCTtNrodDjojg7Zrvw18R7yz05c+bMWhQdHRxvA9x1H5V7RoutW+s6ek0L4J4dD1VvQ14Dqd9cWWq6dfsGE9kyxnd94GNtwB/DcPpXr8trBb6sNX0+fyo7lN0sK/dfIyGqqj5Vdkxi5OyL3iC2sJZFedN0ycAg449D61zOp3KSwtGwBQjG329Km1G+MjMd2TXM394duB1zXn6ylc9CnTUI2ONNjHZeKLdIEbyt6yYz93mu/8ADnjbR9E8SG31SNwJotq3PVYiTyGHuO/aofDvhlfEEGpXcc227t9scQYfKSQW5rHuvAeqXuj3GqQI0l3bztFPaFfnwADuX16nj8q7Yq8k5dDjqSUVKMep7nGtubeL7H5fkbcx+Vjbt9scYrK1aZggTGe9eN+EfGWoeHphBGGuLPJL2jnlfUoe30r13TtVsPEVkLyyk3ruCsh4ZG9CO1dKZytEJgZbJpGHOQv1PpVCW1S9jkt50DQyKVYe3+Na17MsMkNqW7mVh6Ad/wCVU48KvXg1hW0sdFJaHCFZtKGoeG9RJazu4mEcp6c/dYfjjNRfDqGe5sr77FJ5eq2LiVVJ4lQ8Mh/4Ev612+vaKus6b5aYS4jG6F/Q+n0Nec+E76Tw948dZUaNJlaOVT/Dn1+jL+tOL5osmUbM9j0LX4tXtXyDHcR/LLE3BU0mstFLp09tPnbKpXj0rn7yxlubuPWNNmSG6UgSZ+7Kuec+4o1bUWkYktXFiIKbj5G9Cnd3exQurhYohFGAkaKFVR2ArgPFVol3eWlxEn715NjkHGVAzXQXt4Sx5ra8LeFLTX7C6u75XJRvLtypxtOMsw9+g/E1dFNSub12uRnA6b4j17wx4guJYnkhlZ8T2dxnYfQEdjjvXr/h7xxpviWEw7jbXwHz20h5H+6e4pPE3hXTvFduFuV+z6gi4iulHzfRv7w9vyrxvU9N1Dwzfra6hE0bo26G6iJ5A7o3ce3UV2p6aHnPXU93azAdjjkgH8K4f4g6TL4gt3ltjme2LbUHRsAEj6giqdp8Srm00qVLwfbZTH/o94o25b0kHY+461v6XIJLa1BkBcQrNJg5yXz/AFH6USlaN0XTgne5z6GLxb4EuLCXD6pawboj3LKMgj64war/AA48Wtp9p9kmQ/YUYEsB/qi+Tn6E5/KrWvaVPompprunny4WfMygcI3rj+6ehrB8EXNva+OprCeJfsWoq8JibphvnQfgQQKmOq0E9Hqe8RzR3SK8bhlIyGU5BFY174f0u8keWS2BlbO4BiASfUVzcV5ceDb4Qys9xo8rYjfq0JPY/wCefrXYebHLardRyhkK7g6nIIrhxilyJxHBa2PJNP08atr++aBVgtBi4/uyMrEKMe4Az9KteLLOW7ddRtGxfQnIJPDDOcf4VuTeRZJJHAMB3Z2PcknNYtzc+Z8o5JOBT9o3JNHdGilCzMn4feL9P0S+jm1fzWEryESqMiEtgZb269Ole4Q3dtfWwntpUmiYbkdGyCK8WuPhveN4ds9S0xWa88rddWTjDBsnOzP/AKCfwrD0DxHqPh+dvscuxQ37yzlJCse+P7prvjZbHnT949vmti05c84zge9UfEN0lnpt9cKQPs9t8uf7xHH60zR/GujazZSTiT7NNbw75recgOoAySP7w9xXD+OdZa58GJMrEHUZ9wH/AEzHQfoKtFUlZ8z6HbIxVxnpxVa+vNqkA0k84jU88+tc/f3mc815cnfRHo04W1ZFeXeWPNZ0k24YzUE0xZjUunRfaNRt4sZDOMj2601E0crK51EDWN78OdThhP8ApEMJeRT1yDnP04rgdKmSPxDpDoOVvoTz/vV3nijR5LWCfV9K+VJImS6iQfwkYLY9PUfjXnOmHbrWmt6XkJ/8fFdVOCjseZKTd2z6DuraG4MV0I1NxbkmMkcqSMHH1Fcr4s8H2PiqBplK22rRr8s2OJMfwv6j36iusnJiuW29AckVG8C3KGSPhgORV2szM8Htbm70HXY4NTM2n3cGAtzEBuUdiR0df512svj6S60+LSpINuoTzLCZov8AVyITgupPIz6HpmtvxjZaZqfh14tRjBuot5tnTiRWAzgeo45HSvFfDtp/a3iBtGudTlt4CkjxeWm8s6oWAH93oTn2rVRb2FezuewW915nibU7NG/dWcEKAehO4n+lbVv80bFjn0z3ry/4UzT3r6zcz3DzO/kszO2SThs5P4CvSwwVBzjFc1XSozpj7yuYHiTwpbatfQXoYLlh9oTsxHQ/zBqzc3CwQJDGfkRQqj0A4qze3mFIzxXM3l3knmsJyctDqpQUVcS7uyc4PNYtzITJknipZptzVSvt62fmbTtZtu7tn0pwjqVOVlc7j4UXBP8AbeRlDNET/wB8n/Cu9uA0Upli5TuBXnXwnYD+3FP/AEwb9HFeixylMK3KnrXXY8t7nD+MPA0Gvv8A2hpG221Q/My52rMff0b3/OuBsdbvdCna0uYzY6rbyYWcrgkd0kHRlPY/ka9uvjBavHIJQoPIH0ryH4s36ajFaXsUQT5njSXGGfB7n09KuOugWe5Z/wCEweWLWrrUZEivXhC28Y6YPHynvyc13qA7FUdscmvD9asLC28N2uo2Oq31zEbr7KPtUIjWchNzvDzu2qSFIb1HfIHuxAEKPkHKgZ9ayxEWrG1KfNoSh8kIONvGa5zxJ4btr69/tCPKXuwoMHh/cjue1dDA5IZiBtAJOR2qpPK2WJ6dh6CsVK2pqoczsZliJrDSYoLiTdIBz7e1ZF/dZJ5q9fXHBANc3dTEvjNY/E7nUkoqyKszHzOa9e8OwJZ+GtOWE5EkIkJ9S3J/nXjlw+ImfuAcV6t4Su0uvCGkOjg+XapG3PQgYNdNNaXOTEy2R0EkCXPI4cVh6tb6dc6bcWesxpLanGAfvBugKnqG+lbSEsmQcE9KxL7RVdxLJI8jGUuqnoDWq3OaMU9zwDUQ2kalcRQMWhSRkKPzwD0b3967b4aXEUw1GSItkeWDGxyE+909uay9Q0WyvfiTdWWpXVxa2l1OUE0csUaxNwSXMnGMZwOpPHer/wAOLNrDV/Eli6zobedY/LnAEihWcYbHGcehIq60bQbHB+/Y9NMST22yZQ8bgqynoQeDmvJ/Eugz+H/EVjPA7eR5gME2M7QDuAP0wR9DXq6bmO0fdxjFRX6JNH5ZUEtwQ3Yd654SsbSjcztH1G2123lS5RWV/lkib3/zwadBaS6HBdWa3jTWrOGiQ/wDHf3/AMPWsG10a5sPEETWjlbY5LnsF9P8K1tQuPlIqKrtoi8PC75mYmo3R3NzTfDMH2/xLZxuN0av5jj2Xn/Cs+/lPmE9q6T4e24a8vLoj7iCMf8AAjk/oKmnHU3qytFs9CmgZj5sRwxOSK5DxL4JsfE7SS5FpqZBKzhflfHZx3+vX612KOc5XtWRq7ahM0q2sflLsx5v93PXFda0PNSb2PA9QSfSL+XTdUT54GK70bJX6HuKbq+p32oWdlEzxy2lqhjR41xkHHX3GK1/ibpk+nXUV2oJgnVV3ejqMEfiOaxNb8Nat4U0DSdRnkuI5tQMnn25jIEAAQorH+8ytnHbp1zWygwk+V2PUr2VsHmueupGJOTRRXj09z1zOZjmgyyRIZI3ZXUgqwOCDRRXTH4kZVfgZ6joF1Jd6bC8uMywgsAOORzXjsX7vUbXbxi5ix/32KKK2icDPoS4P+kSH1Y1Wd2SByrEHaTxRRTIW5zENrHcOssxZ2CFPmPYjmvBP7TuNA8Ry3dls823lkSPzF3DBDJyPoTRRW1HY1xO533wY+WPXcdhD/7PXokzkKTntRRXJifjZph9kYV/K2DzXPXLsWPNFFYRO1lXJJrW1KFB4ItZMfN9sPP/AAE0UVtDc56/wl74WSN/aWrxfwtFET+BavSV5YZ96KK3OFkU1lBd7WmTcVBxz7V5z8TLSAeCpX8sZhmRk9iTg0UVpS3LT908s1vxXJ4ihtoZtI0y1NuqRxSWqSKUjXOEALlQvJJwMk819GiJdpXtx/KiioxXQVDqG0JCuB6g+9Yt5I2etFFcUtjupbnPXrtk81hzMd5ooogbyK8vMJ+ta/gfVLuG/t7dZP3U+5XXsSBkH69qKK6ofCefX+I9dViqqR6VZjbfp07MAT8uDjpzRRWkPiMUeNa/qYsPE2rxPYWN7DNPuaO7h3gFRwRyD35GcHuDVnwLLJe6jr99O5a4uXjllfpuY7v09qKK0xH8Njh8Z21vl35PXFQzHdK7kfNt6/jRRXnx2OnqRlQkTkZyeea5+/djnmiiol8R1Q+E5y6OS2a674fTuouohjaWVj69xRRW9PcwxHwHewMQc++Ku+RHMkisOAhbj2ooroRwnAfEW0guPC8scsYZTNGfcHJ5FeManq+o3ttDpN3e3FxaWkjyoJpWclmx94k8428emT60UV0dBz3P/9k=", "info": {"video_id": "189567", "label": "pretending to open a door without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "189567", "label": "pretending to open a door without actually opening it", "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": "3d6a45f01404ad02d207d62e19adc8325eb5781da1dc141eea3efdcc0519fcf4"} +{"episode": 33265, "episode_seed": 3224904865, "split": "train", "timestamp": "2025-10-13T03:12:00.241823", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3224904865, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "208759", "label": "putting a pen on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "208759", "label": "putting a pen on a surface", "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": "f241c06d04045a928ee3a48bcb78ed0fe719eb3b1360b41eaa39c480e06ca90c"} +{"episode": 33266, "episode_seed": 1539240096, "split": "train", "timestamp": "2025-10-13T03:12:01.895936", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1539240096, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming name board'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "132141", "label": "turning the camera right while filming name board", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "132141", "label": "turning the camera right while filming name board", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "132141", "label": "turning the camera right while filming name board", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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9wK6GCPZGGI6c11Qukd0Kcoq6Zpx3k0cKrsk6f3TT7W+IuwZlkCdyVNU4fGVysnkmzjVE4Ds5/pV5fGVwVMfk2+Ox3yc/+O1280rWsfK1VebDU76OWVVt0YqO+01BHckcEEH6Vch8VzRgjy7Y57+Y/wD8TVd/FUgujJ9iL8YyrEj+VOM5LSxjKmn1LMF3+9UV56mh30ERnl8oLnPyuGJ/Ku1n8QSXrAfZ2ixnqc/0rjtPIhQSEZ25NZVZNtXPSy2DSnZ9v1L9hcTxqAUc49FNaIu7hwoEMx/4AT/Ss638bsknkpYSvtOMlz/hWn/wmFyi7lggwezO+R+laKcrbHE1qye9umew8uK1nMxHOI2/wrnxb6hGwZ7S4HPG6MitN/Ftxw7SWsZx0KMf5sKpXni26nZRHcWjMO5TH/sxqoymuhnKmnuaVj9thnjklt5UUHO51wK9D07VLeSNfNe5VwMHYFK15P8A2/e3UiRTz25X0ixn9K3vDut2yXTrdWy3KqcbTIyEfQg/zrHEtvcuhFRZ6a2oWgKgz3Az2KL/AI02S9s7eYXBnnO3+Hyx/jWDH4g0SRgP7GII/vXTU5tf0iQMp0mH/gU7GuPmO5U2+h2y3cepWO+E4bGQTxXlPxZvbm8h0uJSiPGJg+7v9zFb2neKhDeC1itUijPTBY4/GuJ+N1ziXRZot5Mqzb1iYjONnpVUpXkkjDEUrROB/wCEWnkTzZL5AG5+WM1Wt9ET7TJHLehFXgEgAn8zWHJq+eD5jEf33Y/zNUfPhdi0iyt9H/8ArV2qUu5xqmdnBJBpl4fKn80eUSSCPlOfavTPDeseLNXtVTTbi/uIoeGKTKSPrk5rwqymXbcbFCjy+MnPet7w5qsxAEVz5EoOwybymAe5I5xXPWd7nRRXKz2+xXxlDJIGkmgSe4cAvOijf3B54J6+9Zt6utaTqdu17qNqkE0245vFIVupBA6Z/LP1qlpvgbU7rSFur7XNNt7edi4le4MmeeGByAenrVKTS/DLWciah4mLzoxjlhtId3zDurDIIPBBrnlUsdkYJ6I3L7Uxpl7/AMJNpzC4tuI9UgjO7co6SjH8S9/UV1Q1GK7tkngdXjkUOjqeGU9CK8o03xTpWjW/2ONLlpzJslaZgY5AeA2DyAR2+tNl1m78GxXNnbybdOukeXT5HG4W8nUxH27inGfNoY1KXKz1GGYtcdelebfHLUv9A0rTlPLsZWH0GP610fgme9m0GCa/mMtw43Fm64POK8w+L1/9s8a+QGyttCq/Qnk1cXoYte8c/o02bZcAArKRge6mtjRNFl1PS7pbpWW1WcqhxgsA2SF9s9TXO6O2IpB6SIf1xXqdtJ/xIbTJJ/cjrWMpclzWF76HHzpHa6hEkahURgAAMACp5ZXGpKYt4by1wyMoxnd/e4qhq82y83ehBpJJwdSiYpuAReAobt6HiuaLd7s9PCpKXyNmFmJc75SS2BmaHI7g9K7HQojeWrCFZHZmwC3lgkD/AHevOfyriLSFpfkaKbYWIXFtGR+PNdZoQ2u0jJMrDAQGFUGPwPWtVM7Eir4wtnXR2RI2kmEyDCLu45z0+grh0W4Cg+RNj/cNdz4u1a50e1jurRVMhlC4dcjBB7VzVp4svzaSxSRCPzOPkgYgDbjPXrXpYepameTmKbrfIuWctnHpq+a6r+6Pmbtwfdz0/TFYYvpR1mcf8DNb0XjUuP38cOQo4aN+uMEcZ7D9TVKbxNFHNJK0UVyZHYgJldgO31Xp8taKoefKGhFYQzayJbfcWUAEsTnbT30eDSkWOMZb+JyOTW14b1aHUUvTHarAU25xjnOfQVn65J+9rz8VVbm0jqw6vFJ9CxLKptIQwyMj+Dd+laSRNJEhELgY7aai/wAzXMS3QFnD82OeuTWpDcW7BVRYjkckwyuf1rCL5UevSX7tHTaNGBdqpil3dl+yRg/mDW7c2EsSM8yFA4yAcZrltHgjdiANo6lo7RwfzJrpJ5GW0Zl3HYvG6rjPU3imtUzzW4sNQN/NiwuSpc4xEeR+Va+h201uZDc2M6N/Cz2zHH6VSg8Ya816RsBiRiB5cAz+Zq8ni/VoXKus+HOeYUz/ADr03VdraHzkoXk2Q6kkz3jNBZzhPXyWAP6VHEb6LlYrlPojCrU3ii/mk8xVlMoGAHhUD9DUR8V62ODDEP8Atmf8aFV06EOmS2dy+6RpWbcB/F1qS3tydPZh1wa5661qYzNJJgyP14xXX/aEexaUoEQL9xfSuepO8rnoYG8IyR5tNdyC7kVpnOGI5YmrlnHLNKjfZ5pVyM7Yycir8vjHTrWR4oNKUupILsVXJ/AZq0vjO7lgUwoEA/hSItj8SQP0rq9o7bHA43ky/eW1xNYBILCbOOC0ewD88VnweG9Um52RIv8AtSD+lD+JtTuI8P5m09csqD9Bn9aqO13cAtLfuiehlYgD86hVeXS5Xs7l/wCwyaVdR+dJGxI/gPSorHUvK1g8jY7Vi3Ewiwkc3m5/ipvkXAhWdQdo5z3FZylzastQslY9z0rxPplnagXGg2M0p/5aBQufwwasXPj+O3GbXSNOiyeSVz/ICuB8MXenXiwNqsMstuvyuI5CrD39/pXoX234dWUQ2WnnZH3WiZmH58V50m07HWowts2ZN947vryPMC26MOnkw151471LU9ZTS5biOSRomlCkqIxzt7/hXpkvxE0qzZ4LDR4wg+474X9BXk/xF8V3Gq3lo6BIUXf8sXHJx3NXSk+dE4iH7t6HHy6TOtwBPJHG8mWxnPGfyp5s9Mtv9ddmRh/CmP6ZrNluZJmzIck8Fm+Y/rTB5agE5Y+mcV1uoeekWHuIY5pvs6sInGFDHkUaddm0u1Yn5G4b6VU6n0q1LBDHbI3mDzCuSuc81Dd9zSKfToejaBomreJb022mJbkxDcTLKBgeoHU/hXQ3/gCLQkjv9e16JId6rcxQDawU/wAQzycHqMdM15ro2tSQwpIkkkdxCMCSJiGHvkc1vWHhjxN4kbzltJUhkPNxdEjI/Hk1xz0ep6NJ8yNXW7vwho80U+i2z380D/M1yMxyr3Hzd+4IFYuqeJz4g065tpLWGKKSWJYljQ7Vy3XnvXT6Z4G0bRJ5o/Et6heJBLD5j7Y5Y+nA7kHgj6etch4o8Q20N0LDRAFsY7gXMWU+4+MEAH+HPPPTmlTfvaBVScdT2XSI1gs4FBxhRn8q+fPEt9/aPirU7otkNMwB9gcD+Ves6T4mEng+S9dsPFaMWzx82K8dutJu4raO8OJFmOflI3AkZ5HX8eldcXoea1ZjdMbatwP9kN+Rr1G2fPh+zI/55V5Vpx/0hk/vow/SvSNFkNx4ctAOoUj9TWVWN0VB2Zzeo2rXd6IgSAx5I7Cotiw36oCzLHGFyY/M7dxXUS2a21nNfOBwvy57+g/E1xkd5Jb6qIVjklkIC4WQpkkdc/jWSj0O7D1YxfNI6jTWiJB8vYpb5VNkSPzz69vpXU6LdpHcbBCsiFeCYipHNcBp/i2K2uNptrr6fa24/wAK6bQtWvdQ1i1t43mhF6+2ImT5Rg8Zwc8f/XqvZ2OyOJpPqWPHLE2EWxdriccHtwa4k3l6jD074Neh+JdKeayE5u45wtz5T7Qc7sE556isZNIgcjd9ORipc+V2Ma/JVlzJnJXV3P5TCFcSseWIoS4KRKXDlup+XrXbR6HBLhfLAz3qrp+hQ6r4ll0ua8ktU2yeX5cYbcyoWC+w4PJ9PerhUvoclSCirlTwfdLO2p7Ywir5eCByc7qi1slpCB1zineE4niF/ubIcRkf+PVovYG4uclThTk0pq8rkwfLoc28MkMMCysCc5xnGK3LW4hV1AnhBI53XTEfoKx9VvIor9FkKBFOBvXcPyq7b+I9MtiP9Jx7R2SjP4mhwcj0qdSMYJNnZ6JcwRb+beTJ+6skhP6mtu8nR7KRlhEalTjAOK4/T/FAfJsTceWv3n8lR/IcV2T6dfXlovn30ZZ496qxJIH5UcvKaqtTWt0eUM12rP5bcFj/ADp6yXZjxyx9fSunt9MjAIcE888VrW2lRkjZGMfSo9qzkdOO5wlpa30aElGkOc7mNV7y51EPtVjGo6rnrXsVlpEW0o6DafUVx3j/AEIWdgbq0Uo4dVJB65qoVruxlOmkrnmz+bJMFkPJ7ivTVgMeiyrIMnb0JrkNe0SxtfD8GqadqV7Nm6+zZuYVjW4ITczxY52qcKd3qPcDqHYw6e6eckhK4JRsit5yeg8J9o85zFHdylYQTuPOM96tx3ty5wF2irVtYtNM7FTgsev1restGiypIBNYyrdyfZK5gxafdX86FQQR0rUuPD95Hbb5Q7LjnFdvpekhdpEeCPaumOnC4gEYXqOazdd9DRU4nhL2SouUHKmtSBnn0to4ZAhX7ylM16JfeBiIy8ScHkjFcrqvhW50+F5YCBkcqe9aqrzbkuCWxy+hXU9tdzRCTjPNeh6B4Nu/FEZuV1a2jQcNGoO8fUV5vp6Na3UnmDDk5NdboeuiyWSW1ujDOvUqcEVNbcqnpBanoI+F2nWqLNNcyTsnLK+AprzP4x/2IqaJFpBhzH54mWMfdPydf1p+n+I7nxR4s/szWNe1CG1nk2JJFcRxJH6li/GMZ4HJOB3rjtV0y4h125s7hLlVt5njVLkAOAGx82MjPAzg4ohBwfMzGrU5k4mFa2U122I1Jx3q1caLc28XmMhKjrXXaVp8cRVgCMj9a6IaUt84UqAMYIPeoliJc2mxnClG2p5ILWQrnaRU6T7bV4p1GQPlyK9al8G2rorKp3DrgdKxda8NR+WYlgXIGQT1NVGunuN0uxwGmvsDn1r0Kx8f6vo3h5LeK4SSMqFieUbjGPQHuPY9K4G+sZ9LmKspCt0pNJAubhbecNJAMsUDYx9KucVL3ug6c+S0TUu7zWPFOoCRftF5cLnB64HoOwrZ8MeG7d9aaa+eK4gitVuCSflUk8A/TBrs9P8AEHhrQ9FWS0RYTjHlAfvGYdj/AI15XqmsSalrF/JZxNBFdyZMEbEgn/8AXz+NYxbleK0R0SaTTZ0HjDxdb3ML6bpyL5LHa8gGAR6L7VysmszJfvPCAF2GNVYdBjmtpfDj6Zp6392T9oLLsQfw+596s+M/C17oujaRqd+spuL4yedG0W3yMBCiscfeIbOO3Trmuik0laJyV073ZyVsoS6hYdd4H616D4S+bw+gJ484x/gaKK0OaZf8WOYobGBQPLkkJYHvgcfzrzu6neDWLmVMBgnH/fIoorCPxM6l8K9ShAgYByTncBXonhyQ/wDCfeH4gFCpt6DGflPWiitpGcPgZ3XimeSPQYnUjd9pBzj/AGTXP2n722Dt94ZwRRRXAtkdlPY3NMw77WUEEZ6d65S/v5tJ8X3V3ahBJFK20MMjldp4+hNFFbUtzOtsRaAgWScDp8o/nW/P+40qSRPvkHmiit5fCcy+M8x1JQ+q2wbnJyaztUkZ9ScHGFwBgUUVcOhrU2Z1mhALoDOB8xlAJ9q9riYiyUDoLf8ApRRWVca6HGWDtNOwkO4ZPFdBYLscbSRzRRXIzt6HQR8stYfjqJD4ZkYrk+dH/M0UVcNzOfws828T60uswQRSaXYW5hRY45LdXUoi5wgBYgDnJwOTzXWW2kWUGnlvK8xmQElyT29OlFFdMtjlg2ouxy8cSLcPgY+ateyUBhiiiuWW51w2O00sZhAPTFb9qgxnniiioQM1khSW0LOMnFcp4gtoicbBg8UUVXUUdzx3xTbRWk26FdprmbZ2+15zyTz70UV2L4DOW52FhcW+kTXSLplhdxyurlLuHeAyjIIOQR1ORnB7g1V1e7mvtTF7ct5k8zNI7EdScdqKKifwGP2madqoJTjvXQWsamVaKK42VE6O3b9y8OBtAB96xdZRRNHgY5xRRQjWOxxHi23iOEKAjFcLpY2apheBgiiiuin8EjKpuixrUrrIqhiBg10vgTTbWSykvHj3TByoJ7Ciiqf8Iqn/ABUWvG0r22jqsTEb5BmuaXxFqus6XDpuoXs1xb2sjyxiSRmJZwAc5PONvHpk+tFFOh/DIxX8RH//2Q==", "info": {"video_id": "132141", "label": "turning the camera right while filming name board", "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": "f3197cd3c2f624fa7849ea6fc4145c80a0aa59b82737df051d5695e02ee47bf6"} +{"episode": 33267, "episode_seed": 3020795822, "split": "train", "timestamp": "2025-10-13T03:12:03.537342", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3020795822, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering the bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "205228", "label": "uncovering the bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "205228", "label": "uncovering the bag", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "205228", "label": "uncovering the bag", "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": "a3556dca35734007fd1b5657b5f8f7f1961ec117fa58220246d19652737d9683"} +{"episode": 33268, "episode_seed": 1410145157, "split": "train", "timestamp": "2025-10-13T03:12:06.033562", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1410145157, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting steel tumbler with plastic stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11254", "label": "hitting steel tumbler with plastic stick", "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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ikn9K6nT/AALrl7hmthaof4rhtv6da6dvG3hzRong0m0D7SRiCMRrkepPJrAv/iLq1wpFssVoh7oNzfmf8KpwilqzPmk9jptN8FWelwmW+vmkOOduI0/M80XGr6JpbP8AYooTKSSWiTcc/wC8a84g1O/1nUXknuZp0h6l2JG4/wCFW5d+DxikppL3UW4Nv3mZPjXUptZ1yJ2V9qw4RSdxyW5/QVSgtZrKSaEyh7eQh0KngkcH/PtWml1b2WpQ3d0BiPlT/tA5AqpJci7vJ5kwI3kdkUdAGOf51LldalJWKsllJujNvhU35dc4AyRk12ut3kdxrd1LG4dGIKspyCMCuaiGKk3+V82OP5VKlpYJam1DLnFcx42YteacF6/Z7g/kUNbVvLk9axfFYMuoaYoBy0Nwo/ELSb0HTXvoztEIFjdrn7rIR+EmP612Wi6HeaxKUtowEX78r8In1Pr7DmpvCHgR7e0nvvEBFraSDcsLNtcjcGBY/wAA4+v0rU1bxeiQLYaHGtvaplRIq4/75Hb6nmtFCyvIicrt8prWx0nwzPDZWmLnVJmVDK3VcnH/AAEew5NeZzeI9ZvNfv5mmV7RnZUjkJ2hd3BH4CtXTdRj07W7K7uWyi3CFi3fLc1jf28LSfUbMm3hdRLHjyhk9RgH1oTuhNWsa9rdTT7hKiowOMK2RUswyKytElmmWSZ87TgL+FajHNYs3RUaPBzVjQBFpfiKPUXdhEI5EKhc4ZlwD9Kay5pF4oTsxPaxfSfcOD3q5FJmsQu0JUj7h6+1X7aYMOtO5FjzWXX18UXaFlaCG2QttODu5HX2rS8PlZAxC7QOAvoBXIaDNJC1zZboyh3MzJg5IU459K6rQpNkko9Cf5muiyU7EzblT5mdHLIlvE8jnCqMk1m+HN99rpvGyAilh7DoB+tZ+tXxnlFmh+XOZMfoK6PwxD5OnNKRgyPxx2HH+NObu7EQVlc3pX4xVRjk0+R+ahJqBiOeKiNOY1GTQIQnmnK+CCDURNJuxQIw/FKyXd1bIWUK3mSMMdRxx7daqaCsZcrHnYhKrnvg4qx4lnUPbReWCzpLh88gADj8ePyqloMgWeQdOT/Ol9o0fwHUABTn2rKs5DqniKALzDC2Rxwcck/0pms6iYoPJjP7yXgew7mr3hK2EcU0+OeI1Pt1P9KJvoKCsrnVu+Fqq3NOkeoS3NSUhWPGKjNKTTCaAEJ5pyOAwJAODnmoyabuoEy1HPieQ7QoJJAHTFcAZ9l2h+UB23iPHyk4Xmu1345rzkyh7qGTkDAwM9BgcfpSerLjdJ2OygXEIHt1qtqt59lttq481/lUf1qSOcLbBicACsSFm1jWUBz5ZbYo9F7mreiM4q7O48Owi00WEEYdxvY+pP8A9bFT3Em7NIXCoFUYAGAKrO+TWZoZ19b/AGhdrAEe9Nt7by1Aq6xzTKVwBRinZ9aQnim7qLAT+YkaRBI9pBO4jv6VHea++g6tpmoRW1vcSosgCSjLAfLkoeze9JuzWD4kvTBc6dGqqTIWXcRnAyucfX1qk3e4oq7szWvfGF/4o1XFwTFbR4KW6ngEgHJ9Tz1qzgDmuP0tzHqGPp/L/wCtWzq2pG3ttsZ/eycL7e9Ve+rE42dkN3nVdchtUP7pH5x3I6mtu+8OWc+pNesD5rnL/wC0azvCFsEM1ww6AICR3PJrpZpM1ncu3QqxxLEgRRgCnGjNNJqSwNRmnE0wmgljg1SGdjOrEADaF49qrlqN9O4jyHwujS6wsKgkujAAfQ10MF79iluMj5uw96w/BVzFaeLLGWZgkW8hmPQAg1oXSh9Ucg7g2G49COK6Jt+1a8kZQs6di5ah5H3HLSyN+pr0S3QW1tHCp4RQtcboUPnalGSPliG8/wBP1rrd/NIGTO1MLVGW4ppfigQ4tzUZamlqYW5oEOLCmF6aTWTpscmreK5tNl1Se0QrIYvLTduZULBfYcHk+nvTSuS3YqeIiX1PTUHVllH6Cs6wuVt7iUueMZ/QGo9Nu5b3xRowu5TIpcgB/cCqd8pXUpEHAJx/T+lQ3afL5f5msdYF9ZWu7lrl+/Cj0Fd/psP2XT4YjwwXLfU8muL0e3E97BHjKqdzfQV2u/mkxk7vTN9RluKTdxQBIWzTC1M30wtQA8vTC1MLYNZmuXEtvprSwyMjh1AIppX0E3Y0y4wee1edKSsFu56FV/8AZv8ACur1dI7bQItS0/WNQmVrk22biJY1nITczxAc7VOFO71HuBzd3Ei+G9NmQfO6HcfXDH/Gia5Wk+o6crplu+vt1ulrGeXHzH0Favhm2Alecj/VrtH1P/1q5ayBdvMc5PvXd6VF9m06NSMM3zt+P/1qUmNaGoz+9Q7qbvzTd1QMeWppamZpCaYDi3FN3YpjGmscigRJvHrXMeLX/wCJhpPP8T/zWtPSGh1HxadMv9RubW3lk2JJFLFGsfcljJxjGeByTgVy/iF7i18SpbXL3H+i3MkYW5wHUBgPmxxngZxxWqg0rkqa5kXfM+x6od/GCf5mkM7XtyZ3+6OFHoKXxSySa7LJC6sjsdpU5B7/ANan0e2E91BDj5c5b6CsYu8EzWXxM7TSofsmnRIRhiNzfU1ad8ioC9IW4pASbqaWpm7im7qQD2amFqaWpjHBoEOLU3ePWsvXLiWDTWkhkZHDqMr1qLXdK1vQND0q+u7q6Wa9MnmQlMCDAUoGOPvENnHb6g1pGm5K6Ic0nY8ys/ln3Dghhit+x+Ybz1J5oorpq7mNPY6/w4oEM7/xbgM+2K280UVkaMCTimE0UUEjM80xj8woopAIxrk5dSuNI8SS39ts86J227xkfMpU8fRjRRWlPciRztyxhurRkJBQnB9OlWbd2luCznJACg+1FFE9yobHXeGlBM7/AMQAArocmiisWaATxSZoooGhCaYTgiiigBDWT4hP/Epb/rotFFVHciRk634mfXIIIpdL062MCLHE9sjqURQcIAXKgc5OByea5uO7mbSYrdnJiRTtU/w5bJxRRWtREwNOwRTLCh+6zAH867s8cUUVzyNkAPFNzRRSQxCTmmkmiigQdqaTRRQDObk1ptK1K9jOn6ffRTShzHeQbwGUcEEEEdTkZwe4Nc/rd9cajqg1C7k8y5nlaWRyMZY4PTt9KKK6lsjne4+3YvOdxztPA+tdd4aUGSd/4goAP1P/ANaiiuaWx0I6EmlzRRWZY3NGaKKAIyTQaKKYjJ8Qf8glv+ui/wA6wbzxBqeoabBp13eTTW9vI8qeZIzEs2M5JPONvHpk+tFFb0vhMZ7n/9k=", 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", 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", "info": {"video_id": "11254", "label": "hitting steel tumbler with plastic stick", "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": "c50d65de73fc6ea0f8a22d985308c972b9199c9ad5a4de7efed91c6abf177ce7"} +{"episode": 33269, "episode_seed": 4211226518, "split": "train", "timestamp": "2025-10-13T03:12:08.553471", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4211226518, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing book behind cell phone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "99968", "label": "showing book behind cell phone", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "99968", "label": "showing book behind cell phone", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "99968", "label": "showing book behind cell phone", "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": "1630a71bb95d6aba186358a0a4d72b54c9e3cafedb8d050d0dbfb979a06aa909"} +{"episode": 33270, "episode_seed": 996479631, "split": "train", "timestamp": "2025-10-13T03:12:10.103550", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 996479631, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting something that cannot actually stand upright 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11524", "label": "putting something that cannot actually stand upright upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11524", "label": "putting something that cannot actually stand upright upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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YdWm0UdRctrOrYbfu+bPryhrmtXxiD8f6Vu3Xzavfg94Sf/HV/wAKwdZ+9EP96uaOx0SKdt98V9A+FG+w2sCqpYwaenyjuckmvAtOTzLqJP7zgfma+gPD5H2ycdhEq1jX6I0pdWWG113njd7aYbCTgDg5q/8AbhdaPLIAQDMvB9sipmggJyY1z9KybZ1Hh3jqbhs/99NWJdjnPGBLaSMH+MV55dzSx3Sp9wbRkD8K73xZtfT41IyN+efpXCTQgzMcqoB7n6V34de6YVCBDtkB9DXcwPuhJ9Y8/pXC8bjj1rsdOffYxn1ix+lb45e6mYYZ6tFXVZc6DOu7GJYjj15I/rWDcHLxt6wx/wDoIrT1Rs6VcexQ/wDjwrJkx5cDdzCn9f8ACuOCOmRx1df4RjkWK8kIHlvGFz3yGrkB1rtvDAxpsxzxtB/Wip8Iqa94fNtV5jnluBVWL/WU+4bMjH1NRQn95k11wX7s5Jy/endeHWm/s2cwR+ZIuWC+wrbZ8rn2rI8H3HlQ3p/6ZHH41XvdXezsXkAVxGucMucDP15rga1O2OuxpzMOhrCuZ2VJmjTlH2L6Hpg/rWJe65dXESzpcSwDHSJOP51ZtLi38ucXskr7VEoIcg4PAAOT3PNCRpOLilfqXr1sRxZOflIz61iSL5mvSKSMPB3/ANz/AOtXb6jBbJbweRDGsZRSAFHORXNPYQpfi6Mzb8KuzAxjJFVBmckcXrw2zomOVLZqpp8ZluURSAxOATXQeO7SG11I+UCCbidTk8YDDH86xNHGb+L61tPS6M4q7R7j4dY+dcE9dqD9K32fiue0BShnJOc7f5VtO3yE57VwM6WeX6zJGsoc4+bOc9ua5kn5uOldXrWjzS2MF7BG0m/cHVRkjBPNc7Hpl3Px5TRj1cYr06FSEIXucNSEqkrWG2cL3l5HArY3EDPpXcXW23giRFyAyoPoeM1ydvINIu3tEwZmTPm7MlQfTmiO/uJJJDLeXLpFhyCMHHtzWNao6jR0U8P7ODlc6GGR2upkPCKMD3OMk1k6g27TbsZ/gz+RFdJoS6dNPdBI98ywrJlzuVd3Pyg9OoqhqVpHcRzQsRGGDAsqjgVktGVbQ5mRANOt5uvyY/VhUmoaebgkgdO9bMWm250lomZpEjuo0B6Egq57e9WWt18hnxwBVVnblNKEOZNMqeFrT7LYXWerOo/z+deqxP8Aul+grziyUR2ZUcFnB/UV3VpNuTGe1c8nd3LlHlVht4//ABN9NH+05/8AHaq33nb7l4Y/MkUswX6U+7f/AInGn+3mH9Kkhn2Jdy9yjfrREzkY95MY7WRgcErx9a43XZk3opXcAo46e9dNcrLPo7OWIQZwSOAAcVxGolvPJJyv8JH0rvwsE2c9WTUW0VDt8wFQQMd63Yn/AOJba/7pH61gBq6/ThHJ4ctX8tAQzg/KOfmNb4tWgkc+Gbc2c+679fdcjDwf+yH/AArA1z5Z0THKlga7F7CFb9Lrzm8z5V8vAxjkf1rC8cWkVrqTeWDk3E6nPTAYYrmj8NzqkjH0dS+o24BwTIvPpzXvHh9v9Juj7KK8K0IZ1O3/AN8V7loKlHuCT1Kn9K5q26NKXwnQs9Ydo27w9F7ysf8Ax5q1Xf5CfasSwk/4k1snYux/U1ity2YXiXzUhCyJsjIBU/3gc5NcLdEGY9D1GRXoPjXdcRxqhwsUKg5PA7159PCYxuZgwznI/CvVwXQ5MR8LIMYXNdJokzyQbTgIi7R6k81ze/eSMYHpXX+DY7eRLrzow8gXEZYZA7nHvXRjV+7OfDfGZOoNnTbsf7AP5EVnyIBplvN1GzHH+8wrptSs47iOaFmEYYMCyqOBVaLTLY6Q0LM0kcd0iA9CQQ57e9efT6nbJM8vUc13Hhcj+zbgH+4P51xKj5q67Rb20sIJzOztC20KUXJPOaVTYKfUW7YNJhe1QbtnNa9hpq65LLJZbljVuQw5Ga6Sw8FwKQ90xf8A2a19vGCsYewlJ8xX8MP9n0i7upQ22RSqADPHc/Ss2V1ubYo1xNCWU5KjcBz25+n511ErQpHNFHDiNF2qAccVhzPCIiTF0rmc7ts6IxtoYz2MRj2nVLrOOMRf/ZVds7R7h5hHczTExYwY9gAGM8k+360jtbbd3lnP0qSKO3kchYcjbk8dKLlyu7XOl1Rl+zW5RtybFAb1GK524sJlf7WYykapySeTz2FalySbOFArbVQAAE8cVgabC+q+JJ9Jl1S4tYmSUxhE3lmVCwXnoODz7e9OBMtDN+IS/wCnLKT8z3M2VHQcIf61z2jnF7Gfenaxf3N+6tcTPId275j3KL/gKbpgUSZJwwxgevrW1TqZw+JHt+jElZT/ALv/AKDWo3zLg9K4rTPGOm2v+jmKZ5WZVJwAFPArsUfcK4pJo6LlIWotbZE35SM4UYxge571z3iK+R7+FR5g2oQSOD04xz3NdPqEiR22X7mub1JrXz1yM/KB3qoMiSObmtY5bjzv7SuEyoG0R8fzqNLZELhNSuTvABzCT/7NV6d7PztpXj8f8ahElmSwKnAHHFaXKvLlsdJoNuYHmd3fMtsuwPgEqOCcc4/+vVG6gkuWlijjMhIYYB6cd6dpRtopS8fyOYsHAx3rK124MFo80MzpIrjBBPektyehetrV4bGW0lIUi4t9xHOM7gMfnUnnKbVIs5J61l6sI7bw6up6drN/Mr3kduTcRLGtwVAYvFjnapIU7u5HuBBFdkRmQngDFVXV1E2wsleRqJP+9IHQEfzrttNz5G49TXmlvfRQuJJ87d2SB1Nd9omu22rQN9lieMRYU78ZPvWLi7XLqNXNG4t/MuIZ1bbJHkAkZGD7VSurhLS1uQdxBUjgZP1rT61lXYRhcZHakmYvY5DUddmms4ouVRQRs7cn2rnJ5hMFGMbf5V0GtwRmwZ0ADJz1xmuL+3IWIcbTn1r1sNVhyq+559WnNN22ZdQ5Rj65FdVo7H/hHowTwsz/ANK41LpXIVCCTxgV2Nqq2emrGSxVsOOe5HNGLmnFJDw0GpXG3GnzK4u2jKRqoySeTz2FYvxBT/iYeYW+ZrqfKjtwh/rWjpD2upeJjpF7qd1bWs77EkSaONY+5LGTjGM8DknA71zfi17oa5eWt09wWgupF23GN44UfNjjOAM44rnj8BvJ6lXQjjUYj6GvctHOfOPuo/8AHa8K0ni5U9wRXqeneNNMtyYPKneSRgu7AAU9PWuepFt6GtN+6du3K4PQ1m/Zha2yJvykZwox0Hue9XEk3Cq2oyJHbZYZy3SsEWzkPFWoHzXjUAhlAOR2AriZpzIAhAAU8V3WspaSuUdWG5MZySRx2rjpdKgW4KNqQC+nl8/zr0cPWhCOq1OOpSnKWj0KAfZya7/wpZm2hZ5gVeWDeinHTPJ/l+dctbWelRM2+QzMBwX6fgK6XSPskMpeIhHMWCRkd6WIxHtI8qLpUOSV2LdQSXLyxRxs5IYcduKhtLV4bGa0lO0i6tyxHO3O4D+dUtduPItXmhuGjkVxhlJ70zXdM1zw9oGn393d3KzX8gaWEpgQ7ChjDHH3iHzjt9c1FI0m7HLSaXbW9t5qhmbI+8eK2dNs7eS5eFolMa9AaKKymVTR3Gg20NsHEKBARzit8HCE0UVgylsYVq5kgn3Y6EfrVQorAKRxiiir6iRRuEVANqj06U+IAK2APuiiigp9C1ISbWP6CuGn1O40jxFLf22zzonbbvXI+ZSp4+jGiitYbmc9jJsLOO+kmWZnxGQBg47Y/oKvw2cEMswROY2UKSeeetFFXMmlujrtM060dElMKlzyTjvXcQ/cX6CiiuVm3UranzsH+yT/ACrIv0UzplQfkFFFOImZ01pARu8sZINUVgj3yDYOOlFFWh9DQt4UFzgDHy461i+JIlWwcjP+sX+dFFOO5D2MbxD4ok1q0t4X0vTrUwrHHG9sjqVjXogBcqFzycDk80gdhEoz160UVdTZDw+7NbTLWK4bEqBgD3rttEtobbesSBQQM4FFFYSNZbm5khayDzFKT/cooqFuQzndRUNCFIyDnNc42mWTDcbdMk+lFFdMNjLqRjSrJHyIQMH1roYoIzZoCvAUY5ooqpbIIbnNSax/ZGoXsR07T76GWQOY72DzArJ90gggjqcjOD3BrFvru41nVLq9vpTJcTymSR8AZY47dvpRRVr4TN7mjaWsVurFQS25Rk9ecn+ldnpmnWjIkphXew3E470UVzzep0xXundQf6tfoKq6jyUH+yT/ACoorJbjMbUo0aVcqD8grmpbaCQlmiXPPSiitY7EdSCOygDyYTpWva20a3PAI+X1oopsb3MfxHEqWDkE58xe9c/qXiPVb7SINMub2aa3glMqiSRmJLbepJ5xt49Mn1oorWmY1Nz/2Q==", 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", "info": {"video_id": "11524", "label": "putting something that cannot actually stand upright upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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8oa5nVxxD7Z/pW9dnOsX4P8UJP/jq/wCFZGo27TRblGdmf8/pUrYp6mRD98V7l4Fb7HpUDBSzLZ7yo7ksTXh8SnfjvXvHhZRGxjxwlvGmPwrGtsjSkty4+uO80bvbTLsJOAMg5q+L4XWjyyDIBmXg/iKmaGAnmNc/Ssu2YDw8MDk3DZ/76NY9S2hjtkVnXSiOG4m37P3ZBPcirRbiszVJSYRErFSdzkgA8AdPzNaxV2ScL4gna51AP1VIo0BHI4UCm6On+mxfRj+SmqN0X+2OcnaT0zx09K0dE5vkB7Ruf0r1G/3T9Dhcf3qNLVJc6DOpbGJYzj15I/rWHcEtJGT3hj/9BFaOptnSrj2KH/x4VlyjEcLdzCn9a4YHXI5Cuv8ACMcixXkhA8t4wue+Q1cgOtdt4YGNNmOeNoP60qnwipr3h821XmOeW4FVYv8AWU+4bMjH1NRQn95k11wX7s5Jy/endeHWm/s2cwR+ZIuWC+wrbZ8rn2rI8H3HlQ3p/wCmRx+NV73V3s7F5AFcRrnDLnAz9ea4GtTtjrsaczDoawrmdlSZo05R9i+h6YP61iXuuXVxEs6XEsAx0iTj+dWbS4t/LnF7JK+1RKCHIODwADk9zzQkaTi4pX6l69bEcWTn5SM+tYki+Zr0ikjDwd/9z/61dvqMFslvB5EMaxlFIAUc5Fc09hCl+LozNvwq7MDGMkVUGZyRxevDbOiY5UtmqmnxmW5RFIDE4BNdB47tIbXUj5QIJuJ1OTxgMMfzrE0cZv4vrW09LozirtHuPh1j51wT12oP0rfZ+K57QFKGck5zt/lW07fITntXAzpZ5frMkayhzj5s5z25rmSfm46V1etaPNLYwXsEbSb9wdVGSME81zsemXc/HlNGPVxivToVIQhe5w1ISqStYbZwveXkcCtjcQM+ldxdbbeCJEXIDKg+h4zXJ28g0i7e0TBmZM+bsyVB9OaI7+4kkkMt5cukWHIIwce3NY1qjqNHRTw/s4OVzoYZHa6mQ8IowPc4yTWTqDbtNuxn+DP5EV0mhLp0090Ej3zLCsmXO5V3c/KD06iqGpWkdxHNCxEYYMCyqOBWS0ZVtDmZUA0y3m6/Jj9WFciv3q9Lj022OjvEzNIkdzGgPQkFXPb3rzRfv/jXQ9kZM9G8FArpFyc8NIBj8q9fjb90o9hXkfgyMtpL84/eA/rXqqNhQM1xT+JnSvhRWvX/AOJvpo/2nP8A47VK/wDNMly0Kb3BY49qlvX/AOJzp/t5h/Sl8/bb30p+8Y3GR78VMRSPM9WYG4l5Gd2MGsMDJFbOqW0n25wWUHIOM81js3lkrjn+Ve9hdjzsT0LFjK8N2rIAX6AH3ro71sRxZOflIz61zFvlriM5OSwGR1616FqENsLS3MEMax7BwFHp/OuTHL30zXC/C0cPKu/xA6kj54P/AGQ/4UQxbjcx45UgH9a0pdPhW/S785t/yqI8ADHI/rV57CGHUr0RqdxuHUkn0PFc8rezv6HVSjeokzk00gi+jJHBccfjXrOgsBc3P0UVxzW6rfRjH3SCa6TRZts87Z4JX+Vc0nc3dNRudUz1jWbbvD8Q9ZWP/jzVol/kz7VkWMn/ABJrZexZj+pqUZsjkMyTsjx7Y9gZG/vdc1iapcfNNzwkWPz6/wA639Wnd7+zhjOCIwvTtjJrjtfR45pQG+dgDtPBx1rpoxuzJs5uZ43dyE+bnBB61a0Vsagg9VYfpWeWwx+tanh5k/t21VkVgxYcjP8ACa9SpBRpu3Y89ScqiuOvzu026Gf4AfyIqlKuNMt5uvyYI/Fq6LULSO4SaFmEakEFlUcCootNtm0ZoSzSRpdxoD0JBVz/ADrzqZ3yTPMFHNdx4XI/s24B/uD+dcSo+auu0W9tLCCczs7QttClFyTzmlU2Cn1Fu2DSYXtUG7ZzWvYaauuSyyWW5Y1bkMORmuksPBcCkPdMX/2a19vGCsYewlJ8xX8MP9n0i7upQ22RSqADPHc/Ss2V1ubYo1xNCWU5KjcBz25+n511ErQpHNFHDiNF2qAccVhzPCIiTF0rmc7ts6IxtoYz2MRj2nVLrOOMRf8A2VXbO0e4eYR3M0xMWMGPYABjPJPt+tI7W23d5Zz9Kkijt5HIWHI25PHSi5cru1zpdUZfs1uUbcmxQG9RiuduLCZX+1mMpGqcknk89hWpckmzhQK21UAABPHFYGmwvqviSfSZdUuLWJklMYRN5ZlQsF56Dg8+3vTgTLQzfiEv+nLKT8z3M2VHQcIf61z2jnF7Gfenaxf3N+6tcTPId275j3KL/gKbpgUSZJwwxgevrW1TqZw+JHt+jElZT/u/+g1qN8y4PSuK0zxjptr/AKOYpnlZlUnAAU8CuxR9wrikmjouUhai1tkTflIzhRjGB7nvXPeIr5Hv4VHmDahBI4PTjHPc10+oSJHbZfua5vUmtfPXIz8oHeqgyJI5ua1jluPO/tK4TKgbRHx/Oo0tkQuE1K5O8AHMJP8A7NV6d7PztpXj8f8AGoRJZksCpwBxxWlyry5bHSaDbmB5nd3zLbLsD4BKjgnHOP8A69UbqCS5aWKOMyEhhgHpx3p2lG2ilLx/I5iwcDHesrXbgwWjzQzOkiuMEE96S3J6F63tXhsJrSUhSLi33Ec4zuAx+deVr9/8a9E1cR23h1dT07Wb+ZXu47cm4iWNbgqAxeLHO1SQp3dyPcDztfvfjXS9kYt3PTPBLf8AEtdf9pf516ap4ryDwzqtrpNuxut5RmXbsXOcc16PpHiK21xZHtY3jWMhSHxk1xzi73Oldi/cW3mXEMyttkjyASMjB68Vn30621ncLyfw7ZzWtnOKwb+WCT7SGUkAdQSKmO4meeajfSPdGUhd3QGsoncSfWuh1awtrj97HceQwGCCuQazF02yVQ0t+z+ygLXrQxUIx0RxOhOT1Y/R7aS+uykSk+WhckY4x9a7/UhGtnbeUcpsGD6+9cnawaWvyxqu3Zk8Z5/xrfuZIfsUCLJ8qoABk4rkr1faSudFKnyKxl3dhOGW8aNkjVRkk8n5uwrQuCI9Wu5nYZa5kyvpwp/rWLpZttQ8UNpF9qlzbWsz7EeOaNFj7ksZOMYzwOScDvVW5ubuHXtUtLmS4LRXTIFucB14A+bHGcAZxxSlrSa9DSlL96jYnnGTKOrHitTQ3LzFR6jP5Vyk118yx56da2NF8SWGnylJYpHkcgAjGB2rm5X0OurJWO/OCmO2MVni2FrbIm/KRnCjGMD3PeriOWFQ3hAg59alHOzA1bWja6kjQhgwjxvwMjjtXGXmotLMWk+Y9Mk812WpxxG4XK5+UDqa891thZXzIAChORg9K9DC1IrSSOKtCV+aLI2xvAHUmtDRm265ZEf89AKxFvIuuQD71s6Cn2m784E5i+ZecAnNd1apH2bOeFOXOjpLq3kunlijjLsQeh6cUlnavFYTWkjbSLq33HrjO4DH51m63eCG3aWKWSORXGGBp2uaXrnh/QNOv7u6ulmv5A0sJTAg2FDGGOPvEPnHb65rzqR3TaOYk0u2t7bzVDM2R948Vs6bZ28ly8LRKY16A0UVlMumjuNBtobYOIUCAjnFb4OEJoorBlLYwrVzJBPux0I/WqhRWAUjjFFFX1EijcIqAbVHp0p8QAVsAfdFFFBT6FqQk2sf0FcNPqdxpHiKW/ttnnRO23euR8ylTx9GNFFaw3M57GTYWcd9JMszPiMgDBx2x/QVfhs4IZZgicxsoUk889aKKuZNLdHXaZp1o6JKYVLnknHeu4h+4v0FFFcrNupW1PnYP9kn+VZF+imdMqD8goopxEzOmtICN3ljJBqisEe+QbBx0ooq0PoaFvCgucAY+XHWsXxJEq2DkZ/1i/zoopx3Iexi+IvFEmtWcEL6Xp1qYVjjje2R1Kxr0QAuVC55OByeaybazicM7FjjnGeKKK3exjHc6rSrSCa6kgeNTGpOAe2K7vQraG23iFAgI5wKKK5JM62bucLWKQDDLkdY6KKlEs5u+iiIRWjUg8cisqayt9oxGB0oordEotwWcIVsLjgd6vSQJ9kj69B3ooqeoI5GXWTpGo3sZ0/T76KWQOY72DzAGToQQQR1ORnB7g1Ui1G61PV72+vJfMuLiXzZHwBliPQdPpRRWz+BkU/4iLcJLy/Nzk11Wn6baYV/JUt6kUUVgzpnsdtDwi/QVXvyTtHsf6UUVkQzK1ADzl/3B/KuQ1C0guJgZY1YnPUUUVtTMpFB9JsTn9wowccVe0qzgt528pNvynv70UVt9li+0HiKFEsWKjB3rWBqXiLVb7SINNub2aa3t5TKokkZiWYjqSTnG0Y9Mn1oop0yam5//9k=", "info": {"video_id": "11524", "label": "putting something that cannot actually stand upright upright on the table, so it falls on its side", "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": "24ec8c4faf2b1d1ab6e750b42d77b99a856dda385083454def50b3b241b778cc"} +{"episode": 33271, "episode_seed": 1599478446, "split": "train", "timestamp": "2025-10-13T03:12:11.761099", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1599478446, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning plastic bottle upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "75803", "label": "turning plastic bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "75803", "label": "turning plastic bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "75803", "label": "turning plastic bottle upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8d0941176faf888c7e83974cb35d95d526e4ab03f8323b672ef43597747fc42e"} +{"episode": 33272, "episode_seed": 541533525, "split": "train", "timestamp": "2025-10-13T03:12:13.891828", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 541533525, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting glue stick and pen on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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lLK1B2LlmZjy7dyauMSJzOQsvhtaWhE2p3xnA58qIbAfqeuK2pNXsNMtltbSOOCNBhUXgCsHxN4ikjDBHOe3NcTJqM13IrTPhVPr1qtjNJs6/xDqE2paa8BOVd0wpP+2Of50trqRtrqNh93OCKwbSaS9WVgwKwqHP0B//AFVLaXUct0qMw9qEVZHrNldR3MCsD2qcsN1c1pM7wqBkYxW39pBHHpQxWLDMNpNeVT3bsxCk9a9JecbT9K8meQAEscDvWctS6btcdLOcnc2B1PNZ0+pR5KxLvPcnpVO+vfNbapO0dPf3qzomiz6pJu5WLu3r9KaiNyN/QXtpI/PkeNBH1/vZ9AOten+Ebi4ksQk8rPnkBuw7D8q80gs47JzGqBce3NeoeG9j2MXYhetaqxjJdTpQoCsfQZrlPBa79KeT+/KzfmzH+tdRKfLsZiOoUmsHwlbNaaEsTkb1IU49QBmqutjPU1HWoyOOKlfqKa1SyiPbxTLnw/Za3pU4ubpLeWF1MQdgol4YlCT67R+VSk9a5TxdIqT6b58hjsndo55AMmMHHzY79x+NTZPRgr30OYvPEu28jlZ3ENqhWIe3ZfYZNXDqy3drHOp+VxnHpXNPJZBrieMK/wA7R2tux37B3kfPUgHCjucntTLJpLbT2VyAgkKJk8njJx6jkc+prF+97vVHTTfL8yxqF5vkPNY8lyS/zNhRzmoLy4ZpWANZN5cFlEYPHU+9EYlSkaNxrKxqRH879vQVVsopp9StZZQWEr7ue+KrafaLdXKLI22LPzNXVyPbHUIjbgCKCMKAK2SsY3b3O58F2Lm5FwOFQbRj9a74HkmuY8IqYtPXI5IzXRhxtz61ZnJq4+kZuKYZPSmtIM1LFoUFXJqUKegqSKHmrEduWPFNRHzFURt6UGPahY9a01tgE96guEAQ1XKHMcnr5/0eNf7z1T0hSLCVu7SY/SrviEcxAdgTUenRBNHU/wB4k1DQ7lKS4ImPPGaes/mHg1VkXMrH3p8a4IP41Niky2/TA9cVG5wKcmTgH61k2EcuqeK59Ml1Se1jIkMXlpuyyoWC+w4PJ9PepsLmMPxs+37F77/6VhaHot34h1NLK1GM8ySEcIvcmrV491rItrQh7i7kkUQsW+6D1GPfj8q9n8L+Gbfw3pC28YDTsN00vdm/wq4wuNzsiGx0228PaVHZWi4RBlmPVm7k+9cn4l8QG2VlDV2GtyCOFjntXj+rs19qRU/6tTk1clYiDuzH1HUJLyTc3ArNLGrN7gXTgdAcUy3hEsnJwBzWZqb/AIfGzQtYlwf9SFz6ZdR/Q1U0a2a7vFbnCmiG8WC2urRXG2QDKg8nAZv5gVueE7fbGpI5NV2IudjplsfKGc8cVohSCcdKfaoFhGPrWb4inms9HaW3kaOTeo3L15pNCuWnU8+1eMX180rFFOFz+demas32fQotS0/WtQmVrg22biJUWchNzPEBztU/Kd3qPcDza00qS5YSSZWMn8TU2Kixml6ZLqV0FAIjB+Zq9Q0yyg062AIC4HArnNLMVlwEAUDgVfnvpblti554FWkNi6nPFLcExryO9dT4XuzHbqjPk1kWfhuee28zB3EZrX0vTZLIhXHNVYiTOwlnD6e4J6jms7SZttmwBP8ArWqLU75NO0czy/dLqoBOOtM0Y+ZpMcq8h8uPxOaTRCZovcDfnPFMa49/eoipz9BmonU7vcCkO5Kbjj71c34sK3NksTEbWVgf0qvaXJvPGcul3uqXVrbPLsjeKWNFj7ksXGMYzx1JwK57WLu8g1C6tLqW4P2eZowtxgOoBxzjjPTOOKzknYun8RzWnx3H2icLbmYw5MmeFRc43MfTJH1zimyTmaR3U5RR8h/vYPJx2GaSe8kS5liDkQXWBIoOAxHTP5mm2LifUREVHkh1VvckgBfy/lS5feUi23sU7hjy3r0rMfk81ta2yjUpkRQqK21QOgArKljKSbT1AqkrA3chV2UjDEVv6ChuN8W4l2ZR+GawMc1veDw8niOGMH5CCSPwqluRJ6Hteiw+VaIuTwtagzgHNU7AYjx6Crbnj9K0MBuSB1pjMTk5rJ8T3U9norTW0zRSCRBuXrg1ja3b+IdD0XTL26v7tZrwv5kRXAhxtKAnH3iGzjt+dQxpNndxDOPrWlFGq7sdqKK0iA8jCj3rE1GVh0NFFUwRwPifU7mG8iiRhsaJmIx1OQKvwTv/AGdEMjGwGiis2Utitnkn2qRf6UUVJRPH941yVzqM+k+J57622edFI23eMj5lKnj6MaKKQGElzLZ6rpzwNtZZhg/kK+iIPntFc9SBmiitIEy2OY8Ski2k+hrydzyzdyxyaKKdQdI5q6ObmT61GjFW4PaiisTYavz3i5716boCKIkwOgooqjNnYQ/6r8BWR4qONDY/9NU/nRRSZJzus+I31uGCKXTNPtzCixxvbI6lUGcIAXIA5zwOTzWag7UUUFxJABmug8PW0c12C4zjpRRVobPUbO2iS1GFqtcwRh8heRRRW3Q5G9Tl/iLCjeA7okcxyxMv1zj+prS8MqF8L6eo6CBaKKzluUtjSI+9ULDgmiipGee6lrDaXr2pRmwsbyKWYMUu4d4DKOCCCCOvIzg9wa5zV764v7qS9uZC9xcOZJGxjJPt2oorOWxvT+JHO3bkNG2eQ9aCRKNU0+0GRFJMHfB5Y8d6KKFshy3KmofPqUu7vIc/nVS8GLqT64oooGVh1rrfA0S/8JIvtEWH6UUVUdyZbHs1sBsp7E/qaKKpmJgeLyf7Bf8A66x1xl3rupX+nwafdXc00EDvIvmSMxJbHXJ5xt49Mn1ooqSkf//Z", "info": {"video_id": "110887", "label": "putting glue stick and pen on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "110887", "label": "putting glue stick and pen on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "110887", "label": "putting glue stick and pen on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4edb1f9a64b9a5cbd14c089e989646d84df87c7a6b3b6ff70a5e93ee7432a7f1"} +{"episode": 33273, "episode_seed": 3001354432, "split": "train", "timestamp": "2025-10-13T03:12:15.887128", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3001354432, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of chair without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "189475", "label": "lifting up one end of chair without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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bgeCCOK+inSUlyo/Mo1ZRlzPU5bwTc3Gn2mrXNuE3Zhj+YZ6ljn9P1q5cXFxcz+ZdTPK5PQnP5VqaNo1vb/2hZpMqC+eIQKwJ2sC2fw5/Wuv0rw5Y6ZiTb51x/wA9HHT6DtWMaM5JRvojpWIpwvO2r2Of8O6NqcNyt8kawoFOFlyDJkdMdu3NYGoXct1dXJmULI8isygdCAQRXqrNxXl+uWs174kvYLdQZGnwBkKOlY4qPsoLl11PayGX1mpWU7L3d+2qMGQ4lIFaVrqlxZ6PLAZoXcHEMbgkqO/bH0BqrfabPpt8baba0gUH5Dkc81ah063ubiLLuif8tCTnP0ryaU6kJyktD6PG0sHWw9KnVd0rWt1Vt/mReHnmF3eb1XdNAc8AZwc9qfrb77a8xxi7zj6j/wCtWkdLh0++ja2mZ45InyGIJHy5HT8qzL0eb9tQHAMyN+hrSpUlHWXl+rNMLh6U6Dp0b2aa19bFHRBc3UotzCLm2/iL8CP6H+lZmtRXEF6VkgFuq52IoBBHTOe9d7YRpHYwLEiouwHCjHPei+sYL+Aw3EYde3qD6g9q9ZRm6aSZ8BX5IV5KUVo7HlPkI2Bgdu3vXud99nW3f7ZcbpZEKoGPQkcYHYe9eV6roM+lkyIDLb54dRyv+96fWu00/Sb3V5PMXdsP3ppCcf8A16VKc4XiluKpSp1LTvZI6Cw8MQQYe5InkHOOij/H8ar6x/ZWo3tpZLchZg+3fGoKqP7ufrisrXNX1GaaW0aQQwxsUKxnG7HGSe9VNM0m71OQC0iOFPMzcKv40SqJ+5FGlOjL+LUkdBrWkWemaOggi2lpQGc8s3BrH8U3lnL9jggkWSaJfnK8gDA4z/StPxBe3cd5DZXhjKI0TKyrgSerH9eK4icBGH5VyYuaimkux9Nk9JtYecnezk/vRdazuJdFSW0sYrjcXWfJwxAHH5Uzw6I/tyxiFUlaOQFc/N9007Sb2SxeZzdJHE6cRujMGbHB46VBo9xdSeIoLi4YMzkoSfRhjGPxrpw2ZRhhPYNJ3VvQ87FZHWnmzxKTspX2eutzS1JY0W4eVGMQaGRhjOQVOf1rFm2Wlz9rhHmRSD/WRjOPrWtqrF7e6j7Lbx8Z4zn/AOvXPaTHfS3mLE5b/lpvHyAe/wDnNc1KcZXi1udWf0JNwqXtpbyJLnU9qyYLbeoAHH0zV3wTuu7PxUzKwZo4+GHQjef6VW8TabehvOKq1ovTyhgKf9of1qhoV5PaG4WKZ0R2RnCnG7Gev51teFOVkj5yNGdSzudNYaHqGo4ZIvLiP/LSX5R+Hc1uT+Fra10m5kaR5rhYiynooI56f4104YOgbjkZpsiB42B5DAg5rqjh4KNnqJY6qqiktLO/3HJaRq0CaVHZlwskRIw3GQSSMVg+NYY5Yre6U5kDFD7g8j9f51BJbStfz2qqS8LY9KqXEzNiORixU4wecGuBVpyj7OS0R9VjMNhoVHXoy1k9vXX7jFjhldXKxswQZbA6D1rbTiwQf7Ip4VvshjDlRMQr7erKOcfSiYBIFVRgV5teak7Hs5VScYSqdGrAUEf73+IpsFdt4a1T+0bHyJj/AKTAADnq69j/AENcja6Xf6teeVbREQx4BlbhQe/PeuvsvCtpaWcitLI88sZTzgxXbn+6B/WvUy6nVjHmWzPneJMRQq1fZL7P59f68iLWdes7DKLiecfwIeAfc9q4zUNVvNRb98+IyeI04UfX1/GkurOWyuZLafiSM446EdiPaqz/AC4APJ7elOrWnJ2eh5VPDU4K8dfM9o3BiB1BryqYhJ5F6bWI/I13F/4n0+xJVJPtEo/giPA+p6Ck0nR9Olgj1DyA81x+9/eHcFJ5wO1dddKtJRg9jhwsnh4uc1ozkYNKvb2CSWOBhCilmduBgDPHrWlomk2U+ni6uQ0j7yoQnCjH867KQbkZSPlI2/nxXntvqUunBrZhmMNyPQ9K56lOFCcZy1Wp72XurjsNVpQ0aaa/G5l+MbFbbUkuI49kUyYwBgAjj+WK50YxXWa/Oupaa20hnjO9fX3/AErkIySwUDknGK56jjKTcTWMZ07QqKzOjbi0jHsKsaVefYNWe4lyYFZVZR9MZ/DNV3GI4lPqBTbqRVYRjrnJ+tefh5NVFY+ozKMXhpc+1rfemv1v8j0oojIroQykbgw6EVRu9sKmSSZYY1HLNj+tZOn6jqGleHGmms3eJGAiLnGAfUdcZ/nXM6hqFzqUvmXEhYdVUcKv0Fe/UxCUVpqfm0cG5SeuiOntdaguL+N4AxW3dSXIxu57D8K9LmuIreNpZpFSMdWY4FeS+EdHfVZblFkEcS7PMbuAc9BWhrd/dzX8sFzMXEDlFXoABx09amFeUYOT6lyw0JzVOL2NzV/F5bdDpoKjoZmHJ+g7Vxst0yXEs7SHeSCWJyScVDcXiwjjljWYzvPLkk5NcFao3q3sfRZTUjg3JwjdtW/4c0kuZL2Y7ycnoT/Wtaa0MNi26QBfUdqwkkWyYytyAOB6mql5rN5cxeXuEcYOcLXDN1Kr02Or2jlU9pN6nYaU6ulxgHAiwuQM496ylDS3M8Y5ZymP8/jWFpuqXcN7B++YpuwVJ4IrTmZlknIyD5YIx+FVV1kuY92hiFUjKpBbd/Q7S1tTFbxx5ztUDPrT3QICW6CqPh7W11GJbadsXajr/wA9B6/WtO9mis7dp7hgsa9z39h719DCUVBOOx+Y4hVJVXz7t3+8z7ieC3geW4zHEByXXhs9h6/Su63RW9vuZkjiQdScACvFdV1OfVLkO3yxIf3cY6D3Pqa6e/1O5v3D3EmQPuoOFX8P61lHErXQbwUna7Ong0Cw1e+m1N5TLbSSHbEMjJHBz369q6RI44IljijVEUYVVGAK53wdcb9Oni7xy7vzH/1qdrPiu3sN0NrtnuOh5+RPqe/0FaRqQhDm7kSp1J1PZrWxR8d7TbWLEAN5pXd3xiuKu9JltbCG6lniPmt9xSSyjrk0urarNdSeddTNI5bOD2HoB2FZIu5p5V3E7M4C54FeRiZRqScpfI+3y6ssJgqcFK8rvT5vr0L8ECXMYGSAOrZrZOmWMKWlxYTvKzOrI2chwDg8VDA1pHbEPsQhcnJ61HpV0FkijEhW3jdtiE8KDzXLQlFtq3Q6qLrYiXPKb01/4HoJfkNczIf4rcr+Tf8A1qu6KippoVQMhjk461mXrY1R19VcfzNbul2wSxj2HIcb8+ua6sCpSq3W1jn4idOODUXu3p93/BJCuQeAQe1cxq+m21jOskCbPOzuUfdBHoO3WuwMOOork/FjuPsvlhgo38nv0r0aySg2z4vDN+1SR3ek3Pn6TaSE/ehXPPoMVX1LxNpmlofOuVZ+0cfzMf8ACvKjeXzwpD9pl8tRhUDEAVWMLMcnk1i8aktDrhl7crs6DU/Fc15dSyWNtHaiThnxl2/HtVXSrX7Sw8xjtHeqlrbE5yO1WjqYsEaOGJWkx1Y8Kfp3rgqVp1XZM9SnSjSRqarbvFbJDYxPJcP9wr/D6n2qla2l1dRwwNl5wcEj1zVHRdVkh12Ke4kLpIfLkyegP+Bwa9OgtoYnykagk5JAwTV0cJGcUr9dTeGZywkpO17qy7Eul25tbGKI8sq849avE9qYnZakI+X9a+ipxUYqK2PkMRVlVqSnLdu5zvinSPttn9rgXNxAOQOrp3Hvjr+dcFIM+/tXruOf8a8+8UaOdOvBLCuLeckqB0U9SPb1FcOLo299HZgq9/3cvkYiHP0r0rw3Nv8AD1oCclVK/TDGvBf7Vvv+fmT86u2/izXrSERW+qXMcYJIVW4rGj+7lcnEYiNWPKkfQRO4YzXH3nh4HVriZpAYpTlQOo9a8y/4TXxJ/wBBi6/76/8ArU1vGPiFzltWuSf97/61a1JQqK0kLC4ueHbcHa53N5oM0DloJA6+nQ1kSSx2lwUuHSOReoI5rmj4r11uup3B/wCBVRudSvLyXzbi4eR8Y3Me1cNTCQk7x0Pco8SVaatJX/r1O3kcO0LKQysQQR3rr9E0C1tR9rkUTXEnzhnGQuewH9a8bXVr5QoW6kAXgD0q+PGHiFRhdWuQPZqvB0VQk5S1Ms3zuONpqFNNd/uPc5UjnieOUBkcFWB7j0rzjVtObTL97Y8xnmN/7y/X17Vyn/CZeIh/zF7r/vqtXw5c33i/W49O1TXLqMCGV4SEDlnCFgvsDjk+1ddecKq03PDw9Z0nrsdZ4R1qDRk1B5wzGTy9iKOuN3+NZ2tajJqOoT3CRGNZWztz04rz8atfpnbdSDPXmnf21qQ/5fJfzrlmqjjypqx108TQjNzad2dikDuctgipUtwjg8ZzXFDXNTHS9l/Og63qR63kv51xywlST3O6Oa0Y6KLPVdJ0aPU9OvTIADIPLib+6Rzn88CuHuYnt5nicEOrFWB7EdazIfF2v28KxQ6rcpGvRVbpVK51e/u53nuLqSSVzlmY8muv2KUIxW6MYZolUlJp2Zu2pxcxcjG8fzraupliMpdvmZNqr3rgvttz/wA9n/Ol+33QOfPfP1rGWGcmm2ehQ4ghRpyhGD1O80u2ubu8ijtAfOyCGHG33Jrc8WW2oxzQyXEyy25AUMo2hWxzkep9a80tPEus2G77LqM8W/7204zU03i/xBcwvDNqtzJG4wyswIP6V2RjFQcXueJUxvNUUktEdCU5APT1xmultree+mEFshkcjt0A9z2FcprlnaWnhm31bS9Z1CYNc/Zc3MIjW5ITc7xDOdqkhTuH8Q9wMa18ZeIbKLy7bVrmJCckKQM/pURhZ6lTxi+ytT13UrCbQNFDJeNvuJAs4Q4UjBwB39a4+e9AIVBz61xl34n1u+cPdancykcDe+cVVOr35OTdSfnSqxbfubDoYyEF792zrWjknJYnPPerVtbljHHg5Zudoycdzj6VxX9s6iOl3L+dPg8QarbTLLDfTJIvRgeRXI8LUlJOT0O3+1aUY2jFnVatqq3jGK1hW3th0UAbn92P9Kx9xB4PIrEfULt2LNO5JOTzTftlx/z2b863dFsSzSklZRZ6I8rSS28rHJYck9+Ks+Hdd+wS/ZblibVmOG/55n/D1rzn+2NQwo+1y4X7vPSmf2ne8/6Q/PPWpoUZ0pcyZ1ZnnWHxtNQ5Hp6eXme/vtCFyy7Mbt2eMeua4nVtRj1W5KxL+5h4Vj1bPU/Tiuf8HX7a3qkGh6xrN9b2MxCI6XEcaRnOSWMnGMZ47nArF1a51DSdavrETXcPkTvFsnwJBtYgBsZGfXBI9K6MRzVY8qPDw9anSnzNNnTmEKe1KYFI6AVxn9taj/z+S/nR/bWo/wDP5L+dcDwk+56X9qUuzO0dlii4+9WLcHqx+bvkVhtq1+xy11IfxqJr66brM5/GtqeGcVqzOeZwb2ZtRck9Cf1r1jw5ff2jo8EjMDIo8uT6j/EYNeGC8uB0lartp4i1iwVltdQniDHLBW610UouDuc9fGQqRslqfQK465/On7sd8dK8FHjTxGOP7Yuv++qP+E18Sf8AQYuv++v/AK1d8cTFK1jzZK7PeVdGBKnIBIJFQX1hDqVjLazfdccMOqnsa8OHjTxJu41i6z/vf/WrqfEf/CY+GvDuj6leavfrcXxk82ErgW+AhQMcfeYNnHbp1zgeIi1ZolRad0eb0UUVxlhRRRQAUUUUAFFFFABV7SNVudE1OLULTZ58QYLvXcPmUqePoTRRQBRooooAKKKKACiiigAooooAKUHBBxmiigDoPEHi2TxFbW8M2kaZam3RY4pLVJFKRqDhAC5UDkk4GSefWueoooAKKKKACiiigAooooAKKKKANbRtebRkmjOm6bfxSsrmO9t/MCsucEEEEdTkZwe4NU9S1C61bUrnUL2Uy3NxIZJHxjLE5PA6D2oooAq0UUUAFFFFABRRRQAUUUUAAODkVr6h4n1jVNHttLvb6ae2t5XlQSSMxLMFHJJ5xt49Mn1oooA//9k=", 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", 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", "info": {"video_id": "189475", "label": "lifting up one end of chair without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189475", "label": "lifting up one end of chair without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "189475", "label": "lifting up one end of chair without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "82377b3268123d653fd6a125b56d4b23820845ad86e21a5783cbe3af6c53f34f"} +{"episode": 33274, "episode_seed": 3847952850, "split": "train", "timestamp": "2025-10-13T03:12:18.532427", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3847952850, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering phone 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "95021", "label": "covering phone with paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "95021", "label": "covering phone with paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "95021", "label": "covering phone with paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "95021", "label": "covering phone with paper", "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": "c6774d014eb814340b119a6a35bfa16a2322ac6a4cfa6ae1e00196e04a732557"} +{"episode": 33275, "episode_seed": 3691013298, "split": "train", "timestamp": "2025-10-13T03:12:20.653452", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3691013298, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "58124", "label": "putting card", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "58124", "label": "putting card", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ee9e718b88b7b2c4c57a02a6a9fea32bf658fd5c6c7dbd822aa03c7a86e328a8"} +{"episode": 33276, "episode_seed": 2824489884, "split": "train", "timestamp": "2025-10-13T03:12:23.646888", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2824489884, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering chilli with salt'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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xbHJJGPaoRvCaMjBFPHSp2hPPFIIjTudEZDVqdRQkWKlEfNS2dMZDlXNWYBgio0iNWUWoZpzFyPtXqmueEpfEmlRst3EhRg6FlJDcYIz/AFrymPtXpGn654tiukjutJzZH5fKjRV2D1Bzz+NdWEjds8zM6zjGKXW5c0W20uw1W2tbVVguIIPKumkk2lyQTgDvggciub8cafNbXjahpUjmSQ4YR5O0/wB4EeuMVuaR4dvdS1q5v9WSXyl3FIh8q7j0+fPYVQv9W0Xw5bOuo3kep3HQQ24O0e2/PP4CutcydzzqcqXI+dmPo2sweIfGmkx6gqs0iLCqQllwVG7Oeo6HvXc+K43M2brHkXCtE23Py4OVb6ivHn+Iepf2qlzY2FhF5b5gX7OHKHp94nOa9Ml1DVNc+H+nalfKn2syOZVCbRt3MoGO3QV0OXPK9jhqaLQ4jUDJBctBORu/hfs49awL9T3rf1i8R7cpcWcibfuyI24D8K5p5vMjKls+hqZIUWUl4dRtLZPQd69Y0n4aiW2jv0ubiEyKGUIq5APv1rybeYpUfujBvyNekWXxAuINJWG0mVDGfkBQscHsfpXNN8p0wg57bm1cRx6ZfCyWBRKSilnfbtHqRWY0Bh1vVJoLhJI5FSIEd2j3BiPbBBz6Vy13rd1c6q9608Uk78ssillPoCKYPFF7qFtPbrbWiQwtgyQQ7D83X88VlZteR0Qn7Oaa3Kd9NumkIPBPFZBch+9WppCzHjmo/JyAWXB+tSzWJdt5MRAA1DqgLWqnGcGo0O0YFTSt5ti6HqOamLszSorwaOcYc8mnRj5qR2AY4pYjlq6jzTeS6k+xRRIyhppVjBbHHvXUaLqmv+GfJu0MjWjy4eBm3Ej3HbPrXBasjpZ2DorEBnO4HgHjrXXaT4707/hHDZajayy3cX+pcHj8T6UpI0i/dsj1jWbyPWvD1pexEQxmTdmTseRj36GuB13SGXwzPE95ame5lKRJG+Sd3IJHYcY+prh4PFmsWkD2NvfRtY+YZRHcRAru9cHpUs3jPUYBFdSQabJICNn+jEEf0qry5dCVyLQ+gotPYRFpAdoGTgZOK5+ZIr9pjDBcIiHbmWEru9xntXoiJsUD0oljWWMo4ypGDUexVhOs7ni9/Y7CwArmL2DBPHPevVfEOj/Z23BcIelcDqduAxA61i1Y3hPmOLuo+TxWVNFya6W6hwTWNcR/Nx0po2UjHdcVA44q/MnzGqzJnimNspsOKiK1bdMCrHhvSYdd8QnTrm+ktVaKVozHHvLuqFgvoBwTk+nvVpXMpy5VdncfCK30qRdam1VrgxxCHbFAjMz535+6Ce1dVrHjnUbKNrTwt4cl06Agg3DWxaZvfpgfjk1jfs/LJOviD94V4t/1317bDYiM582Q5680+a2hzTabueCaVNql5/adxrEN9IyweajyROWZ9ygDJHvT2sZZLdJnidQwyNykV9Cpbq0ZDOxHoTWNf6fBcq8LJuUHBz3rDEShThzsqnVlF26Hgc1r7VD9mPGK9N1jwTJHmW1ZWT/nn3FcpPpE0RO6Nlx2rlU0z0adVSV0c8IWHapVhPXFa32JgeVP5VIlpn+E/lRc64yMtYj6VIIiK2Y9PkPIibHriqmv2t1ZaI1xCxjbzFAZfc0LV2HKukrldE5H1r1PUL/SNCjBtNKutUvAMqxhby1PrnGPyBrym/h+z6PBf2GsX8oa5+z5uIlRZyF3M8eOdqn5Tu9R7gfRghVlXJY8DvXZQi6d7nkY2vGso26Hh2u+JPFOsybJYbqK3H/LCGB1QD6Y5/GuOv7TULiUs1ldZ6cwt/hX1MsYXoW/OobpCI9yMQxOBk8VtKdlzM4kfJb6XfK3/Hncgf8AXFv8K9u8MI0Hwy0+0ukeCTa42uuD99iOPxrsmsZ7gktOT/vE1Ddac4gij8xSFJOQOa5lj7LmUdBOHNoeS30F0m8ldyg4ORiuefRrq5LS2cLsueduCAa9kuvDthqQ8u5lyR6JyKhsfCOm6RK0lnNIzSDDBzx+NZVMycY3djanSpuO7v8AgeHXFnfQuRNaSrj+LYcU2HIDc7T+VfQz+H0nXJSF/p1qkfDcVvL5iwKGU5wy5B+tZ/2i1/Eg0Hs/5Xc+eLhmS8OR5ik8gNg1o6Y6iG5KoVxtAGOT1r0ZNSnfxvd6XcX8tpbPOVQxeSix8DqXGMYzx1zXO65cXtxdz291LM/2aZkCzKquvOPm28Z4rtjUUoc0dioNcyRzhaQPuUHPanwLJmR3VidvcHrVuCP9+ua0xgDHP51nc6tjKhgZlztP4VYto1LtG6/eGB9a09OBFxhfWtO/0R9izoVHfFYTqpSsaxqJaPqedT+HtWErbbN8DoeBn0rsvCvwyn1HSbm71SWazkLbLaJVBLMOpYemeMV0ljLbLZAXZlEwI2sMbQPeuuW7F/Ot0l+wCY42Y4rSnjE2+eyOKpTUZWR4JqOmatLZRqLGXy4XBdgv3Tgis0W7RHEkBX3KkGvdL23XU5XaJYIkLDI6bj64obQY7e2PmQqxPRl7Vl9fb15bruNU0tL6ngd9bqLfKkfeHWqCOBHgxEuM4Ocivd/FF1qGmeEPMhkCOLhFWTaCxXn1Fc5rMOu6Po2m3d5dTLNeF/MiMKgQ4ClQTt+8Q2cf1zXXRrqpG8TNrlfvH0NS0UV2M5ynqcMc1jIHUHAyK8n1uNVkYAd6KK56u5tR3OTvFGW4rEuEUjpRRUR2OqO5lzKAxqlJ1oopdS+hA/SqdrqtzousDULTZ58RYLvXI+ZSp4+jGiitYbmNXY9d/Z3GP+EiHp9n/wDale6r0oopS3Odky/6usfUHMN5EE6SEhgfpnNFFc+MSdF3Etytc/cycniufux5zCMnYDwSgAP50UV4eFScycTJx2djFvbJLG6VYnkIcqDvO7rVvTLaKXG9ASc80UV6NZ/ubioTl7ZK5upZwLtURjBrJ+IFrDD4JJSMA/aI/wCZoory8PJuau+p6NZ6Hmus682rpaRSadYwGLakbwI6lUXooBYgDnPTrzX0uv3R9BRRX0sdjglshaa6B0IP6UUVb2IM2GRpYdzddxHHsaiupDHH8uM46miivn4pe2aKm2oXRg3dmLuGWaS4nDIuQEfaP0rNjlmQgedIwVyvzNniiivSUI8r0/qx50pystTobJyYVYfLn+7xWqsavFk5zRRXz71k7ntr4UeL+ItS/s3xbrEf2Ozuo5LjcUuot4BUcEHII69M4PeseK5l1A395ctvnmk8x2xjJOaKK+hofw16GcPjK0P+vFXwBjNFFWdjLVmNlyuP4jzXTEk24yc4HeiivLxnxozmZk7NI2zeUB67etQGOTTbjFtdXAEgUNmTOc0UV1UYpJJI86rOV3qaWjyNJIEf5u+W610KkgD5iR6E0UV52M0qtI7MLrTuzK8eIB4LJ7/aIz+przG/1vUL2wttPubqWWCGVpF8yRmJLY65POMcemT60UV34B+4FX4j/9k=", 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", "info": {"video_id": "167020", "label": "covering chilli with salt", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167020", "label": "covering chilli with salt", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167020", "label": "covering chilli with salt", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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n3ic5rWnUtFxaDEeyb9x3PYfFcbmbN1jyLhWibbn5cHKt9RXmeoGSC5aCcjd/C/Zx6128uoaprnw/07Ur5U+1mRzKoTaNu5lAx26CuI1i8R7cpcWcibfuyI24D8KtL3Tiv7xgX6nvWYvDqNpbJ6DvV15vMjKls+hqjvMUqP3Rg35GsZo2ies6T8NRLbR36XNxCZFDKEVcgH361ZuI49MvhZLAolJRSzvt2j1IrFsviBcQaSsNpMqGM/IChY4PY/Sudu9burnVXvWniknfllkUsp9ARXM5X0OmNNx1b0OpaAw63qk0FwkkcipECO7R7gxHtgg59K4e+m3TSEHgnirg8UXuoW09uttaJDC2DJBDsPzdfzxWNNIWY8c0mmtWbQqc0FHoiqXIfvWnbyYiABql5OQCy4P1p6HaMCs2bwJNUBa1U4zg1zzDnk10crebYuh6jmuddgGOK2pPQ5cRG07ixj5q3kupPsUUSMoaaVYwWxx71gxHLVZ1ZHSzsHRWIDOdwPAPHWtUYJ2aO90XVNf8M+TdoZGtHlw8DNuJHuO2fWvSdZvI9a8PWl7ERDGZN2ZOx5GPfoa8n0nx3p3/AAjhstRtZZbuL/UuDx+J9KwYPFmsWkD2NvfRtY+YZRHcRAru9cHpUxunoVPXWR3Gu6Qy+GZ4nvLUz3EpSJI3yTu5BI7DjH1NcsbTcn3aqzeMtQgEVzLBpskmRs/0Ygj+ldTbadcTsDFAz9OmP61hiFKUkdFBxV7HHy2W1+lV5LYr2rsbzw/qKQS3kljMsMb7WfblQfqKxJbclDgfX2rFpxdmdEKieqMEqQaF61elgweKhMJzRc6YzIx1qVKVYTUyx8VLZ0wkCCp0XnNNSI1ZjTHWpZspFmA8Vt6TAZknxztx/WsSMYrq/CcLTfawO2zP60R3MMTL90yhPbFScisq4g68V3N9p+1Sdtc9eWuG6VseSpHKTw4zxWRcx4Jrp7q3K5NY1zF1qkWpGDKDVZhWhMnJqk681pcplZ+lRGrLLxUJGDTTMyE0ypXqOqM5H1RqN/pGhLm00q61S8HKsYW8tT65xj8ga4PXfEninWZNksN1Fbj/AJYQwOqAfTHP417kYVY8lvzp6xhehb86052zz9Lnyzf2moXEpZrK6z05hb/Cst9Lvlb/AI87kD/ri3+FfWl0hEe5GIYnAyeKy2sZ7gktOT/vE1z1cSqclFK7Y9zjfDCNB8MtPtLpHgk2uNrrg/fYjj8a5G+guk3kruUHByMV61dac4gij8xSFJOQOayLrw7YakPLuZckeicis5ZhJaWSCNKPMnJnjb6NdXJaWzhdlzztwQDWZcWd9C5E1pKuP4thxXuNj4R03SJWks5pGaQYYOePxrTfw+k65KQv9OtYPMZuTUY39DeVKC1UtPM+eYcgNztP5VRuGZLw5HmKTyA2DX0OfDcVvL5iwKGU5wy5B+tccL2+n8a3+mHUXs4d8nlLFAp+ZUyF6cDg8mtaGNhWlypWZLi477HnWmOohuSqFcbQBjk9aUtIH3KDntW1ealearAj3M7TBemVAxnr0AqnBH+/XNbTlqdFLWNypAsmZHdWJ29wetWYYGZc7T+FaowBjn86m04EXGF9aynNRVzZOxmW0al2jdfvDA+tYE/h7VhK22zfA6HgZ9K9Fv8ARH2LOhUd8Vo2MtstkBdmUTAjawxtA96wWKcFoKty1I819jm/Cvwyn1HSbm71SWazkLbLaJVBLMOpYemeMVy2o6Zq0tlGosZfLhcF2C/dOCK97W7F/Ot0l+wCY42Y4rGvbddTldolgiQsMjpuPritqmNjFLk1bOSML76HhYt2iOJICvuVINV763UW+VI+8Ote+NoMdvbHzIVYnoy9qyvFF1qGmeEDJDIEkE6Ksm0FiOeORUwxqcuWSsypR6p3R4VEw2gGMls4znIr6Gvb7w/4diU2Wi3ms3wUbXkhbylOOucY/IH61xmpXTRaPDf2er3coe5+z5nt40WchdzPHxnap+U7vUe4HtX2Ey7S878DtXbzmTs1oeE6/wCK/GOuOBNb3UNuvK20Nu6xj8MZP41bubdnu4LeK2nDtbRySboiAGKgsOnavdorbbgeY/50l7bRBQ5yT0qZ8ri3IIzlF+6fPU9kUOCpB+lUWtfmr2rVfC0GpbnTbHN1D1w2o+GLuykKtHuGeGWvPjVjJc2yPRpVlLTqcaLdh2p6wt6VtNpzoSCh/KhbMjqp/Knc7ISMtISO1TCEmtVLJm6IT+FWotMlY4EZB9CKVzX2qMNYyOtdx4AtXme+2jp5ef8Ax6uLsYRc+MpdLvtQurWBpdiPFJGix9yWLjGMZ46k4Fd/8J47mPU/EdvcyTt9mlSNVuAN64Lj5scZ4GccV0UqLbTucGIxkXBwS1N7WBDZRIkkNxJLIcKIoiwHuSBxXPalpuASVIPuMV6oKytZ0tb2IuFzIBXTKkkro81VnfU8Wv7UrnI4rnLuLGeK9B1WyERYMOlchewcnjisrHTCV1c5S4i68VQljxW9dRYyO9ZU0eA1M1UjNYVAy81ddKgaPvTQMpsOajYYqW7ykRKkg5Fa3iLwjqPhzw/pGoXpmWe+MnmwtGQLfAQoGP8AeZWzjt06g40SbMJTSdmfYwpaKKFucI10DoQf0rNhkaWHc3XcRx7GiivOzJe6mVHciupDHH8uM46msG7sxdwyzSXE4ZFyAj7R+lFFY4eK5U7HPWlLntczY5ZkIHnSMFcr8zZ4robJyYVYfLn+7xRRWOYpRStoXgJOTfM7mqsavFk5zXiniG7l0zx1qN3b7fNjnbbuGRyu0/oTRRWeB+O/kds9jE09QbS446MP60yH/XiiivYZtS+EvgDGatWY2XK4/iPNFFZVvgLOmJJtxk5wO9Zk7NI2zeUB67etFFeZhknLU5K0mo6MgMcmm3GLa6uAJAobMmc5rS0eRpJAj/N3y3Wiiuyul7Fvqc1OTdVK50KkgD5iR6E1lePEUeCif+niM/qaKK8vDv8AeI9Ofws851rxA2rx2kUmm2EBi2JG9ujqVReigFiAOc8DrzX0jH90fQUUV9Ktji6Ey/eFNukDxMDn8KKKt/CyTEt5nnhy55yRx3waz71tueAfrzRRXzDS9rYuo2qd0YNzp8d1byTySS7lXICtgflis2BQ8qq/zAOU5A6CiivYh8LRxqpOy1Z0lpZW5jVvLGcZrTsrO3eUExjiiivElKXtHqe02+RHlPiHUhpni7WYvsNldRSXO4pdQ7wCo4I5BHXpnB7g12Pwdu59Qu/EV7cvvnnkikkbGMk76KK+jwm0fQ4Z7M9UFLRRXcYnFeLLaJJSyoASMmvNb9Rl+KKK5J7nVS2MC7UbulY9wi88UUVXQ3jsZ0oAzVZqKKlFPoUr3/Un/eFGoeJNW1PSrfS729mntraR5UEkjMSz4zkk8428emT60UVvHY5qvxH/2Q==", 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", "info": {"video_id": "167020", "label": "covering chilli with salt", "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": "1699024a604f044f851b368bc513396f42dd991e60857ad301169e691fca8048"} +{"episode": 33277, "episode_seed": 717486472, "split": "train", "timestamp": "2025-10-13T03:12:25.066066", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 717486472, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a toy car onto a wall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "127640", "label": "pushing a toy car onto a wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "127640", "label": "pushing a toy car onto a wall", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "127640", "label": "pushing a toy car onto a wall", "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": "3d3c7ba286f80595e8a02409f97ae5cf08d88b6b8e6d649d6958c9a515185f48"} +{"episode": 33278, "episode_seed": 3216118599, "split": "train", "timestamp": "2025-10-13T03:12:26.239404", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3216118599, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting medicine bottle behind medicine bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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KPmPO2toJg9KAJxKWFVZDhsYAp5yOBWdrEssFgZI2KuGABFAFh32giqKof735Gptatba30CDU9O1a/mDXJts3MKxrcEJuZ4gOdqnCnd6j3AfDASOw+tACRjYOOagn1WTSb62ulQSY3AoTgEGr3k4GNox61Be6cl5DsYYI6EdqANW0+IOmqN8llch8dNysB9DXP+JPF39uSRxw25iVSeWbJOapHw1dKTsdCD61YtPDbJIHlYMR/CKAHWlvJIoPOK0lzGm0ZqzHblQABjtiiSBgCcZoAxL8butZTDBrdu7f5c9KxJeGNADM0Lp66g43MQE/XNWvDNpp+reJo9N1S8ntYJ22pNHLFGsZ6ksZOMYzwOScDvTreGSw1jVLKRZ0NtOYglwAJFAJHzY4z6449KALdppUEIA25Pqa6DQiYoGC/wALmsiKQgZzWjpEpCSgf3qAOqjuI/L5IBNc5PeQvqbYbkcE1qo/mxHCjNcNdzmLVZj3zSEdWt5CwxzmiVl4xmuet7l3cYrZWcsopjK91q8VgHRnKM6/Ke2a4y71W5mkcGZyCehPFbPiO2lnQNGuSOoFcmQ6PhgQfegB7MW60w8U2ViE4ODmug8R+ENQ8OeHtH1C8Myz3xk82FoyBb4CFAx/vMrZx26dc4ANIcZxU8LEjJoooAtp0zVbUf8AW2g/6eE/nRRQB1bn5n/3jVDVpXk06eNjxsIoopCMzTzstI0AGAP61M3zA5AoopjIXAH5VgjUrjSNfa/tdnnRO23euR8ylTx9GNFFADtAUK0ygcDaP510CAfpRRQBOjkgA9KlCjf+FFFACqik8inm3i67aKKABoUEeQOaagHTAoooAJkVW4FYeun/AIlrE9nWiigDP13xO+uwW8UuladbGBFjiktkdSiLnCAFyoHOTgcnmtmMDA4oooAnT0qcKNwHOKKKALkSKW244p20AcCiigBjqOuOtM2gAjtRRQBnXaKQ3FcpdDErAetFFAFS115tHmuIzpunX8Uzq5jvoPMCsmdpBBBHU5GcHuDVrT7+51bUr+/vZTLc3LiWV8YyxyTwOg9qKKANdSQtR2N9NBqMkK7SjDJDDvRRQBtTarcxW7bNi8elcgs73GpO0hyTRRSEdDbxqqrgVdXjFFFMZBcfMOaxdTgjaIsV555oooA5e44Tj1q5feJtX1TSrbS729mntraR5UEkjMSzgZySecbePTJ9aKKAP//Z", "info": {"video_id": "171952", "label": "putting medicine bottle behind medicine bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "171952", "label": "putting medicine bottle behind medicine bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "171952", "label": "putting medicine bottle behind medicine bottle", "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": "fae2e6a4cff64cb25382877d23d05787312cbec35494cc2aca2f95a415cfcab0"} +{"episode": 33279, "episode_seed": 2795006666, "split": "train", "timestamp": "2025-10-13T03:12:28.567426", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2795006666, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming speedometer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28478", "label": "turning the camera left while filming speedometer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28478", "label": "turning the camera left while filming speedometer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28478", "label": "turning the camera left while filming speedometer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "28478", "label": "turning the camera left while filming speedometer", "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": "2a2623f49c2f1986856bbf4977322b9edb381f3fb63f49a0de7d45477efb745e"} +{"episode": 33280, "episode_seed": 2747229374, "split": "train", "timestamp": "2025-10-13T03:12:30.487702", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2747229374, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick hat up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52881", "label": "pretending to pick hat up", "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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XaM1jK3zADJRv72P517grAgHNZ1aqg0n1FYlqG6SKS1kWZQYypDAjjFPaRUUsxwB3rH1PVYRZu5ljjizjfIwUGs61aHI0tWy6cG2eHa1p5tdZvIFG5BIWQnqVJyP8KzGgZG3DIPqOK6HXrqK41JnikR+PvKeOtZTBiB3zWlG7griqWUnYqGRxwzsfrzVCd3YnoPQgVq+UpB3DpVOQLFPG+3KqwbHqAc1qQZlzEwtklHKdG9j61ScFjuB5xXY3YsbmeU2aAW0nzBCuMZ6jHauTu7ZrW4MZGV6qT3FZwqXk4mko6JnReEPEculz/ZbiQ/YZTyM8xH1x6euPrXr2k6RBcaPfWwgQRttZNvI5zyK8IeNUgjkEuVdeCMHn0r174NaldXum6pZTyCSO18vyiRyA27jPpxxSxGtNkwdpJnN39hLp149vKpwD8pNZWoxg2jA969Q8UaUZkeTyyWHIOK85vbWWS2ZGQq/YHvXn0J3audc46aHMGEA4qaEyQMGjY/Q9KcseGw4wR1Bq0oBGMV6pwjv7ReRQJIwT6iqt1Irck4z2xUjR84HeoZ4Cq5JBpDKJO5HX5lAHJqg8ald3Vs9a6aHSwNMhv1kDLIzRSR4+6QePzHrWFeW5tJin8Dcof6UlL3uUrl9250vgfxQNJuVsrtz9kkb5GP8Ayzb/AOJPf869F1OS61AxwwSNBFndI8bfvDjoB7eteIRRbsvgYBwRjIr0XwZ4jgmRdJ1BsSIP9HkY8sP7mfX0rS5JvXbfv2U/3Af1NVljJBIFaMsaS/vH5cDGfUe9RbOOnavEqTUndHdCNlZnManEyXYbB2sKSGNRyea6GS1WePa6ZH8qhGhxkZjuCh9HXj9K78PVjKKV9Tlq02ncyiikcDFNMJYdcVqPpF3EpIWOVR3jcGqMiPHkMhX6iulpoyKtrBbtqMEd2+y3ZsSNnGB65qa/06Mxy2ocOIzhJB7dDxUEsZbkDNaa2hSEAdgB+Nc1eTVrG1FXvc4sR7LkJJ8pVsNntVudHtJxsl2upypXt6HIq9rNnjE/Ac/KR3YetV7NwUCS4KkYBPVcdxW8JcyuS1Z2O10fXJPEln5d4uLi125kXgP6HHY8HNWTEEzgcCsPwfFte/wcrlME8etdP5EjH5EJ+gzXm4qT9q0dNJJRMyWIMSrAEY5rMbRN7kxShPZq6R4GQ/Ou0erEKP1qpNdWkec3VuCPSQE/pmihUnB6K6CpGMt2YL6TfQ/MYPMT+9GciqjpsbDIVPuK3ZNSs423pcv7bFb/AOtVSXWraUYeOWX6qB/WvRhUUt4tHNKCWzMeX5uO1NsVm82SNHYIwy6g8HHTIqWe5gZjttJEHrvB/pUaXskW4xQx5PUtkn+dOom42QoO0rssXVqs0BjkU7WGM+nvWFD5thdMh9NrDswrUk1C+didyZPfywf51WkhmnfzJNzSHvjrWVGEoaMuc1LYVrNDAJoixbgspP3f8a9sGq7MdeleRWumX87eXHays2N5yMcevNdOnjjTUkRSs7AdW8kgfzzWeKg52si6Lir8x2Vxe3N2ojA8uNurMcEj2FRjT9GsYTNIqDaP42LY+mc1yGp+PrR0RbKCV/7zN8v5Vi3ni6e5Cg2i7fRpTj9AK5Vh6j1NXUglY1NUTT7i4Z47RGhI5GNpz7YrGk0yzdT5Mk0R7BhkfpVdtcumJxHAi+gUn+tVJNT1CQjDKP8AdjFd9KVaKUXZo55Om3cWexniB4Dj1FZ0sDN8u05HarUl1qEgwbmZOe3y/wAqpSLdnrLI/wDwI1ve5kzRhs/Lt0ByDtycjvWbqtmHt2ZmUGMZUkjP0qB7eRs5LH/eJNRx6dLKS0cTvjklUJA+pFc6otS5rmrq+7axTs5ChIYBoxyUboa9K+HWrpoh1h0RW83yuCcBcb+/41yMPhbUpVEvkqikZUuwGfwr0P4eeDYFa5n1NUndRGUTJwh5znsT0q61+V2Iha+pqSeLpryNy2mXEidN8cZ2fma5e9lNzcE+XtXsvcV6jql1a2Fr5YjB4wFUV51qE0Ul28jeTCpPRpFH8zXmtO9kdikrGK9lBLnzIFf9DUDaNbscw3DRH+7IMj8xWjJf2K5/0y3467Wz/Kqk2oWGd3nsfTajf4V1U69aKs43XmYyjTfUy7jT7iA5KrIv95Dms6Vd2c559a3Dq1p2Ex+igfzNUZtTtZG5s5D7kgV0qpf7NjFxS2ZSsYH3SMMgDANLqFoLmAqeHAyh96mOqhBiO0AXvmT/AOtVeXVppGJ+zxEn1JrGUKkp8yNYyio2Mi1mMPmROvyt145Uj0qWe2khUSeYHBPDD/PFLKrSTGZgNzHJAHFTqJJYvKCs3chRnn8K6kYnrot5G5VGb6KaifZCxM08MYH9+RQfyzXLau11JqE0E888myRlw8jHofrUdnot5dMfs1pI4UZOxCcCvOjgu7N/rHZHStqmnxZJu42I7Rgt/IVWbWrQn5EmkB/2Qo/U1Vj8PzqiyzgRxnnJPWpYtOt0j6lznHpWqwkFuQ60mRS6yQ37q1A92fP8hVebU7udcBYl99mf51e+zJuISPnOAOtaFt4Y1S+5jsnVf70nyD9a3hBR2M5Sb3OVZ7on+6fVBioZI5pB88kjf7zGvSrT4eyNg3t6iD+7CuT+Z/wro9P8K6PppDR2iyyD/lpP85/XgfgKvlvuJM8Ut9Eu7lWeG1kdF+8yocCtSLwbebQzyxKSegJOBXrd/oyzSG6tSIrkDnssg9D7+9eTy3upS+N77Sm1i6sUDSeXHGob5lTcF9AOCc/40/QCe5s5vDiKLG9nU3H32AUHj8Pes+S4v58eZd3UhP8AfmbFQ+D9RuvEF9I2qTy3UFuY2ZXPQHORx0zivZLLSdGhaNrO3gYsdwZvmKj8ankT1Y+Y8hTTbib5liZz6hc1ZTQp1kAcqmRkgnn8q7K/urma8uEsSojklIaThRjsBRb+GtQuZS7LtX+85xn3p2Fc499MRVAMjE+mOKiaxiXGEr0iHwVbnabm4ZgP4Yxj9TWraeHtLtAGWziZh/E/zn9adhHksOkXNy222tZpif7iE1sWngHVbrDSxRWq9zK2T+QzXqqqFUKoAA7DgUtOwHER/DexS2O+5klnxwxXCA/7vXH402LSobKbaLOO2uAMMEHDDsR/n613PvXJfEW7uLHwq91aTPDcJMgSRDhhk4IB96LDI5FgijZy23Ay2TwK84t/ButXTBVspl3AMNy44PSqGu6vejRYb+z1/Upt119mzcxqizELlniHXapIU7ueR7gepafrF0+lpYzwybosRHHUjHHHfj+VJLuDdjipPA9xYvAt1PApmyRtfcRg4OarTaZZ26Onm+eemV6V2et293rmoJFZ2c/2aOIRB0jxkdT1wBzU1l4CzFH9pkEWOWUHef8ACiwtThjDCuPLiAwvcZ7VFFaS3D7YIHkc/wAKKTz+Feu23hTSLYDNv5xH/PU5H5dK1o7aCAgxQpHtGAEGAPwFOwHj9v4I128GRZeUv96dgn/1/wBK2LP4Wzv817qUaDusMZY/mcD9K9MIzQoxTsBydj8P/D+nNvltTd/7dy+7afoMD9Km1HwuoLXGmhIpcYaFAESUfToG9+h710x6U1kUrgjgDgUhnmrJ9mU+Ym09GR+Cp9CO1W9E8QWFhFfSTzCONdmCf4uvQdTXHa/fvqHxNu9KvNWu7a2E3lJJHLEiw4wcsXGMAE4754rH8LRS/wDCS6odSjuLiOxuQskd4BuA3MMPjjOB249KxnS9pGxS9x3ZseKdel1+6WOCNxbqflDDlj64rEi0q6kyywMQDgkL0r2O0/sZLiNtPgggiUGSRlQb8DnvyPTiuOuZ73Ur2RbaX5JpmYnIDNySBgc4Aqo01BWQpTcjlE0WVZSruq/LkjOT9KJNORQMuxPpiu3s/BWq3Ll3jEKnjMp28fTrW1b/AA6tcA3V3I5A+7ENo/M81didTyhrGIHgH65oi02a4cRwW8s7dhGhY/pXuNj4S0WyRCLCGSUdXkG/n8a2EiSJQsSKgHQKMD9KaQHh9p8O9dvMP9hW2j7vcPtx74GT+lbcnwne3tRI14LicYPlIuxW9QGPIPp2r1mmKu0kA8HoPSiwzyGDQdOgdmjtMHo6TfM0ZHUc9MVdFrbWgZo9ihvv4AH51q/FAvp3hmXVbZzb3iyRoZY+rKTyD/jXlHiVfEmj6FpV5d3935t40hkhZMLBgKUDHH3iGzg9PqDUNNgeo2MEP/Cw7xXiR1aZ1KuoIwRmurlULDqCoBGkds21U4AOCM/WiiqJOCQG5uJfMZiEBCjPAxXS6BoVldqWmDnb2DYoooGjqbbTbOzA+z20cZHcLz+fWrNFFMAooooEB6V84+PNTudI+I1/eWpTzY5m271yOU2n9GNFFDKRqfCBxHFrUflo6usKneuePmFezWGl2wgXh8pwp3YIHXqKKKYi3b6dZ2p3QW0aMP4sZP5nmrNFFABS/wANFFACUUUUAFcT8VOfBhUjIa5iBH5miiga3PFPEOuf2vDBHJptjA0G2KN4FdSqL0UAsQBzk4HJ5r6K0mOJUGyKNSFABVeaKKGJ7mvRRRQBDBK0ks6tjEb7Rj6VKelFFA2IKEYtuz2YiiigQ40h6E0UUnsB82avrb22tarJNY2N6J7gyMl1DvAZTwRggjryM4PcGuk+Gpk1PUvFc91MzySyQvISB8xO8nt07YHaiiiPwl1N2erW2hafDAi+R5gwBlyTgen61o2lla2a4treKHPXYgGaKKZBZooooAKKKKACkoooA87+MLMfCqRhiF80OcHGSDgfzNeFatrmpXtnBp1zdzS28DtMgeRmO5wM5JJyBjj0yfWiiph1Ll8KP//Z", 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", 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", "info": {"video_id": "52881", "label": "pretending to pick hat up", "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": "1d1002804c8424b6b8c5d12f43ca468ea509a09450ab6642b23dbbe6c46b9f91"} +{"episode": 33281, "episode_seed": 2668878911, "split": "train", "timestamp": "2025-10-13T03:12:30.827640", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2668878911, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing marble on top of wood'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "59568", "label": "showing marble on top of wood", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "59568", "label": "showing marble on top of wood", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "59568", "label": "showing marble on top of wood", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "59568", "label": "showing marble on top of wood", "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": "9fe4dff005fbc63c683edc5400cf9ccae5c4377bb24d0f59f8d6643088966161"} +{"episode": 33282, "episode_seed": 3640775089, "split": "train", "timestamp": "2025-10-13T03:12:32.156249", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3640775089, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) knob of stabilizer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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l5Gq3bMPta+m01mq1WIJcXAHqhqofEKWxspLLKS0KIYx03Ngv9Kr38gksiy9D2ParFnxbgHBBHGPTtWZfPsgm5/j/AMM1uZGBqqs2HWAysihkGP4gD37Vh3kYgsrhkRo2fMj7V53Y5/HiunMyY++v51UuleUxGOYoEcMwAzvXn5a5nG5rzWOF1XUpLLToZt+ZHYcunrnqB0rHXXWedAyIE4ZmUk557VsfEF1WwtUAGWmJ6dgD/jXASOREAOMd8c16uEwEK1Fye5zVa8lOyPbo3q1G9ZkT81cjbNeUzqL6tkU9wXhdR1I4+tV0erCNQIoa3el9AdlziQoDjqrA0mg3xTw1E7swEW+MZ6t8xP8AWq+vW5SykuI5NsZZDIhHB+Yciq2gBLxJH80tHBL8sQ6biM5Nae0XPfyFyP2dvM6OHKwKrDnGT9aryrG3JiQ/8BFS+YMVBK1SBkavpltqFlLbOCgkGNynkHsa8x1HQNQ09mVrd5UBwJYhuU/h1FerTvkGuVsxLqvi6fTJdVuLWMiQxeWm7LKhYL7Dg8n0963w+JqUH7jM6lOM9yHwBby2tleGaJ4zJKpXcMZAFdwj1xPhO/uLsXLXEzyYCEbj0zmuujfOKxqTc5OT6mkVZWNFGzU6VSjbpVpGqCh8Uxhunj7sRJH7kdRXO6K8i+J52xtWYSq5PXAbP9K354VuYwpJVhyrr1U1xi3BTXks3lYO1wyNIoweSQapz+HyCMfi9Dtop/tF1LKrEovyAnv60+Rs8HB+tRRoluixxjaijAFDvkU5O7uSlZWKs8cTg7okP/ARXnfiLwrKLyS809TKkhLPDnDKe5XPUe1egzNxxXN+Jrma20tpYJGjkDqAVq6VadKXNB2ZM4KatI4XRdOvF8QWryWs6JG+5yylccGvVIZM1yWrhLfQoNS0/WdQmVrn7Nm4iWNZyE3M8QHO1ThTu9R7gdHDJ0p16860uae4U4qKsjViarSNms6J6txtWBoWmQSxMhOAwxn0rB12Yz2kUEjFJ0lAceo2nDCt1G4rH8UkJpSThAZElUA45Gc0c1otBFe8mO0u636TbafESzgYmb+6AT/kVt5AUY6AcVznhO5aXSZvMADrMc8eoFbfmcYquZySE42bCRscZrNvFjmieORFdGBDKwyCPSrkriqEzcHmgRw2peDkLE2V0I0zxHKuQv0PX862vCemto9nNA8qyMz7yVGAOMY/Sq9hJHqHjF9Mv9SurW2kl2JJFLFGsfcljJxjGeByTgVJozXMGratZ3DXGbabywtxgOuCw+bHGemccVpKtUlHlk7omMYp3SOrjfNWo2zWbE/FXI3rE0Lymlkl8h4pz91Ww30NRI1THa6FWAKsMEHvQnZ3B6qxWHiE2OsR28shKMwjRRyCCP55xVi7uGd44Gb55G3sv90VyuowyQXjmJyzQyoyM3UdMV0VvbGDfJJJ5k7/AHnxgfQe1VGp8QThblLUjAr8wB+ozVGWKEg/ul/AYqwXyKrTNjPNJCOV8U6CNVtB5D7J4iWQMTtbPUH0+tea31lc2r+XNbyxt6Mv9e9en+Jrqa20tpIJGjfeo3L1xWVr+ma5oWh6XfXl3dCa8MnmQsmBBjaUBOPvENnHb65rrw+Mq0Fyx2Mp0oyd3ub8ZORV2ImiiuRmxajJq0hOKKKkRneIv+Reu/8AdH/oQrG8HEot+inj5G/Hmiil9pFr4WdHuOKjlJxRRWhmyjKSVNcFd6lPpPiie/ttnnRSNt3jI+ZSp4+jGiigTLXg75ftYHQbB/OuxhJooqWUi9GTVqM0UUDJwa4a+RV8QTygfMt4CPzFFFRPoXT3Z2kpO9uaiLHFFFamTKshOa5rxWf+JQ//AF0T+dFFAHO634lfXIreKXS9OtjAixxvbI6lEXOEALlQOcnA5PNdlETgfSiikwiX4icCrkROKKKRRaQ8Vm+I/wDkCv7SR/8AoQoopPZjjuij4bO2W+Qfd+Q/oa2WJBNFFFP4UOp8TIXJIqpMeDRRVszRwt3rTaVq2oRnT7C9illDmO8h3gMo4IIII6nIzg9waveHL641LUNSvruQyXFw6ySPjGWOe3b6UUUmC3OpiJq7GTgUUUii3GTxU6niiigDC1L/AI+7z6Kf/Ha2N7NFGSeSoJ/Kiis4fEzSfwoZk1WmJoorVGRzXisn+x2/66J/OuSvtf1PUNNg067vJpre3keVBJIzEs2M5JPONvHpk+tFFMln/9k=", 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", 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", "info": {"video_id": "114201", "label": "touching (without moving) knob of stabilizer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "114201", "label": "touching (without moving) knob of stabilizer", "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": "121d0798c550f0752cdaccf5e151fca8bf26b88b954fdc7a573ada4fdcc11a00"} +{"episode": 33283, "episode_seed": 3041906606, "split": "train", "timestamp": "2025-10-13T03:12:35.143493", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3041906606, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a photo from showcase'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93773", "label": "taking a photo from showcase", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "93773", "label": "taking a photo from showcase", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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GseI9J1LSEsll1DIhYlpU+9Lkbd2M5AA5Pfiufgg0OCHzb2+mnftBbxlfzduBXPx3XpKR/wACq7HLI6ghyR9c1rGUoqyZi7PVmm2o6Cx2HRHWP++t78/6jFb2m6PpEVxfNYarZy+WFTZdopyCQSVOcE9RkVyWSV5VT9RTMR45t4z/AMBocpWtcSaNvw9ZXEWtF0uRCiEq7B/lkI6A88g+tWLh01HSykkscU6glRvABbjr+tc2Vi/54AH1UkVGUi/2/wDvo1nVi6juawmoo2lAN1bwpwAwY+wqW82xloz97DM3tk8Uyz/0dGv5+rcRqf4j6/Sqe6S5mIGWklbA9STXpSqcsfUxjDmlfsXvCMe3xZbT7WYwlH+U4xlgMn25r2jSPiDFcRXouUiiktZCdi5cSptbAXJGDuA9evvXhVza/Z/FEcAukh8h+XZsZIA4Hqc8YrvvDGsxSx68YLSF1OmNM3mjOQrAGP2XJY8e3pXlVLy2O6nGPK291Y1NUv0uPDcFneOgkjl8yNXOAiHIAOO+c5rBn+wJpsg32O8QnYFcEliD05zn8K5/xxfJe/aQoGIWiQ+5+Y5/Wrsemra6VBaDTxE0cqpL/GzSsoAbPQZDjGPyzU0eZ0k57sVVL2rsVNJkhbVbRJSqh5AoyepPQV0utXzw3dmTnY/7x1+ny4/AVwGlSPL4stXZT9ntp8kgZCgZ5J9zXSatdS3l4ZFGY1GFGM+5/WuavStUV+x10qnMmdbd6pANMARVVQF4HcGuY8bXTQ6Z/o6FhIyncvRR/nis+JL28dEVHcnAAFdN4k8OarpcMqXtp5cJiDRZIJx3yPzrKNLlaZUnpY8+0KZpftTSHOzbz+dWJQHZQe9V7eKSEysBtikYAc9ce341M2civVlO9OKRwRh77bPUfDfi6OytEsQkm9IRhuME1NFM7yNLK5MjnLMetcRoO1f3sn6/zroo7rzW3A4TtmvMxc3JnXSgo7HSxXC8KmD7065YIuA3zHvWLFfpEPk596mF41xzjgVwm5Hdr5oERJIPUDqagu9K0fT2s76a5mSdG8xYyqjJHY8cio7xi7FAxDetcnqm+Gc75Gb03MT/ADrvwlXkTSMK1LnauddZ6r4bvtRnvtcFzuXAiggUAOPc9qzNVv8AS7i8lltbf7NAT8kRcsQMY6muQaYsQTVDUL6VOcnaflz710NuRLSgbl9qsESkrjPQVyqXckbh1vIAwOR1/wAKz5rl5ZBljgVW+lawjymFSXMdBbyQS3yXV5fx5R9x2hiWPfPFdnpviHQrOyntorl41ndGkOT82wkqOnHJry/L08GQdhTlBS3IjUlDY9JTVfDloy3lv/pF/AcwLJNtiySSS4wSevQYqeTxXY31tDaXlrAbdbBbUiG42kMGDblypwDt+vNeYb5R6UouJx0/lVrTqZyvI9Bl1qC1GzQ4bDSyFwZvNMsx997Dj8BWE819JI0za2DNnIc3bZB+tZ+l+Zc7gRuZT6VpGyYDmPP4VdmzNux2Ft48Nu073EUN4k2MwyXahY8AY2tgk8jOT/Os5dW0a31F7+2jYTSkud0sRETZ+6ozyPr6e9c99k/6Zf8AjtMNkD/yyH4rT5WNTIbqTUXvJ5ILpBG0jMn+kqDgnI71l6kbs+X9qmWTrtxKHx09Ola5s0P/ACzX8qz9RtgvlKiAFiQMCsnTS1NFNsoWsfmzbcZ4q01pjoK09N0bbq0EKOX81DjA5yBzXXnwapUE3sfP+x39M0JpA9TzprYjtUbW59P0rsb7R1sH2XInRj0zEMH6HNO0rRobycsokZFOC7JhQ3UDrTuidTiBBkkcgit/RLE3Fq2CAVYitbxJpFpZOs2PLkY4IQZyMdcVH4ZjXdOucjdx+Qpx1Ypt2FbTJAMDBqI6fKP4M/jXTNCMcComiKgseFAya0sYpnNNZSAElDioTb47EfhXdW2j/bbcSwXEMikZypzVS60eSHlwprPmj3NeWXY5Oa38QXb720+YnGBkAACnQ6V4jjdZI7XYwOQfMAIrm21G8brdTn/tqaj+1XDf8tpT/wADNS5Se7NkkjsLPw1qEt4lxfbE8tt4Cyglj7muugghtYpUjsLdBKux2N3gspOSvToe4rx/zpc8ux+pNIZXPU5rOUHLc0jNx2PXozHbl2SDSo5GdSrSMsoRucHawxwayLi1l/0kXPiTcZJRJIVZAS69CCDwOB044FecbmPPH5U5CxbGf0pxg11JlK+rOyuLgxJhdQhuHL5y8y8D6cZJPf2qo2ozq2VvLbj+9KP6VjaekZvo1mUMjDkEV0q6bZ/8+6flVKgpasSryjoih/bF3E2Y9Tt0IOQUduPyFQ3us3t/KZrvW2lc8ZZnc4/GtkadajpAn5UpsrZV4hT/AL5p/V0hfWJMxtPUz+YUu4324zuyp/DPWrp4IBNR3kSJLDsQL16D6UbgWqJK2hrTd9WatjISwTPyDk1tCSSYqqcLXPacd022unULDAD3riro6oGjBb/uwM8+tXSyWtuVGNx6mqUVwEtge5qldXDsMVxtGqJkJkk3knk1zniIETA9gcV0CttgX1NZ2twB42c9MZrSlLlkJo5Jn4qZrOzubWMXF/bqAciNlwwP1FQTjGe3FROqbNxA59q9CEjnqxbJf7J0XBzeR59ia56zi82Vl68VuW9p5gzkflUmnaRH/asMMJY+ah6kdvrW0ZXOaasjO+x5HTFH2LjjP5V6InhfTlg8x7iR1BwxXAANZeqabHpjJtS3kWQZQ7yTj1Iq+ZGVjkE095HCKhJPtU11ol1Y7XZN8TD7wFdtoej3VzK00kKwxou5FCYL/wCRUviC1meyaK0iIbHzYOCAPQUnLULHG6CrJqDpjAYDrXViIBeetcfp1yY9TUksxAIJb2NdtEPMA962g9DGotSqUx2p6QM4wIyfwq+kPtVK28W2mnX0tjfRPGFkKpLGN2RnuKqTaWiCCuyF7EjO6LH4Vha1GlpLZzFeVkJx6jivSp9OuLsboLmEgj7rEqf5VxHizS7vT73TfOiSXzWfCI27OMZ+nWud1U9Db2dtTIuZU+1xSRErlX2+3FdTpN/PF4ehhe0edbqeSMSb+c4BwPpXN6tbJFcWw3rHu3As3Rfl61dfV4LXw9odnbzt50U07ySoCAdxGMZrKTeli4pa3NfULaabU7Ey2l4yNtQrIwbdz0GK62GCC3tZIvshgLDd5OOQwOCPrXPWniBbYWCvJd208ZJmnEm4SDPZcfLge/NQ3OpwtdNeLe3TP5jspkcADJNRGbky5RUTI1u8tLueeC5t3hZQRHcMpyvsfbNZOgusd86rL5i5X5gMA8Vc8QeIvtpdUG4Mm1izdfpgViaHcrFeMWARSBjPTIrog7GMloehxIHGc0l7GEsLhs9I2/lUdrfQGMbnA471HqFzHLazRxtksuM9ua25kYJHOeClnHimHl44/LdyoJAIxgfrXsNvNDMVjlkQueAGAOa4TRbVYb23kwNyWxjJH1H/ANeuie2US29wCQ8Thhz1rlryUndHXTTS1PAKsWqbw1ENv9ouliXgMevoK0IbQ2149usikkAhm4/D61pYlvQrNANtVigHaupGhOADcXCJnsqkmsnUbJrI5NupUnCs0mc/gMVQjNjjMkioOpOBXQLoIltVkU7JFByCOuKk8M6Ncarep5hMNtycooXJ9PWuwv7Ro7Iw5SFyMCRhwKTY7HnPliO4ibepw2DtOcV10DK8SsOpFcpqVvLbTtGI8qAG3rypAPWug0l1aAKW5B4q6bM5I0fLLUGHIq5Go2jiq+kW/wDa/iiTTZdRmtUKyGLy49xZlQsF9AODyfT3rRuwkrmRqcZUwP2O4D8MVRB5qvBdzXBm85y4Vty57FutSq/Ncs3dnVBWRpac+Lpa6W4fEaAVzejwma7HXArorojcP7kQya4a29jqgWbaTe3P3V4A96klTcc1lWU7TMSD8ueK3Ahit8t161zyRpchUbpkTsoy1U9QJn/dLyzHAqaGUBZXzyTiq1jNGuorJKeFPFEI6hciu/CrR2hlI3cc1x+pxvF8iHAHrXq+pajE9kFRgQfSvKtZuEk8x0ODu4rugjOq9CtbXzQqMmr1zcoLqKRW2Ao4z+FTa3oelWvhu31XS9RvJw119lzcwCNbghNzvEM52qcKd394e4FfV7QhrVUwGclRk4A4rdKxxzlex03hvxBbQaQ1rcpITNMQrhdw6D9asa0dPNjbyW1tOrxsF3MnBWsq5d9P8IeH7dng5nnmDpySScZz36Vq6VqNt5Je9nCPFGGhRod4mfd0J/h45qFMfJc6ZNathFFLIPJYny2if7wz7VzXiOxuTdJdJqagY4x1A60/xF4otjr9/NevbSXTygs6Jkn5RgAdOmK5TWNdnv4lijDi3ByAx25PrgU07pNkta2Rm/aZ5tWTz2B+dlBAxn3x7122nvujUZyQK8+isrsuLlEwob5T6kVvwX9zEP3kflN69q2hUS0uZzpt62OwklEaZLAVwt7ZNcahc3YIIW4UH15J/wDrVfe+mZQWfdzTrXE0b88ysMkeorR1eUiEG9jv01MWgBKlworm/ijMbi10O5tJGUSLNnacH+CpNEeLUvFR03UNRubW3lfYkkcsaLH3JYycYxnjqTgVjeI5bsXLabdPcFLG5lSOO4Ch0yRnIXjPAzg49K5UtbnTJ6HFkyrlp3Yk9MnNa9nGs76bz+7RXc59iP64pk8KuPmUECpYLlIPI+Qsqq6kfUg/0oqXtoKna+po6kS5iUOQwAwfxGR+VYNtdwreyRXW7bvIVv7pz3rUmvoJ3iIjYbTjJ7CsGazkmuZGTBVmJBJ96zpRsrM1qSTd0dPJCklmwS3jYhfml3dKs21tHd2xngjSYoMFAmK5Wz1S80svCTlGGGVhkYrptP8AFEtrp8cVpGsaoxbC9CT1qZQmtjSM4MuppjtbKyW8sUh6hug/Csm4uzbud5YFWAI/GuqtNXstYi2Xtz5EoPKg4yPrWLqs2g2FwXjuPPYcgZ3c04VJLRkThTlZo1vDl+btZX44IGR/n2rrpWAtQfQV4xDrlxBcs1lI0QkcZxXomv2Gu6H4Z0++vLy6Wa63+ZCyYEONpQMcfeIbOO31zV8rsRJpvQ800uJJLmTcM7UyPzqzLcyWuotNHt3iHAyM96KK6GYLY2tKme/0mV58Md7Djj0rGvoQbKCVndmDMg3HsDRRQDPSNERYtMsSigfInSsvxxK4UxBsJnOBRRSe5S2PNbmaVj5bSuyDnBNdJozMUj56qD+lFFVDciWx1KkmDNc62p3Gja89/a7PPhZtu9cj5lKnj6MaKK0nsTAw7cbXnA7bRU6k4oornkdMNjp/D6gRO2Oal1F2XTGYHl35NFFcNT4zqjsP0UAkZ9q3bt2+ztRRWUtyjKVj9l+pNYl1M6XICtgYJooqqXxCnsMa8nFufnP3TXL3LnZzzznmiiu2JjPY1dd8WyeIYLeGbSNMtTboscUlqkilI1BwgBcqBzk4GSeaxPtdxcvmaZ3I6ZPSiitDnZclleW30uN3YqpKKCeg3dvzNbWskjT0AJGPSiiuefxR9TenszKjxJ4glicAqTj8hxWpbOIIJcIjkHq4z0NFFKrsi6PxC6Yn2i1kkd2BGWwDgflT7G7laSYPtfPGWGaKKz7mi3RVuwIJo1T7rjJBqpYXEq3yKGwA5GPxoorpTvBHPJJVXY6GHWm0u+u42sLC9imkDFLyHeAyjggggjqcjOD3BrG17Vby7v2vZ5d9xcu0srEDlj7dqKKtGUjNW7kkUbtvI9K3LCxt5o03p29TRRTZCL17pdpDp6SJGQ5AJbcfUisKNArYHTNFFJDZBqsaNArEfMGxmsu2kdXKhiAR0ooqgQSTOTjd3psEYluFRicE84oooA6mOytrexLRwrvDqA5HI/GrupeIdUvdLg0u6vJpraKRpV8yRmJLY6knnG3j0yfWiisyj//Z", 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", 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", "info": {"video_id": "93773", "label": "taking a photo from showcase", "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": "35a587fa54580419422c54fa44ce721470378fbd2deeb513edb80cf3d802c261"} +{"episode": 33284, "episode_seed": 3932492877, "split": "train", "timestamp": "2025-10-13T03:12:35.955001", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3932492877, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing book against 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "88974", "label": "throwing book against book", "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": "9a8e17879ca0540227539a1edc94a37e77595e6773764f1dbf584cf84e7bffa6"} +{"episode": 33285, "episode_seed": 31026535, "split": "train", "timestamp": "2025-10-13T03:12:37.154279", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 31026535, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding color pencils'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "122580", "label": "holding color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "122580", "label": "holding color pencils", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "122580", "label": "holding color pencils", "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": "d91acaea1a327eb97518dbe39e17cd39414cdc3055a8ceb6255fbdfcc3a6946e"} +{"episode": 33286, "episode_seed": 2729205597, "split": "train", "timestamp": "2025-10-13T03:12:37.747279", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2729205597, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 nail polishes is inside 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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MH8QaXNdMbi1E6eF0uLslzGVSL5CFIAX+VYd+xYykknPTP1q54dNxLLHbytiOONtpI5Zc5UY7cevNZmqyo0UpQvv+YA5H4VpF3Mt2Y1noM8fjwWlvIVXIl891JEZ2hwTgHo2K+ktKl/4k6y8ZEBfj/dzXz7feJJ9H1+eWziSUj/W+YflYFFC49xz+dd/4J8bTajoWs6ffFBeWtm00BAxvi2lfzBI/OnBu9uhTp3SfUvaQdC1uxhtNZsY/tKDId8ggnqQRyPwrVtvAcFpqlhd2d/KbW2mWVbeYCQAKDgI/Ude+a4qwM72qKyGVohtC/wAS8ce/862Y9Xu1g2WuozQt02yAdfTd/jWksPdtxdrn0WJyinN3pu35EHj2YSavIp/5ZoBg/wC9Xj/iPadWuFVisvynBOA2VFdtfzy3N9O0sjO2eSTklvrXF+LIB/a6OpyXhUsD6jI/pXO0lddjw6tP2VRwTvbQyLpQLa2iUMXALPx3J/wFa/haGRrmSFZFRpgFyewz1HvWVHF6sT7Vt6KJIpHnij3NCNygdj61LnrYz5bJs7WKytwzJbODbQqBwclz6msa8Xfu2jJyAAa3bK5W4hm8iZ5BJEsnP8IIPbt0rCupPKljbGVLr+pxWy1vYye7MjwTNe6Z4taNY5Q43JcRIMkpnDDHscH8K+iNQjth4bup7iCOUwWzlSyAkcdieleJ2moaXo3iTULm6Zo7qcSmN0yTjcQAcdM4r1CHxNZ638O9TvbTcPKiMLxuOVbjr7c/jVU3rymkafNKF+rt+JSPhO28Q2Sz2OrtDJJCqSJ5Sspwc9OCPwNWPCnhC+8P+JWu3gto7doJA0lrIwV2JXGYz0PX1rnLC+MDxzwu1sxwcLypOeeO34V0k3irV0tcQ/ZpeOXX5iv4UpYaV3yvR7ntV8llzfunp5nM+J5fP16aQnOZNoP4CvH7jcYsxsG2khkxyOf5d69Imu5Li5MkjFj5hYk9z3NebahbtBqtzGrZ2ysMj61kzyZJwk4p+RFegZt4kYttiGR6E5P9avaSy2gkdwSzADiqyRs5y77varaJ8ufbpWVSelghDW50dq5vLqaYMpDMMR54Pozev0rfkcQ6D5ZYfPMAyjsQvJrC0S3eGxs5ZUbJkkWVs4K4AK/h2qxcztJyTxnIHpWkU+a5i9WZ19dPbkSQnDLnn68fyqrrUelR/Y9R0W4f7PMCWsZeZLZhjIz0ZT2NM1g4t2ZASG4C96zYYfsq2U0kUk/mMxliBOQoOMdOK0v1Dm5Wr9TqPCv9uBfL2l7Fp2ljgJBXzSOfl9Sv8q7G11GFWWNt8BOQ6kbkB7fKelc7b32naPci4tHnWG2bzUt3HBwMdRnH412FtrGg+JrEz2rIb0Ju8iU7WJHXI7/hW1Oajo9j2sBjI0f3VVXT6rp6mde2szXafIpimICtGcofpWSUKouRhjjP4V1em2IvdZtVhYiEODIgGFPGQR2rN1/T/wCypbmNjvZHPPpk5H86iu7y9CM2rc9WMb7I86v9NS0vpWVCVkJZWPI55xVVkyvTtXUTwefZy7h8u0svsRzXNkhlIrz6ytK5x03dWH21wbSVSjEF42UcZ5OOSPoDXQaXAqwq8fKDl9y5LEZ4Pt7DiuWktpLq4ggjXc2CceoHJrtCwt5LraUbeVMZHZCoP881pTTcUYVb8xY16ZBPHEGLCOFVBP51zMV9YxakkOqwSzadMSsiRNh0JBAdfUrnOD1q/cSb3YuSxPUk1y+pwTTXixKjlFI8x1BOzJxz6V0ozs0iS+tmhvb6ysrlb+Ik7LkLgOvHzYPI613WlXGrrbGbWka4mXYrys2WUAYQhh0+UD8q5HR4bKPVLy3vLWaS3QN5Eynoy8Z565rtNH8TaXo1x5d1PNNBdlYyzxkFMDAB7Ee4PFVCVnc68HifZSVa11+OptQTx3hZY2ErZwolAV8Y7MPftWJdJM67ZAx8phlT/Dk10tza6Wwiu7LZNBLnMitwhHPGO/8AKm2uk3WoadqUxk8wqqGNz3UHdz71rUmpU9Op7eLxdOeDlKns7b+pxd9afabSa1BxvQqD71x620aAZXJB6mu81JFt5AgPzGuf1W2VY0ucYJba2O/vXBVT5bo+fptXsYez94pHFX9KnNxKisvmeTkn1GT97njOT+lViMyLgVoaFaRx2V1JLKUNzvgQ45DoQ39Kijrcqqmdbp7x2UUsjHOYmZWLHljgZ571zl9NmMjgcdu9aFxdeeBIPuFQV+mKy7oPPC6KpYr0CjJJNdUVZHPbqUTq9hd+H5dLv7YG6t3LWN1FhXGTlkk/vL1IPUH2puk6ZPe3a3P22JfIi3MnzH5QeVPTnv3HNVk0G9jjlikgU3tykckADKfkY9fauht7+BdOtob+xi82JfKeSJ9hJzxk9M4FF1zcrepVO7k47M62Q3tlGq3cJlUqDFN6D1BHt2NTXedQt/Ot3MpjOWRsb1H17iqXh/4h6XdZ0/VoRGFYJHN1DDoCcdOnatO4hW7BghZSwJMckQG1V7dOcEd66oVe59Ng8xjVjeSs49en3HPywNE5LDqquvvkVz+uWCzLDcbSzR5Vh7HnNeleItFSya3kznzLdQE914P864gkyyttGOelcTje6Z826nNJz7nJGMAEKAPpVvSY5POcxttGDuwMtj2Hr7069iWC+miUYUHI9h1qfSosRSTYOVlRQRzjdkZ/lXLBNTsa1HeFzpNPUWumXrogjDR4K5z1OBz3rAvXCLuU5KkEfzrRurgkOiH5eh98Vi6gcRMwOQBlh6V2xukcqQzUbG3vNG/tyxvI3mMoGoWsuFkjkJJDJ/eQ+3I71J4c1bVorm6hsY2+wXiotyAmQdpyp56c8Z9Ca5yJZDZS3Zf93HIFC8ck5P8ASuz05LGG0jexvzElxHudJ1IxznGeg6VSvc1pSbem6/Q6m2voFHlkG3O8BomXenucHkU/UVkjEcsSBYiCN8TEqf8AD6VoafqXh/xZF8kypdr8pRgA+R/P8DVd7Z2VLe2zEzH95DkkEZwc56mumNRNNn1OGzClVi5x0a3v/mYU0BieRSMFWKge3rXJaxpix6m9ySWSb5gMcA9DmvUfEmkHT72Z5DuVlDqO+MY/pXHGIXaOrDKMD+B7GuCUXy2PlYz1uzk/KUDCqBT4Yx5JPfFPP3iveiPhcHvmuFtnWjsbjTHVDOkjNEoUSIDwGVR8w/UH8Kybn5Ru7Ctw6lb2tlqSGNFaGVok7Biyj+XNc/pthd3lhBILwMXBysiBgBuwOe9ek5JHI9HqQw35gtXZLeM3SMJIJnJ+QqQ2AOmSR3pNGe+cXk98SBdhsIBjBJyTj8Klmnt7DUDYakqQzqAQwP7tgfft+Nb1harMsaxNEAWwoLk7uM/LjrRU5JQ97Y1cVWahTj+Jm2+gWmpXEMcrzgYCYVsDGc/1q9ceF9O0q8eG2+0BoZG2y5+b/Peugg0zyyGIUkdiTVqWzady6xwoWOSFjz/M4qPrVK1jshluJUk7GhoWuafatbrdbrcgYZz8yk45PAyMn61leLIT/bz6nDe2l1Z3irmKOTLoQoHI9DjrWLrOradp0u0TJJLj/VRLls/Tt+Ncpd6nfXwYMywRE8Rp94D3NTOrFI5ZUZc7vua+qajDb2TRjasjAqqA881y6feb6UohjjLFV5z1PJq14a0yLXfETafcX8tqrxyNGY49xd1QsF9AODyfT3rBv2jsh2VMtaBbxSakLuSQKturcH+LcpA/Wty70uPTgDGcxt8ic5wMbtv4EnFYnhCSZtM1aVSzOkalQBnkhsfrV/xBqQ1P+zrGJiru6O5izyxAzgj0Ga6IWhFJmVRp6lC9ZlO1OWJ4qDVNQvprQW9jDHEZlEMyRqcuAd25ie5J/CthtHuEglmhu94jRpNk6g5UZ7jkdKz9M1PTtQ2gBY5u8Uhwc+x71rGSaCNSHI1y69yxbxSNY2kN3IzTQkkt1ySc1btfA9nqdleXUt5dDyRv2jBzlucccda2rXT2m3EGMqMcKzEjIzz6VqQWQijdDGGDjn5z/hWUatGn7pvTy/ESinFaM5/RrO10vUV2vMbRm/eQ8HPHUZ755r03Sbm0u9Ou7a0ni86SMoqNhGyVIGR9SOma5D7AA3zLGqdM7m49Oa5zU9Xs9NcgsJJwfljiOWz9e1NVYy1iwr4erBKFQnubW6tWNprEDRXcDBTk53D1B7isTxFPGsCQr1Y7gPYd6o3mrahcliri3Hopy35msi8MixNIZXklJALscmsXUT0RmqfLqydcYWu8sdPhS3kszbtGp3TZyG2uWHT6Yrlta0jTbXw5bappmp3s6tdfZc3MIjW4ITc7xDOdqnCnd6jvkDq9SupNN1SK5XlPKZNo/iduVyPTjrV0Y8l2wlNSRjX7QxX1zZq6b4XK7QeR6fpVCCS9tLo3MDyQvgqCvBx3x6H3qxpViuord393bq6Ty4Dycn5c5I9Mnj8Kh8Qt/wAI9LYvZBmW4Vi8DtleMDjuO9axnrqZ06qhLa/qUtP0qdtW+3SSlhC2YkY5IHbr6e1bw06C6OLi2V1ZtxDdM1U03xDplyrCaeS2bacoVG4H/ZPQ130OiuACEkf6oG/pUTqwhK7Wp0UMHPE3lFpGBqGgaLasgs7KEiSFd5DZOep+nNamialFpdp5DQfuwxYEOdwz2x0IrUfTbmQfMkgxxkRAH88Vg63fWWkIIru4K3H3lQrlip9MfSj6xCbtY2ngKtKm3JqxveL5rfXbC0vtM1S3V7ItmCY7HkDY6e/HSuOluIYvMkYLGCPvMcCsK8167umYWyfZ4cfecZdv8Kx5IQ8m+Rnkb1Y1nKtFM5FRsiW5uRdXzzD7rNxn06CtLRo7iSO6MLAQjasoxkjJOGH0I/Wqvhiz07VvFEem6pdz2sMzbEmjlijWM9SWMnGMZ4HJOB3rc8NINN1rXbGczxfZpcbLgAOFRmHzAZGenQ49KUINyUmEpq3KVLgHBx071ShktJWmhuo5XUghAhC5fGBknoOc/hU0C3l8908XlCJZiqRyZDYxnGR6CmyxQ2cyw6hF9meT7jE5R/8AgX+NdUZRe5FJ00/fKun3st7rgneyghs49qOqxjaSoxkD171fGmrcqsYunjO/cDGBnpjHP1rSs7IFSsS56H5nAHXqD/hW1BpLDkqB7Bv/AK1RKVOE+aW5rRwlWq3OmjBbwXZ6cIpftVyZZFEinpt5NdnoF/Z2sEYvHfzd2GndRhhnjPcEDv3xTHtjLHGPKjDIu0FmZuPpWXq1xY6ZCrXE0KP0KAHP4LR7enN2ibSwlejTfNomdH46Et3JZ6rYXNrPZxoYpEWYbjls5A7jH41xF7fQWVtI2An91c8se2BWNd63dXZcW8awQkYBcfOff2+lZJiUS+YxZ367mOaxnWSehzxo2WogO6QE9T1pQfmFV7lmRcqSCD1FbPiHwpqXhzQNI1C8aZZ74yGWExkC3wEKBj/eZWzjt06g4xjTctTRzUXYs6+fMN8xwCmEGOMgnqfeulv4Y7G3hS3QIqqVC44wCAKKK6l1OWpucF4rcz+J7oyYP7uMf+Oirngtfs/iCJ0J+VHKqTkAkY6UUVlVfus6cF/Fh6o9KOsXoOFkCj2UCm/2zfNwZyR6UUV513c+05I22OB1CNBql1KFAd5WZj6kmqDn96RRRW6PlKnxv1ID3qpZapcaLq66habPPi3bd65HzKVPH0Y0UVtR+I5quxs+FJnt9H1dozhh5IB9OWrY0WGM+JMFQfLtiV+rMAT9ev50UV0r4kYS2LGp3EkcGphGwPIkGB7g151DEksKBlzx1ooqGTA9K8BzyWmjzlG3EzZLONxPygDrXUf2vdjvH/36X/CiiuCq3zM+wy+KeHjdFLW72a60G9jk24MR5VQp7eledGCOBXCLjg89zRRRBux5+Zq1RW7EMhyD9ap3x/0fPuKKK1h8SPKnsy7rnip/EMFrDNpOmWpgVIopLVJFKRrnCAFyoHOTgcnmt3U7yWZZLtyPNWE7fQYLDj8hRRXZL4Wc3Q2UQW2hQQRcIkSEeucZz+ZNcf4u4vtOXJIEBIz7miiqnuyPtGbZRo1xEWUEhgRn616d/aF1/wA9m496KK8+v0Po8lXx/L9R6ahdZB85/wAzXOeI5Gub6KWXDOseAT6ZNFFYQep3Zkv3D+RgSn5x/nvULdaKK3PnSKz11tHmuIzpunX8Uzq5jvYPMCsucEEEEdTkZwe4NTW+pXmpX1/fXU7PcXjl526byQW6DgDIHHtRRXZ9hHHLdnT6HbRQeH7SZAfMm+dyTnJYsP5AVkeOzuOlIeV2yZ/OiitGZ/aMXQ3lj1izgWaXyWmQmPcdpwQRx9RXsLalNHwscI9zGCf1oorjxDd0fRZOk4y9RP7XuxjDRgegjFcV4kRZtdkuZFBlKICcegoorng3c7MyilR0XUxJjyP896gfqaKK1PBZTuv9WT/tCpL/AMSatqemW+l3l7PPbW0jyoJJGYlnxnJJ5xt49Mn1oorppfCYVNz/2Q==", 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", "info": {"video_id": "167849", "label": "showing that nail polishes is inside drawer", "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": "167849", "label": "showing that nail polishes is inside drawer", "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": "fa0410e6cf037a56c44e0e9f242f40ed16bee6e447018a35eb71ecdd4d6a1b00"} +{"episode": 33287, "episode_seed": 1165642713, "split": "train", "timestamp": "2025-10-13T03:12:39.519593", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1165642713, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding soap in front of washing 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "111522", "label": "holding soap in front of washing machine", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "111522", "label": "holding soap in front of washing machine", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "111522", "label": "holding soap in front of washing machine", "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": "4f61d4eafa0c78d3cb5e682189ffbc16421d82a3cfc11575546221084a4ee7f4"} +{"episode": 33288, "episode_seed": 3107708277, "split": "train", "timestamp": "2025-10-13T03:12:41.652015", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3107708277, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 usb cable'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "39218", "label": "twisting usb cable", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "39218", "label": "twisting usb cable", "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": "ea205e7b30ba0ee9ac4eb997cde932fede9efd8b300c9638ea263cee877c0a16"} +{"episode": 33289, "episode_seed": 3547938776, "split": "train", "timestamp": "2025-10-13T03:12:43.939107", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3547938776, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting smartphone 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Y/lrOtIfmFbdrHhOa1RzMIhiQn0rFjb7Zrc0x5VOBWpdzeRbSv3xgVgTNLZaQ00bskrMOR1oEjXmfCZB9a81vYDHITiu61qC3ttAt9T0/V7+ZWuvsubmFY1uCE3O8QHO1SQp3eo9wKuv+Gp7VjmM47HFZTkk0dVGDd2cMgJfPeuq0TTX1OWKPHyj7xqjaaPNNcLGqEnPpXp2gaQmn2qqB85GWNcmIrqEdNz0sLh3OWuxtaFYw2UYSJQoH616DpcuyJT3riLM7JBn1rp7KfHArx025XZ6+Ipp01FbHQ6nrq6botxMSN6jC/U14NcObi8kkY5LMSfxruPGupnYlop64Zv6VxESZIPvXvYS7gpSPmcUlCXKiQpiKqmrz/ZtKYD7zjaK0XA8sCsPUj9qvo4QflTk11HGSWEYt7GIHgkZNdb4McGW+/wCAf1ri9IFvqXioaVqGoXNrbyPsSSKWKNY/UsZOMYzwOScCui8Befb614gspzcA206xhLgASKAXHzAcZ4GccVxZg/8AZ5fL80d+Wr/aY/P8meoWDjfg1yfxE8JfbYVvraL58/vMDr710VnJtlAroHZZolRhnivIw8+V3PXxMbS8mfMEujTCTy9hzn0r0nwR4VNvGs80fzn7oI6V2r+FrGa9adbdQxbPtW7aWCWydBXRWxDmuVGUFTovn3fQt6NCLfHQdqwPH3iUW2lT6fEfnlXDH0FbrTeUODivGvFWoNfarcsWyN5A+g4q8FeUuVbHFX61JbnKxpvuDn1rUjhwyjtUNtb/AL3JFX3Kxgt6CvYR5jMPWn+0ahb2q/dU5NX2cIAnTisC9kkCz3qOUbeApHYZq74i0TWdB0LStQvLi5We9MnmQlCBAAEKBjj7xDZx2+oNMEjj26UkZzzRRWaCRqWoAFSX7ERdaKKoy6mFnLnNaNuMqKKKENm1bKAF4q9IMKtFFUZmFP8AvdVO7nb0qomqXGja5/aFrs8+Fm271yPmUqePoxoopM1pnZ/CEc6uPQQgf+PV6Vkg8UUV4WK/jy+X5H1mX/7tH5/myzHK23rVa6kcI+D2ooranshT6nlPiaV5L1txzg1kWf8ArBRRXrR2Pm6m7OislBYcVqqMLxRRVGRkaqTlF7Fqy9bONOx2DLxRRQNFDxF4ofXYbWGXStNtjAqRxSWySKUjXOEALlQvOTgcnmvbdQtILm3QSxhhiiivOxrs4/P9D2srSanfy/UxP7NtLZ2MUKqfWpoQAOBRRXmTbbdz2IJJKxKDhs1vWTHywe+KKKy6msvgOL8SyNJrUwY5xgD8qowqNgPvRRX0eH/hR9D5HFfxZerFnJCcVgxEmSWQ/e3daKK2OUx/7cbSr+8jbT9PvoppA5jvYPMAZOhBBBHU5GcHuDXW/Da/udT1bXr+7kMlzcPHLI5GMsd3YdPpRRXFj/8Ad5fL80ejlv8AvMfn+TPTrX/WitTzGUHBoorwI7nvV/iNOzOYQTUkpODRRW0/hPLl8bMbWbiSG0lZDghCf0ryCb55WLckmiivRy3aRjjfgh8/0JI1AGRVXUnZLZ8H2oor1Ty3uc/qvyaSNvGWU/rWfe+INU1HSoNNvLyae3t5HlQSSMxLPjOSTzjbx6ZPrRRSY0f/2Q==", 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"info": {"video_id": "201099", "label": "putting smartphone 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": "30c29296e2f23f3a9c3338e2f5852a929f1774860d2bf94728a8c2538f2a24ca"} +{"episode": 33290, "episode_seed": 1254755918, "split": "train", "timestamp": "2025-10-13T03:12:45.467114", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1254755918, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling door out of room'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "118899", "label": "pulling door out of room", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "118899", "label": "pulling door out of room", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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DbSvJCrqBIw2lvU47CvRNBm/4mGB0ZSteZMFWR9h+XOQfau40C/8AInWXaH6jnuSMZ/Wl1TKkvdaO3S4xE+D0anx3LYOemO9Yq3WE2jOT1pJr4xJ15rY8wNTkDzEnB7VnSsB5Y9WI/Q1FdXTuyuc85qKWTJh5GfMHHtg1EtmEfiR1vhPhJF+ldViuT8KnDuD2AH6GusIxRD4UdZ5UozUyD2qNDxU6DvWAx6DkU9vlAO8Iinc5I7elKop4RXBDAEehqTRMAvmEMOhHeremx7Llyzlmbnnt/wDW4qJ+f/rU/S96TfvWDM3oMAe1Mdyxpp+za047FiP611+flripZBHqiSA8FgD/ACrso23wqfat6W1jLqNkPHFUpTk4q4/3a4H7Vf3vjS80w6xc2kQMnlLGobJVNwX2HB5NagVPiIn/ACDs/wDTT/2WvPZk5ra1DUr7UkhN5dST7ASu8/dzjNZNwwRWdugFZy3AbY25utQiQDhPmNekWo8m0VenpXG+GbViPNcfM5ya7QyRwwmWX7kYJP4Vn1OiOiscR4gujc6vOc/LGfLX8OKp27l1CE5ABAHpmob5pPtcxlGHLkkZ6E8/1pkEhUjHrVEuR63cwR3Wm2E24gvCG47nAqiYUhPyjpVm0fzfCOmTjnYDG34E/wCFVw+4EE/hWi1iebWdqh1nhRsmTnrg/p/9auoeuQ8HuGnkX0UfzNaPje9utO8NPc2U7wzCaNQ6HnBJyKuHwmvU1Jx8rY9DXy3A2JnU+pNeuanqt/FpEd9ZeINSlDTmDM6KizELlmj77QeDn1H0HkZib7V5Y4ctt/OpqO9jamrG5oFkbmUzOOCcjNdpPBJ9mSKDCk4BJ7A8ZFVdCsEhs13cYFaF9fjTrG4u1wWjjwueRuPArG1zrTsc5rVkRbQWluMmG4ePaO7EAj+tSeEpSFv4eCWiDde4b/69YUes3IiuVLAvOxYuR8yk5BK+mQSK0/CAI1QQjgSxOgH4ZH8qbsRzanodqoksYieflwaZPBHJFtZjj0FV2me2jCY6AN+dQ+c7JuLYHp61tFaHlVHabEa1ji+7W54XOb9T3xj9RWKsmWx29K1vC7f8TZF+tTJao0pO6Z3+PlArx/46JmPRG9PO/wDZK3J9ZvZPHV5pc2s3tpamcpGYpY0WPgHkuMYxn3zXm/xA1DUbq8Wzv7m6maCaSNFucb0GRnOOM8DpVSeh0QWpzen3a2cQWKLfcN0rStbGWzs5rqZi00qnJPqal0GwjBDsuT1rTuLeW+ZrVU2xFSWbuQOwrnbudkVYxry38twowBt25HfHBNdDpT7LW3OPu4P1waxNbcx3EbooKmFCoHTpg/qDWzpMinw3FIfvrKwPvnkUSVkK9zuEVXGcCq80AJ5A9jVJL5lEZ3cFNx9jUcuosVHHWug8huzsLd2fmqp8zGOwqgbYRHOckHPNWTO5ALcAimlvMBzUtDjLU6LwoczOc9QOPzrsvSvLDf3FlpE81pO8Mysg3p1wWOauavN4n0fSdOu7nVb1Zbrf5kRXAhxtKgnH3iGzj/69Kn8J1lCOrCdKKKwKLCjipV+6KKKgskHJxTrY/wClIPU0UUwQy/8AkuRj1P8AIV2VkSbRCfSiit6fUz6kkg4ryfWL6bTfGl9eW+3zY5m27hkcrtPH0JoorZjOdmACgDoBism/JLxJ/Czc0UVlLca3Oy0JAsCYHaqvi26mijghjcqj5Zsd8dKKKzRvI49pGZdzHJJOTU0DEiPgdaKKoyPU9FYt8Phn+G4OPz/+vVe2JbOaKK1h8J52K+M6XwaT/aTr28rP61p/EP8A5FB/+u8X8zRRTp/CdC3PN9T11tWihjk0+ygMSqkbwK6lUH8IBYgDnPTrXK+Qg8SSLjgNkUUVM9jeHxHe2gAtFxxmsTxU7DSYlzw0xz74FFFZLY3OGgclnz6103hV2XXLIg8+YB+lFFHUg9C1MAT9OqjP61jSuyhVB4HaiiuiGx5Vf+Iya2JL81teGjjX4B2JaiilPdF0epieIdUOn+LNYQ2dndRyXO4pcxbwCo4I5BHXpnB71w/iW5lv9Riu7l980zO7t0yTiiilPY7ae6LulDEDHuBWjdzta6DJPEF83aQGI5GaKK50dLMAP/xS8UxAMpLW4c9VTknHv2z6Vo+HjnRpVPQSJ/WiitJ7GUNzfYbbJGHXBH60x1Dw4P1oorWOyPMqfGys8rs+M9BU8JLLk0UUMS3I7o/8Si4H+1H/AOhVSudZv72whsbm5llhhdpF3uzElsdcnnGOPTJ9aKKzp/CdyP/Z", "info": {"video_id": "118899", "label": "pulling door out of room", "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": "d25a561f9c55d2f4b06617a11623db8ff9627e03aa6cd42dcb5394e7df7e1b7c"} +{"episode": 33291, "episode_seed": 319905151, "split": "train", "timestamp": "2025-10-13T03:12:48.927652", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 319905151, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting a handtowel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "42166", "label": "twisting a handtowel", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "42166", "label": "twisting a handtowel", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "42166", "label": "twisting a handtowel", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "42166", "label": "twisting a handtowel", "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": "72e421d18ecc36ea92951e9c6c10ce8116b870083b0a0a2fc4a49a61bde32b7d"} +{"episode": 33292, "episode_seed": 2071476564, "split": "train", "timestamp": "2025-10-13T03:12:54.294799", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2071476564, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'removing small note, revealing elephant idol behind'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "185709", "label": "removing small note, revealing elephant idol behind", "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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oxgvn1LY/MUy4iAaOU7Q6ZCt169cemRTGVJFl8x4rhcq44ZecehI6ioPs9tburS+SCG+XI5cn+vvmtHdHKrHDZHynB5UimCIg5WZ37EEYB98UCZmypEGUoVMu7ksAuCOeuOtc14q02W78M6pawXwkWS2cCFlRiCBu69e1djLukkW3nBKupOCAc49SPr9aga1t4yU+zRCNxsbjG4GgllYrhldiSeDgAn+tWFKvldkm5RkjAAJqiqTFSJbhthPRfTtVuKRl480soBwCOnXioKJY87mKHKZ53j5R6j/69fMupJ5Oq3cRxlJ5F49mNfTQlDk7wrKoGFPr6V87+KXjh1nVrNUAZNSlcNjnGSMZr0cvbUmjlxavFGXPGivFsI5TnB74qvbwpPdrE5YIxOdoyamnhmtXhE6bCUBUH+72NU1neGbzYmwwBwSBxxXfUk2tNzkglfU+lfDTLZ+FdJVpIxi0jBLL0+QVahvV3OGmADEkcAbh9Cc/nWFY3Pk6Raxyj92sKfeAUEbBxnsfw5pUvnngeUwBMZWMSSDnHHUcYrwJO7Z66VkbF9qwt7NpI/KcqMl5H2gAcnpntXB+LfiS1vAtvaWcctrdxtG0zEq67hjIH0Oc0vifUpoNHljiMIaWMxkM21cHjP8AT0ryBtVdbeaB4YX3EZZkDMpHAweoq4RT3M6ja2PbPhrq63OhNYQOztZSbWXfj5XJK9foeldrEFM4kaeVjkE55DY7Ef56V5H8EZBnW87txMAUjP8At166uRLl2BZuME5P/wCr2onuTG9jREyliqjGVzuJ4zn86khki3/KqM5HLYALH39qoh4WTeCWVcgkrwo9fwrB8aRyP4F1ZQ52i3LAv1bBB4IPfBoirySKekWzo7zXtJsGY3OqadBIe0l3GD+hzXJa58SdAgjMf9rpOo6xWUbSs/tuICgfjXg0Sq86rjgsAcUs0e1pUznacDP6V60cFThq9TzpYictDstR8d33inWo7GCFIYbsi3XzjubLHAJI6AZ6CvYdC0mPw1oNtp9ogaK3GC7nbuJOWY47k5NfPPhaCOXxHYPJuIS7h4AyPvjOa+hby8TbsWJmMgwCWIUVw4yymkjsw9+TU1PtJEceZVYj+JhjB+nSmK0kaYdtw6Zx29KwRqTRRlVjJIIAOF5rnfFHiFbCyW8GDNHII03kny933jj6etciV9Dd6anUeIdfh0HS3v3QzIHVfLjYAksQM5PHFa7Sy+WYzI8agYBIHIx0+tfNesXd7cagNVzKYJDsYlhgkccLnj1xgetfSituQrExJGNx4z07kircbIzUrss2eyNWLz+YzHqRg4x0z3qyJElRTJ/q2HIY4J9j6VRiaNEAaRVxwCMn8Kd91hsbDKeQFySPX6VOxRo+bAIvLCgKVwQOfw+lL9oH8P3cdaoAOzFdyREnkpz+eelcVd+P4dL16+0+eKF4rViC6k7nyy7Rz/EAT9ccU0rjeibOu1nStF16HyNSsYrzI4zww7fK2cj8K5bw54EtfDviWTVtPvpJo5InjWGRclMkfxd8YxXRaTq6arZpeIv+sG5Q4AO3OOx9RT/OtVkfy+GwchT/ACpqpOKaT0egOnFu7WpeS5kWbyz+7Ud2bJcY/Tn61G0kjkFGVSrc45PPX6VjT36vIZgkpVBtO45LH6EjFRy6tsLKqNH/ALSqBz2HWoHY3HlJXDYB96xk1oXGs3enx71ktFTzZDgKS4JGDnsBzx6YrzfxL4ll8670a0eVW3bVaJmaRpHGcq2eBnj8an+Ecty39tx6g05niMSkyAlsfOBmtFB2uZ82tj0SRGt5t4volWQ4kAUk9O3PA7+9W7TT7YQyMDKftEhlJdtwyfTHAHTFV8mMJuKOT/exnHpgdhVvz3EYA+QAjGO4pWKuTiI42Ro3P3yvygD3HepkiMJjRT2yTnJyO/8A+qqq3BLMsYAZTuK7uc0jXb79hcFzzsHJH+FLQepeVAQBJKZME8cAH0/KmySRR25kkj8teAxZgAB0ye1VTKY03FlQA4JY5AP4VC5uGhLKQZARj5uo78Z9KBrUvNPArBYkHI6LwPrTjeRPkEKzR8FWPQkVloAynzYn+fI2qB+VV4bnarW+ERUONrMOMe3NAGnJcxSy7BkCPsDwB71XJSNNgA8sjBzyT7k1Su9Q8i2LJD58oHyqp2qx9MnpXJeIviNZ6KqlYPtSsxQtE4+Q+5P9KLNvQl6HTw3NuY1lB3Kfuq6kbu+eeasecrBViB9xnP0/Cs6Bhs2kP128cn1xijdcMCXYW6A4byVLNnsR70hlwXckduTsdm2kDcAoJBx8vr6fhXhPiu0vrjxVqUgtJAZJt/C8cgd69VtYZ4pbgy3Jf7RI0scWThB3GM5PUZNUL7TBIeI0bcc9Mf5/rW1Cq6TbRFSCmrM8skstV1GWPzoNgjURg7cYA46Dk1t6J4ODTA3LGUbgSMYXj27811v9m42lSSSxz8uf1qeCy8u5t5hNLGUyPLHAfPqO5HaqqYic9BQoxjqXBczxbY28yWIAKPmBPHfcQcYPUEfSlIljnLfZygHIIOdy46HP9PSp4raJA7CJRuJJkBwTkcn1qCHTSt28nmXDxu3+qLE49D/Lj3rlsb3KmoWkV7EVlKkYKkno3GePpXnev+HrRY5J4gYtvAXGN3sOa9Lu4t3MnksqjhnIPB7cVyF99pN06cNE74IJ+Xv0x7Y681SdiGrl74P2xtDrDISwbySF4zxv/KvU1e5kCs5SH+IgAc/4VwPw8txHe6qFBO4RbR2/irvlBYbpGI6bWAHJ+npTZK0LccrgfPs4IA25/SqWuxJe+HNSjkVS0ltKoOenyE5/SnTSeUCseGIGRjjJ/wAKrX19Gmmy7QJQy7MwglcMMDn056007NMb1Vj53nELG1+yoQxiXzADkl+/9OKilLRyzLICjA8qRyvtSWzywXcckcTO0TA7QD2+lWxpt/qt28zxfZxO27LA4znsOv517k6kYbs82MJSeiF8LSyr4m06OMtte6jJC9Tg5Few3V/cW0DFAgm27VJDOvHqONvbNcP4f8NxWhS4lLF4x/rDxjPp3H863xcXKy+XMhfdn5nlJC5PYjgg+h6V4+Impyuj0aMHGNmXXumnswhmZ2GC+0cZ/u5xwK4fxmz3R2YnOzkBTxu7ZHf0z1rpfLuI+ZlCYzGTGuOPYdMiql8kJG6XAlwCFA6DsD/P86yirDep5PI00ZEcgK/MOD/SvrQXEihVERl3DHI46V886pYqYQ6wjzNw5HQDv159K+hIWby1KZbI75JPp/n3qpO5KViZDMvLxRspJYD+7/8AXqyZsHAUFjgZB5A9qqqoXL71yBkjoR7VH537xshQqgEktgfh6nFSUWpI0WQtGcfKQT1IPqDnivHviBbXOqa/GFgm2ReWm+P53lBZizs+PvDC8EcZr0+a9SWeWCPJMQDHtz2H1rFto2nuWaWFyA5G/BywxwaRpFtaj9B+02OhafazGMutsFMYbIx3/nVjzbrdyshHIUDauB2x1p0ckdzJG0chzCSrAMcg4GQR/P61WvvPgAaGSTaWywHIUdeQeo6DIqbDbuVJdSd7oRo8KwIDulDHdn054OfXvVG/uCizyM7FCOAFwAPTH65pZ5Jp0SVbVmwdreY5Y9O3THIOAc1Wbew8uTO7G07s8D1J/SqSIbPJNeM66lLMJLh2Y7pGcdD9e4rvvgvNLLca25fLYhyeufv96h1G1t5MRxqJN2M84I44yMcmtb4a20dpd62Ej2Rkw4ZxjPD/ANc1rfSxlbU9I2s0YdlLE9QpwPzqaIu44RNhXO8dc1QMTOCzykxkfcHAx3qaLYrAoXx6Z7VBZZeM7CzpnPAVRnd7+xqlqGLnRrq1WMB542ihV8kFscD5Rkc9zVqOY7iwJJ24HPGaqajNGttKAWUtwSh257dRzmkO55Xo/iXUU1630aS5Ic3JS4dG3Bz5nzc+gAx+desG7VLZWDocfKZCcAL2Jrz7RvByQ6tFczSMwj2DYV28qSwJIPJ57+ldcVSQTghl2NyFBzjjnJH4UNt7lNRveJZe6eaLCykFmIDKMA8d/TiqMkyRMVEzKIlO5Q5x0zn602WSLY6RTlpdoyrKxx2yUA5/KsuLNmjRiJY0ZySyrnJJ9M9M5pAyHVtYFnpcso8190bYBBZskYBFeQNqUE8DQXn2hlCYjVX2hW9Txz6fhXp+sxSXNqEikcLuIyp6HPXPbBrzbVvDtxE5lV3kZuW3L941rB2MZ6ns8m+KyYCV98j7fOGS5yO2Pb0qdmuWsP3BQs5wkkwOVXj5sdTjsKe6NG23BOQy/Ly20nByew47en41XnlkjmRr4bElRthDhizDGdyr93jPfH45rA2RZCvMBLJ5auAFBjGA6jpnjOc5plv5bGQIo4685xjGeR71HIxNoJpCLaILkrnAI5xx349fWk04mVppW8wRlQifKc5zwMfTrTvrYLaXGtLHvZDMdxHQ8de/oelOnltrWdo7gEyEZ3ICRz7gcjFRzWwuDAzE+ZGxZRjaBjjOOcf5NPSxi0+zUxbocsxcvkr+tUIbHOwlm3tBbwDaYJiSVIx0b/PNUdQmvgYmtPKJcFZS3IKn+5756VcMi28GJPmjPDhsEA98Dt64qMSySJIkrl9iBUYjJA7YH49KVh3Mu4f7PmR4A0e35VQgFiMdvX3rNvJI4/3zFozsb5QuenTA6E5xzmr9ykkj4iw8jjjccHp/j/WuW0q2TWfFs2nzajLbJhzGUiDB3RC230AOCcnt7mmkS3Y67wlPFdLqK8jzBHvbIBdvmPBU9On61142tFvJwqjJxkgevFeZ/DzUTJHqLXEkjswiZEAyed2cGu+N8IoY5fJDOzYSMttK8/xHvgc9KGJF37SzRS/Z4zKgQlpWHylT1x3yOOPesu3u768sFkuohDNgqVjwCB0GfQ4x9KtXN7bLbRea+A77VTvn88cdTngU2Qq7PKkrSQSAeW8ny7QOMEducnJ5oQHL3GmKsg2oVJJJxz+f6037EYBj5AuOSPSumMSspdsOWz15B/L3qsU2soMajkBRjkjr+PWquBj29tLHcSu1wxikUKIyPlXryD1OanW3iWDZ5PlrjqrdcE4q8LSHBdpDv4BHc5GfoPpVe2klnSVorco8Tsrxu2CQOjA+npSGZ1hpSWobaHccspLf6v357denpTLhWQfPMikcArhyePWn3k90J/KijDQyAb3Yncp9ucYIz+dYmvzT2dg8ojKMWQR7QB65wOwoRLMs28wuk2sNrt/CM7jx3IzmvbvMc3IfzG+7jaGwoI749eorxvWre2tdCi1bT9Y1CXzLj7ITcQLGtwVQMzxDqFViFO71HPUD1SC5h8+ONG8yRtueMLnHzZP6cUMSNNpVgJMk5BHzbCfnYD0FU7m/dLuziSwDiUFA7jlFODv9vTrk8+tOhu4HuvJIbfGfvuflzjJA7gAA/pUvnxSyzRx3Stcr8iocvk/ewvoQMnHY+tSWiYRu20tuI4JXbwfxPPekG7YcFSq59v5UqzsVUABQ3B3DnnJHQnnj6Uk8gRcBN+AQozgegz/9amMo3MszwSpBIIpipCFuce+O4zVWWPzhB9pzJInB2HHOOSRmrbxxtuCgKBnLKOdox37VRvJIdPSMu7MryCP92pIUnuT6evpQIztSs2uHiMVxLAdw6MFwOgz/AJ/WmyQMsGY45CCCZBJjv3Oev/16uXckkSNvR4/lJEgwA30I5/8A11gS3k97G0sto8TqNqR5LFT1JH19KYjP1qFzCscbIcMcrGduPTPr9K1/h4J/+JgWdCSV4C4zy3X0PXj3rm9Oa11Lxg2k6hf3VpDI+xJY5o41i4BJJk4xjsOScVu+CWmtNU16xuHn3W8qxiO4UCRQC4G7acZ4GcHHpTJv2O9We3cu3nIQrYbvyOCvpxTvOR1URqQSclV+vYfWqEMincxJC5zlhwD70F5CSkKLEqn55ZCCCvqPxpDLizTRoflfOWXzH+4T/sgdhkfnVGaK4uLIwyMBO2Q5ByEz27dKZaW1z9vuJZrsywSMBGM5GQOW9STjpjp+FaLQbVGFXk4wFAH0PsKRRTFvNbWrCORGkGMbuFYgdzyQPzqdJIk2rIyBnP3c/eP49TRKNsYEe/duwSuSAf8AIrOnjhlkhlmgPnQkmLPLKcYJGOBmiwEF4DLcv5LzxsjDL4wqkDqrdsisp5bBruRFaU3AQFk28sR2z3x69q6AsWJCPgHA2ABvXvjvVJ4VFzvyizHBGME8e2OeBg0WC5lz7kUsu2RwQrdto9Pxrlr+VIrqQO4WZlyWTkKfxOK2PFV4sVg7wSS794TdtwrDPauf8UeH9V0fQ9K1C+muBNfGQSQPGdsGAmwHjhirZ9unXNUiWz0u0CSXE5Ma43bSOeQBmtOCJZZVcjGQeF4GQuQfrRRWa2LMqWdjZJdsFaVQcZGR94irLcyS55CvjBPXNFFNAxkq5k6kERhgRxg5qlqUssCWyLIxVpG+8c4weMfz+tFFNgiCO3S2DouWQkttbpnOP6VRu7iRZ8gjCqxx2JXp/P8ASiikAataxuY4iXAK+ZkHB3BfX8a8/fUbjR/ETX1qVM0TNt3rkcqVPH0Y0UVS3Iex0Hw6kKWeqPgMUMQG4Z4+avQng8x7WNZZIt29iyEZ46ckUUUS2CO5O8YVMKWBjXAbOTyCTzUEk7iz8wEBjjOO/QZ/WiikUQqNsd2mSfLYKpJ5xWPfTy2l6zwOyYgebGcgsMEde3HSiihbIHuw00rqemm+uY0a4f52YDHJGf51OkaXlizzKCyEkY45FFFPoIryTfaLRroxxo4wAEGAOAP6muU8StnTp2IBIkH/AKFiiin1J6GLrHih/ECWkU2k6bbGDZFG9skilY16IAXKhecnA5PNe2+VHHcpAiBUUpjHuP8A69FFDEirp8rSajMjY8tA7hQoAyGYD37VegjjjkkRI4wqlyAFA5HOc9etFFQtjR7jbyVvPDfLuVWYHaM/TPpUuoKfNkjWSRAqKcq2DyeRRRQPsc1b6pcXlnbQzbCs7BmIGCCCRxVoQrD0LMrFgVdiw4PvRRVIlkqW6brrcXcBBsDOSEyyjj8zWPfZhjPlsVy2Mg8jmiin0J6nBz642j6jfoNP0+8iklDmO8h3hWT7pBBBHU5GcHuDXQ+AryfVNb1O/vX825ubiJpXPGSck9OnoMdBRRSlsEdzuLWVpbiZCAqxxhxt75Y8H1HAqXQbmXU4A07AMWK5Qbf4iP6CiikWixcMPsthOEUSSlgx5PViO/061LAd3mMeudvWiijoBE0jyTOrMSPz61LFCk0gVwfubs55yOlFFMRiNcvLrE9ntRYVt1lVVHQ5P6Vj61d3KaY8sc7xzK4IkQ4PU+nHb0oopIb3OX8RSuumW6g8F17+meaw7vxDqmq6RHp97eTTQW0jyIJJGYkvjOck5xt49Mn1ooq0Zy3P/9k=", 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", "info": {"video_id": "185709", "label": "removing small note, revealing elephant idol behind", "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": "7d5f3678a28c9b684d2a917a4eb5bfba853f6d40f7aed94ee02ab7e4c0945a3b"} +{"episode": 33293, "episode_seed": 2701959689, "split": "train", "timestamp": "2025-10-13T03:12:55.627467", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2701959689, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote control'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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nI/HIqKFpEVYkP725+RMDkZwOfY5/SgyrPIXnBO7CoSOFAP8ALoK3NCtotQ8S+fFFsitkDeXnIWQ8YB7jqRXVsjBpX0PTPC1ilnZxoo+WJBGvv6mulDZGKz7OH7PaRx98c/WrSt2rBs0LKkAAVBeHNu30qRTxUN4f9HapZR4p8QP9cP8AeH869nj5Ayewrxnx/wD6z/gQ/nXrsch3KD6CiWyBbl0dualB4piZK5qnf6lFYRu0nRF3uScBRU3sNRbdkcV8UdTknWx0G3cb5mE03OAAMhAfqcn8BXml5IY5ljG5RCu3aeqnOSPzzWpqWsDVrzUdSuE+a5bEIOflVeFH0/kaz0tLi5uJZZMsUQTSEEbivqPpXTBWRjJdREiM8cUMJZri4kCIQTg56gn6/nXtXhywjto7e2jH7q3QKPfH+J5rzDwXaPf63c6jNykH3fQyN3/AZ/OvY9Kh8m1DH7zc1M30CKNZSM5z7U4moVOafWZojk/Fv/HnJ9K5P4Tki/1//eh/9nrrPFnNpJ9K5H4WsE1DX/dof/Z6XRh1PUhkE1IhqNDuFOFShsh1PUotJ0q6v5j+7t4y5HqR0H4nAr5/e8ubiKe5uDlrqZmLA8s3DEH26V6J8TdSMkNrosTH5yLi429dgOAPzyfwrzjU1WG4SFGV0jQbXX+IHofrjiuimtLmUy85tpL6K1a6LWEfVieFyMtj6mup8C20s4udWnLPLOwijZupVep/Pj8K4lFk8r7EqKbq42JgnJ+Y5UivYvDunpaxW9tGP3VugXPqfX8+ac3oKKOstk8q3VBjOOanzVdTUmeKxNEU9V/492+lfPvjn/kJ/nXv+qn/AEdvpXgPjn/kI/jTjuOWx7VPERhh1NT2smRtPWnQqJYck544qhfM1taTyKSCEOCO3FZlmd4o1QGyuIIGbKRO5YHqQOP1ryJZWXGHRio46kOx6/zr0+S3DXMyMAQ9qBz9K8xkfy40lj4jVyTFnlHx29uOP8RWlF3uFePKkkd38P7VrvVLrUpRkW8a20RPr1PPfAwK9HU1zHgW1a08OpBIAJdxeT13Nyc/pXTdDRJ3dzPla0Y/NPU1Dup6tSGiwDxWB4iI+zP9K3AeK86vpbrVfGd7pMur3NrBmXyVjQNllQsF9hweT/WhK4N2IfACb9S1728n/wBnrt4HMb89K88+Ek8lxd6y0rliwgJJ/wCB16RcxhOR0HNTLcpbGFqV5LcW8khON7mNB2C5xXCeN0n/ALTjVH2mOzJKg8ld2G/D1ruWj8yPT0x95yzfzrgfH1y0Piq3nUsqxw4DgdGycf8A6qVL4zeqrUrIwA0Pm5V5GgjXcFbqD6Y+vcfWvQfAWmFLSKWRTvmJnfPXH8P6VwWnWa65rMFnaq0Uc5BlXsgHLY9vT617ZpEQW280IEB+RFHZV4H8q3nLocsYe7zGqDmnL1qIGnKeazGiwnSo7s/uGpyGsDxrd3Fl4cea1maKXzUAZTg4PakM80+IH+sH+8P5163JGVCkegrxzxpbQNoMGqW+rX1yGu/s3+lRKizkLuZ4sc7VOFO71HuB7bGoktwSecCiStYIu5Ua/wDLUwp/rMZLdlHrXI+KrsHwnqchYkynYrE9eQBWzcMY7e9k7tIy/gOK5nxsgtfB0e4ZHmxkrnG4bulZrWSR1KKjBs8+zEZ1jE5Nuv8AEynAOOePrxS/apYoHlLHIJ8tjyeRhh7jHb6Utzi2jcRBXtrnEkTkcjB/mOQRV/RNPOqa5aWQXMMA8+b3A557dcCu1uyueek2d54O0g2el2lsy4kf97N9Tz+gwK9AUBQB6VjaNBtR5mHLcCtcGuds0sTqakBwKrq1S5yKRRy/isj7JJ9K474Ygm+18+jQ/wDs9Xr64/tLxvc6RqGqXdraSTGON45oo1i6Eli/GMZ46k4FQ/DC0ktte8V2Uizq0E8ce24AEgwzj5scZ9ccU7e6JPU9GtZcjBqHUdRWzjdgQBGu9264FQXE3lzmGPhlGWb+6K5vXr1U8NatcD7rKyqc9sYrJvodEKf2nscDd65NqGoXurS/M1w3loufuqBx+mOfXNUrWwWeeASzhA4+8RwH6gH61Wj8t3jZYH8qFU83nk9ifbNAcpbzzjhCNu3/AD6V2pJHHKTehu+D7E3niGa+kTCWowo7BzwB+AzXselQeVahiOW5rifB2kG00q1hcYmmPnS+uTz+gxXoKYVQo6CsZO7LSsiZakB4qAGpAeKgZT1Q/wCjN9K8C8dH/iY/ia9i8eXdxZ+HXmtpmik8xBuXrgnmvIfHXh7VNJ0jSdT1GWdp71pPNieMgQYCFAx/vMGzjt9c1UF1FJnsthK4RRnik1wAaVP/ALo/mKKKz6GnUxRzcEnnCKP515VpVtHL4xW3cFo/tjDB74JP9KKKKfU1q7x9T3DRgBaPgf8ALRqvGiinHYyn8TG55p6miimSSg15F4j1GfSfGN9fW2zzopn27xkfMm08fRjRRVRFLYPhQTHeasqngCIf+hV6rOd1pIT12n+VFFTLcqOxgRDN5Gn8KKNvtzXCeK0WfWJopBuQAACiisludFT4DQ+H1jBbWd/foubgMYlZucLx0r0HTOdLtj6oDRRWn2jOX8NFrvSg80UUzFEy9K5zx9/yKzn/AKbR/wAzRRTW43seQ+MPEr61Dbwy6Xp1uYAkcclujqyIucIAXKgc5OByea93sJGMUYJ4IFFFE+godTFuvm005/inOf8Avqua+KBK+HoFHAMqcfnRRWMfjR2y+D5Hn0MzS2VxCwUoIklXj7rZUZH1B5rsPAMKRaVe3aj99LcJAx/2MZwPxNFFdVT4Tio/EeqW6hLdFUcbalBoorMCRDzUmeKKKQzx3xPrLaX4h1ZGsLC9iln3GO8h3gMo4IwQR1ORnB7g1f8AhLqF1qeseJL+7lMlzcvFJK5GMsd56dh7UUVb+EmPxHZ3TETaiw678fhiuY8VoE8BXe0fw5/UUUVz/aR3f8u/kcBqUjQT74jtNzbo8gHQlhzxS2US3GpaTaSZMEsyl19Tnn+Qoortex5y3PatIRTI7Y5HArYBoorA1FB5qVelFFIEcn8RD/xTD/8AXaP+ZrxDxF4h1TULG30u7vJpra3leVBJIzEs+M5yecbePTJ9aKKuBEj/2Q==", "info": {"video_id": "17666", "label": "holding a remote control", "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": "17666", "label": "holding a remote control", "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": "e3d2282a36e240de94e49acd9dcfa13cc710689fd7677b8c76e130110db7a8b0"} +{"episode": 33294, "episode_seed": 4023204535, "split": "train", "timestamp": "2025-10-13T03:12:56.618642", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4023204535, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'marker falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "19878", "label": "marker falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "19878", "label": "marker falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "19878", "label": "marker falling like a rock", "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": "f41469734903ba955b5c311509144e53dab1643c469e57e128f57c8b97849fe6"} +{"episode": 33295, "episode_seed": 3229651506, "split": "train", "timestamp": "2025-10-13T03:12:59.263509", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3229651506, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 enamel upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "181681", "label": "turning enamel upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "181681", "label": "turning enamel upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "26daa438803bd76fb6314668420139f9d2bec1c2602be69262b658022dca09a5"} +{"episode": 33296, "episode_seed": 946893720, "split": "train", "timestamp": "2025-10-13T03:13:00.308367", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 946893720, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'red board game chip falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "163138", "label": "red board game chip falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "163138", "label": "red board game chip falling like a rock", "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": "de13cc0645bf9b1d4f233639b798d409dafdc74deda805c87cf42db2cdcf948b"} +{"episode": 33297, "episode_seed": 1303466071, "split": "train", "timestamp": "2025-10-13T03:13:01.998570", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1303466071, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing glasses 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "141204", "label": "pushing glasses from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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KyNY0Ya9oqxiCVyuoKgJaKXByf91uv4+9X47YaX4ZkupYYWvb4FiZBnCEkjg9z1P4VT0DXLjSroNGqPC+RLCEAWRcdOK54V2puwmlazOKs7CWRAsUNy+eRsirtfCfhy9u5Tb3EN3FA00LuZRtGxSxYdPTj8a3bjRpLq1+36LcTXNqeWgLESRexHf/AD1rRtbKew0G5VSxvJgokweI0J+7npn1rrq15OOui0/MyjC0tTG1WXVL3xMuopp14ieZtiYRZwoO3BHoR/OsjUdA1Oa/uZEs5pFMjEMZQo5Oe/1rohZTiGEjYSCekqjHP1qbxH/oNxJJcywosrHymY9Rk8cckj+opU8VPZJA43Vzi4tAvQ5jl+z25ZTktJ5rAfRf64rpNF0S0tbgb7i6kcA9AqD8smq8eoaVASDeu7lTkpAfQ+uKtWWrWb3g+z291KcNy2EHf61niJV5wd0/usKPKmU9c0rT11m6L2skhJXCtKdp7cgDP61k3KzGPCbY4duSi4jjB/Qdq2/EupvBeSPFa26yPkh5WL49Pl6fpXnus3U15vnuJDOy5ClztUDg/Ko6DmsMLQqTgubYqUknoch4wfdfQsQNpLBfTgj0rnIid4wT90fdWtu8t1uJ490qw4JJ43Z5HpUUWn2gZd1zcPleioB+pNdEnGEuVmsNUVR5mMHzD/wLFa93v/tyRiQPnUndJ/sipIrXT1Xm1d/+usp/kMV6r4B8F6f4i1a51e6soTZWzKkK4JEsgUbicnkL0HvmsZVlzKy6P9DSMbso/D/4aPq2lzX2tI8NjMFZIQxV5ApyGJ7D9a5LXvDcthqur/YYJJNPsJthlEe4ID0BPrzX0w+C6W9sBgDnHQCsPxNCkOhTWlvES0rBHCL0yw3MfwzShWkpX7nRyRaseEm1vINPtrGCGVjjzZT91BI2Mkk8HC4X8DXYaJDJf+DJNJuJ4vtFm5ntyn7w+WT86/XvWDPaXRnmeUMiiRvmlO1R19av6ReQWkpkW9BlQMV8kb8cHr0FYYypKcdOhzxaT12OS/s22hldZbmaZVkICKgTIyepyfWlhuzYuPs0EEWOCNgYkdxls1s39srxNeadateM7MHi8zaYm/3QMkdOnrWjZxQeDbZta8Txx/bid1ho6KAWbr5knfAPY1olUtd6kpXZneK/DWn6P4XgvZbeWPxBdFZ0hiJC20Pqw7ZyPpwK5K4tJ726tbaAO0kpVR8uOcCrl74u1W8kOr3Vws05upElWSMFSjoMpjsuMiu28AabJq/izzmZjbWfTJ43cVlOU4Nc2+v6G0IqcrLY7fwD4Eh8LWHnzsJr2QZZyOnsK6i60+31jAu4lkhRgwVhwSOlad1bF1RUOPWojJGy/Z06D7xFLVvU6Izurx/4Y82+IVtvaM2aRB0G0BnCCuJ0jT9TsPEf2qKOIOiu6MLlTghSR3rvvH/9kFbaOG58uVXbfu+Yen161i6ZpH2jU1eK8sW3hht88buVPbrWtSVTkahqrM5ZP37lLxjo41y5j12yW1U3CKLoO4GyUDHb1rn9O8N3l1dJaQ3EHmyMAoiRnPQj0A/WvVtA8LajpwkXUX09tNmXbNHJN19wccGkVNI8LJcXWiSnVJwdr+S6yNGPTAPOPbmtbVlTtHoJtSd2X4Yrbwv4fj0RLnfezITJJgZLEcsR+leZajpsYt54JoBLPZuXi80ZG089uDVu318X2pvdSQXUspYFmkcLt57DFaVzc2t3pL3q7Yp1bynjY7sKw4PocGuCjCr7VqQSknseeX4l2u8j5jXJG5gBj2HT8qzvDdrcSz3t1EhaX5YY1x/FIcZH4Aj8ay9VaR8yTEyytjLyNyccdOw46V1vwjd4tQv7gW8kqWuy4bAyBtD4/XH5V2+ycIXuTHVmjrejf2Vb2tvHcQw3hANw+5sqwOdq4Hbjnua0NX0iHxlYLrFtMi61bIq6kkcJP2gAACZR1yB96srXb61uL9pHvo+TkYRj6e1P0a7mtr6C50u6uvtKSZDx2zY6Dg54x9a5cPObtJX+4pvoZ8GjW5ADahMf92Af1au/itIPD/hRYo7qRL/VYEiEhhG+OBSc8Z43ZP8AkVDqd74eW+t728hggu2I863iy0bserFB0A6kA81a1aFNVv4Z47tb6RoVbdCyRggE/dDEcYretCpLlTu0KLSOe0/Q43e8i+3I6+WwGYCpALD8ODg/hWdPoESKN2qEev8Aov8A9eu003R5pL24V7LU0jlQpv8AIUjlh0IY1zGqzrZazdWstrLN9mleMkOFUsDgkcHNXCWId1r9yJKVto1phWnM9wAx2732KOnZf8a6XTYbNLSdYrK3ChW6gtk8eprnxrI2/Lpq8E4D3B9PwrW0vVpJLaYLDZxgqwI2lyePUk1y4yFVwd/zAw0iWEottbxRSADc8a/N1555I69qw9UIt45d80QlHGxnG/P86vavqN5mWIXLRx5YbLdQgPB6kYrj9TIUbVEeCcnGc889a3o0G7OTC57t4yub+xuWskkt9kKqiEopwNgGOa5aO7vUfFxrfkKo+ZYVyRx7DFUr2/nvbCSaZppJJtzZVsYJ2n8R2xWNBHjdtjuOFPBY+3tXThIU5OUuXdmVS6O5tvFAsbfGn/bJZj/y8XDk4+i9B+VXdM8SaidEvkklMyRbGQXDK3LPz1FcLDEdo/0d+nVmxXQaaANG1PiEcRdWz/HXo1UlDRdV+aME3c3P+EpPlxyTaXo0v3htNuBjpzwKb4j1+XUNQME0cEIt8lEjjOfmAJNYu4LaJ+/RTub7ifT2rT18RvrMriWXd5UR44/5Zr700l7RfP8AQLuxmJOzMpU3BzwQse3rVrTpX+3Rs4+Ukf62T2Hb8aoRlzKu9Lh8EZycVetgI5ox5ca4I4Zsng//AFqddXiyUaniNlWBJsouQDwu5uVH9a4LUFKWRUqiszAkuct3Bz+Vd9rxMtlEvy8hQNgwepHX8K4bWUIhY+Uq+m9ueufX3rhwb9yxpLc4288tLlWkmiiB6Zyc8j0qJbmxRkzdO2FHEcR/rioNdJE0P+rA5+7zVCM7XyWfAUdOKmrBOo2bw+E6nTVTVtQttMsLedri6fy0kkIAX1bAHYc9a+qPDWkW2g6Da6fbLiOGMLnufUn3PWvGvgt4ReSaTxDdRkFl8u1D9Qp6t+P8q9zlAjtwu7auQCfauOUkp+7sjq5bRUerK0ki2QUqpaSdiRXL+L/GEHhPTDLE8cup3BBjiI3ZOeSR/dArd1G8hkmYRzqjxoVRv7rev8q8w8WeALPRvB19rOp6nc3+rOUMcrOVAJYfKB34JqqaXMaSVoXe7OOl1yxvJWlu9Cs2JbLFWeIknPP3v6VqaRq2kuzJDpESN0+SR2B4PrXDRBQxO1F5Xl2yeta+iyYu0G92xtJCjjqK6MR8DONm6/i680W9eXS7K0spG484xhnwcZ5Ncjq+stqVyJ9RMk9w4G+ZCQ7dsn16VY1kiO4OIsfL1c9+a5y8lL7iWYopI+Tgdf8A69FJ3ihFyG0F5YXcVnO7EOkoEvy4xkdenevffhjpz2OixySqTNN87MepzXzbp7GSG4h2Od8LfoQ39K+vtEtltbCJVAACDp9K5MV8S/rsdeHaUZM2Fl3O7NwqjrXAeLJfEEdiW0CPzJJ32sEBMmPUdq3fFM9zb6Y5tZfLaQheKz0ubjTrIXzSmXyk3GMN14rLmtI6KVO0W11PF9agurNLOG9jEdyqyGUSOWbcXJOafYXL/wBux7TGxOQPkOfuHvS+JtTfV7m3v3aNWnR2xjOPnOB09KTS5MeIYAJz97GAv+ya7I/wX/29+ZwS3M9dRkaIDzWOO3l5x+dT2t9PA5aF7lc4+4u3uKpHAj3JJKST/nvSRkuGykzfKe/4/wBK7HsQdbpOrR3d5GNSiQ4ABfIDnn1Fber3nh/TfC2pWlvc/wCmE74UZMl8cYz68VxenHy7vGyNSu7qc9c4p2vgyXQHy8lvuDrz/wDXrz5NqtYLnI6ouNihEGN2QW56/X3rW8EeI5/D9pq9vatsnv8Ay49wGcIA276dRWRqakbMw45z8zHoQKt+GdKN3b6jqBl8v7G0S+WOd+8kevbFbVXamyoXvoaGp3txDcBooX+cMQ20HIzjI/KoDqt+Qg8+5UbjwOKi1FFNyxHmk4J/nVbcu5AVlBy38zRhvhQpbmkk8ztuLXBJPUnk1tXxkA03iX/j1jJ+fHc1z8SgkYjlb6//AKq3r5cyaePJPFrF94/Wtp/FH5iLtjd6gkl9HBdTRKsMz7BcEDI9u1YzTvcfO4VnJy5klyT+Na2m/wDH9ejy4xm3m6t7fWsyeMuikCAY7Z/+vTpt8z+QEYyUYBYRk4BBJ6g1u6FIcvFvB3Z6R9sEVi25IyN0IwV5C5749PetjRJyZx+9bqoGF+grDFr3GBla3mS9KDLAkMd3Cjp19a5bUjukA3JwgGAMf0rr9WR2uGk27sIPmkOBnFcjqeRNgGI4yOAPU+1FB3ggO/1mKOyeezhkleOKR41Yd/mx/SsJlTAbZPnBH6D2qa4uc2kZMrncAT78k+tQLJHtI82RflP8wPWqwPwt+ZnV3LduqbARBK3H8R/+tXQaerLoupHyol/1X3n/ANr61zFu6MigtK5wOK6jS7C4m0e/WLT7iRj5RGFY5+b6V31pJQV31X5owSdxnmMLSP8Aewrlm+6uew9q1dZuNt/zcv8ANBEeF/6Zr70sHhnW5bSPbpnl/M3+swMDj+8a29S8M6lJPFI11ZQL9niVt8oXkKAeg9qzeJoqafMuv6ByuxxxkVyWAmkPUc4/xq3Bn7UcRrGEbH7xuuWJq62iWMZ/0vxPZLxyIiZMVZh/4RWC4aNp7+8k3Z3oBGhPXvz3oq4qDVo3fomCiyxqhY6aH81RhW+6voQf6/rXFajZzTqxgtJZBgjIBOTj2+leoS39lFpZmtNJhJUYXziXwdoP9P0ry8azq3iTxZNpdxr1zZ27eaYY7dBjeqEhR2A68k9vevMwlafvRjHr1NnBPqefeI7W6tJLb7RC0AbdtyOtZUIE88URkYiR0Q/QkZp15fXV20bXNw0hAJG9t2MjNSaW2NWtMkMC4wAO+OK6qknq2bUo6pH2H4TtorfR4xEoCdFx6DitO+kRLeQSfdxx71k+EZg+hW4zyFrU1J9lq8mzeUBYD1OOledBrlOqa/fanI2UtvfpNcHcRIzEHGAB2x+FeR+O/Ed9rGpPp1zIzW1jIY4ol4XI43H1NezadYNb2AgKfKFwxHY9T+pr588SiSPxBqCyyvkXDjAHvW2DV5u5ti37qSM6NAjN+7A443H3FamkSYndjIcEk4UenSsi3heeRlhgllcqQoUE5P4V1WleHtTSRfOSG1jII3SOF9eeOa3xNSEYvmZ5xn67Hi4O2PG4soZzwOa5fUSEtwokOCRwBgdBXo2t2WkWpE15evcydQkA45UdWrh9f1K2VHFhYRW4XaAxO5up79PSufC1+aKUUxWMbS8m/hCxyMGfacDseP619k6WyfZEH+yK+WdZjhsvDlvq2ka1qEivd/Zj58CxLckKGZ4gOdqnCnd/eHuB9I6Fd+dax89VFZ4xyUk2deHjzRl8iPxXvNukSrvDsAMdqz9TtmGgT+WhVljPBHXit+5H2i5VMAqp5raaxgmtDA6Aoy4IxWUE6kvdOmVVU4JPqfLGoh1gsQViU+SSckcfO1WNNkY+IoB5qD5x91f9n6VoeMtDlsPEBsbe0llWIMFKqT/ESOn1pulaFqra7buNOZV8xfmZQOMe5rt9rBUnd20Z58t7GCbjauDO34A01JFZsfvXyCP0P1rbk8L6uoIcW0QycFpFGBUUegiOT/SddsIuDkCXcQMH0rX61St8RBHpYJuN3lqA2cFj+FW9cLAhi6jJ/gHJBUGrGmxeHI54yt5eXLKRwsewH8TWlq97ptrbI9tpQlfC4ad9+O2cfhXBWr/vYuMX+X5jseZ6jFuBKRO/Pbn1HYe1O0OS4t5ZYGSSKKV0dlIxuK5x/M1uaZf/ANv+Lhpuq6lPZ2s52I9vLFEkXcli/GAM8dScDvWZZ2lyviLVLa4uJoTaTNEFvCBIMFhhtuRnA5wceldNWUvZNy0Q47jblw82My8KKhdwHU+bIMlv5n3rVGlRyTZ/tq1DZHBY+1SxeHLu5mhSHUbN8qcHze+CadCtTSSuJozo3RiOZX/z+Nbl+FN1ZgQyEi2i6n2+lEXhx0wbjWrGLPYSljWxfaPpi3NqbjxDD/x7xDaiFiePrVzxNLmVn36MVilpcZ+33v8Ao5x9nn6k/wB01nsHAH7lAMf3v/r11Gm2Xh+PU7gNqVzKWimBCwYH3Tnk1mSjwpGFUTalL7Kij+dTDExU3o9l0fmFjKjYgO37kbQD2PO4Vr6Q5jfHnYO0E7Rj39qijvvDUIYx6bezOBkLLMFUnIPOK1tJ1uz80mDRLOFwCpLZfPHvUYis5QfLB/gCMvVrdpLvbHHJO3zDpn+L2rk9U0jUQw/0Fl5/iGPQ9z713PjfxFqkNqTaTpbDeP8Aj3UA4PPv61x/i7Qtc0bQtL1PUry7a4vmkM0LhgIMBCgY/wB4q2cdvqDWeElVlTTsl+I2dHLq0lkIvJt7UZA6xZqeLxDcyDD21mwwRzCP71FFcuFinTu0TU3NJ/Et5ZWNm9tBZxM8ZBKwjPysQP0rV07xBq13pGovJfyqyrHt2ADGW+lFFeiqUHC7it1+aMbsyp7+7kt1ElzNJmUjLyMe31p+slnlsFZiQbSMc49DRRXbZKaS8yegh0q3W3zukJCA8kf4VUhuQswjEMeFxg5bPT6+1FFEmI63eZdEkYgDYgbA7na3UnmvGrjVbrS/EcmqW5U3Ecj7fMG4fMNp4+jGiivOwnxz9TZHIXR2uBjIGQM/Sr/h8hvE2mAquPPUUUV1VdmbUviR9XeEWK6eig8A8Vvan8xgQk7WOSB3xRRXkx2O+f8AGRYsI1+y8gck5/OvD/iKtto+u301vY2ryGTJaWPcckUUVpLSEbHJUfvS9Tz0+K9WljZUnSBSpGIYwuOO1WdHLz3amWWRzw3zNu5/GiiujlioXSMTV1cCWONWGMIpyPof8K4fVJC8MzED5Gxj16dzzRRU4X4QYa74tk8RW9tDPpGmWpt1SOKS1SRSka5wgBcqByScDJPPrX0n4YdvsEZz/CKKKnH/AGfmd2C+0dPAihge5NbyfdooqcF8ZGK3PCvidqN9D4ve3hupIohEDhMDnJ9q41tRvE1+2BuZX/eJ95yfT3ooq6cI+zbt0Zzz3Ma7ZpLhg7MwMnc571JDaRtPApzhxk4oorrXwog2dOtIvPRhkEY6GresyM1vKvaJMqOuTuPXNFFcNb+JEa2ODi8QSaXc3SPp+nX8czh2jvoPMAZB8pBBBHU5GcHuDVvSryfWI9a1W+k828mnjd5CMZLB88DoPYUUV11f4THDcjjcmcj/AGqsrHtaJ1YqyqCpAHB/KiiiGwizndmXChnJJCqFH5CtLVJ2F9aKOht4e59B70UVb+NfMRs2FhD/AGhJI25yyScN0+6awIwjsqiJF+XOQM/zzRRWcPifov1AUjZcMFIGARkKAensK09IdnvASQcqTkqCeh74oop1fgYFXx1n7IOTyyEnPXgVxmqeI9W1LSoNLvL2aa2tpHlQSSsxLPjOSTzjbx6ZPrRRWeD/AISA/9k=", 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", 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", "info": {"video_id": "141204", "label": "pushing glasses from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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uoKgJaKXByf8Adbr+PvV+O2Gl+GZLqWGFr2+BYmQZwhJI4Pc9T+FU9A1y40q6DRqjwvkSwhAFkXHTiuWFdqbsJpWszirOwlkQLFDcvnkbIq7Xwn4cvbuU29xDdxQNNC7mUbRsUsWHT04/Gt240aS6tft+i3E1zanloCxEkXsR3/z1rRtbKew0G5VSxvJgokweI0J+7npn1rrq15OOui0/MyjC0tTG1WXVL3xMuopp14ieZtiYRZwoO3BHoR/OsjUdA1Oa/uZEs5pFMjEMZQo5Oe/1rohZTiGEjYSCekqjHP1qbxH/AKDcSSXMsKLKx8pmPUZPHHJI/qKVPFT2SQON1c4uLQL0OY5fs9uWU5LSeawH0X+uK6TRdEtLW4G+4upHAPQKg/LJqvHqGlQEg3ru5U5KQH0PrirVlq1m94Ps9vdSnDcthB3+tZ4iVecHdP7rCjyplPXNK09dZui9rJISVwrSnae3IAz+tZNysxjwm2OHbkouI4wf0HatvxLqbwXkjxWtusj5IeVi+PT5en6V57rN1Neb57iQzsuQpc7VA4PyqOg5rDC0Kk4Lm2KlJJ6FcW8899cXUC7nUCCID1c4yMewI/Gr+t6N/ZVva28dxDDeEA3D7myrA52rgduOe5p3w6dotTurkWzyLbYuG2jIG0Nj9cflUGu31rcX7SPfR8nIwjH09qxxTlCqor+tDoh8KZq6vpEPjKwXWLaZF1q2RV1JI4SftAAAEyjrkD71c7Bo1uQA2oTH/dgH9WrQ0a7mtr6C50u6uvtKSZDx2zY6Dg54x9a6nU73w8t9b3t5DBBdsR51vFlo3Y9WKDoB1IB5ral7Rxsm18gbuyaK0g8P+FFijupEv9VgSISGEb44FJzxnjdk/wCRWFp+hxu95F9uR18tgMwFSAWH4cHB/Cuh1aFNVv4Z47tb6RoVbdCyRggE/dDEcYp2m6PNJe3CvZamkcqFN/kKRyw6EMawh7aCclfXy8xto4ufQIkUbtUI9f8ARf8A69Fto1phWnM9wAx2732KOnZf8au6rOtlrN1ay2ss32aV4yQ4VSwOCRwc1XGsjb8umrwTgPcH0/Cumarvvb5EnQabDZpaTrFZW4UK3UFsnj1NcykSwlFtreKKQAbnjX5uvPPJHXtW5perSSW0wWGzjBVgRtLk8epJrldX1G8zLELlo48sNluoQHg9SMV59OjUdaSf5hcoaqRbxS75ohKMjYzjf/jWbPaTXt1a20AdpJSqj5cc4FUdTIUBVEeGOTjOefevUPAGmy6v4sEzsxt7Md+m7iumqvZONvP9DSlHmdjt/APgSHwtYefOwmvZBlnI6ewrqLrT7fWMC7iWSFGDBWHBI6Vp3VsXVFQ49aiMkbL9nToPvEVGrep1RndXj/wx5t8Qrbe0Zs0iDoNoDOEFcTpGn6nYeI/tUUcQdFd0YXKnBCkjvXfeP/7IK20cNz5cqu2/d8w9Pr1rF0zSPtGpq8V5YtvDDb543cqe3WtakqnI1DVWZyyfv3KXjHRxrlzHrtktqpuEUXQdwNkoGO3rXP6d4bvLq6S0huIPNkYBREjOehHoB+teraB4W1HThIuovp7abMu2aOSbr7g44NIqaR4WS4utElOqTg7X8l1kaMemAece3Na2rKnaPQTak7svwxW3hfw/HoiXO+9mQmSTAyWI5Yj9K8y1HTYxbzwTQCWezcvF5oyNp57cGrdvr4vtTe6kgupZSwLNI4Xbz2GK0rm5tbvSXvV2xTq3lPGx3YVhwfQ4NcFGFX2rUglJPY88vxLtd5HzGuSNzADHsOn5Vw94x84M4+83GenatPVWkfMkxMsrYy8jcnHHTsOOlZlpbrcSkNN5QUjqC2fpXfCl7NXbMyvETvGCfuj7q1cHmYwfMP8AwLFWotPtAy7rm4fK9FQD9Sa0YrXT1Xm1d/8ArrKf5DFae1ikOxHd7/7ckYkD51J3Sf7Ir0v4f/DR9W0ua+1pHhsZgrJCGKvIFOQxPYfrV7wD4L0/xFq1zq91ZQmytmVIVwSJZAo3E5PIXoPfNeuvgulvbAYA5x0ArnVVuCXob04LrufM+veG5bDVdX+wwSSafYTbDKI9wQHoCfXmpja3kGn21jBDKxx5sp+6gkbGSSeDhcL+Br3bxNCkOhTWlvES0rBHCL0yw3MfwzXjc9pdGeZ5QyKJG+aU7VHX1rb28uUmrFLVG9okMl/4Mk0m4ni+0Wbme3KfvD5ZPzr9e9cH/ZttDK6y3M0yrIQEVAmRk9Tk+tdbpF5BaSmRb0GVAxXyRvxwevQVmX9srxNeadateM7MHi8zaYm/3QMkdOnrXDS9p7SVjOTTS7mNDdmxcfZoIIscEbAxI7jLZra8VeG9P0fwxBfS28sfiC5KzpDESFtofVh2zkfTgVoWcUHg22bWvE8cf24ndYaOigFm6+ZJ3wD2Ncbe+LtVu5P7XurhZpzdyLKkkYKlHUZTHZcZFdHLU5kNWSuz1vxlc39jctZJJb7IVVEJRTgbAMc1y0d3eo+LjW/IVR8ywrkjj2GKpXt/Pe2Ek0zTSSTbmyrYwTtP4jtisaCPG7bHccKeCx9vaujCQpycpcu7MKl0dzbeKBY2+NP+2SzH/l4uHJx9F6D8qu6Z4k1E6JfJJKZki2MguGVuWfnqK4WGI7R/o79OrNiug00AaNqfEI4i6tn+OvRqpKGi6r80YJu5uf8ACUny45JtL0aX7w2m3Ax054FN8R6/LqGoGCaOCEW+SiRxnPzAEmsXcFtE/fop3N9xPp7Vp6+I31mVxLLu8qI8cf8ALNfemkvaL5/oF3YzEnZmUqbg54IWPb1q1p0r/bo2cfKSP9bJ7Dt+NUIy5lXelw+CM5OKvWwEc0Y8uNcEcM2Twf8A61OurxZKNTxGyrAk2UXIB4Xc3Kj+tcFqClLIqVRWZgSXOW7g5/Ku+14mWyiX5eQoGwYPUjr+FcNrKEQsfKVfTe3PXPr71w4N+5Y0luVdC8Rz+H7fUre0cJPf7I9yjOEAbd9OorO1O9uIbgNFC/zhiG2g5GcZH5VJZaUbuC71DzUQWbRr5ac795I9e2Kz9RRTcsR5pOCf51zVX/tLOqN/ZolOq35CDz7lRuPA4qRJ5nbcWuCSepPJrN3LuQFZQct/M1ciUEjEcrfX/wDVXZHYk6C+MgGm8S/8esZPz47mrdjd6gkl9HBdTRKsMz7BcEDI9u1Ur5cyaePJPFrF94/WrWm/8f16PLjGbebq3t9awvanp5/mMyWne4+dwrOTlzJLkn8aQZKMAsIycAgk9QaknjLopAgGO2f/AK9JbkjI3QjBXkLnvj0966ZbCNrQpDl4t4O7PSPtgisjW8yXpQZYEhju4UdOvrWrok5M4/et1UDC/QVQ1ZHa4aTbuwg+aQ4GcV5i0rsZyGpEtIBuThQMAY/pX0H8MdOax0SOSVSZpvnZj1Oa+ftSyLgAGI4yOAPU+1fVuiWy2thEqgABB0+lPFfZOrDtKMmbCy7ndm4VR1rgPFkviCOxLaBH5kk77WCAmTHqO1bvime5t9Mc2svltIQvFZ6XNxp1kL5pTL5SbjGG68VhzWkdFKnaLa6ni+tQXVmlnDexiO5VZDKJHLNuLknNPsLl/wC3Y9pjYnIHyHP3D3pfE2pvq9zb37tGrTo7YxnHznA6elJpcmPEMAE5+9jAX/ZNdkf4L/7e/M4JbmeuoyNEB5rHHby84/Op7W+ngctC9yucfcXb3FUjgR7kklJJ/wA96SMlw2Umb5T3/H+ldj2IOt0nVo7u8jGpRIcAAvkBzz6itvV7zw/pvhbUrS3uf9MJ3woyZL44xn14ri9OPl3eNkald3U565xTtfBkugPl5LfcHXn/AOvXnybVawXOR1RcbFCIMbsgtz1+vvWbY+Wk7tLLHF065OefatHU1I2Zhxzn5mPQgVhyEiXoF5+tdLV42A21ubFGTN07YUcRxH+uK09NVNW1C20ywt52uLp/LSSQgBfVsAdhz1rloztfJZ8BR04r2z4LeEXkmk8Q3UZBZfLtQ/UKerfj/KsKkYwjfqa0480tdj2Xw1pFtoOg2un2y4jhjC57n1J9z1qWSRbIKVUtJOxIqzKBHbhd21cgE+1Zeo3kMkzCOdUeNCqN/db1/lWN/dSZtTTnJvoYXi/xhB4T0wyxPHLqdwQY4iN2Tnkkf3QK8cl1yxvJWlu9Cs2JbLFWeIknPP3v6V2PizwBZ6N4OvtZ1PU7m/1ZyhjlZyoBLD5QO/BNeUxBQxO1F5Xl2yetdtFJRMaru9DudI1bSXZkh0iJG6fJI7A8H1qJ/F15ot68ul2VpZSNx5xjDPg4zyawtFkxdoN7tjaSFHHUVW1kiO4OIsfL1c9+ax5mqzRiV9X1ltSuRPqJknuHA3zISHbtk+vSqENmL3T7uKzndiHSQCX5cdR16d6p3kpfcSzFFJHycDr/APXqrYsZILmLY53wsfyIb+lby+EaPUNZijsnns4ZJXjikeNWHf5sf0rCZUwG2T5wR+g9qmuLnNpGTK53AE+/JPrUCyR7SPNkX5T/ADA9anA/C35mdXct26psBEErcfxH/wCtXQaerLoupHyol/1X3n/2vrXMW7oyKC0rnA4rqNLsLibR79YtPuJGPlEYVjn5vpXfWklBXfVfmjBJ3GeYwtI/3sK5ZvurnsPatXWbjbf83L/NBEeF/wCma+9LB4Z1uW0j26Z5fzN/rMDA4/vGtvUvDOpSTxSNdWUC/Z4lbfKF5CgHoPas3iaKmnzLr+gcrsccZFclgJpD1HOP8atwZ+1HEaxhGx+8brliautoljGf9L8T2S8ciImTFWYf+EVguGjae/vJN2d6ARoT17896KuKg1aN36JgossaoWOmh/NUYVvur6EH+v61xWo2c06sYLSWQYIyATk49vpXqEt/ZRaWZrTSYSVGF84l8HaD/T9K8vGs6t4k8WTaXca9c2du3mmGO3QY3qhIUdgOvJPb3rzMJWn70Yx69TZwT6nN7b2xmS3nieCGZw5HTeVPHftms+5cPNjMvCimaNLd6lO8lzffcAIMrk9QTx+VaQ0qOSbP9tWobI4LH2pVKiVduW5tFe4kZTuA6nzZBkt/M+9WY3RiOZX/AM/jWjF4cu7maFIdRs3ypwfN74Jq3F4cdMG41qxiz2EpY11LE0ktxWC/Cm6swIZCRbRdT7fSrelxn7fe/wCjnH2efqT/AHTV2+0fTFubU3HiGH/j3iG1ELE8fWrem2Xh+PU7gNqVzKWimBCwYH3Tnk1yvEw9lpfbswscuwcAfuUAx/e/+vRGxAdv3I2gHsedwrVlHhSMKom1KX2VFH86ZHfeGoQxj029mcDIWWYKpOQecV0vEprSL+4CXSHMb487B2gnaMe/tTNWt2ku9scck7fMOmf4vatTSdbs/NJg0SzhcAqS2Xzx71B448RapBaE2cyW43j/AI91Cnnn39a82dWo8QrRt6v/ACuPocPqWk6isi/6Cy/N/EMeh7n3r6q0xkNog/2RXy94mtYRoMOr2et6ldb7v7MWu0Ea3BCZZ4gDnapwp3DuPcD6M0K7860i5/hH8qvFSnHl5jpoR5oy+RH4r3m3SJV3h2AGO1Z+p2zDQJ/LQqyxngjrxW/cj7RcqmAVU81tNYwTWhgdAUZcEYrOCdSXunTKqqcEn1PljUQ6wWIKxKfJJOSOPnarGmyMfEUA81B84+6v+z9K0PGWhy2HiA2NvaSyrEGClVJ/iJHT603StC1Vtdt3GnMq+YvzMoHGPc12+1gqTu7aM8+W9jBNxtXBnb8Aaakis2P3r5BH6H61tyeF9XUEOLaIZOC0ijAqKPQRHJ/pOu2EXByBLuIGD6Vr9apW+Igj0sE3G7y1AbOCx/CreuFgQxdRk/wDkgqDVjTYvDkc8ZW8vLllI4WPYD+JrS1e9021tke20oSvhcNO+/HbOPwrgrV/3sXGL/L8x2PM9Ri3AlInfntz6jsPasSeOSKQF0eEHpkHmu50y/8A7f8AFw03VdSns7Wc7Ee3liiSLuSxfjAGeOpOB3rjtZW4ttdvbS4Nwpt53iC3QHmKASMNjIB4GccV3wc2tUIhhAnniiMjESOiH6EjNfZPhO2it9HjESgJ0XHoOK+PNLbGrWmSGBcYAHfHFfYHhGYPoVuM8ha5sQ/fjc6YL9y2jWvpES3kEn3cce9cfZS29+k1wdxEjMQcYAHbH4V12pPstXk2bygLAepx0rm9OsGt7AQFPlC4Yjsep/U1jUd3odOFsoNnjPjvxHfaxqT6dcyM1tYyGOKJeFyONx9TXIxoEZv3YHHG4+4rR8SiSPxBqCyyvkXDjAHvWXbwvPIywwSyuVIUKCcn8K9SFlTRwVHeTNfSJMTuxkOCScKPTpT9djxcHbHjcWUM54HNaGleHtTSRfOSG1jII3SOF9eeOava3ZaRakTXl69zJ1CQDjlR1avNqYiCrqzv6EWPOdRIS3CiQ4JHAGB0FU9Myb6ILHIwZthwOx4/rW1r2pW6owsLCK3AKgMfnbqe/SrHiHRtf8MeHtI1G5ubmOe/aQzQCPaLfAQoGOPvMrZx26dc47FKU46IDqZdWkshF5NvajIHWLNTxeIbmQYe2s2GCOYR/eoory8LFOndoVTc0n8S3llY2b20FnEzxkErCM/KxA/StXTvEGrXekai8l/KrKse3YAMZb6UUV6KpQcLuK3X5oxuzKnv7uS3USXM0mZSMvIx7fWn6yWeWwVmJBtIxzj0NFFdtkppLzJ6CHSrdbfO6QkIDyR/hVSG5CzCMQx4XGDls9Pr7UUUSYjrd5l0SRiANiBsDudrdSea8auNVutL8RyapblTcRyPt8wbh8w2nj6MaKK87CfHP1NkVdFiQ6bqMhGWjkjVT6Ah8/ypkbkzkf7VFFXL+NI2+yiyse1onVirKoKkAcH8qs53ZlwoZySQqhR+QooreJJpapOwvrRR0NvD3PoPetmwsIf7Qkkbc5ZJOG6fdNFFc8v4XyYzAjCOyqIkX5c5Az/PNKRsuGCkDAIyFAPT2FFFbsRp6Q7PeAkg5UnJUE9D3xVXx1/x6AZJyyE5PX5R/niiiuKf+8RA5XxD4qfX7e3gl0nTbU26pHFJapIpSNc4QAuVC85OByea+ivDDt9gj5/hFFFLH/Z+f6HdgvtHTwIoYHuTW8n3aKKWC+MjFbnhXxO1G+h8Xvbw3UkUQiBwmBzk+1ca2o3ia/bA3Mr/ALxPvOT6e9FFXThH2bdujOee5jXbNJcMHZmBk7nPepIbSNp4FOcOMnFFFda+FEGzp1pF56MMgjHQ1b1mRmt5V7RJlR1ydx65oorhrfxIjWxwcXiCTS7m6R9P06/jmcO0d9B5gDIPlIIII6nIzg9waxb/AFK61TUbjUL2Tzbm5dpZXIxlj7DoPaiivRjsIveHyG8TaYCq489RX1d4RYrp6KDwDxRRXBivjR20P4Mje1P5jAhJ2sckDvirFhGv2XkDknP50UVFPWepMv4KPD/iKtto+u301vY2ryGTJaWPcckV56fFerSxsqTpApUjEMYXHHaiinSSlJ82pzS3ZZ0cvPdqZZZHPDfM27n8a1dXAljjVhjCKcj6H/CiinV0qoRw+qSF4pm6bWwMfh3PNVb7xNq+q6Rb6Ze3s09tbSvKgkkZiWYL1JPONvHpk+tFFd8NhH//2Q==", 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", 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", "info": {"video_id": "141204", "label": "pushing glasses from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "aad27cedc8e6a055029074ad1fe00553efe4ded00c4956eaa412a64d4f8dd8df"} +{"episode": 33298, "episode_seed": 3845649585, "split": "train", "timestamp": "2025-10-13T03:13:04.095411", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3845649585, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing scisors on top of house'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "106976", "label": "showing scisors on top of house", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "106976", "label": "showing scisors on top of house", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "106976", "label": "showing scisors on top of house", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "106976", "label": "showing scisors on top of house", "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": "f392afbcac4739a0ac3bf189fc35bffe46578ba04eaaf6fa3087562667574034"} +{"episode": 33299, "episode_seed": 4070030261, "split": "train", "timestamp": "2025-10-13T03:13:04.994119", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 374, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4070030261, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a small brooch next to a brooch rose'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "184717", "label": "putting a small brooch next to a brooch rose", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "184717", "label": "putting a small brooch next to a brooch rose", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "184717", "label": "putting a small brooch next to a brooch rose", "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": "3cd679f8a862e17a9127398f878d34f35b377e9ba6762b2889d486f833d0d609"}