diff --git "a/video_unshuffle/reorder/train/batch_000157.jsonl" "b/video_unshuffle/reorder/train/batch_000157.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000157.jsonl" @@ -0,0 +1,100 @@ +{"episode": 15700, "episode_seed": 2812308900, "split": "train", "timestamp": "2025-10-13T02:58:27.898114", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2812308900, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 maaza fruit drink next to ceramic coffee cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "87719", "label": "pretending to put maaza fruit drink next to ceramic coffee cup", "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": "87719", "label": "pretending to put maaza fruit drink next to ceramic coffee cup", "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": "bea6add2af4eb62b191a7fbb341d3aa2a25b705e02d8be4ff609de53531e091c"} +{"episode": 15701, "episode_seed": 2435524982, "split": "train", "timestamp": "2025-10-13T02:58:29.672337", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2435524982, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissors on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "110063", "label": "putting scissors on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "110063", "label": "putting scissors on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9bedd1fc44f7708f19bb57b23af5d97bd12b77097e0b9da0bef97a604bddd066"} +{"episode": 15702, "episode_seed": 4217826592, "split": "train", "timestamp": "2025-10-13T02:58:30.325588", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4217826592, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69720", "label": "pushing book from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "69720", "label": "pushing book from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "18e8f34f70e168d7a0d49c8b9603af7b4183e06648017c4bba129286822556c9"} +{"episode": 15703, "episode_seed": 2613524551, "split": "train", "timestamp": "2025-10-13T02:58:32.510639", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2613524551, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stapler pin underneath gas stove'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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5memmeeXEQndRbI/mZ+YIc59K9L0qwnl0i2F1kv5YB49q2LDTIEGy2tY93suTVqUWkTLHdX8aN08uL52+nBwPxNTa+hdzIj02OA4luSF7BRyR+HNWliVITJBAIoe80xAFbEa2NtEZYLQMQCfMuPnP4L0H605tNttSto5L4PNLIoOS+NhPOBjpScbApnE3+pWisVUvdPjqBhB+fX8q4/V9ZkYuiKWIGWCHaq+xPU10F5bmKaRDj5XK5HfBxWQ2gSX9wzoXYMBuVVx09+lOHLf3htu2hzkxlu5RHbouyFAZXLBdxPUkn8gKt2NrKZWk8sqCu1VI5PPat6Dw9Ywzgv5k0w4WG3G9vxaulsPC2q311F5cUWn2akeb8paRh6bvejnS0QuXqzAMMtrpMLyK0bNM2zPfgVoaZs8/YrmRi/DMc4XtWt8QdOlhsrJbRAfKYtsUdBxnFVPDkCQwK8nzOOp75oc7QLpw5pno3hiC0ulK3CjzEOcHuKj8T+Jm8PsJ7SAzWZyhZR80behHp6Gudk1SVAFtWMbj+Idauaes+oFnunMjHqz1zpndy9jhtT1DxH4o1hZbGKSKMqFy/wAq49a6iw8ISz+SdRv55JogcbTtHNaskllp03mNIuVOetYmofECztJyEAYjI4NNMqx6n4YsbaHQ7iJpSswYxswb5umRz+NNGnxWEW6VPMu8hgOqj61xvgDxHa67r0+m3C3FrNdW5kgeQFRIRx8vuM5rX1zxxZ6FYm2ghjutT3NuQ8pC6kgk+vIOBXZRnyo8DM8vp4mrGUtWifV/Edtolm+papciC3YnCAfPIcYARe/16CvDfGnju41y6j02EeXp9uxMcZO/94eCxJ6nt6e1Q+ILnV/EOpyXV9cNKztlGdvur2AA7ewqra6BdxebLNMtvBJ94uQuf6/hWtSastSqFBU1ZGdZySSyylmYqCMZOQDXr2mW8UEKlmwevNcJYadDPqENlZW09yHOWlWPbEg7nPeusaZkOwZrjrzvax6WGjub6eI2s1e0SBJoW4KuTiqd5pcOsWYiuohJCDuRDzt9s9aoRL5nLDODW5HqMNnZHKBeOrHisFI67GfpWh2GnzjyrWONTwTjkfjW4b23s5lPmIMAqea4PWfFc8TssKFjz06VxGoeILy6kDmUgE/dBq0mDSSPoLTvEbrrEBtSrgBkcA9j/wDXxXXRT3Fxdz2sqoksbhWZlyQCARj29/Y186+H9O1KS1tNYstUY38F1G8dtIcK3zd/w/SvTvGHju9tb6KTT4BbzzWeySQ4b5t3UfTnB963ptrU8/GU4zXKzf8AFOsaR4XgaTULvdMOVto33SP6Ek/dH1rw7xR8QL3xAlwpmW20+M/LbwZw7HoCerHgkk8Cs7WXuL8tK7STyM258nO76+tYraTd3PypGNxbOwc4+tdPPeF2zihRjB+6isb6SSIuhCtnsOa7Dw5O8Ud4EJyxTP61mHSY7dfNv5YkkUcRooLD6KvSt3SbdU08XSxSxpcMdvmDDMB3/WuarNOFkdlFPnOj0wCYZfDHPetC5gKrkDA74rJ067hhblCWHSjV9dKwnYAccnb2riZ2rQ1bGWG33Kz4DDjPY1Bc6/bwTI4nVSFKnmvN9R8T3cm4RowXJAY8Dj0rmp9QnncmSRic5xWkVImU1Hc9quvE0N3CYEuF2vjLZwBxXdWU9zN4etNZSbzrcTxo8hOF2H5S6gdeSOvvXzfolra6lLJFeXTxDYSpDY5r2j4e6vdWnw2l0i9jSZJ45FtiScKCSBu/HkY9q0hHXUxry909LW0ja1lnubmNGUYM1w4wB34PArzbxX8R9G0eSSPS9mo3A486Y7YVPqAOX/QfWuR8U+JNX1SQWl9cHybf915ScKWHBY+pPvXBahBNLcbkjZ1K4DHovrXXCo27bHmLD04bIteIfFWo608d3qN41xIxPlxkYVE9QOijrwPSsiO6kedBnCsDkAcVNa6TePcxtHGsmBjJXco/Pirz2VrY/NPLvmbgpCN7H2yOlS5pN3OhI9OuRDZPmeWOBT0DnBP0HWqs2t29upKxEoBky3B8tAPXA5NZl1E6SjyIvLUjm4kbLSHrkE8/lXO69/pCQ2kc+GkkAd5Gwo+p9BnrScdLkxd2bmreKZpXaC3vBJCVBCRxtEuD/skAke9UI76VbqLc5Ck5K7RwRz+ArIg0u2eQQWly8oj/ANZclSI3PpGvUj/aOM+grq9N0q3tF8yRGJIwHlPJ+gFTzRS1NDsbS5M1sAR1HekeWeCAK2xvLUKkpJyoHQ+mRnrSaUbm4h8uxsQXA5nmOAPoveum0/wgzkXOqTG5fqFIwi/QDispSuNI4CGwa9n8u1t2uH65PCD3z3roLXwPfXQAvblREvJghyi/Qnqa7R7RYFMkcKhY+yDkjuB/P8KtQo2QEl4I6561F9SraHM2nhiDT8eRbbEQ9E/U1twwJHDuRhk9q0LgeWgXcMH1Has2VWM7BYwVUbiAep7UwOW8ZQtbxQgsGaXco4+lc0tuIYVRfv45rofFpLXFl8rgIHyG9eK577TmXDDFZ1JdDrw8LLmLVlZGRhuPPrWv9nlt4j5a7gR2bpUelIjOOg9617i6SErHDHFJK3C5jBOfrSijeUux5r4hguJZjGWfc0ZdARt3c4/pXG2el6jqlzFJbWUjheGOMDI9zXqesWg1S4huJnKeVuDOzbec8j8MVatJYPLEOnW0l2w4BA2RA/XvXRGKaOepXtoilDdXaWVqtzbhLq0R1tyv/LPcME59fpWHJbI8oV3Z5Cf9XENzGu9tPCl5fDzdTfy4zyIoOAB7nqa1rTRrLTZP9Ht1QMdvI6t2/OqbtocspOUrs8+tfD+qTgC3shZRkcySrvk/LoK07DwXbJcK9yRcuD96U5yfYV6LEHGYwgyf4vei4hQKFMYye+M4qLk82tjHtNJgsoSVhAz3WvPVG+b8a9La4ZXMfm5C8ncPyFeX2Uxkc7getZ1Oh1Ybqb1nboyjKFvp1qafR5niZolmiHOTMAE/E55H4U61nghgDSEDA6Goo5P7Vu/LXJto/wDWEZwfbNRE6G9ThPEluttLDJHGpDFo5Ci7d3Qg4H41R0LwjZalunup5Qu/IjjIwB6ZrV1CyuL/AFB7ZJsW8bFEIG5iM9a2NM0220hMXFwsKnGFPLn6AV1wStdnLVrNuyJNL0+z0S6Z7e3cKQNkjEuU9R+I71DrEkl/KhyfLjTaGfAJ5ySf89q2Y4bvUmEWnWL7c8z3HH/jtaUfgu32B76R55c8A8KD9OlDdtjBty3PPrexjkbEVvPeP28tcIPq1a8PhjUbhVaV0tY+nkQjBP1Nej2ltDbxDy4FVF6gDHPpV/ylmG5ovlHA4zzWdxXOI0rwfY2wU/Z1Z/4mPJJ+tN8V20SGyQAqPn7fSurkKW5aSNhGvcY6iua8Uu032FnK5+c8e+Kmfwl0/jRy4sZAxMV1AB6F9n86pX+m3L2s0slvDLEiEtN6D0BU8n2roUvI7NfMIt22j+KMEj8xUcF7e6o5nuCTbRkoi44B+nSs02dTZ5fqkTy2kIBUBPuDsQapw6fEmxpUErScZ3YC81p63YONTaCCdSwcmO2Q5ZVPJLHovsOv0q9p3h+e8dDM+8L/AAoMjPua6qcVa7OSvUu7I6Cw0PRJbeKUWEW5VGOv+NbVteG1s4rdi0flDaAqZ3AHIwemMcVUsltLCFYZLjzJVGPKhXe34+laNvpOpasSy232O2/vP87n+gobXQxu+pyd9Ebqea4mZY97liSehNJbaa02BaWEtwxP+smG2PPr716DD4RsLKZZ33TyL95pDu/H2robdI4dv7kAYwAOwrNttlI8yj8IXc7YvLjehIJiiOxVFdRpfhixsWDR2yoV6YFdVJbRbGaSHryeP0qk8zW67EZSW4VSO9AHm4to76JS8crui7QU9OvXtUL2Hmyi3igUP12oMsfq1el6B4avtQtHudSsTYW+7EUAGGI7kipp9LtrG7jMcChQSOnXjp+lVOpKwQirnE6X4QcKJrmWKyjb+NyB+prfjbwvpagPqMMrnjzCjHj2PrXGeOfPv/FSWwy0UMCDbnIXOSfoaoSaUIYxJ0XHQ1zynY66dHn1PUh4q0k2EsOlPE92SEijx0z/ABfQY/lXUeHbyTWtGSe5iSMlioKEjzAON2O1eL+DNOeTxFHPLarc2gJRItxUkEctkf3c5r2q1MEFrHDH8pQBBkY/GqjtqZVKXLO6ehfFmAx2McD17mq9pEIJJISv3eUI7qf8Dx+VSNI8aDEm0Hg7ug96rXU87hJIIwDH1dgcFe/HU8c9ulVoSNuBE0jO52he/TAqgkoMTNAWYn5mZ/u/4n8KuSWb7U8zMz53A54A9h0Fef3V5e6h44vdNbV7q0iDSeUqICcqm4L7Dg8mmlcGy/4rtpdtr8+5n3nAXAHSuUijWNj5vX1pbDW728gme+vZbjaAU8w52564/Sufm1C7u7wpbBGBOMNWUl7x2Upe4jqpNYtbW3Kxzx7+m0gg/hXTeG9NcWQ1C9yLiYZhT+6PX6msDw14YEkiX+pLF5aHIABwx/Gu6sUmvL/zVA+zx42DHUj+gq1EKk7K5lp4OWSUvdRtM24sxzkLn0FdHpejW0MahI/LVeCOhrSeRreMKEDMe49fWqcsw8wAE72454x7mrPPvcty25kUqj4A6nHWqctk8kTRkZHZvRuxqcSmOMCOTcD6807z2BEfl5yOCDSGroq2iBoi7nEmcEZxgjrUE4eR2bcNoHGeKfcXccVy0cSNL5owVUZ2sB69OQP0rmPGd3e2OgNNbzm1kMqLiI84PXk/0FCHbqazMscbNOi5k5wOT+XWvKV1K0tsmWRlGeqrnFa2p3t1a6LHe6dr2oyLJcGAmeNUE+Eyzx/xbQcKd3qPoOK0uxv9TmCbomDHABTcT+FKUbnRh3ubX22fWb6Oz00+c7HBbysbR6k13myHSNMayt/3kgXGe7v3NQ6LpkPhyzZjHm5YfvGIxtHp7VrabprpI13KNzyHcFYcKDRY0qTsjAsPDmo3CbpIhaxHqI/vH6mtnTPCNnb3AkeJzIf7/JH1NddbI7ICYwVXsD1NLLdK+QSUUcDIxk1Rw31CDT0tYsjAY9sfpUUtrMH3HDegH8qWCUyYdZCFH3Qe/vUgndmyVDY6Y70hq5mm2Md0FzsWU56fxjr+Y/lVm5UxQ7YzyRgZqW4eOa3Zy3l7fmRm6AjvWc139rCvBEwyPvE7VB7j35oHqyvPFIWWIruB+Y4PYVxHjy+itGs2idUb95uGcZ+7T1vZ77xrcade6zeW9s82yNopY40jx3O/tjPHc49a47xHFrWqaz/Zrz3R8iaSMLOF3oM4GccA8c4oa0Kg9Rmly3PiLUBbK7JEoLSSdlUf1NdZcXUVhpzW0ZVAgwmT+tLY6da6Do5tYTiZlwz4yWY96vWnhebENxqIzKWHydkHv7/yqbGrnZHGaXoMbSF7Wyad2bJZ/lUk/wA67G38J3k0AF7vVCMCKDhf07V1NjaC1IEcS4HqK3490KebJHj6c4FWcj3OX0XwtaWeUhj+buxFdIbPyUEURG7HBx096imuVzvZirZ+6Ov0p6SyRoXZwe5z29qB2Kslo/KsgYMOR14qKzgPmGJ3OYuAD1x/D+n8q0BclBvkjJ3ckjt7VVu7iG2KXMjAD7sikdQfT1wf60ik2RXpkLCNCDjk54rNYEzFpIyUjGCevNZ3i7Uby00OW5s3lt3EqDeTgkE9h1/lXM65B4i0XRtOvrzUbxproyGSF1wIcbSoJxjcQ2cH/GnYFoe9X7EEgHHauH1+Z0t5ZQfmRgRRRSnsOnucHbKLgtdS/NLMxLn1x0rOv0DxuT/fCY9qKK5JfEenH4TuvA9nCunRXQX99JGu5vb0HtXSanePZaTe3aIjvBHlVcZB+tFFdEdjinucl4C8Q6jrmv6pHfyrLHHbxyxJtAERLEHbjpXoakxgsCSf9rmiiqM2Q2hJilHaOQxr7KOcfrXkHiG+m03x3qV3Bt82Kdgu4ZHK7T+hNFFVElmLZABmjAwpAH5VrSWVtDHHcrEpk3Y5GR+VFFZz+I66Pwo6qK9mk0+NSwwdqjA6AntXY2KC0sk8rgAYwaKKuJNfYsbzK2WxnpTITvklLAHkr+AoooOTqIIU3MQCu1sDbVHTruS/jupJsDyZ3hCpwCF6ZoooLLzov2KVlAUxruTbxtI5H61zXxCw/heZmAJ8+L/GiimiTzfV9cOrwwxyafZW5hRY43t1dSqDPygFiAO/TrzUmlSGy1ZorfCKBnIHP50UUpnRhup2GlzPf61b29wd0QBkK/3iOma6mLO2AA4G3pRRQgrmksrGDsO3FV7jiBgO5AoopnMxZIU2qwXB6ZHFRNI0IlVTkKOM0UUFIlWNWRHf5mAyC3b6DoKSVRGbmNR8u1XwexIIP8qKKXUOp5Lr2pDS/E2roLCyuopJwxjuod4BUcEYII68jOD3BqHSbua9udR1G4YSXburGQgdWznA7UUVT2CHxHVeH7WK48SQLKu5YojMAe7DGM/nXYagNynPYg/jmiip6BV3K9tI32l+c46Zq/LIzlFJ45NFFCM5bkD4NxApGRtJwaiuY1jc7Pl6nANFFBSGGZzHAM4LvgnHSpzbReeVK7t2QzNySPrRRQUcr42O/wAHxFsE+cgJ7nBI/pXnd9rOoXmnwWFxdTSwQSNIokkZiS2OuTzjHHpk+tFFUthM/9k=", "info": {"video_id": "19882", "label": "pretending to put stapler pin underneath gas stove", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "19882", "label": "pretending to put stapler pin underneath gas stove", "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": "924af27baac69644688b32f42f79c0646c0fd2bc5009fdad0880add80292793b"} +{"episode": 15704, "episode_seed": 1717577579, "split": "train", "timestamp": "2025-10-13T02:58:34.911035", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1717577579, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 basket, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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Y2qAePUE9frXtXh3VrbxBYN5aiO5i4uIGOSh7H3U9jVDW9DN3I4MrIDHtA2ghW9SD1+ldDinG9PUhNTl7+j/P+u55A6Ti5a1lXyht5Dkggfyx+lYlxZi3kIULKu75RnAU9q6u9sp7VrnTrpf31tteJieApOCOeqnIOPrWeI3eG4ilVEwFLr3Uj098n8K5JRlNe9pYqcYwfuvR6+focrIrCch4fXCZ4qa0XdI5UbBxwe1aN5ChttuGkkRseYpByD6/jVRYWgILEqzDjAyeP5VlTjyzVxzs4uxbWONn2IoZi3yhm6+nsKljeUPG6ll2urBtuRwev1qCJHcNyPlAJ+g7/hSpJznkPnh+xzXZ0OXZnZaSxuNQnuC255ZC5b15r0HSLHcoBUZPGcVwfhqBYXRchkyNpHcEA16nY7YLXzCD8oJOBmpw6aR01Zc0rl+304BCGwPQetWotNY7pC2VKgBccA+uaz4ovtU+92kCgZG04U1sWc7ovlkErnA3HoPrW3tX0M3RaVzIutOKuSRwfauR8R6XviCMh67hjtivS5lDx7woyRnGa5jV7cOjMTyR0xWn8SDTM4TcJpnjtyn2C6vYliRorq2ZgDwFdefpwf54rDPl3MirO0jIQd+eowO/brXVeJrecJcPEMRwxhi//AsED8D+lcyt+DKJvsxikQFCuNyHgY/E8nHvmuKNNO501qj91Gh5pMshlJiZjuIY/e5z17//AFxT55JxFbnMSkghdvDDv69Dnk/1qsQVdUaMrJ8obe31LBT/AJ6UK2DLi3QKACnndWwT0x07/l712xPOaFuWEts8I+ZhgjAGQB168/exnH0rnLpzDOXJCnPIzyD9O1dDqEOzzEJ8xYwGRwBjPXj/ABrmL2FnHBJG7Ax0yeeTWGJTcdjow0rO6NnT9T2SR/MQF6H09/8A61dho3ie80m7jvdPu/In4BA+5KPRx3FeURTvEcc4rUttQwNoc46c15vM0ezTlCZ9S+G/ijpGsFbTUCunX542yN+7c/7Lf0PNdVMIyCwwd/IYHqK+PkvQU2lht9DyK0bXx7q2jQ+RpuqXUYPHlLJuT9c4/CiFV32FVwsI+8pWO58aWv8AY/iW8gtkUxTqJdoOWG45wM8AZGa5+2nCwsVl4GGYsOAxGSOD06Vnvrl5qg+130r3Nw/DsW+9jjjjAwO31NIY0lJQRx4OdoAzkdRx7f416aXNHU8aUkpOxo67c2lymn/ZTOzxKfNZ1DAscZK+o6/Tiqun6gI0uIo5DBHcRYCkcjacr83p1qpf71jgYMPL2HG3t2P1zVeadI4m3rvwoIDL0GOMY/yabgnFrYUajhNTWtj2LQcSRgJjkZHvXoGkjAH0xn3ryjwZepPYRzxZXf1RjnYw+8Pz/nXpukzKYl7r9azWsDql8VzYbzHuv3iYhUZBB6+xq4rg/Nk4x0A61BIN8YwQCo5Pt3qSy2NArxOjxuAyOhyCD0xXNJaFqdkWx8oHfPesvUyqxksQMetXWnWLzDIcBBlnbgY614F8VPirHeibQtCmJhYFbm7U/eHQqnt6nv2pU3yu4lFy16GH4m8SL4g12V7Zi9lE5jjAJw2M/MfqSefSs2YypJ5En7uSEgMVfIJPc9j+faudsGCYypVeuB/EO3/661Wc+WI45EXaSV+YcD+96YPeu9NctjildyuSw3EUKlXUqACS2GG/nPr2Fc5ZWhWM7WAbBJPfPt61uM5DhXfBYBsZ46dRj61ko8Zl3TISo4KjnP8AntUOKumyuZtMkiYLlRIysQVcKduB6H9KrzsY3cNt8zC5G4Ywe3HfFATb8vlkHO3Dj+veop5A/LM24dVPr7EfhRJ6BFalAP5U5xlQDx7Vs2l8EVcOVIOQR/Cf8KwpyN/HbtTopipHPSuHm5XodsdVqd7p2uXVteR3lpN9nv4vuuvKuvoR3B9K9T0LxXZ+JIPJdRBqKDMlsx6/7Snuv6ivALS8Crg9Ow7j6VpJqO2SKVJWjljOUlU4KH2NbU67g7ocqKmrHq/ifw5c6ra3EsMpWTCtCm3qy54J9D/OvL55bxUMl1MDJkg5Xa5wf4vfkj8K7fQviTFMiWevN5TAYW7Rflb/AHgPun3HH0rnvGSWY1aO/wBPmWVLlRIyxuGBcHqfwx+tbe0jL4XuY1actG1sZHlJM/3/AJWHAx3PSqd7E0N2Y/OV9hB3bcYz2J9e34VJDey28sciJtmVt27gbT6j86L+5mu5hPM8cjbsOQAoPpwOuPWp5FdO5nzO1isSrMUO4YbJ2nPT+tDF1yxZSeQM9Bk+lNBAJLYQYyMcA5qF0JcMX3YG4Dr9M/4VbbIsd34JukurRY8jzrdtrD1U5Kn+Y/KvX9J2tDk9hgDtXzPp2tXOjapHfQhSRw6dFdT1U/57V734T8TWWs2KTWcu4dHjb70Z9GH9ehp0ZK9uppJO1zqxthCrCgEZGMY+7jtTwcMERiSpyQ3pTIpTJcSIIVCKqlXJ4YnORj2wPzqdom81SAOScknFaOC5rjVdpWaJojJHbJ5jbsDAIGD+NY2oYfdn1rXdgsQQMMA8fSsXUJIwrc/nVw0MbJnC+KxHFo15lThYjnb1OSK8ulnk2MsbYjzlR93b2/H/AOtXXePNfSScaVbOSyMHuCh/JP6n8K4t2O8qYhtxjpgA449sVztq7saS6XNmW4lijZYEIftls5OfX+f0phESwbJVJfGyRwwAA69vbtXKDU7wKR9ofB69KT+0rzdu+0OD7cVH1qJP1dnUGSJCW8xEDZ4K5Yeg/HH0OazdRUhl81QCf4VHy5Pp2rIbULtx807mkkvrqU5ed2/GlLExatYpUWnuMliaNiGGG7ioyCDSmRyMFiaTJ9a5G09jdC4buSKsR2x8wYIOOevpVbcfWniaQKF3naDnFOLigd2dfp3y7G89yhX5lU7STzyPTvVqOWOTy5mjmeRh8zAfeweuBXF/2hd7cee+PrXQ+DYpdb15bGbV7m0zDK8RjXcWcISF9AODz7V1LEwStY53Rle9y/duXlACcQ8KUGAR7ntTAwnSc/IWUZ+UH5cn/wCuBXKHUr3cD9pkyBxzSLqN4qlRcSAHqM9af1qPYXsGdfoviafw1fNIFMtpLjzYw3II/iU+v869e8PfEDQL2JPJ1SCN+8cx8th+B/pXzY88r53Oxz6mo6yeI1ukbxjZWZ9j2/inTfLMjalaBR/EbhMfzrF1P4s+FfD1v5MN4t26LhILMbgPbd0FfKe4+tBZm6kms5VW+hqlBbo9F8a/FvWvFCyWkTfY7Bv+WEbfeH+2e/06Vw9vE8imQkEscfMao09ZXQfKxFTCSTuwqSclZaI6YLhFlYJuPVY2yQMcH9aurNAqQyuFV1A2lckAZ9O/WuTXUbtBgTuO1L/aV4duZ2+XgdK6liYJbHI6LZ1UBkmVI0jiZtzADpg9cfXrWO28RFSwUcsS4+YgnpmtzXre3tvC0Gp6ZrWoTo90bY/aYVjW5IQM8kQzu2qcKd394e4HF/aZs58xvzpSxEX0GqMl1NrzImEgkkLNsGzPTNV5wWVSBuG3GVH8/Ss03MpOd5yRil+1TkEGV+eDzUuun0KVKws6gN2zx0qHpSl2PUk02ueTTehqtB4kINTrcEAcjj2qrRUmkZtFsXTDhepNXrZ2YALIqg8MMgZz2+tY1PWaRAdrkZGDWlOaiRUbmrG2hBYgBiynjjnNOu2jWQpH0zjbj1xU/g6Cx1rxDDp+sX1xbRT4RZ0mjjWM9yxfjAGeOpOBWVrEU2m61e2RFxGbad4wlwAJFwcfNjIzgDOCR6Vt7dW0RiqTLMitFkcK/UhT27UjynAO0EgYJ96yjczMOZGP40gnlByHNL266B7Nlm8YED5Nv40zT9SvNKulubG5kgmHG5Djj0PqKrMzN1JNJWM5czuaxXKj1zw98ZPKSOLWrNiy/wDLxbd/cof6Gu1i+J/hW6VA2pKACGxLG4wfyr5uozitI4molbcThB7o+i774q+F7eI7Lx53XosUTZP54Fee+Ifird6kHg0q2+yK3HnO26QfTsP1rzbNKCR0NEsRUluw5ILZGjbYM+6TLOSScnr7k96t5WFPlLt8wxj0PUY+lYwlk3AhjkdK6nxH4R1Lw14e0fUrxp1uL4yebC0ZH2cAIUVj/eYOTjt065w1WSVrEOm2zkqKKK5zUKKKKACiiigAooooAKvaRqtzompxahabPPiDBd67h8ylTx9CaKKAKNFFFABRRRQAUUUUAFFFFABSg4IOM0UUAdB4g8WyeIra3hm0jTLU26LHFJapIpSNQcIAXKgcknAyTz61z1FFABRRRQAUUUUAFFFFABRRRQBraNrzaMk0Z03Tb+KVlcx3tv5gVlzggggjqcjOD3BqnqWoXWralc6heymW5uJDJI+MZYnJ4HQe1FFAFWiiigAooooAKKKKACiiigABwcitfUPE+sapo9tpd7fTT21vK8qCSRmJZgo5JPONvHpk+tFFAH//2Q==", 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", "info": {"video_id": "99890", "label": "lifting up one end of basket, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "99890", "label": "lifting up one end of basket, then letting it drop 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": "5318e655b9e55327a672a59bacd8edfb69b783da483fed8d676f73bd7e35e8aa"} +{"episode": 15705, "episode_seed": 4279755074, "split": "train", "timestamp": "2025-10-13T02:58:35.719969", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4279755074, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling pen on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "97851", "label": "rolling pen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "97851", "label": "rolling pen on a flat surface", "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": "ceac6ac42da3184f556561b80dafddd4aa51e65fbb555f490a52277c03aef5da"} +{"episode": 15706, "episode_seed": 3625607821, "split": "train", "timestamp": "2025-10-13T02:58:36.820768", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3625607821, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "199498", "label": "putting remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "199498", "label": "putting remote", "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": "2d98ec98a7350965ec098aef8e53b4f69146d1c5f89f375c78d5cfb716c743d1"} +{"episode": 15707, "episode_seed": 1303756218, "split": "train", "timestamp": "2025-10-13T02:58:38.407446", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1303756218, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting pen on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "163436", "label": "putting pen on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "163436", "label": "putting pen on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "688c58f7b45317853b7c49396797cd8d19a5a9dd61007e77f125ce0d96ebbd8b"} +{"episode": 15708, "episode_seed": 1992187720, "split": "train", "timestamp": "2025-10-13T02:58:39.309131", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1992187720, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ashtray away from box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "175332", "label": "moving ashtray away from box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "175332", "label": "moving ashtray away from box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "53999fa6633fac7680370e8a751897c0e376133b435a01f0b232ab5dbaffe880"} +{"episode": 15709, "episode_seed": 1798676242, "split": "train", "timestamp": "2025-10-13T02:58:40.479186", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1798676242, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving color pencils down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "99307", "label": "moving color pencils down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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UIOCQe5PH4VuvA5hZGVW34UN907TyePzrD1gW5lcl5EkwBkHgAEjoeO36U6dXnZc4cqPPtcRJL7SAvmFVWXcZPvHOOtdRocZChhwBxWFqlt9o1KB41KnBB+bcMccA/TFdHYyC3UL/AHVrkxL989HC/wAJF7UZARGCRnoKz1SKZ3aSRwWyjY/un/8AVVWe5E0vmMx2IwBPXPt/jU0H2VIN7KCozyVLE8VVBWfMYYqqn7iLiW1nOhkWaQhhgHOACnH+fWp1tLbc26Zi53HqB9/qBUVt5LwRF4yweMEqF4HfOalH2TzULx4LksF8snOeK7PaO+5w6WTFnjgMUR818jJyzDgqDgn8aiFvD5agyMQ4+YDGPn60t6ER2hW2jBlUIX29s4/TNLDBZ20cVqoJKhuX5y2ehPXpk1Xtfdvclaz5bFe5s7N3aRd3mdN2RyE/p9KzZBJbN5K75FRAHkJwct3FaslsvyeSFWLaMoFwuCQDVHUEQW8zXCZEh5VCf4cY+lQqt3a9zR09OY5W68lLtmXe/wArkHogz0zS2JM17ZQFDw5kfj0pt8IWLhAXG7dguCV5GB9Ov5Vr+H4I4beK6lGZJgCKjEy5V6muGhzSv2O80yza5ZZ5vuIMqDVnUEivt8SkBohkexqkmp7rIxQL85UgYqCO2uzPNcbym9QCD7Vxo9Ep2hujAql1eQKck8A5P9BVsNdGUqPLwTjv0A/rTxpzRRhlkO0cdcDNOSzbdH/pLgD723uetdkIznqkYLAYiesI3RDM0sUZ3TxAopKcEkk5BH8sUttFdy2kLTqqSEfd64C9/r0rTk0mCeAXLFywcDb2PekeCMOshyNpOMt0z1FbKjU5dkXDKsRKbbaS9TImeWPDSNu3EsWVcDkYHH5VUuod5nKsu4RrEGYfxDJ5roY/swnUS7Nq5ByckD/OKxNZeMW1ztKggMyr74wP51lKMoyS/IjE4T2C953OQv4iHdnlj3AfI+cjJGSfbvVR4j8q7gWwWBPAyMAfjTyJprkqsmQ2AF9c55/Wq00RhjRLkq7SAlschenI/HH51tVi7WPPpvqbMBcEeWhlIUgKp6DjnP4Vp2tjefZ0mSzLbsjHmnp9Peszw7GZgscC7VkYIo77R616Bd3KabbxExjy0xuxXBfWx3xoRklJnIWYNtdTC4BjSRR8jcsCM1fjuYHyu0wuylERxtIAzzn3wK1Nkd5cm+8vahXHI60SW1vNJvkiVm27QzDOP881rFxe6Oeph3BWTK+nh5bBCkKsGOSTIeTkj9Kfa20lu7QTlVUlGEinucrjn/PNTR6eke1beR4ArbsR8Z9c1C6TRSsboxzRMUww4JbPAI+uK1jGL2Zz+zcbX6DkZIkQLJu2y7dm4ZQHPHHbil37kQKAFxywPH3uD+WaoyvCLd1aLbuAeSQKASxbgj8f6VHfXATMTF1jVAMg5BBznj1yKmVBtm0aqjqZfiGY/aB5RByhb1yTjj6YFYBgvLmNQjbv4WkB5HGf6dK2Z7VLqWaUkhBGRuJxyuOP0qKREKrGm5FUHjGBwOv+etdDahFRW5iryd2eiQyrbQks3Rck+lZaX8d/IZPPUncAE7DuB+lUdSvioSFeS7DIz1PpUMREkTx7DGJMBjxneTgH8K8rDUeZczPRxNW3uo2IBeyXQZre3UMTl87tvoauoSdQWVWDshZSsQ5OQM5/CqWm2Zit4FuJGlKc5JxntyO9blt5SoAiqBnnArb3Yt21ORU7rUYbuaN0M1swV/lQJ8xVeM59+tSabNvgZfP8kiQjDLjPIIPPtVwP8gwBnHrStHFIAskalc5AYZwRTTi90Dp63Khhjs5WG9pYdilkxkk5xUbXCxK7CN08qYB3KYB5IJFLPClozXMTuucBkJyvUc+1UJLooBCHjYhQFjA65bkn2x/WtvZxmrohNw0Lc1ysUId2+7GDsGMkZJ/nXHa/It1eyqA2F2oR78nA+vP4Vv3zytKQhBBYAIw+7gMD07Vju8W5icPJJjCjGB83X9adCCp+8FSbn7pmCzWO4ViR5gypXP3R1H86hvr0RjYmeTsXA5JNWL+cwqXc5blQcY5zXMteGWbIdADlFyefc1zSg6lZnbGp7OirGsuZcRW915QUncjLls+vt61djY+RHHJctJI5Ct5Y3DsPTGKzbO2imujdEkOAUIBOGweOP1roLVkj2oigKM4wMAV0yUIuyOFRcrt9QtoboWsccQSOJFH3uWYD+H2ojkuWntmktZY8HB2Y4XGAcf561owvjjgcGpVOSc4I/lRzp7obppqxTmWzuLeRhcM8igqvzcq2PSklnZHQC3aTa5XqBu4B3fhyKs3NtBdQlJYgwbPPQj6flWRc3PkGYGbYYwUBIyQOMf1rSKhJWRDTi7llZuZ42ZlCbgT6Anjp14/UVla3eI1lJEqs25goIPUnn/AVYadpIGKuYwX/AHbg4OBjr7dayrs5TE7hUILADg4zx9elKFKKlzMp1G48qMT7IkySs/yRkkFunODwPyrpfDmLm9t4CMoi4xWVPIZFkaMFUct8vHPHer3g6XestwOqTDH0IH+Fc+LlzNHXg1y3PQY7aC2w4UAA0+S5jurhreI/In3yKy9X1DytMLpy24YHrmotPkNlojTy/wCtmYuc+nauaOx2J6mrLfxm3a2iAJDHLGqSozFcTOCpB69TVO2bKlh1OSatI+Cc10xqSirJnPLE1NoyaQ6YX4gkEdyJCScB+OPTIqpLIjkiaIkj5pF+9yF4H5VfDjyvfHFYd/Mq3ciCV03MA2B/s4yD61vTqObszkqOW9yVpVT7TMikyhMsgOOcZ498fyrNviLlZocOzE7MnpwSQM04TlYiiA+bu/iwfmwep/Kq8kjTwqRmPCu7EnGSOTVpKLvYybb0K2yOBnC4YuFDEH7pxnrWNqUsccSESHJU5I+gyf5VvpZ+S0Cs4Eb4c5+9kDpXO+IEIvrGLaAkhKkDpgEH9eKydRXNYU2zrvA1syWyTTjDldwz2rbmjuNT1WWPcDaLjGO9YGlyXd0xig+SFeGcdT9K6x7iLS7Hp+8IrhTbZ6WkUQSyImbdGAVeMZp43qM4Ozjms6133V2Ao3OxyfxrSdJbGYqspV1xgoa7KbpctpLUOfDzh78Wn3T/AEJo2UsB7dqq6k0Yt8sWC71IZeSO/wCdXJb2a6kBmWKRgACyrsY/UiqF6EnhaMs0QyMFhkZ+orWnTi2nGRm8IqitSmm+z0/MxXbLb3kducdPkBzkcZznnr7UhuN12oZN0e8sMLwWyeDz7ip3tZWlbAUw+Zv3Kcke2KQWxW5jXcpRXLfe5O4ccfnWlT3NZHJVwdejpONjMa1mn2Lu6xlwuOvOOfeh7YSRmSWIAtIQF6heMDOPp0q/HGlujeXvU92Y549AazpZzNG62ZA2kE47564/xrlnNy+HYmMFHfcha/SW+If5tjYA/wBrHH61f0+ZEnC7SS8nQ9iB/k1gaehnYzb1LCRSc5xxXR2lt5Zt2LoZPMLlfX/P+NZwlCMeW5c1KUrnTQuCCOnOBitCGQqVrGtWdUCuQWBwT6jsavRS5RWA6mshmwGG0Ef55qRZCCOnTmqMbgIc9fWpRJgjBxxTGJqUxW1kbAwMZDDIIz/+qsJmK7iFUfPggDru569fX861LwIySvIGcAD5U647iq8kdtNMJoopQWbPzZAHHXHTNbQqxjGzMpQbdzMzIblXVsF964A9Mnj35qOCGGSNmKlBtVQSMEv3xV90VLst5RUDlX3euc4H4VyUE9zqXi650qTV7m2jAkMQjQN8ypuC+w4PJ9Pej2jnpEago6sq+LZ/s1nZxKCpIbOTk9u9cxDOXEDbfu/d9iveq11qF1qLWxvJ5JQTuG7oOB+laFjDErgvISFB2rgc5p07U733HUbkkkbumTM9pGSByemO1a8T4OcYye5rEsk8pIiGO0AjBHbqOPWtOFyHAx2yTQ2m20QtjZt5AY8MfxqcPjJBHSsyBz1PfgVa3glselCGW3kKxHJ6Dk5xXP3UrveEZHyy4U4GRuHY49MVrSNvi2k8EiqTfZy8sD2rsGcPvB64HbnPFXCooakyjzGVJulXyyxwSy5xzwB3/CoSryrHuV3aSMBXx8q885/CtSWHFrtW3UkHIj3cDt1+hrH166ez0wSW8hiZWCjYcZGTwKPbX0SBU+7JpkhimeVB8uxhnPA9cD+tM8Gt5G6JukkefxqjrcEMOhQalp+r38yNdfZj9phWNLghNzPFjnapIUhvUe4FrQ22tG393iuaqmrXO2g97HVXLK7QwtyGkBxVjWWHlwov3SelZUkwa9Vs8JimXN8Z5wP4UzWUVdmtR8sGy9bTbSAMe5q6HIyPase3c46d6vLJwSTwRXQcJcMmISQMkDpWdNYyTvcOZED5QAZ6kdfpmrIlAUAnGazrm7theBuWlVgjgKScdv1IqoOS+EUknuKbYxpJM7oGR97EE7QR1FQi3jWGIMqylWJB6cmkl1uzigJMMzR8L8seev8AnrVK6vZZIN0MUiqSQWA5HoB/jVfvJaPQlOER95fLG5VT5jk+vSuY13NvqVtmQu2HbnqOgFamkw2d/wCLItP1K9uLWNmEccscsUYiPUljJxgDPHUnA71zOti5t9fntpzcb4bh4dtwAJAA2PmxxnAGccelS4pR0NabbnqemeEz5dmI3+91NSaxc+ZdOpI2JxWfpc5HlSA8MoNW5LOS8vigwYtwMje3pXMnZ6nXUTkrI0rORrHSvtBXE03K+w7CkWd5mLO2WPJqrqt5uukhUgKoz7DHApiS4Tvk1pF9TCs7e6uhqK43E1XvJrcwbZ3xHIdvH/1qZHJ+8O5ulQOLdYnilJ25B68g+orRbmDYyK+skUFyfMBIO1Wx17fpTJNctLkqkczSGA+X905BHb8zTry1jFpEsQU7SSCxOSOSRkc0k4tIp45PKxIUHQY+mR61o5RtbUftKluW+hnxSnUbh45DiJUPyjt9feqtwFtoWgiZnLkh5CRnp2/CovEGoFLAy2jtDIHU7kOCee/rVXxDo2r6BomlahfXFyJr0yGWFo+IMBSgY4+8wfOO34GlrL0JWgzTGbKnJH0rqLHiMN3FFFcrNjZtju696sxEnAJOME/rRRQIvJ1AycGn7jx9KKKpbCIbu4eG38xcbtw6j3xWBLrF1CZI0Ee1ZDjI6d/60UVrTSa1IkyjFrV5eXNxFIyKIpjGpVcHHA/PmuQGpXGl+Jbm/t9nnxOwXeuR8ylTn8CaKK2aSWhnF3Zz9wxDoPTI/CtWwY7k9wKKKxZozdtuRzWgOH4P8JNFFSh9S5EAAcdjip9xCEjqVooqiRxdlIHaueutVuVuSAUBSVkU7ecciiitKaTbuTIzbvXr+P7PtlUeZNsb5R0xmqWuyyPYxs7FiWA57fT86KK35UtkZ3dxviLxQ+uQW8EuladbGBFjje2SRSqKDhAC5ULzngcnmtTR2IVeaKK4q3Q9DD9TQmkYOSD3NEDE4z3zRRWcB4jZF+Biatliqkg9Bj+VFFa9TlHMgkiG4nhsjBx60ot4mmWcoPMHeiihuwypahf7Su02KBg9B16UsxEEOI1VQDgADpRRSk3cIrQ4eTXW0rUb5DpunXsM0iyNFeQbwGXoQQQR1ORnB7g1l3d9capq7X15J5tzcSNLI+MZY+w6fSiitZfCVS+NHa6NM/2KPnoOK6bTZGMbnPLdaKK4nud6OY8QXs9rrOyNhtKjIIz3qCPVbwxk+b0OBwKKK9CilyI82u/fZY+0TOA7Suc9RnAP5VJZSHypeBwVHf1oorpkkonMtzem+SxhYZ+Z8dfY1U1InyvMyd29Vz7Yoorh+2dD2OV11ymmDHGQp6/7RrI1HxHquo6TBp13eTTW9vK0ieZIzElwM5yTnG3j0yfWiitGET//2Q==", 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", "info": {"video_id": "99307", "label": "moving color pencils 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": "1e99393bb7880bf3c2926654a4b46fb4f7ac272f616dbb0752900513c91ce092"} +{"episode": 15710, "episode_seed": 2340083157, "split": "train", "timestamp": "2025-10-13T02:58:43.637471", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2340083157, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tape measure down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "152927", "label": "moving tape measure down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "152927", "label": "moving tape measure down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bd13d5eda0fbde9e5a2912c48d5728e9d677f134ce2b7fbf68af3a81e61d7042"} +{"episode": 15711, "episode_seed": 2157584338, "split": "train", "timestamp": "2025-10-13T02:58:44.788984", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2157584338, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 red mirchi is inside glass bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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"info": {"video_id": "217328", "label": "showing that red mirchi is inside glass bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "217328", "label": "showing that red mirchi is inside glass bowl", "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": "d1a5297cfd2edc5c593ee33cd07bc9cb6603cd2176aa3d67ea95d5472105c619"} +{"episode": 15712, "episode_seed": 2660637067, "split": "train", "timestamp": "2025-10-13T02:58:48.591917", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2660637067, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cloth'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "191860", "label": "twisting cloth", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "191860", "label": "twisting cloth", "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": "6f53ae4e82f6ddf52f13eaa2b3f201d1abf127acd22594e69cd5eb4069450545"} +{"episode": 15713, "episode_seed": 1940408542, "split": "train", "timestamp": "2025-10-13T02:58:51.654113", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1940408542, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spoon 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": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "213693", "label": "bending plastic spoon so that it deforms", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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bRxy3l9LI6gF1TAXPp64qlqtp4PkmMtxb+dIoxudiT9BitbWbdWspfsqmSYDIUttLew9/rXkl/qF3DcvBc28kEq/eV/vCsak5R0SO6nCK1R1N1Lo9m/2+zvLmOaIEqrN8mO6kd1I4xUcVno8BvLMo8cocmEo3yoMZAI79RXEX14ZkWNVYlxt9cmuzuNLkW4a9dWzNDGSrcY2ooOPypJyYTUU7tXM50bGSKYsYL9OB61YcKUO7pnmkjj+c5JPHSt0cDK00IYeme3rWZcRBowNpH0roJYsp24rPMABORV2M7mxpGlzanfRwQjAPLt/dHrXoM0MGkWSpH8qouFFVtMt4vD+nhTt85xukb3rC1jV3uZDzle1Y1KiSOynTsrlbUb5rgt85PsapwK84KsSExyRVN5GMmB0H61qQQvHBGCck8k+ntXLRTrT12RdSfJHQqtpdqpJyeTnnqa24FSDwbJFGpC/alGD+JrOmDbCFxn/aqQ3Mn9ltY8EvIJdwOOgIx+tdqpRi7pHLKcpKzZSfluBwKjaMHBOODkfWpCpHGOe59aQL26ZNWSMGVBwcHOaJMmIbSMgZOfSpkVGx13E8g1hWyTaj4uuNLl1We1jPm+UI0DEsqFgvsODyfSrWiIYahkshIHeq0I+fGep6VQ0i7ub9Xa4meQKF27u2etb1hYG8ukiAPXJI7Cs5blxV9De8PwrDE9yw5J2r9K073UlWPG//AICDVaRTZQ4X5QBgD0rm7yV3l3b85PSuWdS2p3Rjyqxc1K7823dFVc4ODjnNVfAq3SeNdOjeSQx+b0ckjOPemW6ltzsc49amhuJLS8juYZWjkiOVK9j606acrTuZ1JrWI29nt57iaWNGSQyuWzyDyeRVP3JqVtskhYcNk9utR7DnBrZK25jKSb0GsuRj+dAGSDjoOaceucZP86qazNJBpjywsY23qoI+tNGciacZbcCc5xzWlEuHHPBrA1mKK20KDUtO1e/mU3X2UfaIljWchNzPEBztU4U7vUe4HUR26sV3ZAzn3psSJkQAAAHP866rTI7fSbYyS4M78kZ7+lZGlW3mXe5xlYxu+p7VFqTXCTPK3BPCnPCiuerKx1UY9TUvdUlunw6wheysFOfwwTXG6zPbadqjm3I+dR5mM4Dnoee3atW2dUDHzSxxzg8Vx97HLd39xK4+VmK49u1YRnc64na+GrnTDpc2qXeZdTX5YkZeFGaqDMkkkrZ3yOWb61X03a2nwRhfLKKVJXq7ZySauGNs8/hWtJynaTOevUWsURkAjA7+tIFyoAHQ8GnkdvyqWM5wWXAUc4HWuiKOSRVn+dQcHIxgjoazrpMMgB571FbSJe+NJNLvtSurS2eXZHJFLHGsfQksX4xjPHUnAqvaRXC6nqVpcvcH7PMYwtwAHXBI+bHGeB049KqxKNKCPdgAEseBXbR3EGkaXFb7uVHzY7setcnZwsk0ZUk7fmye2Khu9QeW5Kls44AzWdSfKdFKPU6X+2SSZBjOOB6V5x4hmlu9bnnbJLnA/AV00blo/ekm0gSoHdRuFZRfOdS0OLWF/llQkEEFcda7qa7uZLe3SZy2UDoc9FPGP0rFWzWO9ZCAEzu+nrW3dlXitAhB2QBGI9QTShGUpeRFary6IqFQRhgPcdaaFwTnuOKfjHuKcgXlQuW7GupI4WyM8xkE4LHqRVQhjjLYXpk0eIpJLTSGmt5GR96ruWs7XdI1vQ9D0u+vLu5WW8MnmwlMCDAUoGOPvENnHb8DVkHc6vezysdz9TWPIxbbk0UV5dV6nphEgMoyOprWPyrkGiit8FtI5sT0IXG4FiTxUJUdcd6KK7jnHj5lyRULctiiigB8R5BwOQc1xWoahNpPim4vbbZ50Ujbd4yPmUqePoxoop9Ceo3w+irHIB0AUfzr0XwxBGLJptvzsxBP0oorCodFDcr+IJ3Mnl5woHauYdz5iLng0UV59X4jrLsKgQ/jSuqhelFFd9P4EcdT42RP8oYjtUYkYoh4560UUyQUZTPfIqprygaTJ6B0NFFWiJGPrPiRtdS2hl0vTrYwKscT2yOpRFzhAC5UDnJwOTzXoSKMLx14oopSCJuacNmmM4+8zHJ+lcvqtxLJdlWc4zjiiivOxR30tkKn+qIzjPFR3MEaOQq8EmiisqHwM2W5egRUt4wox8ooWZmjYnGQcUUV6EPhR58viYg5359DVu2iUzIpHBBz+dFFax3M2cLqesHS9f1KM2FjexSz7jHeQ7wGXoQcgjryM4PcGrOiXk+p32o3l3IZJ52WSRsYyxyelFFWyUdNb/LZTuPvEgfhXPv/AK/NFFcOI3O2l8Jt6UgedFYZFbF4Aq4HSiiqpfCbGBgedKe+4VKn3KKK2p7HJV+NkTEkgH0pY+/sciiitEYszvFZ26Kcf89Frl7jXtS1DTINOu7uaa3gkaVRJIzEl8ZySecbePTJ9aKKsg//2Q==", 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"info": {"video_id": "213693", "label": "bending plastic spoon so that it deforms", "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": "bcaf3012e123a2b9524b6fdd224ddf80a3857178f974f66f8e426584844209e8"} +{"episode": 15714, "episode_seed": 1425228130, "split": "train", "timestamp": "2025-10-13T02:58:53.079635", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1425228130, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking remote control so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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oqNyzmrCT7Hd/2TqgWXb/AKiVh95ewqXWNAXUdf0TUYwAtnIxkI/u4yv/AI8B+dX9Z0wala/J8s8fzRt/Ss1dWkg0BnmUrPFJ5bqeoNOK1Jk9C/rWsW2k2hmnbnB2oByxrwXWrxrm4kkY/OzFv1rpfE3ia4vJiuAmMr0zgVxF1M0z5/DitHorIyV27s+gdS1TTtL8+aO3EkqcsR0B/wD11ysOoT3s8jTyuXZt2T0Pt+HpVjxheRR3NvotqAETEs2OrH+EH+f41lxnCfL17VxVZa2PRow0uS6lrk9gJobeHfc3Nu0cTA8ryM49yM/pXN6Zoc2q63FpMiPDKXzIGGCigZOR6EfnkcnHG9BcxRXBlnjV5IyfLfunGDWx4MivJru81qe23ySuttCxOPLiUdSOvWroza0JxFNfEdtAq21tEgUByqrgeoGKU2kTxSowLCU7m5747U9BJHkyMHJ7gdPb6U/aRypx7EVqc5k7r/TVkDbrpAuUOOQB1B98fyqW5ew1jTpoZZMRMACc4I7gitOq1yttDbySyogRBuOeOnNAmeBeMphL4mvRGcxrLsBb2AGT+Vc6yRBDnLPVq/uzc3M07EsWkZ8nvk5qk8mcnOM02yT0X4OWST6rql4PvwRoiE9t27/4mvWBf/8ALNQJpR18sHFeZfBYon9uE8AeQSSf9+vSBPPcswsokijzzMw6/QVJa8yUWqz3K3LwtDKp+8rD5vrUOt3SafptzeXDBoo1ysZGNzdh+eKmYpaKPPnZ5CygknHf0rz74m+IFj1ay0ZpPKiEZndmUkOxyFH6H8/wppXBtrU5C0t7zVNYW2wGuLqT7zEEEnOTn0HPHt2Nex6JoVro9srxq0f7sb4ycqp7479a4/4caZHeyTatIhBhIjhJAzu6sc/TA/E9K9IyS3T5R+tOTFEi+1Kjp5h2rLyjHgdOn1p80MV3bNFIA8Ui4PuKWWGK4iMciB0PY1R+xXNs0ZtpQyrldjf3T0/I/pSGc1cQz+H4dSsi5kgltJHgb6DkfWvHNQnDzMU6Z4r3PxjeTW/hK/eSIITBtLZ/iY7cD868HcATMRj601oiWUjFICrMvBORX02yzxylLaAgMATIzcfhXzRNIzbTkk7hgV9KGW41Bglq/lW44aXu30pMaHPLHYKZLq+PH8A7+1UDq/2o5RVSJcbQwyT9aw9SeBdYkt4mLiI4OTkkgc/qf0qSK4RYc9ic896551HeyO2jRjbmZm+OtQQWTwxkiW6cZBIAAXBx7cD9a6LwRoiaZosMrxmO7kUmYH35AP0GK5S5sH17xJpaKAYI5WM5bH3eD/Q16aJUlJRCdp4Ljp9Aa1pv3TGsrTsugrI0shBI8raRjvnPWqYubmzuBFcJvgJws2fXoD71oYK9OnpQQHUhlyPQirMSqk1rqdoUbaySKQ0bdfQ1458RrNbHU9PsxM0xityN2McFzgfhXsxsbfzTKI9rkkkg9cjB/OvC/iHeLJ4tu4Yj8lsEhXv0GT+pNMlnMSuViZAFUD0r0T4NSS51sRJl28nBPQffrzSRuOec16b8GbqJJtaWWVVL+TtDHGfv9KQI9UW1Od88zyEds4X8qU3KDzQiF2jTdtUcsMZwKs9aoahFJGEurYfvIzhgP4lPX/GkUeIS662r389xceb9rlnO+ArgxjoAPp0wfwPUV7N4b0dNG0mKLaBNIA820YBc8n8un4Vx+m+A5G8ZjWrxSAJDNxghm55PryQa9EjiKAF3Mj/3j/hVOVyVGw8c4JHNQz2/mMJEYrIvTB4PsanopDK6TSLKySocFhtYdMH/AAPFcf4/ngs9MQwriW5uAXIPXap/xFduSAMk4A9a8o+J+opLrFlBHJuWGEucHjLH/AU1uJ7HB3LvcTOW7nqTVOaFIgMSZNTySrvJxknke1VpvnAGQAO9Nsk7u1ll1C6mvrlt80jnJpdQupLZcoQMfpVoLHZWnuB3rnZbyG6vfJnmC552bsFvbNcS1Z6d1FHW+DdIbXbk3Vwp+xQN348x/T6Dqfwr0q2tIbSLyoV2pz8tcZ4W1gkxW5kgs7CAbQpwu5j0Uep6k127okyDPKnoQf8ACumCsjjqScndjJ7qG3XMjge2eayZ/EUUMh3YCD1FaqWduh3CJSfVuT+tSPDFIMPGjD0Kg0NNiTiulzDj8X6az7XMi+4QkfpXL/EPW7WPRgbW8eWefKKueFB6nH0/nXZ6tJYaPpV1qMkESrbxl8hB1HQfnivnq5u7vULh5biVpGbu3Qe1NXW4pNPZGS+ec00tuTOKlm2+Yw/WonXKnGaZB6N8Ifs7T6olzcbFYw4i/wCeh+b/AD+Ne1ABVwowAOAK+YfD2uJody5kDgTY+dDyuM9vxr0zRfFk4g82zuxPH3DHdt+oPSldbFWdj0m6sIbsP5gPzLjI7e9eceMNE1DxKltaTJuazJXeBz25/ECu/wBMu4ZbdZWvhKzjJDMBt9sVeHlNKWBUyYwcHnFMDE8N6H/ZGh2VkZWMcceHjIAyxOckjr6YrdVdoAXp6Ukkqx/eDfgpNVZZbuYFYISg/vOcUmxpNlzAznHNDMqKWYgAckmufmttdRv3AhPvvqvcahrej2ct9qMlottFgtuHPJxgY+tJN9huK6M5/wCJ+vxHQhYRBg0sy5JGNwXk49ulePPKXKj0rpPFuuN4k1U3WcRqNiKBjjufxrl3U8Dp71RmxzsVYfUV9PW+oWS2IlEiRRImcEgYUD0r5bkOAM8mu+0PUX1y1WYQNEhOCc5D49PaplLlLhFydjrJfIu7ie4i3Bp5GkBPUZJOKi1Gdre2O3HyjJNOG22hBPBA4FUYJba/1IR37yCzjBMuzqx7LmuZLmZ6F1CJu+C7OS+kl1GaH/RWQooYfePQ/lXdRoI4wigBVGAB2FVdMa1bTITYoEt9uI1xgACpH+1SfKNkY/vZya6YrlVjhnJzldjpZ4oB8x59BTPt9qPvTop/2jioJNIinH76WVie4bFUX8Jae7Fnedv9580e8HuE+u6gtno1zeLcokMUZYspyx9h9a+cdQnkurye5mOZJXMjY9Sa7fx5LHBrcmlWTCO0t0TzAD96TqSfXAIrhp2zIccrVGbK7MdnzcYrb8Ja1baTdTpcllWbbiQDIUjPXv3rGcAg7siq32C7vb62htQd7Zyw7ClLYI7n0HoWtRTMv2u8LwFcxOHyv5iusjvLaVN0c8bL9a+drddS8O+ZtufkUbnRh8p75x2PuK3dP8fWEEaTXaT7M5KQ4YSewPb8alTuW4NbnuQIIBHTtikLgdifoK5vwh4007xZZF7YGC4jwJLdyMr6Y9R7101WQVppLnbmKHPsWANUH1HUUbA012HrmtiipcfMvm8jGudXt47V21K3a3CoWPmEEYrwfXdSk1PVLi7IIWRvkU/wqOAPyrd8a61NqfiW+QSSCGF/JSMOdvy8Zx6k5rnJQxiLOMAADNUiJO5RLYYFjxUczYzj1qQqrcjFRTBicZpsg7rWLzZGQTgAZNeS3d/Lc6hLchyNx49h2rtfFl6Y7CUA8v8AIPxrz49a56S0uddeWtkWzfXDKga4lIjOUy5+U+3pXuHwz8ez32mtb3z+ZJbkK57lezf0NeCVe028utPufPs7iSCXGNyNjI9PetjC59dxarZS4xOoz/e4qZ7y2RdzTxgf7wr550X4jXVuUj1SL7RF081AA4/Dof0r0G21uxv9JmvbKZZUjjZjjgqQCcEHkUDsg+JevCXQJrWLIjkdYx6sc5J/IV5Ku9I8E8VXn1G6u1jjnupZUjztV3JC5p28i3Jz2oZJCGLMCRkZqSQKy8cGqiPyQe1Lotp/bXiZ9On1Ga0RkkMXlpvLOqFgvoBweT6e9Aipqx4gIOD83T8KisNXu7CdZYpWVh/EDg4/rWclxNcIDLIzcZAPbNOpNXKTaPRNM8dRkD7VlWXksg5/L/Cu38P/ABO0Cxu44Z5ZpZLg4afaQkQ7A5557mvBgcU7fQkO59nQXEVzCssLh0PQipa8I+HnxAhsNLjsr6+WCaE7FMv3ZE7c+o6V6rbeJfORZEWOWNhkMjcH8adxWOirzX4t6uYdNs9PibiWYtLj0UcD8zXRav4sGn6dNdvEY4oxlmHzHrjgfjXjvi7XrbWtSgaCVpIYkOWII3MTk9foKYWMndGkWep/lVPJLnac1LOVWAleKydRnkhs2khdlcEAEUkSX5FHAYEEnrXqWnxRWcKRRIFVQAAOgFeU6xbW8Gg2+p6fq9/OrXX2XNzCsa3BCbmeIDnapwp3eo9wPWciNAR6VhWex1YZbjNQusIQDye9cPJ4ytbO7uYJbeZwkh5Rhh8euelb2s3y21pLKx+6pNeQvI0js7H5mJJPvRSXUeIlsj6B+H3xMttWA026iW2mQZVAcgr3IPt6V6ijrIgdGDKeQR3r450q7m0/Ure8gOJYXDLnofY+xr1zR/inbriK4juLVT/Erb1H9f0rc5tz2yqt/exWFq80hHA4B71y9j4ke/tlltL+OaJv40IP/wCquA8f+KtQi1FtNiuB5bQDzSRlstnoe3H86YbHM6jdtqGo3d6ZNxnmaQ/ic1j7iWznnNSRSgQsMjp0qmr/ALwj2pElx5Ay7TzXY/Dq3inuryWRQTCFC598/wCFcLoKW+p+KhpupX9zawStsSWOWKNY+5LGTjGM8DknArsfh/8AaLPU/EdnKbgG3mWMJcACRcFx823jPTOOKzq/AzagvfRNqJfW7zULZIyM7lDDsOg/lXE+JNEHhu+htBKzl4VlYHsTmvU5hbaHYXF2xG5hnn1ryDxDrEuu6w95Kc/KI1/3R0qaLua10ra7l/wn4jPh/wAQ294zsICdk23rsPf8Dg/hX0dpPii11K2D21zBdqMfNFID+fpXygiljWvp11Pp06T2k8kMw6PG2CK3OW59XLqMRHKOD9M1m32v2wM0QnjQ2675lLgMoxkZH0rzbw18T1cra64FjboLpF+U/wC8o6fUce1cp4s1G31LxRf3ltMssDuBG46MAoHH5UDbSKbTSXd5LcjJaR2cknuTn+tFzM3yhjnNVrZzuGM0XkuJBg9BQQSRbXzuODnFNb/WAMcjtWdqdxJBp5eKRkfcvIqbXtD1nQNC0q/vLm5We9MnmQlMCDAUoGOPvENnHb6g0BYXxdIxaFCeCSa5eiis4fCbVPiHr0rSsbWKewvpnzvhRWQg9y2KKKohbjIRmrUTMgIViobrg4zRRTASTjkVMzFVwOmaKKGIjgG6Ug1QXUZ9H8QSX1rs86FmC7xkfMpU8fRjRRQBmwjaNo6AAVMKKKQCUooooAt24+Un0rZ0nXtS0WTzLK5ZB1aM8o31FFFMZ6d4pu5bnwF574DSiFmA6ckE15YpJc0UUCZZnJ+zr9ayNSP/ABLm/wB8fzoooQh2seJ316G2il0rTbYwIkcUlskilI16IAXKgc5OByea9llJ8ofSiiuev0OvDdTiPGErrpkoB6kA/TNefCiitKfwmdf4jQ022S6lkRywCxM42nuBmli60UVoZPY0tPv7rTbjz7Od4ZB3U9fqO9P1DULnVLprq7k8yZwAWwB0GBwKKKZLK+47PyFLbIHugG6GiikBTOtHSdRvozp+n3sUsoYx3kG8KyDggggjqcjOD3Brt/hpfXGp6hr19dyGS4uHikkfGMsd3bt9KKKzrfAzah8aE+JN5MkEFurYjdssPWvN160UUqPwhiPjLVuoaQL0GCePpWtqcEVvf7YUCK0aPtHQEjnFFFamPQYijIqfAKiiimIWDqT6YxTbhieT1zRRQLoVdU/5BrHvvWqV74g1PUNLt9Nu7yaa3t3eVBJIzEs+M5JPONvHpk+tFFIa2P/Z", 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", "info": {"video_id": "188274", "label": "poking remote control so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "188274", "label": "poking remote control so it slightly moves", "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": "e6bdbebbd4713f87b1088948d186f71b92540a4b8c9912bdfa909b03b32a9d7d"} +{"episode": 15715, "episode_seed": 3639511102, "split": "train", "timestamp": "2025-10-13T02:58:54.189747", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3639511102, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 comb from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "200140", "label": "pushing comb from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "200140", "label": "pushing comb from left to right", "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": "c458b35cdf8d58456baaaa76bcf8a1a454046d5cabf9f0e34e53f57532706824"} +{"episode": 15716, "episode_seed": 4213343219, "split": "train", "timestamp": "2025-10-13T02:58:57.918088", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4213343219, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a stick down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154237", "label": "moving a stick down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "154237", "label": "moving a stick down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "99d7c16994ad4f204014f701824ec1289e80f56ca49a321e0664b2658e103cdb"} +{"episode": 15717, "episode_seed": 2177709059, "split": "train", "timestamp": "2025-10-13T02:58:58.869008", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2177709059, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to close baking cabnet without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "37953", "label": "pretending to close baking cabnet without actually closing it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "37953", "label": "pretending to close baking cabnet without actually closing it", "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": "09e8a5cb6d598d14618187ce3412a108e9997e6824339b328a05372a96afb06a"} +{"episode": 15718, "episode_seed": 1121034643, "split": "train", "timestamp": "2025-10-13T02:59:00.239267", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1121034643, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flashdisk across a surface until it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "5115", "label": "moving flashdisk across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "5115", "label": "moving flashdisk across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "58703246bed26f4779f64a1110678c06e04e328f842c4e4beef75bd2f50948c6"} +{"episode": 15719, "episode_seed": 2857104138, "split": "train", "timestamp": "2025-10-13T02:59:01.200445", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2857104138, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 choker off of the pillow'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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ZaRs4HYAcmuS8OaRqGn3pa5Qq55LdiK61reNp1ndAzqMKT2oNUzz6w0fUNTYOq/Z4D/G4+Y/QV12l+GrKxYOEMkv9+Tk1rQwBcADFXEQLUxSsZuTY6KMACp9tMUCpKsQmKzNT0ePUoZImlZIpRiVAOHH9D71q0oHNAFXTNPg0+1jt7dNkUYwq1qIeKhUAfSpVPFIViUGqOqWQuITKo/eoOPcelXQa5mCa61DxhdaY2r3NpF+88oRoGyyoWC+w4PJ/rQNbk+nBh5mRjOKv5rmvDFzcXLXUk8zyZCEbj0610lRezKHZpRim0oNaCFIFMaMMMY61IMUvFArGS2gWEl5DdNBulhOY8nIQ+oFbMKbQKAKkXApCaJlNSA1EprK8TXc9norTW0rRyiRAGU880wsX9Rs1urckD96gyp/pUorltTuZbfRYdQsNc1GVWufs+Z41RZyF3M8ffap+U7vUe4HVKeAaEykOwKd2pu6nCgY4U5RTQcUoagRLinLxTAeKcpoFYmFSLUIapFagZV1OxW6hDAfOnTHcelc9DteWRApXZgEEd6bFqEt141n0y61a7tLZ5tkbRSxosfQkkuMYxnjqTgVW0tbhda1eO5e4LxyhCtxgOMFh82OM4xnHFCt1B30NMQj0pwhGelSgU8CgBixAVKFApQKWgQ5RxUi0wU8UCJQaUqGGCMimrTxQMpXWnpLblUUB1yVOO/pXPugQEu2CO1a/im7nstDea2maKQSoNy9cE81x/irSNb0jRrDU7m6uPPvC5niZOIgu0oCcfeIbOP8A69Cs3qNyaWhuIOlSiiis4CJB0pwNFFaALmnKaKKAJAcipFJxRRQMkBOK4C/1CfS/Fl1e223zopW27xkcrtPH0JoopCRY8K/KLkDoAg/nXSZOBRRWctxiljnrTweKKKuOwDskAGjJooqhEisc4qQE0UUAPBPrWN4sP/Egf/rqn86KKQupzOreIn1qK3ik02wtzCqxxvbo6lUHRQCxAHOeByea9BBOBRRSW5aFFPHSiiqACTSqTRRQIlU9KeOtFFADgealXpRRQB53qurtpviHU0NjZXkcs4Ypdw7wGUcEEEEdeRnB7g1b8O3k+oXmo3l0/mTzuskjYxknNFFIZ0FOU0UUxDgTSgmiigQ9KeCaKKAJAaehOaKKBmJ4xJ/4R1+f+W0f864m71vUb/T4dPurqWa3gdpFEkjMSWxnOTzjHHpk+tFFJgj/2Q==", 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", "info": {"video_id": "207699", "label": "pushing a choker off of the pillow", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "207699", "label": "pushing a choker off of the pillow", "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": "936e81d164a6b027cb5673dbe8f7bc32bc66a2a7ceaac7c9a8530a8ffed630cb"} +{"episode": 15720, "episode_seed": 4037301368, "split": "train", "timestamp": "2025-10-13T02:59:02.149511", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4037301368, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that a perfume bottle is inside a drawer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "4754", "label": "showing that a perfume bottle is inside a drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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Yo7qHiN32uR/C3+BFdz4UuEiZExgDpXbHcJ7D7nwBazPmMNalxkFOV/Ku20+3FnZW9sDkRRqmSOuBitSSOObTVdcZRgfzqoE9ampdOxzpLclDKFOR2714eJPmOPX1r20p8h9MV4WB8xOcDNYyLRdjbcelQa1b77DkfeIX/P5VZs0LuOKu6vCPIgQj725v6f1rPZlnl95ZtFISmRVUM6cMDXZ3enggkDismXTVbPHNbRqmcqaMmCdkcNG5Uj0OK17QXQR9UeFpIAwjd+27tmq0ljFGmJF+bsa3tIE1x4dudMjK/vRwrH+INkHNdEZJ7kOi7XF+321xBxlHPUNWj8PohJ4tvJQfljt8Z+uKwZtKvrNVNxbOin+Icj867H4dWwF3fyqB/q0Un8Sf6VUkkmzGN7pNHokeAOR+VYHiuRQbPbj+P+lbyr0rmfGB2GzJPXf/AErhqfCzsp/EjNS44HNcl44uydPitwf9ZKCfwFbKz+lcf4ulL3VuP4UyT+J/+tWVJe+jaq/dZ3vw8cQ6RI2cb5cfkB/jXeCZZ4GQ9G4ryTwnqQj0uKOOZC2WZkDcgk+ldlbauygbq9BVEtGec4N6mBer/ZXiCQIPmlj8vrxy3X8M1DepN4bmW5tjkSLlM9C3+HWtLxBIk5julUHb8so/2T1P4VzNxdT6tqUemPJxHhEYnI/3qE09iZJp3NprxNRt1u1Xb5gyV9D3FUvDab/Hlpx9yJ2/Q1a+zR2YlhjYsFOM+4GDTPCCiTxwxP8ABbN+tYSVrnTT1senIcf/AFqkMjd+RQq8ccinhBiuKx3HDW6ZYADiup0eLLD2rh7PVXRh5iBh6jg11+jaxYs65m8pumHGP1rdxZyqSNzW5NsFrDnqWk/LAH8zWWrNjpk1Pqlys+ofIysqRqoKnI5yT/MVWV896mS1KWw4Ltbrj0qWM7zg9aQc9ql2jA+UUIGYviOx8/TJXCZkiHmL68df0ri7OYSYFensoZdpAIPY1wWseH20S9W4hObOZsKO6Hrj6elb02tgUmtCzBIVCEdDXU6RdYAGa5CM/uvwzWfpd5eXvi2fTv7YubOP94YhEu7LKhYL7Dg8n0963i7MUmrHb+OGEi6cQevmf+y1hafH86ntXLprN/qiRm9vJZ/LGU3n7ueuPyFathqktu4zhwOzVjVjeTsZxdj0dF+zaRcSDqY9i/VuP61kKnzHnFMXX4byyjtVieOQsGPcYA/xxTkbJ4rCSsaJjmg3Lz8xFVZ7ISIVKZVhgitBD07VJjjFJBc8vv4JNPnubRuY2G3B/iXqD9RWp4fvQu0Hg1qeLdOV7VLr+KM7SfUH/wCvXP2aiKVSvrmuuEr6lbxPXtI1AS2xjY/KwxV5fl+lcPpV+VKDPFanivU7m08LtcWc7wziWMB0ODgnkVpKPMrmLXKdOMFTj0rwgDMhz6mup1HVtQg0eK+svEOpSBpzBmZFRZiFyzR99oPBz6j6VxUM7oc7s/WsZREpHT6TBvkAxVzVoibzyx0jjVfx6/1FZ+i6pBFMvnKyjuy8/pWlLMl5PLOhykjkqcY46D9BWEotbmiepky2pI7VnS2XzdK6XysjpUT2uTnFSUcNMB5xDANE2fzq74XjP25gWygcbT60l5b/AGa7ntZuI2OVb0B6H8KdoTm3lx/ErYNdseg29D1i20Zby3yBk4LAUWGn21k0jW8CRtJgvtGN2K0/DN2kkEeSM8Uksfl3UqD+FiKdVbNGC3EXBPNch49YIdPXIyRJgZ/3agGpXE/ji50u41e8tLZptkbRSxosfQkkuMYxnjqTXHeKLm/l1Fra+uLmQ2ssiItxjenOOccZ4GccVjOPulQlaRYE3zYz1rnfEkTSAbFLMT0HoKsQXcsZG75x6H/GppsXTbgpGByD6msIpxdzaXvKxxYLRvkZVh+BFa1n4k1SzwFuTIg/hlG4f41NeafuJO2s17FlzgkV0qcZbnO6bWx1Vt4zimXy721ZM9WiOR+RpdLa0/tcvaSxlCN6MTtZDnpg/mK5NLSf+Fd2fSuii0GBvBb6ws7/AGuKVd0LYx5ZO3I75Bx+dUoroS4ya1R1k0XlwZ9aXwIm/wAWX7/3LcD8yK4u11C8hQIk77P7rHI/Wu5+G6mTUdTnYfMUTOO3P/1qmcGotsdNpySPSFUjFSqc8GsjxK11b+GJruzuWgljmiXcvXBJzXN6pH4l0nS7C6uNXuxLcl98ZXAixtKgnHUhs4/+vWEKTaudUqsYuxzMROQK0bbgg0UVqzmRvaaxELAf89G/nWrExoorCW5oi6g4zUyGiihDY8j+Wax/E6iTw9MW6oyMv13Y/rRRVw3Ecrbcw5NchLqM+leJ57222+dFI23eMjlSp4+hNFFdKCew7S+FYdgAK3LcUUVE9zM2bP5ZxjsnH5//AFq24yRRRWEi1sXIicDmp1ORRRUjMzxMgbw/eZ/hQMPqCK4ixJZVJ9aKK6Kfwh0N2xdhIcHoa0/E8rHwm+T0mi/maKK6IbBPY57UdbbVoIEk0+yhMSKiNArAqo/hALEAc56da5iPrRRWMzGJp2w2qWHUA1t2fECAdAo/lRRWEzRGjGeKlIBAyKKKzLRznimBAkE2PnDlc+2M1gaaSLoj6UUV10tkPoeneGp5Ai4NdTd8yb+7KCaKK1n8Jl1PNdT1AWPiDVEays7pJLjcVuYt4BUcEHgjr0zg965rXZ5L27+1ztummZnkbGMk4oorKfwkx+Iz40XNXIVHzcd8fpRRXLI6YiTRrg8VQkiTJ4oopIpkAYrviGNh5wRXReHbeO8sprCYboJFYMO/XPWiiujoi38Jp614V0u30eO+t45IZCm4qj/Ln6HNXvhiBjUG7/ux/wChUUVc2/ZyOayVZWOw8UDHg29I/wCfiD/0I1wFxq19d2UVlcXEkkMLs673LElsdcnnGOPTJ9aKKKfwozq/Gz//2Q==", 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", "info": {"video_id": "4754", "label": "showing that a perfume bottle is inside a drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d578f6c38dbb15a4686a23513202bf4cc39d6d5bb4cd3da4ac89f6b26b58d08c"} +{"episode": 15721, "episode_seed": 1266782821, "split": "train", "timestamp": "2025-10-13T02:59:03.630726", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1266782821, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping card up with card'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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DLEd89cn1rlqytotWVCN3qX/D+pzC4C3OXST7r4wVPoR6V7PY+MLCe5tol0+ceaURnbYME8bsZyea4XTfC8eq+IPL+aO1SPdO8YGV7DHua9K0/wAJabCBMIZpCpDIWkwOPYVGFs05dzbEvVLqdADGTIqqDInXis7UbL7TApkJGSRwMcdavtd2tqplmmt4ZW5YSSBf5ms681vTJGP/ABMYSUHAjUvx+FdDWhzHEa1YzWy77xD5CdJ0cDrxzn8KwLy1t5LXb5kc8Y6K6cj37j9a7bUdatrm3ubaRJoQ6siTBN4GeASByPpVXQbG0bRYra6exnnBbcIz78dcHNJJx12E97NHPXEEFvtt4AEUovloGPcZ4Jycfj6elVJPLJ4YjBwQTyO3P+eldLrdjHA8OxCu1PkHUgr069uawZ7WMLxggDqRz1ByfxrWMpPUpFWyQNrVuikneSg54JAOcfjisPXvCGoWllcT2nmO7Sj7PEF3BULcjHr/AIVuQBLXV7N87RHcLIFB6EtjH8/zr0C4jGT7VjUjd+8ik2tUeSfDaG6S41mC7E2+F4z++Ta3O4dPTiu6jnlstUt5raYRPKrREkAgg84wfpWrFbR4uJAihiAGbHJxmuZ1Efaru1tUJEgYyKwPII7/AK15dZ2ru2n/AAx6FFKUEmad9qOtQ3rKNdvUTaGCReUqjj/cz2PeoU1LVZFXfrmpg98TqM8+y1VuoprW+khuJxJLINynbgKuAB35x/Wp4ijogR1Bxwvcc46euRXq0XeCucVZJVGkhZrrVCwC67qQGAW/0pgwGe2PWqE8F4LG6gM8k0NxnzFaTLhiclwx/izjI6H2JzWskIdW+ZQ64BxwQT79/wD69QONsbK4KjBGQO3T8q15U9TFq5DZ6TA1vaXNtKhkiAWXapVScc8HlTVWRpFXOws3zErgfLt6f571oiJ1lEsbFZOMso4b2I7jt9aSVFkeQkR5OM47cfypcrTGYkzkjy9pQfNyRwccgV0GnaPa6roum3co3NHGDGSPusMjP6Vk3MY2NjBPUbmx3/n/AErpfCsvm6EVIwY53XHp0P8AWpqJ21Gec+IPhfMUkuNNuoxMZXlMTR4B3HpnrxV3RtNguNUt7aGR08z5OGJA/CvRrheDXhHmzR3CC2e5jPIeUSMRnJ4B9K5ark7O9rHRQas01c9lsvDEJB3avFOwwp8qIHGM8Zyeea3E8LWiIuZLmXPIAAA46dq4Lwd4nl0u0ljNusskmARkgArnkAe1eraNqy6jpVpd7FzMCGCHIUg4rohNyjcxqR5ZWMOXQbaxYSpbFBsfLM4POM554/Ouan0sxhZLOQvKT86gxjPXJyHP6V6W9uwLPJydwAJ/GsLVvDdpdiSePdHPtYqeqA46le/0zRzNbGTS6nCXVjctA5u7XzEUbizqrKBn8aZPbWdjplm8MMcKyo7P5MW0MynBJA744zWt4d0WLWbKWWe4J2P5YEaBcDA69fwq7q+lR2On28UZdwjsMsB0PbitFKafK2KPK/eicc+xCEICscEbenJ4/L9aoXbRvFvQA7F3E5PGegrbktxtOFIBPAYZBA+7+AFZd5DGI8OPlYbG+X+Hnrj/ADg0/esaF/VvCCajcm/IJ/c7VUHG44yG/DNcroPh/UNFupF1EOsk6Ltd3B3EZyPbHFeqaXJ9o0Oyl9YFHPqBj+lOSewg1G3S5jha4lO23aVMhT3+meKwjaErj1asYelaNf6gQ0ELmIAfMw2pznOCfTNdXZ+GEjU/aZ2kkx/q4vu/TJ/+tXRWcLbSJCP91RgVcZRDGFiAUkdfSteZknCalZpaXSRohSN0yFLHg55H9as6vFbQTTG5g2mTLK/2dTntkfvOfyFbXiewj/s1bhVJaORSe+ATjp+Na7wRyIFkRHH+0oNKT0QjzHyLBQC1xd8gZPloNw9fvUtojPaapFEuC0JKk4J4brWzBpsUfxCkiWxkCGEziQhygJGCRzt68bcfhXT31sDZzhVCgxsMquD0pWtYmMlK55VLFIsnO3eX3B9vG3ofw7frVGTzRHhgpX5d2DzjnNb0gO7OGxtx/sdf5Zx+tUJVBJIzxk5Iz+P9K35dyy54as4L/TLmO4TesVwRhh94EDB/MVl+I/h5aasbmeO5lhuJQoBGMfL0B9eta/gx8T30O4MvlxspAwDjIroZxnNc8tJDOLs7640/XPKhujCbqEg4xztOe/1q5O8811Is97czgHHzTvtwR6A4GKw7hVvtXhiT/WxpuVu689q17e3lgaaMuZXUlmY9+O/04rjwTd7dLHfiYr2d7a3Et9PSSHKEqVDLGy4JJBwWJ69P5VeSCQSFZnEkBzlByBgevUjjp71PCFXaDHhuu39cfTBqwjjcgBXJkDfMOuOAf1/SvQ5dDgKvm71QSxyKSAcscknOM4+lRi3jdtxCYYfIWHJxkkkH1B/StXjHydcZAPGfr7dap/Z7eTch2MEygXdjlhnJH44p+8hEBYGDaJGYD5V2t/FjgDJ+hqtcfdyjMV6hj7dz9OlXDaqv71S7FTvyeSygAHp9KzLu0lUNiQByGLK2QFzjoPX+fNF3fYDOvemcgbF3AfxDmvQ3cSxrIOjqG/MZrz29t5yCm4NL52Q2eGB65/Dj8q7fSGM+g2EjfeMCg/UDB/lWc3cYSSiG2mY8ZFcDdJdXmpC7srwQTW7bEVxlHJGSG744HSum8VXQtbNWZ9iYZnbPQAZrmdDsQIUu5y32mceaw3ZCBugA9cYFcUaPPXb6HUqihSXc1rYXdzsmvxGs7v0iJZY02kdeDn39xWgbCAx42FR8oKqcZAPf3yc1Hb5Eg/eDhSxX0OemT371oJv+VNpPzcj/AD3Ir0IwilZHNKTk7shW3uYUVIyF8tWjyVzuPoPwwc/Wlfzd+2VQqtu+ZTzx2yPzqxbt+7+6wYseD1z7fXmlm527Yy/zLnDYwo6j8qFHTQkofalYpmMhn2luMHknJA79KikuEESyPgK4JHyjqBwOPUda0ZGJYAgbuNoJHXsP55qlIsGX2sGIGBlegIyTVNSAy7gq6mMEM5yNrZGOhyfwOPyrY8IXCyw30afd8xXA9Mgg/j8tZMkUESs6xBTHl+vt059cVoeD4o7fV7uJTkyQAsc5ywbOfyas531uNHRzLnOemK85h02FdMlLoACpr0yccNXB3cebKSMHGFNeZim9DrwvU6/w74M02Gwtxd2qz3JAklaRjs5HbHoD/OukXUdH0omEXNnFCgyIoSCQT3wMmvL7W/OraPBK95LKoCosbOSoxxjHSr9uhjDEoo2tt+Tpx1HHevQoSU46dDGvSlCWr3Ozu/FNtsKwrdTuMkYAQH86xZvE+q+exiihEGQFLJuPQ5PH4VR3KmSDtwuNw7Z47ex5+lTL/BknO0D36cAfqK2dNNmNhlprMum20i2VjZW0e7zJUWMjLHGTgGm3+tvfxNFL9nwpLbo8jp1659ainWGScRyEEuPmG3OdpGACPrUUlrDI7YUDdkY3d29PTpzQoO4krFKUKVbC4P3iC3Y9P/r1mXQwigsVyRk46jvn2rTurMuN0hYMBtQ4yOCMnj6ZrKktzErFpPMVlKlTxjJJGPQEn+VF3bYo6rwzIH8PRRj/AJZSOn65/rWL4tmmhv8AS2hBJy4GPX5cGr3gpHSxvLeRw5SRGDeoK4/9lroI9Ntrq/iuZ4BMbYExo3QE45/SuepHmbRcJcruQ+Dvt0up/aZTcSpJEVknkOQOO5+o6e9d7AghiVW+cscjFc9d+INJ0y2EV3eKXJwIo8HacZwew/GsiTxXeaiwjhP2WFwRGgOHOBnJY+3YYrbdmZ02q6hb29tcR3DKWdSBCp3NnHGfSuWj1DUZS5XUrhgCVA3YA9z+Jx+VQLEZSq78KzZy3GfQn2zxUkULRwKCwbILZB7dMn9D+daci2YJDXur9DGx1C4dWbLb5CoAx1496oy3Gp+UMvLhlJBLknG4Yzzx35q5cnMRBkCFv4iuQ34fUYH1psrEtyVbJOQBwfX8O9NU0noOxlyyFfMZlIIk8vy8nlc9B/Os6W8QtzneTwD83JJHPpwK2ppEL5w28Lw+flJz1P4VmzeW+VZRtbgkr2z1/Pii0u4hfC9wI/ERtc/MYWTnjdjBBx+H6GuwkUmuJ0aSFPEFjOSu95SGYe4KY/lXeTDFYzTvqNnjwtpJ7h9Tt7po50fy0UDcGUdcit6xuLgoFvRHkqZHIzhs9R7AcVj6VpyRwRMxZpMb3y2QD/ESPSuggjBuI0YMVCnJzy3TaMfkaxpUHBa7m1Wtz6LY0YL0eSGlRxtVS5bpknC9ecVoRTWrtGE2Mu4xq2SMseh+nGKpoqORLLGCwIOcenYetTQ2agiInEcb5bHTJwVX6Vu+ZGKLnBPUcnqT94+/tmoSsmxjsRgzMuUP3sHkH/PaoWjnt4HKkYCfMF5JBPPXvSSvIjzKiAoFUMdv3Tx09eOv/wBehT7gMmLtG2Fc9yUXkjuR7envVSZ5MndkN159R3/Cp2uN7CMgbWZssMjcowMCq8t7GysXZmdSd4I3YKnGfpV86uIzblnDLyqgKVAI5Gff8P1rrPC8pn8ORZGPLkeP6AHP9a5eeSHzGBWNljyGbPqPXt/+qsPQzd3Hia+0wa1eWQEkhTyDncwTcBjoBweT6VE9VoM2PiOzyDTrJAxWZ3aQr/cXaT+ZwKo2SncFikMartOWGWGBx1459KytP1XUL64D397Lc7EBQyEZTJGcfWuit9gBIAUr+GMdPqTUQirNg3exasTcbUKY3Rgu5ZsgnBGPqeD+VaMN7PEUURHqqh2G3a2CTx+lVrRdiIjMDyXYgcEEnJOK0N/GMlnyCh6/NkDJ/n+FWk0tGIlivFYFCH+RmRSOflAz19R3p8rwM6l8lVG5ij/dUg4/UinGCIosYXgZVOdpOe/9Kry2zHzUiBCzKCuVzjGNxx9KfvJDFkjJk2A5boV9e+Pp3+tVJolO4+ezEsCNy4B45P0BzU72m2QhJwo3Haxzu+7jOfSqT/aPLTygAVibdzkY6Y/r/wDrpubFcrzwkxtwG4JwSMHHXP8AnpTNCmksvEVs/kPIXicbI8dCucjJ56fpUU0s5k2OpCGQDc4wT8o4x+dYurapcWCRTWrvFNHchVmQ44Ixj+lTKSeg0emTara5xL5sJPaSMj9elcXq8y28UxY4GzjNV9V1O9i0eK+s9f1GZWuPs/79FRZiFyzRjrtB4O71H0FfWZFvNQitGcBXYbvoOTXm4mL5op+Z14brYtWtpGlqbyNxGAAcL0PbOOmfetW3uWjYgJ8u9Yw+doDdD9f8axbXThFbstvJKY8lQmflz6jv059M10cKgjYEXy1Gdp5AHQkj+ldeGpyjHcjEzU5aEtvfQTIURcsVwwK5CjJwM984NXBLFKFZGHzruAB5APYD61UECu6hMB2Ux4BwQBzk/rj61KbUB1MDBEJTAxycdwfrXQnJNnODgmVwsqEKuShHI5xgH161VfzCxBGTnbgH15x+PWnKZisKoCZhMdxPIOMZJ9iMf5FV3knRGJQ8JyWThct1HrxVKaArypJHH8yEDJ75ye+Pxz+FZ10SI2Jk2LkEkcjjB/IcVoTXKxSFMMW2grtPQk45+v8AjVGa4WXMURG9gykFclApo5k0BoeELjZqt5DI4AkhD8nGWDc/zq14mv5bO6s4VnkhiuA6uyNgHGMA1wukTQX/AI8ksb2+mtoZ2aONo5I0WLGCc7+McHpzn61KUuf7VvLOeS5dreVkjjuSCy8kHIHGeBnHFcuIejfQ2w+tRHQWlrb+c4VFKt8pY5xyO9aFpbh7ZXZnxsKxAN3HG7j86p2rLFaBWj27AAVTPXPX3JBrVtwEVF2fKoHGOTjqAR0FbUknFdSavxvSwqw3UTAJIgjZ1jZIuhAGAR+JGf8AJq0k8qgmTZ5Ly5BkGOi8/gT/AJ6UYkZWVVzkbCeu0A54I9qu5DD5VwvUAchVPB4rTl10ZkVjciQAgbtoWRg69T12/lioHeBiu0rhwDwT36D2xVl7fzJcJgNKvlHBwRjkH68Y/GoZLOEAbS6J8nAHB29SfoapOVwuVZI4mc4Vmb7mQ2QWz6elZ80ZDH5s5PBbjPvz2HSrLwP8kMLgESZDHggDkH6nn8qzbn7Wkb8MV2fMzc/xdVH0oU+6C5VfzLa4guAFfy7kYCEDO1gOfyrvbjVY0J+021xb/wC8m4fmM15Z4ovJrPTpfsxKn5PmXqvTHPvWtrE/ifSdE029utUvVluw5kiK48nAUqCcfeIbOP8A69Y1HzJWHcgtSRtz83AY57k1pWkjyNIrMSDtH5qD/QUUVb3EjYtCZIgScAuFwOgB64q3ajAfGehf8eKKKHugJ8Dz1RgGB5Oe+RmnCJY4Y1UnlCxPqRyKKKfUZm3MjOAzYJDFufUgf41Vns4XtwmCqiJjhT1570UVMlqIx7oCOO7ReFJAx6bsg1yEF7NpXirULm22+ZFJ8u8buqbefwJoorNbgP0z93cMy9VUAZ+uK6e3OYJMgEBV4ye/BooqugG9GqpdtEANqkYyPUf/AFqvW7H5CcHcoJzzkkGiiqfwgXhGCSoJAMjpx6AZAqskrlmbODg9OOpFFFN7AJcnt25X8F5FVFfzt2VUZk528ZyOlFFOXQEUJvmGSSf3bSfiAcVy3irA0mHCjl4pfxJ5ooqHuBDrGvNq0cMcmn2MBhVUjeBXUqg/hALEAc56dajiRb3XJzPlvKVAoBx95iD/ACoornkk6sb+ZtTbUJW8jpLaRvNgQcLkjj2U/wCAraiUAkHkABue5I5zRRXUjJl1YVEKzc78Dkn1zn+Q/Kp1UMmem5iuB0x1xRRQuoEMTb1lkIAcBMEcY5x/Wo7hcMYwSFLmLGf4cZooqkIzMLJbsXVSWKg8Y7kfyAqg9vGksZRdvzOuB3FFFRJaAcGNZfS/EEyGxsbyO5nDOt3Dv2sq5BUggjr0zg9wau/b7q41KTUpZS1zK5d27MT14oorCr8DNKOlRHW6fPJIisznlwxx7EAfhXQWv7whiMFpdvHpiiitcP8Aw0Ov/EZYgc+bEvQeb5fHpg/4VbVt00SsAfMIdj3JI/lRRW63ZkMlX92shJLYzz75H8hUUjFmAPALBePQjkUUU0DKMszYkHByq84571XuVHmFRwC+z/gPXFFFJAcj4t/5AMrd/tZjz7KxA/kKy21vUL/RLOyurqWWKHMi75GYksB1JPOMcemT60UVlPYD/9k=", 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", "info": {"video_id": "211793", "label": "scooping card up with card", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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ollkZo44ZZvkBOQOPU8de9cs5JNJblwjdO52FjC8qhbcPKxBCCNcsSOOnb/61dlYeFr1gGuXWBf7xOWPfoPx61reH5bO8tFk0tIIrZW2gJHgqff8AnmuojgTIYjcQMAmujnvqiGraM5afQYILVjEsruEJWRmxyB0wPaqemQfaLG6xEZfuMV2B+BnsSv0612yxi4LeZwo6AdqxtFtRaapqkABASRdue4IJB/Whv3WI5C8XT55jtaaMBeVigUZz3Pzn1qlcx2wTFvJNIwbnzNqgDHGME12/i3ToJNAupRa73iXzFESkNkHr8uCeM8e1P8N2ca+HbJvsvlF4g2x1ORnJ/iyeeuD0zUW0uTzK/KcVrcMst2sqgbHhibZt6gDmsSYSBWKFdp3FQeCB2/Cu48URFLuI85MWMKPQnpXMTABQCGGMfe6jjv8AQdPfNbRV0mWZCOU1S3kcci6QEL025/kOa6nWPC1jqFnPauComGJGAGTXLX/7tQykBlUkLt57Hg/h+teiswkhSQfxKG/MZrOorO4HlF34QtdB1Gab7TLIlzym44KY6jI7ciul0bw/Hd6XDO+ppbJJui2yjcX6cDJHPtzWZ8R9qNpxYSMMS/LG5BJwMdO2a5TRL26injaaSVo842MxJjPbGa5JScZuV/kdkEp01G3zPabTwrbOx3Xkj5/uR7c1b/4RizfJME8pyTl2xz0zwKr6B4vOp6vDaPbRxJMrYbcSSQO2cdSDxXVktdQ/u1I5wRmuttvc4mcLqGlW7JbwOREEQjH7s88gHJYNn86xmsdQQsqK8kQJwQyZYewBNek3mnW93E8Ey5TPBU4IPsfzrg9e0ePTdUsbeCdUhuTsxIm4j5hkk5HHIHTrSTk3ZEycVqzMtNKtZdZWO7sYBLtLAPCpZW25BHHBGMg1nu8ch3Bd2xfMYEEHHI/+vmu+g8L2tncx3CyzbkPQgc/XiuUvLRVmZPLf5WKkD+7np09cGrU5S3ZUUlsYsksIyS2QATyMZxz+uRUulacNRi1GxK43xrkZ6AkjP4ZFSXEAJYkBtwOSV6jH8v61P4WdI/EMkYzukhZMkdlII/z9aU02ijkvEXgLUI0iTT0klSOJjLtk2+Y3GCT+fAqDw/qUy3AS5y6P0fGCp9CPSvYZ04IrjNO8Lx6r4gMfzR2qx7p3jAyvYY9zXFVteMEtzpoysm2zubHxhYT3NtEunzjzSiM7bBgnjdjOTzXYAxkyKqgyJ14rn9P8JabCBMIZpCpDIWkwOPYVvNd2tqplmmt4ZW5YSSBf5muzTochQ1Gy+0wKZCRkkcDHHWuG1qxmtl33iHyE6To4HXjnP4V295remSMf+JjCSg4Eal+Pwrn9R1q2ube5tpEmhDqyJME3gZ4BIHI+lS4tsDiby1t5LXb5kc8Y6K6cj37j9at3EEFvtt4AEUovloGPcZ4Jycfj6eldDoNjaNosVtdPYzzgtuEZ9+OuDmoNbsY4Hh2IV2p8g6kFenXtzVRlJe7cUbPWxzUnlk8MRg4IJ5Hbn/PSmWSBtat0Uk7yUHPBIBzj8cVantYwvGCAOpHPUHJ/GqsAS11ezfO0R3CyBQehLYx/P86t3sWYeveENQtLK4ntPMd2lH2eILuCoW5GPX/Cl+G0N0lxrMF2Jt8Lxn98m1udw6enFet3EYyfaqcVtHi4kCKGIAZscnGa8/ERiqUtDeg3zpGVHPLZapbzW0wieVWiJIBBB5xg/SnX2o61Deso129RNoYJF5SqOP8Acz2PeszUR9qu7W1QkSBjIrA8gjv+tPuoprW+khuJxJLINynbgKuAB35x/Ws8FJ81r6HTiIx9nzW1LSalqsirv1zUwe+J1GefZabNdaoWAXXdSAwC3+lMGAz2x60kRR0QI6g44XuOcdPXIqwkIdW+ZQ64BxwQT79//r16llY84yZ4LwWN1AZ5JobjPmK0mXDE5Lhj/FnGR0PsTmrNnpMDW9pc20qGSIBZdqlVJxzweVNTONsbK4KjBGQO3T8qUROsoljYrJxllHDexHcdvrQ4dhW1uZ0jSKudhZvmJXA+Xb0/z3qpM5I8vaUHzckcHHIFbcqLI8hIjycZx24/lWdcxjY2ME9RubHf+f8ASiztuM1tO0e11XRdNu5RuaOMGMkfdYZGf0riPEPwunaOS4026jE7SvKY2jwDuPTPXivRvCsvm6EVIwY53XHp0P8AWr0681g24yYzz7w3PfTWv2ZWmCNwY4zgSMPUDrx/OvZdHhmbTrET7o5Y48Mj8NgHj9KyNItbDQbVIl8q1ijwXmcgFyfUnufaoLrxraLMyaVmaZvlaWQHanOM46n9OlVBWikVUlzSbOunlVYC42omfmdzgD61yWs6t5l8psLuSInajyIMBzkj9BWbJfXGpbJ55mkzztz8oxw3A6CkS2dpUfzULEliGPXAGDyPYfhWygrakWJmudQfaG1K6AA5+fkgHkn0qmbrUXKKLiWR1LFt0zcrjqefyq2QfqDyA3JI9T7YyKrqxLyYmVgxAwV5BGQMn07/AENV7OPQZnSzXTqDcbznYNxJyMjkfQ+tVLq5ERdWBIViA+7AIAyB+FazyAIxI3AqcAZBPofwPFUZ2TaFUHbj7rjJ6ck03F30YrGJdzp5bTL/AKtDsOV5GcZPrxXc6PL9p0GxkHIMIXrnpx/SuNuhExUOEUP94Ef3RkV1nhV0fw8iL/yykdcemTuA/wDHqymnbUZj+KbMXF3Yblzjf+H3ag0Xw3a6lr5MyE20EQeVFOCxzhR+dbGvD97bt6Bv6VzcV+1hrqRLdSQm6iKZRtpIBzivKnK2Iu/60O+lFypJI9OtdJ0bRoftKwWdtIDuWWZvm+uWPWp5fEumRKqx3LSsPvCBCcn69K84EObhipEpMgXfIcsSfc8nvWhHtAORjAx7j/6+a9SFppM4ZwcZOJuXviico32C3cufuGcqd2Sew/xrJuNYuLuaGW+srSZ7aQvCzQn922cAg57/ANPakjbLFckKI8FR2BwSB/ntT5ArRFXOEb5Wx29hT9mt0Q1cmPii+DFJVtA2QAArc579frWNc3EdzK0zAYb96djYwDn9c/y9qmCQSwiUgMz4csoKkEDoPp/jUTWZVcRdWHlnaR1Hf8u9Ci0hpGfOpDEYBOOg59/yx+tQaRIIvEdpIXLZmKZPHDAjNLcWIBxHM0aEenP3duc+n9aoMskd9bXCsqmApvA74YHp9Bn8acm+wz0SbqTXIWl9cafrpihujD9qhIOMc7Tnv9a7WdAC3415zcqt9rEUSf62NNyt3XntXmYhtOLXmdeFSbaZuTvPNdSLPe3M4Bx8077cEegOBiobfT0khyhKlQyxsuCSQcFievT+VLb28sDTRlzK6kszHvx3+nFakIVdoMeG67f1x9MGu+nrCN+xz1UlN2IEgkEhWZxJAc5QcgYHr1I46e9S+bvVBLHIpIByxySc4zj6VaRxuQArkyBvmHXHAP6/pU/GPk64yAeM/X261dnfRmZlC3jdtxCYYfIWHJxkkkH1B/SnFgYNokZgPlXa38WOAMn6Gp/s9vJuQ7GCZQLuxywzkj8cVGbVV/eqXYqd+TyWUAA9PpTu+wFO4+7lGYr1DH27n6dKx73pnIGxdwH8Q5rRu7SVQ2JAHIYsrZAXOOg9f581n3tvOQU3BpfOyGzwwPXP4cflQ5NW0Gj0J3EsayDo6hvzGaqSSiG2mY8ZFGkMZ9BsJG+8YFB+oGD/ACrH8VXQtbNWZ9iYZnbPQAZrixCvTaNaPxo5m6S6vNSF3ZXggmt22IrjKOSMkN3xwOla1sLu52TX4jWd36REssabSOvBz7+4rJ0OxAhS7nLfaZx5rDdkIG6AD1xgV0VvkSD94OFLFfQ56ZPfvWlCgoRV9x1azlotiQ2EBjxsKj5QVU4yAe/vk5qZbe5hRUjIXy1aPJXO4+g/DBz9amTf8qbSfm5H+e5FPt2/d/dYMWPB659vrzXS4q5gV383ftlUKrbvmU88dsj86h+1KxTMZDPtLcYPJOSB36Vfm527Yy/zLnDYwo6j8qZIxLAEDdxtBI69h/PNNJ33AzpLhBEsj4CuCR8o6gcDj1HWs+4KupjBDOcja2Rjocn8Dj8q1JFgy+1gxAwMr0BGSazZIoIlZ1iCmPL9fbpz64qXzWA1vCFwssN9Gn3fMVwPTIIP4/LW7KuTz0rnPB8Udvq93EpyZIAWOc5YNnP5NXUzDg1hO9xnm0d3/a1qk13M8sykDbIx+U56e34VpQ24EkKxAJIymPAIBGO5H8vrWPpcQjlEgjUx4wHYZK57+9b8JDzMQjblGOe5IHH44OaWGs4vW51YrSS0sWPshYYgcAFQm5yS2Sckj/PpViNrtuC5eYzYBxxgHI/DBp0RBXAX73Hy8ZB7AH3q1AX8xndQr4AU9MADn255/Supx7HIMF4MyGTAJ3MQg5yDwDTHliwyyiPJBlzjGRwNvFWpI0kRkZQFYbRuHRT0OartZiVC8ilmZPLQA55U4J/HGc1XvJgVnEbo247ifkxuwS2OO3+etU54lK5jDgcDB5ye/wCA61ant40kEglY/vMkuP4SBzx9P51nTR3QjZwWIYuwRG6cY65o5nfVBcqTxMxUK0ZJfb8x69Tkcd8fzrW8JXsltaX0P2WaVFnDF0IJGVHbr2/SsSVpczNOQrKiYIHAHHP51k+G9Rv7vxdfad/alzp6yIWVYlByyoSF9h15NROXMmkO53OsXcN1GDFvDRg7ldCpGfr9K5NvKvdSaA7SyoME9QeTxUel63fXtlePfXck+0Js8wj5c5zVaxsobxlu2lbzZJCEMZ5A6D+Xf1ryJwcqzXoehRly00zfVTaM8KP5jLgJ8uTuIyOe546+laK6hEhInHloGZThtxUAZPHv6/41RsIWhkd2yzgDa7nGSM5J/l+FaqxI2FdFG8bdzD+E9ya9SlGUYI4qkk5tosx3ETudyhGZd3TaQF4K/r+tEpXyWbzAg2/e6jp09+KhjtUlgywJLJtTJzgA8n+tIySRzRFpA6NMfu8AHsfp/jVKTS1ICbzFUZZScAll9/b15x9KpyxyuykRscNtGGxjjp74GR+NSFrgRB9riIs5QBNzdPT0zVeWZ1VzIqo0cYIzx2znP6VXOrAVJtx4I5446ZPp9P61kXbMBKRIWb7+CO+MD+WfwrXkvIiRndHGcLl+2Rkjmud8SXcqaO0yN5bSsgQhdvHP8xTckB6lbzrc6dbzBwxeFWJBzyVFeWC2knuZNTt7po50fy0UDcGUdQRT7nZB4btdR0zWL6Qeb9mDyRiITlVyzx452qflO7nke4DtL05I4ImYs0mN75bIz/ESPSuOdGU5I2pVVBM2LG4uCgW9EeSpkcjOGz1HsBxWzBejyQ0qONqqXLdMk4Xrzis6CMG4jRgxUKcnPLdNox+RrVRUciWWMFgQc49Ow9a3jFrYxk23dlyKa1dowmxl3GNWyRlj0P04xU3BPUcnqT94+/tmqcNmoIiJxHG+Wx0ycFV+lDRz28DlSMBPmC8kgnnr3pqTW4ExWTYx2IwZmXKH72DyD/ntVWYu0bYVz3JReSO5Ht6e9PleRHmVEBQKoY7funjp68df/r1A1xvYRkDazNlhkblGBgU1NWAgmeTJ3ZDdefUd/wAKzLlnDLyqgKVAI5Gff8P1rSlvY2Vi7MzqTvBG7BU4z9KozyQ+YwKxsseQzZ9R69v/ANVU5KwHUeF5TP4ciyMeXI8f0AOf61yfxHZ5Bp1kgYrM7tIV/uLtJ/M4FZOgyyP4putMn1i+somuCqyW9wkapkAktv4xjPuTgUxrvUf7burfULu6n+yuyILraHjAbnOOMkAe1YSjeWuw07bFuyU7gsUhjVdpywywwOOvHPpWvYm42oUxujBdyzZBOCMfU8H8qq2+wAkAKV/DGOn1JrStF2IiMwPJdiBwQSck4rTlV9CUWYb2eIooiPVVDsNu1sEnj9KuRXisChD/ACMyKRz8oGevqO9Rb+MZLPkFD1+bIGT/AD/CrRgiKLGF4GVTnaTnv/Si0rjGyvAzqXyVUbmKP91SDj9SKikjJk2A5boV9e+Pp3+tJLbMfNSIELMoK5XOMY3HH0pj2m2QhJwo3Haxzu+7jOfSqUn2AgmiU7j57MSwI3LgHjk/QHNUZ4SY24DcE4JGDjrn/PSrD/aPLTygAVibdzkY6Y/r/wDrrPmlnMmx1IQyAbnGCflHGPzpc+moiXQppLLxFbP5DyF4nGyPHQrnIyeen6V10uq2oOJfNhJ7SRkfrXmWrancWCRTWrvFLHcqqzIcYBGMVoa3J4m0jSNPu7rVLwS3ZfzImXiLG0qCcfeIbOP/AK9ZTXNqh3Rk6NczArbbyY1bAz19f6V1tnIzhQxz5kikk+4HA9qKKjCrf1OnEO/L6Gn9xFI7uY/oParcDs0RzjCu5A7fK2B/OiiuzqjlJE+eJW6E7icH05FQE+VuRe2AD36//XooquoFWdysUhHT5lwemB0FQSt5rSFgM7lXj0Oc0UUuoGbOATDnnfP5R/3QGP8A7KK4JL+bTfGt1eW+3zY2kC7hkdNv8jRRUSAd5z2+lXvlnGFH6A10OmW8VnGBCuP4ck5PQGiiuWkl7ST9PyNpN8kTdsmZrXeScqSwHbIYgfpWrFGrSbMnAUnIPOe1FFdK+ExZZSNY5RCowoYKOxAyRio7k7UK9QylTn0HSiimthk0yje+Pl+dQAOwYc1k3JJYbuc7lOfRelFFPoIq3UET3BJjGfM2/ht9K5LxUgGhxJyVD9D3weP50UVnICjN4jfXNNt0l0zT7YwARRNbI67EXooBYgDnJ45PNdDakjZn5vlDHPckUUU4iNO0keRpFZiQdo/NQf6Cti0JkiBJwC4XA6AHriiiqjsMt2owHxnoX/Hip8Dz1RgGB5Oe+RmiilHYY4RLHDGqk8oWJ9SORWbcyM4DNgkMW59SB/jRRT+yIqz2cL24TBVRExwp6896x7oCOO7ReFJAx6bsg0UVlIEcnBqh0vXdYh+xWd3E8qsUu4t+Co4IOQe/Izg981NBeT3mqXF9cPvuJTvdiOpY88UUU1uB0NucwSZAICrxk9+DW9GqpdtEANqkYyPUf/WooqluBet2PyE4O5QTnnJINXhGCSoJAMjpx6AZAoopr4mBWSVyzNnBwenHUikuT27cr+C8iiinECor+duyqjMnO3jOR0qhN8wyST+7aT8QDiiip6Act4qwNJhwAMvFL/wInmqV7rN/e2MVjc3MssMDtIu92Yktjrk84xx6ZPrRRUAf/9k=", 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", 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", "info": {"video_id": "211793", "label": "scooping card up with card", "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": "70206dce47f61e01e2ed3dcb540547694cab1ffe449f0caab065b266bb3e7688"} +{"episode": 15722, "episode_seed": 193172982, "split": "train", "timestamp": "2025-10-13T02:59:06.385243", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 193172982, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping a weight over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "162674", "label": "tipping a weight over", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "162674", "label": "tipping a weight over", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9c11b78130b26f0d8f9e273634813c32390fbc628a0f572ee41ad6fad57f03a1"} +{"episode": 15723, "episode_seed": 257460822, "split": "train", "timestamp": "2025-10-13T02:59:07.557059", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 257460822, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring a water into a 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": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "150465", "label": "pouring a water into a glass of water", "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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iIjDkHzBgf7I/n+JFGmQxyS3jDO5iMg9Pl+X+WK5k6td37Opz0G31zkcV2/h7RmMklv8AaEileHzcsgb5sgEdfpRFWEcvrnhODU7e6ulkETCJlkDH5X+vv0x74ryDxP4U1bwjqAtNThAVwTDPGd0cy+qn+Y6iveL62nDrbyTeYplQsowqEBgf6VN4gtbbWNMeyvoluLKTnb3Rv7yHsa2i09BNNHzODWlps1vHLi4cojEAsO3vVvxJ4Yn0C7OCZrNj+7mA/RvQ1ihguSyBtwIGe1DXQadtT1nRvAmn6miudWeMOuYwUGGPpnNZF34ft7RHjnnZblCRtQhgfTNcdo+r3Fpc28Pnyi234ZQ5xzx09q7SdD5W7IRR1A/xrJqxfMw8PQ6zb3RNnaGaOVCpLrlCOn55r0e11eLSZYxe2skEMhwHkx1/pS+CraF/CthMACSrA/UMaseIbZEtftnlPM8BDJGBlc56kU+Ulyb3L2oXct1FCbSKQqGDiVcAEe2frWN9quI5pnn8sMXCheuFIwAPoRisO78VXt1xsCc5O0Y5qXSY7jU7hGkY7UUl8Hvk4FQohc6m5SC7t0lVQY5V5B5+tcH4l+G016i22jyxPO2+eO3lfDHGAwUnjnIxnuMV6ZPpkf8AYdtc2t8yxhQpQovBHocVj2SN/aMkskhb9yI1Z2yc7skD8q2jJLRi5XufN88E1pcyW1xE8U0bFXjdcMpHUEUKea9q8ceGbfxApmfbFqaDCXGP9YOyv6+xrxq6tLiwuXtriJklU4Kn+f0qmhFG1uJ7S5jnt3KSIcqRXrPhTx/qcls/kpHHdRYUsCSCCOCRXlKxFchgQwOCDXTeA51HiVLR8BblGjB/2hyv8iPxqJaoa3O10jxANE8YzXWsTuVuodrylc7SSGHA7V6HD4h0W7QNHqlmR1/1yg/rXl/irSSNQ8+MFonChW6nOOlc5PpUkZ2yxNG3o64P5VKY2j1DUtH8Oyu0sWs20DMSxDTKy8/jmsrzND06aLyNSi1CQt88MPZQCc/nivPvsKDGVxn2rQ0i0dLxZGQhFBDHHTPencVj1TR/HqW+owpFAUjuIiJFdujchf6fnVgXMl5fb0I8zO7OMBeMf1rC0ay0nUfOiu5ILQqF8qZ3AII5PfJqTT7oGWSTO5RhfZvWuerNw957HTRgprlW50Moa6jKjkjgyeh9K898XeHI9TLF18q+jGFkx94eh9frXoQnRlQo+CeRg9fao7zT49StiJCUkA+U45Q+/r9K3hU08jKUD5tv7aW0n8iVCsi9QadpsxtL6Cc9EcE/Tv8ApXV+PtOuLS8txPFtYbgWHRhxgg9x1rkGG3pyTV3uZnpN5aPLps0hPyIuR711vh74iaSNLtrbUZJLaeGNY2YoWVsDGQR9KxtBSPWvA0RJH2ho/JOem9Dj9Rt/Ouefw/ekyMts5ROrEYH4ev4VC0KaPTbzxT4O1CDZdalbSLnIBDAg/lXPTaj4HhkLLf3Mo67IkJ/XFcI2mSRnLRsAe5GKki0q5mwYbdyO52mncmx3ul+IpgqpYWkf2WRyfMkJDFc8Z98V0Uus3E1pBbzPmOIFYyONy54z+GPyrkNMt2srKK2mDpMg3EH0P8q0bhZINiKcuwwRzx6fzrOaujSk7PY6S2OI0kUlncZ2j+HPeodQsJJYfNjYPIOoXo30qKxvNh8pun8P1q/Cwm+ZVPlsDuxxn6f5+lRRrKS5ka1qLg+VnjviXw4skkl7ZxhZeTJF0yfUe9efhSTzX0hr+grfxNNabVuAOR0Egx+h9+/evnye1a0uZbeXh0cqR+NdPNc52rHS+DnaYT2YJyMSL9Dwf6VvjVJfCniVbq1jWbMW2VCSAwPXn14BrkvB9z9j8U2Tyn9xK/kyZ/utxn88H8K9H1/Qn1S5821UeYAFdCcAY75qHuNLQ0ofitpRQfaLC9jbvt2sP5iq998Q/DF4uZdJupm9TGqn881zE3hC+AXZF5ykfeTp+tVY/D1+7lEtHZlOGwOB+NPmJsbw8W2d7cwW+laR9iffvEzuGJwDxj8f0rqbG91K2kja4ui9zwwMYCjaQQVGPr+grjtN8MXlhcC7ulVUjUtgnrx0AreeSN1Do/CDIG77vsal6jWjubNvcefdBZMkclvU1pBARtkbanRQejD3rlLGYs8sgk3dADXQwXhnjX5Sez+g965oVVzun2OydJuCqdzF8QaUohkV0Etq/DA9vr/jXjviLSRpl2io+6GTOzPUe1fRaIoiKSqrZGCSPvD0P+FeZfEHw3FFame3bKqTIqdSmPvDPcYOR9K61O+jORw7HlipivTtGiXUdFiupOQYTuxz8wBB/lXm20uuEGTXo/w2vUGmX9jJhjGwkQd9rjDD8wPzpy2BINA8a6j4dg+yfZ47i1DllRiVZc9cGuiX4swDh9GnDf7Myn+lZs3g95JyUlCRt9wFcsfr6VnXPhO+twXMaYBxwwJNSpCsa1x8RbKaTzF8NxtIf4pZB/QVNpHiC81O6e6VI7OMuoMUf3QFAFYkXg/U5wAYREp5G5gDWzZ6aNGt0ikcGYvvUKMjtkGi4rHSG9lMOA7GNy0gG7AH1FWbFxNCZEAMhPy5OAB7/rXOXt41rHkRYckgHfz78VoafctbpEcggqM475rnrVFTab6nVQpOqnbobVxZxXULRlz5g5BI5X/61ee+JtDS7zHcKEnQZjlHOR/UV6HE7zNyMYORn+If4Umpafb6laGCUbWA+Vh1jPt7e1bxnYxlE8A8Q2iwa3cKpxvKuq9uRz+tVbG4Nhf293H8rwyK6/geafqF499dPcS87uF9lFVM5HqvQeoFUhuyPfrWOOSNpB0PIf2IzwfoRSpaR3SArAjKv/LRkzke1Z/hS7+3+E9MmA3MI/KYdtyHbk+/Arbnllil3LlFcZH1+n9KkDOh0eyhlb/RYyW53sgyT6VDqIVrKVYI1C7drMq4X/69aMsM9yA0rPtzkRjjP1P9BVW9kgBtYpDtguJ1iYE4C5zj9aVxWOcSwM0MjtIAScYVgVOP1FR6Nfr/AGjd6YzDMQBT3xw3+Ndt4i8JLp+mGZkUBU++oHYdTXldxHLpV9ZakoO2QCTP94EkEflWdanzwaNcPU5Jpno9lKiSiOTv9x/StmWZUXOcHoAByfbFcrHKdqyRnK43Kc1mWd1e33jC4099WubNT5nkiNN3ITcE56Dg8n+tc2DqOScex042moSU11JviPD9r0BC/wDrEBl2905H9M15CqLk7OQcgZ6/Wul1rXtQvLNIbm7kk80dXI4XqR/KubY/Ng/KT0PbFd8dji0PQPhvdCVL2wPzBWWZFPv8p/8AZa9FkULKuxC8nTHZfqe1eQ+AL37L4vtEcgJdBrcn6jj9QK9ljSQxSLhVDfmD6+5oe4EM2nb1BkXzGB3LkfKD9Ka0gjACjMhH3Vx/kfWhGmuFwkmF/iZTkfQe/wClKsC25YbSQ5yWLZJPuam4WMS5td+pAyMN4A+XkjHYVm+JnFnZSyxOfM4AIPQ5HI/Ku08LQW2tS6lGZ0jubWRlPPJj7H6dqwPFOmtJqi6cXzmN2GG4JA4p9CVuRafeJf2MN2jYMig/Q9x+ddJY3iyRFn+V+h56471534ZmMEtxp0hwcmRB+jD+RrW12a9stGkmgkkh+dPmHGefWvNpXpV+RbM9SrarQVTqjsjJ5h3gfuMEnnlj7D0/nXhPiqGNNZZlAPmxqxI6jqP6Cu81S/uItFi1Cx17UpVNx9nzPGsazkIGZ4gOdqnCnPqPcV5dPcNdyyTFjuc5OfT0r0opo826ZGGZcMpyRyp7jFe8aRcLd6Xb3pxsniSQAckkjnj65rwQEE8/KT+WK9h+Hd2b3wokO7ElrM0beoQ/Mv8AM1TEdTFbFywnITByEz+WTTZVjtG3uyKnQhTxntxRclfPSPzC8pG0qBxjtn/PfilW0QZdypfuSOB9PSoHYpXitNbSFsqoHCdWP+FU49Ntmtg0kL8DHJyCKm1zUf7OtoZ35KTpvAH3hnJ/MV02qrox0MX1rOoR4Q4L4AII6fX2oRLPLLXUDb+KpLdhtgmURL6Agcf1H4111tceTMCuArcMp6Vxes6eRptnqMZ2u3LHHfJIP+fSuo0pZtX09bqBCRs3SEHhT0OT9a8/ExcZqcNz08JKMqbpzOn+0+bhI1DMRzu6L9a53xS8SW8EU8gZSsm9zxngZzWRp15JL4vl0u51e7tbeSTaskU0aKnAyWL8YAzwOSeK5TxbqV7FcT6fdzXTmOd4wtxgOig87scZPHTiu+Kbszz7pOxy5GMZ46BWHpXR+B7kweKbeLOBcq0APuRkfqBXOMT/AAfxDofSpbO5NpewXUWVeKRZAPoc1oJnv+x3TZCBkDJY9Bjt7mpVgh2ZEil2HLP1NEbxSKLxJSIZEEiMDwFIyP5/pVeOMTbwFkWIH+IcsD6eg/X6VD0Ab5ygtBFiR05JHQD3P9Kz7yz826iG1p3znrtGc9P/ANdbDRrEo8sgBRyoHGO9VPD+rWJ8ZXGm35xFOiCNyQArgdM9s5oTE0YetpFDp8jeS4n2HDNjrjtVHwvfi50sQy/6y3PlkdTj+E/0/Cum8WCwOs2ljayxzF5cuilSQo65Irh7ZP7F8TNbs37uY+We3XlT+f8AOsMVDmhpujpwk+SeuzO+0282AxuchfunuBV/eZ8NwkQOeRy49PpXH+I4r3T9EW7R3g8x12sDgspJ7enFU9ZXxJomjaZeXeo3iy3ZffEVwIANpQMcfeIbOO31BqcNzSprmHiuSNV8p5OvEJI78UHgkjjnFFFdpzPY9T+F93KdB1KI4KQ3CsgPYsvP8hXbxxK6/any8uRgk8KCRwB+NFFTLcEPlYr0781x/jN2863gBwhJfjrnFFFZjY7xD4r1i60fTdKkuf3D243sF+duccn6Cq/iK3iHhi2YLgxqu3H5UUVLb5kVFKzNHwRdNL4WvfMjjZ4If3blckAFuP0Fcnc6lcaf4lm1CEqbhHJBdcg7k2nj6E0UVcElHTz/ADJqSblq+35HK6oPmtk7DI/lWc5PmFe3AoorSOxK2JYpXtbuOWFirxyBlPoQcivoeQ/aLmSJ/wDViNZCBxknHB9uaKKJAiR1WBpEjUKqgFQB0/ziqWpzPbWkrpgkHjd9RRRWbKOP0WWaDUbu4hnlimMbkujbSc/Sk0u8nbUDcyyNNNICjNKS3FFFY121DQumveMzWmax8VGW3JRgQ34kc10/ja4ku9DsbmZsvLBGzAcDPHaiitoLS5FTscprXiFtYtIkk02wt2gjVInt0dSqAH5QCxAHOenJ5rhYwDGR6miitEQhEOSQeckV33wsnkGq6lahiIpIFYjuCHABH5miim9hnqWxUhZVGN2QT3JHf61Czlolc8krn+X+NFFZso5PxCWn+zNIxbcW+U9Bj0qpqdtEtpYkL/yzY47daKKzqfAxr4kMjupbzT57KYhoViJXjlcc8VY+Hcj/ANtGx3t9nmWRXTPB+XOfrmiiscG21qXiNDGn1Y6Vq19D9gsbuGSYEx3UO8KV6EEEEdeRnB7g1y3iG9uNR1B7y6k3zzOZHbGMk8niiiuxHOZ0nzJuPXOKF+cZPqBRRVFntngaVrrwbYSzfM8AeJCf7qtgZ/Ct4uxaHk85H4Yz/SiiokCKs7tvjjDFQ7lSR1x0rlLKFDrkuV3bZjgnnoaKKkb2M6dzZXjSW/yPvJ3d+tRa85urS3vJf9cCVyOM45z9aKK4ot+3aOhr90a+pyvd/DWCeZi8kOoCJGJ5C4z/AFrmLzXNRvdMisLm6lmgt3aRBJIzElsdcnnGOPTJ9aKK9BnGj//Z", 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", 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", "info": {"video_id": "150465", "label": "pouring a water into a glass of water", "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": "476c4a6777ca0f34eb7fa04d1b364bb42de4dcb6ecffe7035712682c2a61e26a"} +{"episode": 15724, "episode_seed": 1804569326, "split": "train", "timestamp": "2025-10-13T02:59:09.145682", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1804569326, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a photo album from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "34766", "label": "pulling a photo album from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "34766", "label": "pulling a photo album from left to right", "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": "66d6d967784e0549c8327c345572404ae4d07202c951c1b17ffc0eee82dc8804"} +{"episode": 15725, "episode_seed": 3595774818, "split": "train", "timestamp": "2025-10-13T02:59:11.673007", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3595774818, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming ac'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "219731", "label": "turning the camera downwards while filming ac", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "219731", "label": "turning the camera downwards while filming ac", "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": "826b327fb8b3877a38ab1a89936ad02afeeed94db8a784cc96a97656dedba34a"} +{"episode": 15726, "episode_seed": 3564759620, "split": "train", "timestamp": "2025-10-13T02:59:12.602577", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3564759620, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 rock so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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3cDPr/KnOwkOSWHpmoTNmr7CFgMDI9TxUbRSPIssbKPLBDIf4gfT8qdkE7cHPpSq+2REYEk52HodwGcfln8qtX6EtLqZjzCPKxRjzD1dh0+lRFP3TE/M79WPWr1/btj7QqnI+8D1qCMbwNoye2PSrTurkNWdjX8G+Fk8Qz30N49zHbxwAJ5TYHmMQFyO4xnivYhEsL3O0qESOONQO2Cf8Kwvh/YrZeHILk7i9xM07gjoEyoH6frXSG0CWUczj57ltxB7DoBWE3dnVSikjmb7TotVsb62ICkytg+jdQa8vDPHI0TgqwYqynse4r2tYY4mYMvLn865G50KKLx2JyimGSPzgCOC44P8AQ0oMc481rHFFPMjA6EdD6e1QtlG2nA+nQ1p6+6t4hvdiBDv5A4zwKpFxs2tjPUe/+FaJnPKOpGhByxxwM0mR3AwaCNp5Oc8CkztORyD1BqiDoPjJHNp/ivR7qHKqLdvKYjOxhISQPoTn8aoypHdW8V3CoWG6QSJz9w/xJ+f9K9M+Jmjx6t4dN2UO+zPmAjqVPDD6dD+FeUeEpjeRXukT43q/2i3B7EcMB+lVON43QU5csrGddWxtZ8fwN05+6fSlQgsO/qK17yAzhgwAOfmHof8APFYiDymdHIBUEH396zjK6szSUbO6O08KaHbappWoSXUBZmdIIH6bGzkkfmBXcOWbVZJVYCOOAge5Zh/QVV8J2ElloemROMMwe5bPUEgsP0K1OlwCbtmGeUQfqT/Os5PWx0QVomXqFjHeNe27YImRRn/axwf0BrzlkeFnhlHKHDjHQjrXpUbn+07jPClUYZ/EVxfiCwc+J1SLIW8IZT2z0P8AjRBiqxukYqvgFSufcUmegI+mK3vEWiWWm21qITL5rEqxZs5x3x2rA/3m5HWtEYSTi7Mi1eOZtBFyqErDdplwMgZVsfyNbsMo1LTIdQyMzDy5z02Sr1P48H8TW94M0lde8PeI7Fh8xWF0I4Idd5BH8voTXKeHJ0TXLvR5xtt7xQIg38Mi8qfyyKtx5oERlyyKt/Z/Z5BKAACcMvofWiztze3cFtER5ksiovvk4rcu4HdnikUK4+RhjPFSeCNIa48ZQoUzHb5nJ7Y7D86zjLSzNZQ1uj1a2gWy0+SIYAihSMf1qufMSziVhycsfxNaUlmzRLuP+sl5/Cm6qE+3CNOgWszqTRz9tAyWskbDcu5sfQmuAs9BZvEF1YOzIsL5DDup5B/KvTNwicRjoTWNcwLD4gEoH+ui2n6j/wDXRF2E4qTVzzi7jNpeyxZBMbFCfX3qEuWO8cfSrWrR+TrV3G5yd5Iz3B5qnsC8g4B7ZzWpyPckjYiQEAdRkdj9P8KZJef2Z8StXiu1Cwz3ksU/B+67cEfQkNQCB8oPBIrqfi5oSWmpnVo0I+1xgkcffUAE/iCD9c1cddCJaaoyr2w2yPbTbTJEMNjuP71c+0X2aZom5weDjqK6rTrltW8NWt+CDdWy/Z7j1OOh/LB/OsvULTzYC6tyPuf4f59awV4SszodpxujNRuCQMjGRmvR/C19Z6z4cjspJIkurRWidX6MnJU57HnGcdq82jZSmDwc8j0qLzbqwvFubSYxyjjcPT0I7itU7GE48ysd1qNvBZKy286yMoO75TjPbB/GuWlu3YmD5mllYLsHOTTZvFV/cgGWzhZ8bQ6EqD9RXbeG9E05fC9re3dor6jM4n+0MvzLk/KB6AcU3JJCpUJTdjl73TrzTMQXsEkJI3AOO3rVMSNjyzyegx1r0HxnZ3OpQW5iQzTCXAAwDgjp+lefMg+63BHGTwQR2rJO50ThyOwmSflPP06iodWlmg0mG8iA3W97G28dM7Gxn8qkO0d+feuu8L6MviDwz4jsyMyfuZY8gcOu8jjvnkfjWkNzGexhFI7u2juIV/dToHjHUA9GU+4PH5VkPZTpeRQwqzGZgsQA5LE4A/OtDw+4lmvdFyy7f39qehJH3l/Ec/hW/oUAuPFmkssZJF5Gwx2IOc4+gqWnCVuhStON3uetaZpSaTpcFhjdJDbCPPqQOf1zVW7dpHjjPSNa3rmUBHbPTIrnGc/vXPfgVMjSLKkrZlB64rOvU33ltcDqhIP0NXXbBzWbcXARGJPSoRSetzz/AMQPnxJdsoHDAEY74FZoYI+QMjGOverWvHGv3EgPEm1vzFVF+cE5z6461t0MJPVgWGSQPlx0PalBGCMEx9SO60mxgAu7I7ZpMkLtHLZ4oRLPou5gjvbWaCb/AFUqFG9SCMV4ZH4H8RaR4he8ismaCzk817jI2PH0YDuTjPFe5K+wEsRnH5Vn3+9o5IizKsgxgHv7/UfyrZMyZ5hrNqsU32mIfJKOa5q9sHuLmKKAAyySLGBj724gZ/X9K7/UrbJe1cYVlyh+n+HFQ+D9IN3r8ZaMAWYaQ8cZ6AfmQfwrnas7o6YPmVjq5QYEl8oEx28IiUn0GBn9KJLAWmmW4dfml/eN+IrYureNNNlAAP3M1S1aYSPaxgcKuTzUM6IyMaC1TzXaTkKDjNZWsWapNZ3WB+5lyPYNwf6Vr37lYgE6ucH6VU1IeZYFcdFpIOY5DxvuVrN1yVJYfQ1yRbcd4Py55HpXVeMpi9nZAH7zZz+FcroFiNa8Stp1xqE1orJI0Rjj3FnVCwX0A4Jz7e9bw1Ry1n7x6l8HM51jJAx5PJ/4HWJ4p+HGtt4tebRLVpYppPNhlDACE5z8xPQA5qz8C7mSca08rluICAe3369VuZGAEm5lXufUf4DrWq0MHqeVatauyR3xjEc4G2ZccKw4I/PI/Kus+HOlxDTbu/CjzJJPKBx0AAOP1qtqtv5TlHXdHMSGJPc10fg2zOneGFVjzJO759ecD+VYSj71zphN8tjQuNxgUngq5NYkztJNJKx74FbWpS7ISO/WsOQ7bX3JzUSNk9Cm7bpNx7VRvfnmik7o1WWbDEVn3MwUNz0qUFzz3xFIR4huT12kYH4Vm+ZvUL93JyCaueIfm1+SVDy4DVkX8kkdkWjJB3DpW6WhzTerLkZO5c54IB/OvdfHugS6/wCFXht0DXUWJIl7txgj8jXh+q2NpaaBb6npurX06vd/Zc3MKxrcEIGd4h12qcKd3qOc5A+ktwEKjqxAB9+OlPVEppo8K8HaTquk3Mv27T54NPu18sNMm3Mq+gPJ4yKs3tmbS6aE8Rk7l9Pb/CvUdYSS7gWOSQnyn3Y+nQ/lXFapb/a4GJQebCx4xn8PywaiqubU1pPl0PO9Ri8i4WUA+W3yuP7pqLasgGcZ6Z9a6jULdLi3KvwHGH749G/l+VcoyNBKYm4I5H07ipg76Mc1bU6fwr4es9Y/tD7cGWKGA+WyNt/eE8fXGCa7rVYzp+iWlonLKIIRj6qDVHwdYrB4Ytjs+e9mLH1I3bR+gra1WPzbmMMAcXKYx9aib1sdNNKMb9StreTGrRtgpKrZH1xXBeLrZrbUY7lEGJwWP+8Ov5jFd3qrItpdNt7E9awPFVmbrRXZRmS3w4/Dr+lKL1HNc0DgBydwzz1HpXp/wgznV1wOPKznp/FXmPh6C01PxSum6nfXFrDM+1Jo5Yo1j7ksZOMYzwOScetejfCSOW11nxPZTeePs08cQS4AEi4MgwwXjOPTj0rqjHU86UtLGB4l8H6zpnjhZtIsbi4Dy+ZamJMg852k9BwSOa7Hwtpit41t7pAVi8p5dhH3WAwR9QTXbT3Dp86MVXox9vb6H+tZuhQPFrk0rhiPLdmf3Yjr+tVPVE020zVuwArKT941kTxkIQOgrS1GQAgg96ypbgtG3PJFc0tzsjsZdw+1etc9eTb2KZ4zya0dSuPKjbJ5rk9WvvsumTzbvnYbV+p4pJA9Dl766+1ajNMD8pfav0HFLE2xgW5A4z6iqSYKep7/AFqaMlSCeR3Fb20Oa5Ozl1AXlh1HrTVbOCTx3qtqMjxWgeMlWDKAw64q9r3h3VfDugaTf3ktws98ZDLCY8CDAQoGOPvFWzjt06g0JCbPoUElmz/CcCqV8xCH2yR+FFFWyEYHiBQtuJAAGRlK/icH9DWj4KULfaiwHJhTP/fRooqGa0zdmjCrMozg4NYVzzdtk9AMUUVkzoKN4cyAHpUM5zFg9MUUVCBnBeMeLWxA4+Zv5VxVvqlzo+t/b7XYZoWbbvXI+ZSp4+jGiit6exz1dz0z4GjH9tr2Cwfj9+vWbsnYfpRRWjM0Yl/EsunOGGflPPcYzg/oK3dOOfDOnN0LQoxx6kZNFFZyNYEGpEsBmsq6OAB2AoorJnSvhMuY45rCv5GAbmiikiTz/VGMmoMzdRwKzb9iLI8/xiiitkc8t2S614ofX4rWGbSdNtjAiRxSWqSKUjXOEALlQvOTgcnmvp2Mny1buRRRVSIiUbjmdQejAg/zrmNVRY9Uj2jHmId3vjGP50UVmzVbmLdwxpjCAguyEH0xn+dcVrsSoGcZ3I2Afw/+tRRWX20dD+A9e0yCOCHRYI1xGgjAH/AM/wA6ivGJ1izT+E3Iz+tFFRLc3RT8QfLY3WOPlJqKVRNp7hxkNHg/lRRQHQ8Vg11tIubqJtO06/hlkDGO9g8wBkztIIII6nIzg9wa9O+D2oXOqal4ivbyTzLi6eKWV8Yyx3nt0HsO1FFdyPKkeoXRzGQenTFRWzFbJSOCxOT64OBRRUy2CG5VuZHLYJyMVQmY+W1FFc7O1HJau7HOT3riPEUzte29sT+6wWx70UVdPczqbGdHwjN3IzSq53eYMAnkgdKKK1MCPUGP2A+zDHtVa/8AEOq6jpkOmXl7PPb20jyp5krMSz4zkk8428emT60UUREz/9k=", 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", 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", "info": {"video_id": "196427", "label": "pushing rock so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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f0qovQzlDVtHLPGUBZcEenpTNwIxnNSRsV+bqBz1ofDklWH4DGa0TOdoQ4yFGM49arXdkbpI5V+ULII2J6Dd05+oBqb5WH+Fdd4atvt3gbxjCjhLmK1S4hfGcFA5P6ZH41cdyZaI4m6UxFXlUSkD7y8Amqm5p3DSYKjkIBwK04WW+sYZgg8m4TdwejdGH4H+Y9az9hglaN8EDoR3FJSvo9xtWWmxVktnkkLAbefvdKnt7UR/MuS/XJPNWVjY/MFyPY1IIyFBYcZ6Umykitlkl5yAKtpMdobp7461ueGNEtdaurhb1pVihj3ERdSTwOfTrXU+I9Ia78N2FtbBCYBGsJbC8dDz71LaNI021dHBKd6kHGD/nNRsDHgHH1/xoZXhkeKVWSRG2kNwVNSK+xcHHPHPNCdiGiFfmYDqP5U7cOuBjPY0hAHzZyPSkPqv8uKoixJNef2Z8TNYiu1CxT3ssU/BHys3BH0JDVp3thtke2m2mSIYbHcf3q1vi9oSWmrNq8aEfa0yRx99cAn8QQfrmqenXLat4atb8EG6tl+z3HqcdD+WD+dTVjdKSNaMkm4s5Vovs0zRNzg8HHUVIjcEgZGMjNaWoWnmwF1bkfc/w/wA+tZcbKUweDnkelKMroco8rPSfC19Z6z4cjspJIkurRWidX6MnJU57HnGcdqy9Rt4LJWW3nWRlB3fKcZ7YP41wvm3VheLc2kxjlHG4enoR3FX5vFV/cgGWzhZ8bQ6EqD9RVpnPKm73Q6W7diYPmaWVguwc5NXL3TrzTMQXsEkJI3AOO3rXUeG9E05fC9re3dor6jM4n+0MvzLk/KB6AcVd8Z2dzqUFuYkM0wlwAMA4I6fpUTmm7HXDDuMOZnnwkbHlnk9BjrSZJ+U8/TqKVkH3W4I4yeCCO1MO0d+fekQQa3HM2hC5VcrDdx7nAyBlGx/KtuGUalpkOoZGZh5c56bJV6n8eD+Jrf8AB2kLr3h7xHZMMuyxOnOCrrvII/l9Ca5Pw5Oia5d6PONtveKBEG/hkXlT+WRWjjzQM1LlmVb+z+zyCUAAE4ZfQ+tFnbm9u4LaIjzJZFRffJxW5dwO7PFIoVx8jDGeKk8EaQ1x4yhQpmO3zOT2x2H51EZaWZpKGt0erW0C2WnyRDAEUKRj+tVz5iWcSsOTlj+JrSks2aJdx/1kvP4U3VQn24Rp0C1mdSaOftoGS1kjYbl3Nj6E1wFnoLN4gurB2ZFhfIYd1PIP5V6ZuETiMdCaxrmBYfEAlA/10W0/Uf8A66IuwnFSauecXcZtL2WLIJjYoT6+9Qlyx3jj6Va1aPydau43OTvJGe4PNU9gXkHAPbOa1OR7ksLYlUgDGRlex57f4VHpkr/2vq2kSKBMtzLLCpPO4Mdy/iBke4oBAO0HqR+H+fWuk+J2ktofiP8Atq1BWS4K3CYHRxw3Pvwf+BGriuZNGbfK00YF7Y+aN0WcjJXjr9a7H4TaQ91d3uqSKwhgj8gZ7u3LD8AP1rGmEUsCXcGfIvEEsY/55nuv4HNemfDOL7N4Um+QoHvXIz3+VQf5Vkm1eLNrK6kjeuH8jbLGoA8nA7VivlI+e/atXVZNzCNfpWTdNlto7DFQzRPQrlgIih6GuS8QKLfwrNAcfLIFB9Pm4rpp5doFct4qlE2jXMQPI2v+Rpx3C+jOLHMe04B7Y7mgupTGMEDrUKPldpbA6VMyNu3AkMOeOhrQwE3evDDofSu38E2zXeg+JlRSLj7N8uOckpIMe4IJrh8EEEEfhXpPwofI1kAAg+VtHb+Kqi9SJLQ8s8ITm4t5dLbAkK+bACP41+8PxH/oIrQvbLzkLp8pHKjPQ+lP8a6c/hfxUxswy7JxNGT2U/MB9Oo/Cte9SKSNLy3AFteASgjsTyRSqpp8yKpSuuVnJREYweD6elW7WF7meG3jXMkriMY9ScUmoWxicTEDBJ3gdv8AP9a3vAtm174nt5FwUtlMznt0wP1IoumrjUbSsd5FptnpQ1GXT4fKWRUXZnqUU5P45zSXkRXSFgkcMYoYx+IA/rVu+Zo9LiH8UxY/izYH6Yqnrcu+3uREvIHGPasG7nYlbY47xbYeVdRXyYAceW5/2h0/Tj8K5x2+YNgZ6ke1eg6/b/btCnjTmTb5iY65HNc34a0SDU7Z7q8MhiBKqqttzxyc1pF6GM4Ny0MEtkhlXBpFPI2jORyvr9KJI1jlcRsfLDEc+3em52qRnNWYM918f6BLr/heWK3QNdRHzIl7t2I/I15X4O0nVdJuZft2nzwafdr5YaZNuZV9AeTxkV7szAR46seD7+1YesJJdwLHJIT5T7sfTofyp30sK2tzy69szaXTQniMncvp7f4Vy+oxeRcLKAfLb5XH9016Jqlv9rgYlB5sLHjGfw/LBrntQt0uLcq/AcYfvj0b+X5Vz/C7nT8ascvtWQDOM9M+tdJ4V8PWesf2h9uDLFDAfLZG2/vCePrjBNcwyNBKYm4I5H07ivU/B1isHhi2Oz572YsfUjdtH6CtJPS4qcbysy9qsZ0/RLS0TllEEIx9VBp+t5MatG2CkqtkfXFWdVj825jDAHFymMfWqmqsi2l023sT1rG51JnCeLrZrbUY7lEGJwWP+8Ov5jFc4OTuGeeo9K7/AMVWZutFdlGZLfDj8Ov6V5/oNiNY8Stp1xqEtqrJI0Rjj3F2VCwX0A4Jz7e9bU9Uclf3ZXPUvg/kf2uMgY8nJP8AwOsHxT8ONbbxa82iWrSxTSebDKGAEJzn5iegBzVr4GXUk/8AbTSuW4gIB7ffr1S5kYASbmVe59R/gOtbx0Ryy1Z5Vq1q7JHfGMRzgbZlxwrDgj88j8q6z4c6XENNu78KPMkk8oHHQAA4/Wq2q2/lOUdd0cxIYk9zXR+DbM6d4YVWPMk7vn15wP5VjKPvXOiE3y2NC43GBSeCrk1iTO0k0krHvgVtalLshI79aw5DttfcnNRI2T0Kbtuk3HtVG9+eaKTujVZZsMRWfczBQ3PSpQXPPfEUhHiG5PXaRgfhWb5m9Qv3cnIJq54h+bX5JUPLgNWRfySR2RaMkHcOlbpaHNN6stxk7lznggH869v+IXh2bxB4XxbJuu7c740HVlIww/kfwrxbVbGztNAt9T03Vr6ZXu/submFY1uCEDO8Q67VOFO71HOcgfR5fEKjqSMHHfitIqxjJ3PEvDmkakmhzWt9ZXEEDOXs5JUK5cffUA8+/wCdeu+GbT7L4P01D94oZG+pJNVNXMt1CqvIWMTbtvbpwfy/rW1a/utHtImBV0hXIPUHriomtbmlNu1ijcqGkLjqKybkFH+brV6SfaxHvWXqEpLbs8AVzs6jKv5woJz3ri/E13sshHn553249hya3r+48y42A8Vw+v3guNVMYOUhG38etXBamc3ZFOMkjIOcHH1qwJVAUHPGQapAfN3/AMasRt8uCMsBgkjqK1aMbgS27kghhwfWvTfhK3GrDqx8r/2avNPD0FnqfihdM1K9uLSCZ9qSxyxRrGepLGTjGM8DknFehfCuKa11fxPZS+ev2adI9twAJFwXHzY4zwM449KaRPMaPxP8J3WtwW17p0JuLiEbJI0+8y9Rj1I5rndJ0LUdP0aTSNWg8qZf30Ck5Ko3IBI465r1ydyyEIcEDqP4T2P1rmNZheUtcLudwuApPp1FU9rEp2dzzO5hyrpIMFPlPHIGf6Vv/DuzktoNXuyOrJbx46H+I/lxUGpQKZVukUMHHNei+HNHTTtDtI3UAsplII5yxyM/QYFc9mtDsi09SGCya61SOF1Oy1iD49+1UbuEM7EZB3EH6V0odLbUL1sfwgfhisKPDIS3ViTUs1UtCvJaRiJFQDcFyfWsHTrdba1urNflCSNsx6HkfzrahkZriVj0A2j6VmyER30/bfHn64pIFLU8vdyHdGG07iMnsaQFuh6jrVfVZpB9okRirGY9Pqav694d1Xw7oGk395LcLPfGTzYTGQIAAhQMf7zK2cdunUHHSkcLdmfSCk4DdzVC45nUHowIP86KKllI5jVUWPVI9ox5iHd74xj+dYt3DGmMICC7IQfTGf50UVnPZm9I4rXYlQM4zuRsA/h/9avXtMgjgh0WCNcRoIwB/wAAz/Oiio+wjWC95kV4xOsWafwm5Gf1qn4g+WxuscfKTRRWZqRSqJtPcOMho8H8q8Rt9UudG1s39rs86FmCb1yOVKHj6MaKK6KPU5cT0PTPgaP+Q4vYCD8fv16zdk7D9KKK3ZyIxL+JZdOcMM/Kee4xnB/QVu6cc+GdOboWhRjj1IyaKKzkawINSJYDNZV0cADsBRRWTOlfCZcxxzWFfyMA3NFFJEnn+qMZNQZm6jgVm37EWR5/jFFFbI55bsl1vxQ+vw2sM2k6bbGBEjiktUkUoi5wgBcqF5ycDk819MxMTCrdyBRRWpiylw1/GCMg5BHrjn+lSTzSYJ3HpRRWU9jaluZjsTyayNUdgDzRRWB1HG3srxpPIp+ZVyK4eJjMm9ySzksx96KK2hsc9TcsOfm2YGCM/Q0+N2GBnpRRVszKq662k3V3GdN06+ilkVjHewbwGXOCCCCOpyM4PcGvRfhJqF1qV/4jv7uUyXNzLDJI5AGWYvnjoPYdqKKa2IZ6g/CkCsqQ5MufQH8eR/SiihgcldRr515Dj5FbIHpkZ/nXp1wge0hJ/hjTGPoKKKhnRTMrU8hJmBOSBk1lH5YTj0oorFmqKMRwSRVG7/4+FOOcGiil0DqePaixEcxBP+t/qabe+ItV1LS7fTLy9mnt7d3lQSSsxLNjOSTzjbx6ZPrRRXUjkluf/9k=", 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", "info": {"video_id": "196427", "label": "pushing rock so that it almost falls off but doesn't", "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": "8e59fc099aa70afabdbc1fb9aaa9a8f15c86cbf2fa1086e7b889394e5c0a9f03"} +{"episode": 15727, "episode_seed": 4076860497, "split": "train", "timestamp": "2025-10-13T02:59:13.920849", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4076860497, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping card up with card'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "159507", "label": "scooping card up with card", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "159507", "label": "scooping card up with card", "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": "392e9bd691c951cf7d30f3f3bade38f957be222224b925f2068f30a0b10bf620"} +{"episode": 15728, "episode_seed": 2494143908, "split": "train", "timestamp": "2025-10-13T02:59:16.721676", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2494143908, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'burying plastic spoon in sack of sand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "125011", "label": "burying plastic spoon in sack of sand", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "125011", "label": "burying plastic spoon in sack of sand", "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": "b77a5c1c67756bca5667a27f72f9392049cb8561f62283cbbd654296873bbb80"} +{"episode": 15729, "episode_seed": 892127535, "split": "train", "timestamp": "2025-10-13T02:59:17.869209", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 892127535, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving keys and alluminum away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "141031", "label": "moving keys and alluminum away from each other", "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": "141031", "label": "moving keys and alluminum away from each other", "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": "f9e3ec6e85f588b7935ac3f3ded71405495e4fd5cfdca574e3dbecc0cbaf3a5d"} +{"episode": 15730, "episode_seed": 497806898, "split": "train", "timestamp": "2025-10-13T02:59:20.892461", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 497806898, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water flask upright on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "54116", "label": "putting water flask upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "54116", "label": "putting water flask upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "37cb56baedf23c4abc659ce71fb85174eccd081d6a882f69dc6253a88b87cfad"} +{"episode": 15731, "episode_seed": 2483890789, "split": "train", "timestamp": "2025-10-13T02:59:21.777654", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2483890789, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flashdisk from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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"info": {"video_id": "101271", "label": "pushing flashdisk from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "101271", "label": "pushing flashdisk from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c897cdd52ada9cc09909bf40e36ad90170013a0ccb8a435f118f4ca182cad756"} +{"episode": 15732, "episode_seed": 465929348, "split": "train", "timestamp": "2025-10-13T02:59:22.931680", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 465929348, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take nail clipper out of blue bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "85190", "label": "pretending to take nail clipper out of blue bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "85190", "label": "pretending to take nail clipper out of blue bowl", "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": "c7e839ebc3e299c3905b5fb5d4ffe59799bdf05fb5ff472e55142bd571960c5f"} +{"episode": 15733, "episode_seed": 739960901, "split": "train", "timestamp": "2025-10-13T02:59:24.278537", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 739960901, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pita ribbon with tissue'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "157540", "label": "covering pita ribbon with tissue", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "157540", "label": "covering pita ribbon with tissue", "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": "fa18719510c0ea554dd907be62e7bfd17c74f119714618a3beb589218e32763d"} +{"episode": 15734, "episode_seed": 3829822552, "split": "train", "timestamp": "2025-10-13T02:59:25.861508", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3829822552, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping scissors in front of book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "69862", "label": "dropping scissors in front of book", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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tJAIAPbGPyrymf4hePzJsmnuHQc4MSEfyr2RppTpZ1OazWS4AHDjgc4JI74qZZxcQadLNbKGlhfzIxENpAII3eg9Md6rUz0lL3jxiD4q+O9Of5SQUPR7VcDjp0qZ/i54rv1L3m11bkDyGUY9scV2uq+FNGtoY3u7S5kVp2cTRSEBFX1zxjBJ7fjjFT6d4N0sC6+zQTLE3l+UZUIjAz2PfnP8AWleTXQXLG/U8s1nxbLqiKtwgi8r5seWQefrWD/wkd5CssMagwSf3h1PrX0HceDvDlxqAgeAbpISZ41cgY459cZOB6ZqKTwPoEN5b2S6W0lm4IGHbKnJJJPak07bFaRdkzjvg5f3sl1qqTJ5yhU2KGAGQTn8K9I1TV5rXao0qfc7Ko2kMATxng1FoWiaNos1wLK2bcjFdyvuI9j7irF5cWk2qQRvJMqbS5whwcYwCfxz+H1pJNbmi5ebXaxX0pzLLNA9rIIs7yhXaV5PGPrz9c10AurRomJSRSo7isvQ57K8vr+a3llL4RXDrgcZAIPfP9K3UgBBO6MAjBzTM+a71MqzvInsVOnkSSFzvRxjnJz+ted33wgs75rq4GqlSJdzpFligZun4V6TDaQ2eoyPKVCOowwzjI/8A10Q6dbrpd6LR2dpeSScAjrgH+tVYJq0meK6l8KLm2u/s9s1xdOImkDRsMN6DnvWZY/DrVPtSRSQXcPnYMZYBtoA5z+Nekt8TfCd7qM+kz3UsLN+681lwobIJAbp1ro9O/wBGe3+03Mh3SEWyo+4Oh6ZPOe36UuWS6sJSi3sjykfDjWRBBJBM7Qs21sKpwemMfX+dUZvhL4hnObxxFLu2wkkYb9eO1e83BaC2iV2EUYlRWULndlsfhzjmmCeLVdQuNPmQjyDuR1OCcdf5ihRdtwm0nsjy/wAC/DjVtC8SxXd1bqGiTa2GxkHv1r0vWNMie3ESxygyfKNjkcn8avRRvc37spxGoKqB14681Df2cwVJ0lmKxOGKq2Djofr16UuWxqm+ZO3QyLjT/suoWifZppYXbDFnJ2t9f1rTR7yOTCSqUz/EtVIbSc6jJdx3rSWzodw3YIOPStGOeFjlkz3osY+RkvPqEWoSwTLHLBcHGFGCpwc5Poafb21uusLaHTI3RYyXlkTccY9fTtWnLbC7dGijVXRgwbHT3qIahJaK91duPs4OwCNMFz06Ht1qkip2fvIxbjQLLVra0EkCoQ4+YAIXXOMHb14Ax9a5xPCujSSToNJu4rkP5mwSFiFJ5wSRgHH8vqaHjT4kT+HNZew0fT0uozH9omaTJ2BgPu+mOv1NXfCHjGw8XWjwRSG11gJtJlPzOOyhhxjGfen7Mh1HY6ttA0qKC88+0Ey8lY1XLLheSD3qU6LpSwrBDZ2sd/JGGUlRlsY4ye1XXOxEs0XfcvGASCQCOjtuxx1/OopbW3tryzuLi4kWS3QKW25Vsep7cUlFdipOT0QJaQW9zaL9kthdbMyGONcfj+Pf2qbVXuPsjfuYiqkMxYHG3PPT2qW1czX8kwX92GG3Ptx6eufWr5bkgKDuyCKTVivh5Tnbl9Qm1OGNreCS0cAj5AwUjvntSTQXLTvfecsyLgYXgoBncPfqKslH0ycOoK27cMACQDng4A9+ao28cEFzNHBJ5yTsOI2z5Y79D35x9KETytSVjbiMssSMWzlegqrfTzvKkUYQZ++zfwqOSanimsgm3Ei7B1K1StbyKW1K2DCSYyESLKCO5z17UkPZNmJceIfCcTM3/CUQ4J4UQyH8OlP03xx4JtLyO5k1hRNFkZWGTkdOeK5x/hRot4skw1Gd9swDrF23HsSeeaxtR+FqQSXCwGJkjCbJJ5ygkzz+fXirc/IyVO+tz0+6+LnhTa62l55zD+9EwU/pXnHjbxNaeILuC4UqWVCrFI8ZHbJPWobH4XyxedFcBTsUOrRynLZPQD2FbEvwht5JjEt6YhKgZTliUxjqM+9Ro+jNEna9zhY/GEVlZm2sZbqGVXO5YGKh/fHrx1r1z4capBd+CrV3MiKrOoGCxxuJ5Nc5H8IdG+2Nb/aJEuYo93mBTh+OSeeK73w3pNn4f0hLaGdynX5hwKmz7FXTje5DfapaSymCJnMseHyUIA5OO3fBqFbpLSCa9f7YVmP+rMRYbvbFWJLuzht7yaaeRgWMO1E5wPr16k1WLx22k2oSSedBMjrLs4UFuM9fp+NUE7J2RpLdghQyg49qmM6Ou1Yk54+7imwwxmTLqBxnA7CrLRwtIqKCOM5pmZmNHc2QS2hSArOxKQlBn1OO2O/PvUl1Nb3e0xylrmzO+RYxgsP4l56jt+Apxuf+JyyNJIP3O0KSAp559yf0xUcOjJZXUlwjuS6HEeT8ufX1HWr9Qm9SleWs9xdQ2yQSNYTwkzEcEHuc54PA/Oo44bmDU5oZQRYJAPKIGQD2XPfv+lasMVxp1nGoVJ44lA2pncAAc45O4kjvVBrm/njYJp4ty+Dh5VfZ0+8AfdunoKOUcZRcuZsehkbUhFB8scKtHMxQ4VmCkHd0PuKXSIbrTdJuftbABMyIQ+RjHPr35qeOSxsPs+kqfLOwBP7oz0z7/wCNR22lrKZWZniKSfNEGON2QQwGe+OPbtRsEY8923YtaZFGtsW6MQDknPJ5PP40moWoaISwMFuIjnBzhgfUDqKvRgQoEXgD2phIYtkA+hqGVKd5XWxk6TbwmW6khiEUzsBKqngkdCPY5rcW1lCZLHAqraxRJLNIihWfaGwPTNagIbCAkmkTK19Crc4jtQm0+ZIwTIIBA9RmsHxBJe22PsSMsAjI2J0JxzmtnXVzbAhwjLllc44I5zzXifxF+IviC11kaXpEwtYdnzOACXPQ8njg1pBaXCaaijQsNG8HPoSabqWmxMZRuW8VcSZIyW39uenb2qTwvqg8MTjS5Jv7UsLctJDIeHUA8FffB6dDivG59S1aGfZM8QkGPlMUZ6/hitPw9qU2oal9nkiiSQxsRNCgiYYGTnbgGuiDhKVu5hPm5fQ+mNJ1TT9cLS/bIpACQkJba/OM7lzzyOKvF7hbyTyraKSToWxhhx39R0rwTTJJ9O1W1vTem4jhJkWGVFy0gyFBYdVzyR3xV6+8R6hcSfLf3XnP95vPI3egx2xWNZKk7I1pT57uSue7WUDW8ZMm7eeT+PJqZmDbkzgFcEHvXhGkXF7M6pJezSOEAOZWbnvXUWujajMQ0ZvXPXKqygfixH8q5udt7G0ld3bO4ljezuGmQNJFIAHCgZHv/SrttDDtBINNtLeaGzg88uz7RuMn3ifepYyyrgHn1rRakTld3YrARwSSR56HiubvbzTf+Ef8zUblbe2h4eSR8lGHB5PU108xH2NlB52mvHPipsOkLBcS+XBNOUZ1BPlvtUqWHcEAg49jVwV2Jr93fzOQ8Qa94Xn1t5o3N2kYCxyKzJkEDIPyk9c4x61n22raSbtn0+G2gllcEhZXUnHYZUD9azbLwRdalb77O9s5pOu1Zlxj6k9ahk8K3WnXcZvZobeJCrO8jjjoSAOpP0rWFS0loZyheNrnp1n8R7vQjM0okuAw2q1xGxYHsFYcfge9dwvjK2aK3mntpWmUfvVUgK2e3J6jnpXhV34sLXEzWlo0kLMMM3rzXcaNpHifXLWxuRHaQW9whfzZMkjHtnrSxLV1yFYZSctTu38fQjPlaa4X3kH+FVv+E+YyLtsBn0E3X8hWrYfDjSYPKlv7me7cqCybtq5+ldLa6JpNiwFpYwIccNtyfzNciU3uzSTjcoabdtqWnx3RhkiWT+F+oqVLW3hu3ZFVEZRgKMc85rXco8GOBj9Ko3EYdYyBgkdu9WibtXBIk6+Yo/DNUUtY7TUGm2mSNkAOxMkEH/69X47M7Nxk6dOaZfOILLy22/vWVSSCcgnkcc01uOL+z3KMVpbHSJRaxiPc/mL5v8ZHIyPTgVyUvxA8LajeHSlvIpJGk2MJRtVSMgEE9eSa3fElvO6teQyqiRxMMZAwMHgfWvA5vDelywurX6rJlmiMcJL88gPx2rVQur2M+a2mx9AadALadLZY1YGDcbzb98A59++O9XWVjfSrAFMvkMryMTlWOGUHt3ryrw34vvdDsP7PWf7RbxIoX7SCp9Mgn+VegaN4v0S6SPT4XeE+WXZpcfLz1PPPPeqnRcdegRqJrlubEX2iDRFF2SJyfL3ZGcE8c/jV23hjS0SNVAGD8uOMVhQ6noUSh5r6ISAn5FYsB15GOxzUsni3R0XAvQeOyN/hWEpI2a5Y8q1LV/CsPmMgEtvIMvE4JHvj04qKUXC3VmlnErWbjY6EcBfXn2p1lrthqbGK3lV3A+ZdpBx681HqGnulo8trNLHlh+7DYXJPU/nnrSTQW5rLqXhvD7vlOBUsOXYsx5xgcUyJBJGrF8EcECmyZWVVTOKZkUZUV9cgYryshG/gYG3p688cD09qrizu5vF7zqsht92DIchdoH+NTapBMhS4gEf2hG3I0gJC9ieO+0mo49WvLlQLe1aBVwcznBYZI28d8DOfce9WjWcZTs4q+hXj+16dfX892H2yD0yG+bAxipotWVtaisREfLdV+YA5yRkcenSoLuS91YLBNB5KgB32Sc525wCPQ8HPXrV3T7aCQWl6yus0cKqFc5KMB1J7ntTIlBxiuZWLMkOnX2qYyftlsMugxtcD1pLR0fW7hUIAZF3gJg7scHPfgAe2KqWujzW/ic36SBreQuduOVyOhqbSV8m8mBjK7ZpCcj72T94HuDkc0nsVSim232ZrmPKspGcHg1VaMrlffGc1YadgzMoA9RXnM+p6le+NtQ00a1d2kIeQwrGob5lTcF9hweaixF0ejW0RUsFOSQKs7WjUs3HtXn/w81zUNTF899dyzlBGU3kfLndmu88/eQpGaAIL+N7q2bpnaRnGa+dPH07aZ4tne8slu7GdhKqyjYyvjazDHTJUnHQ19KSSArtGAtc7rXhLSfEAH2y3RiOj4+YfQ/jTTaWhpFxkuWTtY+e31bwnfRCWaO5hul+7mMFfYcHpWVBe2tpK40aGa4vJFKee67QinrhefzNetan8F7aGY3FpsnQc+Wwwf/r1nQeCdW+2LBawR29qxAcCMKBzyeOpxRGag9I6lez5/dUro4Ky8M67eXVsCZ5YXcbyhJC5bnNer6P8MLZdcZrs5ClCFPZTz/T9K7LStNGh20EEQSUKFD7hhs5GWB/Pit7TopJna4nbEjAfIOVBAwcex6/U02nLWbuVGMqLbtZCafo2maT/AMe1snTBO2tBnDB9gwMAgAU5kwpz1rlfHGo3Wl+GpJ7G4eGcTRrvQ4OCTkVNktEc929zpZJlkiy3X+tQoIsZHX3ryzUdX1CHSYb+y8Q6lKrXHkZmRUWbC5Zo++0Hg59R9B1cHie0eBHdJ496owDJ/ebao+pxn6UWC50qx7mZmPy1ynjHwsniPTZLUnCNjG7JCHOdwHr2z6VuRarZSRKUu4XB6fMOfm2/z4qSO7gkPyXETZ6AOPXH8+KY4y5X5Hznqfwm8QacQ0Q89P78YJH+IrJbwbeQNG945dS4DLGPmxn3r6njurdwVSeJjgHAcHgnA/Mg0h0uzlk817aIv67RT9/ox89Nu7ieY+CfCdnDpyXN9pJeBivlxSDnBwdxU9fx/KvQ7dYbx7SGyt1jt4F+XKlcAqMY/DIIPertxaxBAFyuPQ0+1iEYzzn1PU00kti3OmrSje5bEeeoxioyfKBbjPah53+6DxUbZZST1qWYg/z/ADKeDyaaFYZyM8cV54+s3j+O7vS5tZvbS2acpGYpY0WPgHJLjGMZ9ya1/B2o6jdapq9tqF1dSi1kEarc43pyw5xxngZxxSA7AH5Qu3nHU1X1iNXsihG5SCCB3GKtlAqkhtxqGSAyQHzDjNNF05csk2fPHxPk1bV9bW0tpJJFtVVHt1bByQCGx3Bz+Brg5vDWrwN+8s324J34O3gZPNeu/ETwDqmpalHqOlxjzkQIwQ7flGduB7DAz3rgTF41tCbNpbwKONrScD86tyT62D2Mkr2uiHQBJpmm3kmqK0cDbRCsn8Tc52g/rWxoWtacdSki02wlknnTLCJQM7fbPSszTPD1xqOrbdTlkluCwURZLFj9e4+le4+F/CPh3w7di+Klb5Fw+75QM4HA79RyPWqlV5ockdV3I9k4y52c5oWga94kBlS0ayQjcJLs8sOnQc111l8NoFiD32pSSvj5kiXaK6TSoXitFLK6Fh0bGRz0444/pV5lKnHPNc/s0japK0rIz9L8OaVpMm+2twJduPMYksQasz2sc0UsD4ZWGCDyCPesPxzqVzYeG5LixuHgnjmjUOh5wTzXE6teeK9G0rT7y41e+E12X8yMjAixtKgnH3iGzj/69OxnezO8jkYHg44q3bSF9zkDIoopslEMjFyS3JIpkECFjwQD2zRRVDhJq9mTiJNjAIAB6VzE4e31ZbOGeWOGcPPIAeS2+McHsMcYHrRRTW5tQXNfm12FuNVu9PTUVhk3C3jkki387SqIw57jJPWt/TII4bZnjBBZyxGSeW+Y9fcmiim9htJe0saDL+698ZzXjOvX02meNr67t9vmxztjcMjlNp/QmiioOck8HmSKa4MUrp5YLgKcBiqPjPrXW6drd/HqUdu03moWtYv3gycMhLH65oopFI6S1v5p0jZwuWCE4HrnP8q0UOdpoopohk/UCpFjUYIA5ooq0SVbhFLglQeRVpFCxgiiikNtsjkdieWNcj8Q/wDkUpD/ANN4/wCZooqSjznUdffVkgjk0+ygMSqiPArqVQfwgFiAOc9Oteu7VYLuUNkA8jPTpRRQBEmgaW7h/saKRt+6SPusWH6nNIfDemRGPZAVEZUqA542ksP1JNFFAMcnhvTFWAJCy+W0RBDnP7skr/M1kmKbT5oreC+uxGptxhpM8GV89u/T8KKKpEHP3Fzd2D2EsN7cln+yhgz5B+aXP596fZ+KdYmewV7skSNahvlHO+Ny35kA/hRRTGxbTxNq/wDobNdl/M+yBgyg53JJu/MqD+FT2Hi/VZ4rbzHiO8Wxb5Ou+J2b9VFFFSxnntz4vvItYuZJ7LT7sXckMkiXMG4BihORggjntnB7g12nwu1a71a81m7vHDzzLBM7AYyzF8/hx0oooA9KDt8ozjNTMxOc0UUkMYvzYyAeaju7C0vV23EEcg9xzRRTJuypZ+H9MsZfOt7ZUlxjf3x9aeYVN6FPIAOM9qKKaVlod1GT5Hqa8TFUAHQdqjkkb9aKKh7nGjj/AIg8eFpcdfPi5/E15vcaxf3thDZXNzLLDC7SLvdmJLY65POMcemT60UUwP/Z", "info": {"video_id": "69862", "label": "dropping scissors in front of 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": "43cbe80d012cf54727299697b79291b5a0d4b3cb41bb9b0546a2e55dfaff91c4"} +{"episode": 15735, "episode_seed": 1108250822, "split": "train", "timestamp": "2025-10-13T02:59:28.809828", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1108250822, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 drawer without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "10231", "label": "pretending to open drawer without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "10231", "label": "pretending to open drawer without actually opening it", "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": "6be4716c2740b3333ba5f12065037dce02e41866930be2a3d246da5d83952de2"} +{"episode": 15736, "episode_seed": 1908285280, "split": "train", "timestamp": "2025-10-13T02:59:30.709288", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1908285280, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 network wire in the air and catching it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "122239", "label": "throwing network wire in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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PxNQ6qLVJn17RRWfqmt6bo0PmX93HCOyk/MfoOtWk3ojI0K8V8eusXxKJyMtaqf0FWPFPxo8hHh0SBVboJpRk/UL0H45ry6HW7jUtYk1TVL5prlxt+Y54+v8AQVrGLhqyL82iOi19jcaeI4gSxfAA7mvML5mW7khb+FyB+ddzqV9HcaTcLHIGZQGwDXn0heV2lZixBGSaU5e6ke3Tf7mDXn+Ze0ZmTWbTb/z2X+depzSjY2D+teZ+GovN1pGIyIgX/HtXa3UhMRAJ6etRHY48U7zSPOtRdvtLkd2b+ZqiXPrWhewvHIVkGHXqPxrMkODXOrPYhppnsHwM1Q2X9vRsTiUQfmN/+Ne+6LqQu4/LY/OOlfLvwxvBa/2oSfvCL/2avV9L8UC0nV5JVRR3LYr16WHjPDrucFWTVXQ9irD8YlR4S1EscARZ/UVhap8UdD0+2/0eYXkwXnZwmfqa8j8VfEjU/Eha0a5FvZMeUjGAR/M/jXPToyi1OWiQ5zTXKjasbpGtrYZ6qtef+MYZY7ia5ZcJJOQpPfA5/mK2rPVbaKGNFm4QAZPtXLeLrhn1m4CuTG5DY7HjIrSU1ySZ6eDj+6kvNfqc8DnmvSPBUp/sEhunnNj8hXm7oY2aM9VODXpGiRi00W3TGG2bm+p5rkp7lYl+4kU/GchZIACOjn9K8/Z2yc12XiNXkZZMny1VgTnua46cBTisqjTZzxTSRF5hDDnvX2X4anbWraS5lwYyuwL9RXxeT8wr6/8AhjdrcaBKnAMbDI9OK3oq0JNeRjVbukcvrge11ORSGOxjxXU+EfEKHTJTcuFUH5Oep9K5D4keONI0y6ubWzmR7on5zFznI6FuleR6x471a/git7SQW0UZyBCeSfUtXp1alOVG0tzz4U5qrpsdnrd8r/E3XCrhgcc/lWH4uuN9jHjPBNYGhXMVtI9xPNJJcScMSMj/AOvVrX7yO60/922Src15k5XPYwLUKq+f5HKs5ZsGr2isyazaFevmr/OqGwlWk7KQPzz/AIVr+G4vM1USEZESlvx6CsFudk5+62zvL2cC0lII+6f5V5XcMxfr2Fd/fEyQOi/eZcCuFuoGhco/3l4NKo1exwwXulMuR1Ne8fs1nJ8S/wDbt/7UrwNzzivef2amC/8ACSZOMm2H/oynFETdke/0E4HNU9R1Sx0q2a4vrqOCId3PX6Dqa8y8SfGuytFeLRoBM4486fgfgo5P41rGDZkavxjkSHwUdzAE3CYHrwa4G3ugYIvXaP5VwGseJtT8U6h5usX8rR54XsB6Begrdt9XtvLRRJgAADNbuSUVHsEIpTuct4huGXUphnPzc1h9fm9a0deYvq0wHduKzXUoTGeqkiuWb1PoK071GeieD5f+JCAT/wAtW6/hWJ40lLXkYHaM/wA62dKj+x6RBHyDsBb6nk1zniJJHuvMOfL27Qc980Tdo6nkP3qjaOaMj01pWx1p0o2nFVmJNZpXB6H0brPxjurpXj0+EWqHo33mP4/4V5nrevXmplpbiZ2JPJJ5NbqW2k2ulebcXcLzyOFjCSAlVHViB/npVnUdU8J2d9axQW8d5ErZlIIJkwM49gTXoT9yN0jkUfe5bnGWOj6nqcZmgsLh4uzCM4P411/hXwnpMqTP4jlubRkYCNV+RWHfORnrXoPhHWrT+y7JI9ThiSLzN1tu9TwOegFVfFI0K9vhqtzer5tsgZQJOMrkiolF7ku60RxXjC18L2mlK/h6dJGIaOf96WY9CCQeex9q8wX/AI8rnj+JP61oNeC4u7yR2yZH3D35Jqgpxply3HMqD/0I1hOVz16WlBLzNnwmNstzIR/Cqg/jW9dTHaeawPDLAW1yxIA3j+VY1zrU02rGaNyIc7AOgK+9JPQ5KzvULmvnZIjn+IYrnXfJroNYmF/DEBDJFz8rno2OtR+FvD9truv/ANnXl69sGilaMxx7i7qhYL7Djr7Vz0Ph1LruzuiDRNZl0sTrDGGMu3J9MZ/xrSXVLq4cl3Y7u7DpUHhK0tbi7cXt1Dbx5QkyuFBXnOM/h+ddtZXvhS3tb6eQxvJvCW8Lkkbect79B+denSlL2e+iOOaje/VnI2yXeoXgt7SCa4lbnEalj+Qro7XwhqguoDe2FzHbl18w7CCFzzyRgcVv+C9f0mPVbaYCOxcLIGm6biwwBx2HH416bcatpVz4fNhd6rHMskex5N+Gb3ppOcbkTTjojlP7F+HOnRbJrlnkcFUNxI3Bx1OBgHkda8Y8SMraq6qQQoC5HsMV1Xj+bTbJLPTNKuPMhVjNJyT8zHHP4AVxl6yy3abSMO3X8axqSsnE9DBJqDbILtd2pzL3MpGPxr0AzbIQowMACuClbfrzY73P/s1bXiXUjbWy20bYkmznHZayixYh7IuagxmhmTttrhp5dzGtzS9Tla1aNoXuJOmM8gCsW4tjzKrHaTkAiuZfxHcG/wB2rFbdzXXr4z1c2zWsMsttE4+aOEkBh7+tQ634c0i18N22q6Xf3kwa6+y5uYBGtwQm55IhnO1ThTu/vD3A0xPoNrZ28YuY5ZpJMyOhOYkHb612Um1ezOZ2auzmbqRrgB5dxY/w/wCNb+l+CdfvbNbmLSLnynG5GMZwR7etaU3iTRYdUC2FnDNboW271PJ6AnPX1r0bw14m0iHT7QnUyhggMXlMcLnJOfrTj77aZMo2SaOW8OaHoWnRNH4msp/t3mfJGWYErjgbBznr+FZPju78OXNrbt4fjjiQAxyxqhU5HIJB+p59q63XtY8Ome41ZJFkvlQlHUk/NjAwK8becPFMCTkybhn0qJPl0NcIn7S7EA/4lkrf9NlH6NWv4Zyi3MmOu1f5mskuo0fbuXc1xkjPOAtauhSCHSrmd8hEckn6AVmtzqqv3WatzNkkBhke/SuZ14lLkH+8KopqE0mpfaWZj5jYI9uwq/qvnXhiM8PlEqWUqc5HSsqn8RMypu8GjDLZNdZ4K8Ual4dS+XT5GTzzGXZeoK7sY/76NVPCWj6Tq3iOLTdXuZreGc7FnSWONYz1LMZOMYzx1JwO9a2gW2l6H4j1a31Z5LeK1lZEguV/euVLAKwXIz0zg4966aLtNNGD97SRY1DxHqmpkm6nmcEZ3SEms3S9H1PXLxotOsLi5K8uUQnA9/Suqj8S+HbXRnMcSvqDuxwykqgxwB+Oa6Dwf4m0t5XWSRdOZ7XyVaNfmJzksffrW0pOU7MSiuW6Oc07wTe2up251uwuYdP3fvmClMD2Yjr/ADrr7my+H1rZS28JAvJIm8l5nY/NzjB+7nIrq9a1rQNT0wWN1fxyR/KeH+Ykd/rXivjTULA65Z2unP8A6FaKqrjOB3P6mpl7mpEIylI52/cT6yD2aQfzqq6+Zqjpj705H/j1WYcTa1bAEY8wHn65qCxbzdahP96bd+ua529T2KsvebO4kmITAGBWJqhMlnMf7vIqj4m1N42S0gchuHcj9BUdtqhm0x1kieVip3uo+72yazxF+XQ4qDXM7mBNJuY4qLNSzWroNwYEV0HiLwRfeG/Duj6jeLMLi+MnmwGIgW+AhQMf7zBs47dOucXG1tDOUmmZkbse9SRs3mqMnk4oorqkSjZsriQWpIbHJqXT7l2EjuFck4wwyKKKzk9CHuUJ4Y2tdTm2BXjmQLt4ABJyKy/LH2JpMnPmAfpRRWHQ76XwCpdT2+nXCxSsiucMAetZiMdhHbcKKKqJzVvjO91KOOSKVfLVVhi3oF4wSVzXL2Wq3OiawuoWmzz4iwXeu4fMpU8fRjRRXPRNaxnMcBR6U+NjjqaKK7YfCYI2NLkYTw89Setbd3PJhFzwetFFax+FkVNyrq0vnQwKyRj5xyFwfzrO1C3jTxBJbICsQn2ADsM0UVynTQKGPLvcKSCsnB78Gq+oXM1xqDPLIzupABJyRiiilHcMRsdB4dfbZ6lIFXzFcEPjkZBBqrrcSQTuka4UbTj8AaKKxf8AEBfwibXfFkniCC2hm0jTLU26LHFJapIpSNQcIAXKhecnAyTzXNZPrRRW6Ocmt2Pmita2lfj5u1FFMt7GlY3MsUDupGWPORmqMkSNos85Ueb9rA3exViRRRUvcdL4ivLbRrokFyM+Y87oeeMAKR/Oqk7MmnAKzAO/zAHg0UUupvU+FlezYrc2+O0qnB+orr9QPnQ3bOATGyhOPugk5A/Oiisq3xIzofCzHsNebRnuIzpunX8Uzq5jvoPMCsucEEEEdTkZwe4NUdR1G61XUJ9QvJTJc3MhllfGMseTwOg9qKK3h0MvtESseOa17GRgwAP8Iooq2W9i75rtqC5OQASAfXNWJNt9renxTxoUaTDBVxuBI60UVMyFuYkEKy6r5RJC7m6ewP8AhVa1d47qN0Yq4OQQeRRRWbO57FSa4lmv2mkctIW5Y966jQAv/CPqNi5kmaN2xyVO3iiiprfAclH42ZeqIsU0qJwFkIH4GnXnibV9T0u30u9vZp7a2keVBJIzEs2OpJ5xt49Mn1oopw+EU9z/2Q==", 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", "info": {"video_id": "122239", "label": "throwing network wire in the air and catching it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5427cc3c7140bbecde2dfa33d4432c612975a640848ca9f560b4988b84ea7ca6"} +{"episode": 15737, "episode_seed": 1263757562, "split": "train", "timestamp": "2025-10-13T02:59:31.349961", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1263757562, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking marker so that it falls over'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "131859", "label": "poking marker so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "131859", "label": "poking marker so that it falls over", "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": "30e8499e7fb92dd63c8b12a0fd74b002a8dc62dd527bf85895f765daa09f69d3"} +{"episode": 15738, "episode_seed": 2315506230, "split": "train", "timestamp": "2025-10-13T02:59:32.618592", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2315506230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 correction tape 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": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "189315", "label": "throwing a correction tape onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "189315", "label": "throwing a correction tape onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b12d574b501a2c74e946122574ddc63fa4c0beee0f16dee53d37e9febcfdec89"} +{"episode": 15739, "episode_seed": 195315862, "split": "train", "timestamp": "2025-10-13T02:59:35.065175", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 195315862, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 potato'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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IcE9x3rV0LW7HWoVltZQQAN6Nwyn0IrCuZgECLwFBOT1JryrSNQvNOuxPp0sgkUn7nPHfjuPak6fMJT5T6OllXeq9MDNMu7pfL2L97sRXDaF47sL6OOC+It7lhjeT8jN9e3412EYSWJgGHOTmsGmnZmqaaucLf2Wtw+IXu7QRvHMwIZjgr7/Sulm0eKfTFW82yN95yR1Pen316lvgjHmMdkamoFle3t5Lm4mk2D7yEZB59Ky5oQlfqzW05xt0Rzeq+F0jiRrSFQVO7agxiodU1W4XQDpkVoVll+RpJVICj+tbWuau2nWuYiDLccR7j9z6fhUMFos2mQtdBpA+TuY5IPaifK5K4UudRbR5Bd6pqV9dslxKQ6HHAxjFVTb3FzcHzGd2/vOSf1r2iXwfax2efs0byAY3Oozk81ijQUl1Ag28exeyrjJrr9k7XuZqrHZo4i1tfIVQ3Ga1rfX7nwtd289sA0cuRLG3RwMY+h5PNdm+i6PvyLCIvgLuyeD+dcr8RobSzTShbW6xo3m52j733ev61KpNPUc6ylGyPUfDXifT9btjNbyhZB9+Nj8yf59a2VuQrF2B6nHFfOuivdRzi6sJ1jnhG/yw+GI9gevuK9F0T4ipO622rxeS2cCcLhc/7Q7fXpSnSaV0ZRqJ6M7jUUbUImhccOCormdE8KnTb4yS30klshyqNwPxrqWuI5LZZIzuyPkI9PWsJ7z7ffvaxkeXEMYPQnvmuWpa12dELt2izekhtZMFACrD7454FacF1b2VkoeRI0VsruIGT6Vz8NyEeKCKJTBICGfPcdsVyWoao+peLBYiQ+TakAJ2GcZP17Ue193msHsXz8p6p55G6QAE47VajJhCfL80h+asfTHeSYQnmMHcD6Y/+vW3cuqjqAQO1dNF8y5jKouV8pEWBumAORmmvll3AfKWxUUMojXzW5zyPenSSnPTkdB6E1bJR8wXVhd2EzRsHj2MMZXay+mR2+vQ9ialW7nGWlm80gYJY8/gf8a7GJNMuLCWCe5Z2ikwssYDMoIyRzxjpwfSuZ1TRJYdjpgRScowBCyewz0b1U/gTWqkRUpOGvQ0NF8TXWlNm2nHkkgvEw+U++Ox966uPxDBrd/BNGreZHndFnkf415Y8/2d1RlKqvHPUVbtLrynWeNj14ZT90/0pTpxmKNRxdz2e1hvb6YXExMS/cwDyR79qo+KNJnuUQqPM8lgycZIrA0Tx/NZhINRQzRg/wCtUfMPqO/1FdtZapaatEZraZJFb0PSuZ01BWaNvaObvcZo87z20cRhdHz8wK4wPr610FyoDQqANin5vyqtax4jllQDphceg/8Ar1Zn/d2Ua873rWhBQiRVm5vUq+WTE7Y+Zm5NQISXERAyqlvxrRYbYwpHQE5J7mqMinzBKGI69q0uSkeZ/F+N7pdIaMA7POG0Hk/d6evSvN7XVJYYXt2hjmhfs68qfUHqK9e8dhzDaLHDFKh3hkkTcB05rgNW8NsE+1W4JjZA+dwLqCAeR1YD+8OfXPWp5rMtwfLcz9M1KaxuFuLWWSKXvg5BHuOhFei6V42gv4Vgu1EMwXA5+Vz7H+leSSLNFIFfgDnOeCPUHv8AWpFuN+QDz05/rRKCkQm0eq2GopDdXU80gYF8D39K1bSS4uAty8A3Rg7WIwSp/wAmvOtC8Qmy2pdRefHkZP8AGo+vevT9P1rTtStHktJlYYwVHBX2I7Vzujyyuzf2t42Rxtpug8WSzTMwWU7lyOAfSvUdECy3TyDjC4JPNc8+lWtzIJZY1YgZzjmum05FtIYYY1ALDnFFOmnPmHKo+TlJ7xzKsvzHhgqisq9iUARZO3+KtS4x9p8oYI7nNVroA7j1roZijm57dGJcjg5I/CvEw13p1wGhcoyt8kiE8/57iveZoW8rZtxtY15/JpsWpW0xu7mFbkPjzX53jGcMByccYI5GTzTUrD5HJaHIm9luJGluUjZ25ZlXBJ7kjoa6nw/4wu9KRYGIntTgbC3K/wC6fT2P6Vy2o6XPbSFUGVK7+DkFf7yn+Jfft3Aqgs4i2xk8HqfWqaTVmZK6PWrjW7bVL22uIJSYwSGAHQ+47Gta3uLzUZt0KNHDt2EsOD9B1ryDTtQls7pbiKUox7+vsfUV6PoHjy0IS31FFgkz/rB9xj7+lc86Cvc3hXaVg8XWM8ohZlz9nYFdvAI9K6DQ7mK8tIY0AY56dSo/wq4XhvgzqVdG5BGDmr1hbx2wlljQAAYGP51Hs1OSZUajhFou30Cv5URBK/xc9eKxmslWJ3CAM5I47CtuZitmrE/O/rUTooiCnOeScCupsxSOd+zqWWMJ9wb/AMa5bx3pSalFabTEvlhgodwmenQnofrx9OtdzJGVlMi4wQa47xgLaOC3S4BaIbjlRk9s1MnZFwgpSszya40+ezmIl3gKcZxgg9cH0P8APtmpYrvyyoZ2Iz9T/n2rtJZLLUdMtGe2lDGMItxkAqM8jafvD2P4Y61zOreHrixnJ8vOT8hXJR+/ynvxztPP1qlImpTcdXsaujeLbzSQESRpIMf6pjwPXH936dK6fRdRe/a4uLEpvkYE5OCv1HWvKFuCrENyK1rG8mtZFkhkaNh8yuhwaidONRChOVN3Pb7HSGt4mMshMhGSQMYNc1NpV5a68L2KIyBxhyB1qpovxGYD7Pqife489B+rL2+orurK7trqBJ4ZEdCMKwOQTXNOCS5WjaNRt8yZt+Hg7Dz5VI4wAx/z3rRmY/vc/wAZB/DvVaFSn2eNfujrUkjCS9OPuoOma6IRUY2RnKXPK7FmBDDGMDtUQm+XzD/eINOkk3E46tnoOtU3IUHkkZz/AEoA8h0y7hS4u4fsLo5w0kTcdTwcjqPcVfFxLPpHl28CAF2RoGAkyD9R6AcfrWNpLXepWqGSQrBblhBfKuGK55J/vDOBjv8ArSRm9R5IpZ0h3nMLpkK5x0B9f9k/rRODp+9HVab/AHf0ztVmveIta8MfaIY7y3yY5BgqX+dSCRhSfvjjgH5ueprl4SbWZ4HBAUlSCMYI9Qeldqn2aPTkF7c75Idx+ck7ucgAf560/VINH1aCN2MrTsigXiL8rMAAdw6sue/X0zVRld2jrq/kc9TD3+H7jjfP3y+UOnUtWlpWqz6dciWGZ0Yc8dx7juKzbzTrrSJp47yPaW+4wOVcdQVPcYqpYzNJMwlY4C5XHUVompI5Wmj3Pwn4wtdTgFpIVgu+uzPDf7v+FdSZVllj5yF71842146uJJAUwch0OMH2PY16Z4W8XPMFt71h5uPlkJwH+vof51LVloUnd6nobMfLd8YAYAVEy5cMcDp19Op4psdyk9sUU8HqPc1yjXF7qHja801tWuLSL955QjUNkhNwX2HB5P8AWpvoUZPxH2raaeTK0Qk83EgBxn5QAT2JwcZrlYjbxWtvKbrbLERhjk7iDgHNJrmvX9xFai6L3kCIS6uRhU4zgfjVH92tk8lpBI9ivzLnl4gegPqPfqPpzU8rXvI6ab0LuraZZ3V20NvF5crksFc4jYnpjj5Ccjnkeori7uymtJnR1YFD8wYYK/Uf16V1v9p3DxwSLbK6syEM3oMHr6fSr81m+q3ZhvAsscoYRhF27TgksvoeB9R61MZXiugp0l0OIilHl7+54NT297LbTie2kZGX+JDg/wD1/pUur6DPpamaKaO4ts43xNu2n0YDp/I1lB/LRccg8sPWtbprU5nFpnqXh3xosiRwaiwRtwxL2Ps3pXp8FwjNFIhDADIYe9fM0U22LzGJAPAI6g12Phnxlc6YotriQyWZPHdo/ceo9u1JRS2C99z2aOQFpZT+FNkKk/MegzyazNO1GG8gQxSKyuAVIPBFQeKrua20trm1laKQMoBU84zUp3KLlwCYieN1eWaa2nie7X5zuOWUj5lIPHB6V1Wqzyw6Nb6jY67qMwN0bfNxEqLOVTLPHjnapwp3eo9wOO0+ebUH2LHGl7ATG1yOY5u+GHoB37fpT5XJO25tS3Nd5babRlAtvPjSRgvm5VkPYgg5HTOf0rmNb8OzDFzCGkiYFt4X7uMghwOnT7w4PoK0re7vklmiSMRSL+8A3A7hjqD3HuP0q1C882mxi5uivkksyq20DB3fXPWpU9WpaalzpqWq+84a1YRsYmI55FWftG5/LUnce9dTrGg6de/vorqGC+cKzIo/du5A4yOEYn8PXFcbJBNZz3EdzG8csfylXGCDWsZaaqxySg09TpNA8R3ejzDy5AYc4MbH5T9PSvXfDHiSy1iwxA+JVPzROfmXPP4ivn62maWTDEDC8HH86vadqMtteJcWkr28yHIKnp/iPalZN3QrtaH0hJIJZYlJyFpskgZWbHyggVxHhjxcmpx7JxsuVHzKOje6/wCHauw81JbYqp685HUE0r66ldBHUM3HCjAx29a4rxnGRBZukwSZjIEDD5HBwCD6exHIq8l49543n0u61S8tLV5NkbRSxosQwOWLjGMZ46k8VwfjR777Z9ku/tk8NpLJCscpUSRv0XcF78c44pWT0ZcLc2pJFeXq2E0BhjimQkPG6glc9D9D2I4q/dObnbKzq8DKu+Bz8rZ4Ax/+rHasy4tfsumRTapeE3DqPLuFbkZ6knuO2D161UuLKO3ijgvXIkwHR85WVcZHPUHpwf1FJwlTleO3+f8AW516dSHW/DkX2yZdOlFwyhnEanLhR79G/n9a5yOZo02NlSOhruRq9nb30D/Z5WYuNwQBR0wPpzjn0o1bSY9amNubWKzviv7uVDkSkdFfk+nDDv7UQbtp267mE6DexxUUpl+ZuHJ+XBx+VdHoPiS60mTMLZQMN6N0b6jsfeuav7K5sZFguImjZRnkdR6g9xRDKRbqqHEuSM+3pVqSku5zNWPo3QPFNlrdqJopAksYAkiJ5Q/4e9bEUuUdx1Y5r5w07VLnTbmKRWMcqn5XB7enuD6GvX/DHiyDVIkR3QTgfPFnnjqR7UpJr0Gnc7VmZZAmMnb9PzqtLtKqgP3iFHPfvWN4m1Ke30U3NpO0UwdF3oecE8j9KwNZXxHoekaZfXWo3izXTSF4iuBBgKVBOPvENnHb65qWUctqdy+l+FNlsqqroTgjIU5wCPTFY+kTStJNpUsjS2YQSiNznDHGef8AOKKK6/tHe0vaW/rqW0t036lA5Z1s5isbMckjGfm9a1dIUSaSUf5lidgqnp1oorya85Jzs9n+jCk700yXVbkS2dnZS28EkM0VuG3rkjdgZB7EdsVwGo2kdnqN7DGWKxzmMFupHv70UV3RSVreZyV+hPHxbMvYYpkUrx3f2dT+7OePT6UUVscx6J4U1q9lfyJJAyoPlJHI46VHqeqXGneK7m/g2efHK2NwyOU2nj6MaKKwluaR+E47V7dJWswxbAbbgHqPQ/lVzxHdPp9pZtbBIwwVioHGSKKKuGx0U9EVtbP2G6RbcBElzuQfdzgZIHYnJqpK8n22JTLIVDYxuPIJAIooqJRXvOxpHZnRwxRrrQhCDy5VKOp5DKQ3Bz2rlfEumW1hdxfZwyrJFvK5yAc9vaiispt+1j6E1tkYiEkqh+7mrkv7l1KcdOO1FFbrY43udV4V1e8g1SOzWQGBycqR0+ld1r0zyeHnLc4kjH86KKmXxFR2Oe1rxE+swwQyabYW5hRY43t0dSqAfdALEAc54HJ5qvZxra+F7mOIYCRyMp78Lu6+hPWiiqp9Tels2YGjXs2p2bWlyQwjfekoGJFJHZqjidrq0iMpyX3bj64//VRRRP4UzWHT0NrSUWXTIIiqgL5mCBzwc4zW5quiWOo+HvPuIyZkgXZIDhlwg/zzRRXNJ7ev+Yqm1jyc/I528ZHarsQBtDlR1FFFdMdjikWbW5niLmOV1aNlCsDg85/wr1Pwvq13d2KPM4LbtpOOuPWiinP4UwhuUdV1ltN8QakjWNjeRzThil3DvAZRwQQQR1ORnB7g1Ttt2u3t1d37tJcSuJXkHBLE8+2Pb2FFFTD4jam7SRyPiS9mm1CGByDCMsI/4c8gcewq54dgjudIlS4TzUETMFY9DnA/LtRRWq+JnVb3n8/0KiSNLbzK+CYZmQPj5mAGRn1PFa82s3Vo1rJEItwkXllznjHP50UV53/LyK83+g/+XVxdTd9Su/s947TRmI7dx5Q7Scqex4x6Y7VxckKxxRSLkEuyn8KKK7Np2XY58SkpaEiSNMjb8HalTafdTwXO+KVldMbWB5HFFFafaOQ9C/tq9v8Awy/nurHzU5Axmq95ruo31hDYXV1LNBA7yqJJGYlmx1yecbePTJ9aKKwe5qtj/9k=", 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", "info": {"video_id": "164378", "label": "taking potato", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "164378", "label": "taking potato", "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": "143359fbbc0754bb99c7a5f5362b87de6b34bc98f886789c142414b9412eb4df"} +{"episode": 15740, "episode_seed": 2529025302, "split": "train", "timestamp": "2025-10-13T02:59:36.133882", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2529025302, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "86220", "label": "tearing paper into two pieces", "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": "86220", "label": "tearing paper into two pieces", "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": "33eb6b1deaade51cfda3c9450f6607940da3e555fb8dadbd16704ab182ad6bd8"} +{"episode": 15741, "episode_seed": 1661322413, "split": "train", "timestamp": "2025-10-13T02:59:38.165255", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1661322413, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a pencil case without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160282", "label": "lifting up one end of a pencil case without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "160282", "label": "lifting up one end of a pencil case without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cd71449dcced4c2d81d39216f1db171f58cb8f29e002c2a10ec636d362e00941"} +{"episode": 15742, "episode_seed": 2316470185, "split": "train", "timestamp": "2025-10-13T02:59:40.263189", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2316470185, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that a box is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "130119", "label": "showing that a box is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "130119", "label": "showing that a box is empty", "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": "ee1d203a826eb43c99bce17a9139c1953d87dd8a648f1e94746d3df10602b072"} +{"episode": 15743, "episode_seed": 173966407, "split": "train", "timestamp": "2025-10-13T02:59:41.455681", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 173966407, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 powder can from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167247", "label": "pushing powder can from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "167247", "label": "pushing powder can from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e4d149d47eb159e0b4de5b1193482efdccfa9feb126c740fc3625a8471c7b9b2"} +{"episode": 15744, "episode_seed": 343572485, "split": "train", "timestamp": "2025-10-13T02:59:46.259244", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 343572485, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of power bank but nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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8Q6g25yRnvJJk11SzWkPAUcegq/bmO4GYtw+q4FfbRrxjpTSR8FXz2ta8YW9Tj4/CF/MQZ70Ln+6v+Jro9D0VdGimUSvIZCCS3tWr5Tg8ofwoKsBnawP0olVnLRs8jEZliMRHknLRklJyOaTdk9MUbwc1B51jHEKJblvNZVx2BPP4VkJp1vdpNdXEZmXJ8sSHg7TycdPUfhUdot1q4DKTBaA/NJgjd7Ln+dXNQuxbWUFvbJuO3Eaj06A/TmvzqMG3yx3Z+5yqRhFym7JGXqVvpf2mMw2EbfuWGUi4B7E49s1mWGlDVr5YUiSGZFBCSLhTzyK7Gzt0stOZYssyrl2b+IkY/riqi232py0qlSv3WXg17sMqairS978D5N8UL2jbp+5f5+pUk8L6YzI6GJkkBZlC/MpBxgHtVa78M6fGm6JHDdBhyBW7b2kUDM0a4J4PNPmj3Rk46CvWw0alGly812eFjs3nXxPtKTcY6aHLp4RumTdHM23HVSG/SpbDwvfRalBK1xG0SNuPykH2rpLSdrYM/O1R+daFvdx3sbM6qGXoQMEfWupYiUlySluc8s1x8E5L4e9gmQtDGiEKV4zjnGOfxpxukhAynyjgcVHNP5JKcNkcEnpVeSF/JZnyQBxnsa46lSlRk3Fe8/02FhMBicbTj7R+4m2vnu1/wRlyRqU6KsYUJkdc9f8A9VXrLT1jw0oxg9TVWxZUm5HpzWpd6jbRRBJdpr5HMakqmIk31t+SP0fKqEMPhIU4bK/5sffa9bWKFiyhVHOa5q/8VLKHHkTeXjJITNV1a21fWPuKba3+ckkne2eB9B1/Crd4SsxgWFRwFOBjtXfgcrjUp+0qN67Hk5nn7wtf2NKKdrXb8ybRvFZsV+1W0F8xAMfyRY69iT9K57xDLr/ifUzeSwiKNVCRpJICQo9cDrW3DbTiVWkkXGACqDhiBgE+9XduRj2r2Mswjwz9rL4unkeVmvEnNNQwtnHq2upwdpoerzSAxkIynIIOCCO46VqtpGszl/t2qXWI8bt67jjPOM9eK3trRzkrkHPFaK6ku8W8iI+eDvHB9hXZiFHEq1a33I8xZ7joO9JXW7/r8DnrbQ1EhNrqMpG4qowuCAM7vzq3DqNzpd2Ptw/djpMgyD9fStp4ILYtJCqqQMY9vSqs8Yvww27VxjCmvHrZRhoUeWo/e6NHq4PiDG4vFc9GH7uyun/n3K8up2t/IRDJuJ9qfYWfkW6jb8orEu9Jntpm+yylAp4AGf0rp5bqJLcKzBQBXz9TDToOz2Z9hTxEayuuhct7WIxmVv4eRWTrGq3Rt/JiCIDwvzDJPQcVlX3ieO3jaCOQ5I7c0aPDLcAXtyW4G6PP8K+v1rqwOClXqa7Lc4syzKng6PM/iey8ykbIQyGSRg1zsDLnqxz0H5Cr8NpLI/mTyBI3be0IGee1PhSSS5Ekqj5c4OOlXFX5j7V9RSwVJT9pb08j4bEZziZUFQTtvd973/zASJZxs0MYB9hUkV3fkLNbsGdGDBQcU1k3qR3HaorUtC27OAvJNdVRKScZbM8ilJxkqkPiTTXr0KGty6/qUwlbc20EbHY561nwXV5ZxhL21kVOgcDgfjXXWmofbCY5UAHZWHP4Gm3TRxD5QrgjkGvLqZRhZwcoyaPosPxLmEaypVKab7bP+vkYkE8Mo3qc/UVo2kqyFiCCyYz7Vjz6HNl5bWQqjZYqBwPwrPtbm90wXAljGXxtKnr1r56rgqlO73Xc+2pYyFVJbPsdncawltbFdy78dM1y810+uzNand5KqSxB4Y9lrOuoJQizX0uHkORCnXHuf6VtaVCY7eGQxgNJKzFR0AAwB+Vd2WYNTqc0lojys8zF4fD8sHaUi/d2sgtbYwviWJVTcwzxtwP0yPwFRQ2sUK7Y1A5yT6n1qxemTyVC/Kzc4z25/wAf0qOFWWEbzlutfSxhFSbSPg5V6rpKEpab282PSONeSN596WS8lEojVti461IFwAaguIvunHGa0d0tDmVm/eNKA3Cpknevqp6VMk7dnNZa3stoiqgZnPJA/hH0rQW4S4hWRyC/QtjB/GnCpFvlT1MquHqQSnKOj2ZI87epzVaTUvJbayhj71XkneZvIBGM8HuahuIfKCE9yTk1hVxajpA9bB5JKcVOtou3Uy9R1KeTZAhVc4CIpxk/0FWNOsZIrO4ur+WJWkGMhg21R2UDrWVbWpS4y7GS4f7z/wCFa/liLTDCD0zmvLwWCVBc7+I9jOM3+s/uofDdfP1NE/6XD+7JSIDKA9T7n3/lUQQoNp5NLpEwmsAmfmT5TVh4jg9zXrRScU0fLTm1NxZVO5FOO9OVyqfMmQeuKYjtkq+BzgGmSCTJds4HQDtXPXxMaSstz1MBllTFyu9I9X/kOIzIIyQoHIPUVKYmXbIWKgZAI54PY1VU+W4yOvf0qXzRkJk7O9eR7STlzN6n2Cw1KNL2Sj7vYuExynaBnpliO9WGcPbOjAYHGQKhRo/J2xqMls5bt7e9SOCLXhuvXI61pzNu7GoKMVGOyMPVLm5tZIorOBpZJCRgEDGP/wBdZsqX8twkN5KrHI3xQncT6Ln39qu6vOsAjkkO0AsN3cVDpNu010l1KNsQBKIeSSe5965FhZYjENLbqzXEZhTwOE55avWy7mxYwx2LSxgxm5dgxROVj4H4cY4H5+lSPC6SlnOR1+tVLaUR6yQx4k4rYlQsfavo6MEo2XQ/OcXXnOrzS+1qU8HORQrsZD8vAolLRuMLlSeaRi5H7vHJIJ9KdSrGkryY8LhauJnyU1f9PUV3BBkCkEdadHCXT5cNkcgDtVYgk45OB3qVJwEDDIOOOeleNVryqyuz7fB4CnhKfJHfq+5ZiZY4ysjM7DAAI5qxARE2QB8x6Y6VXtnjLq0gy+enY+lWIhulzxjqAOlNzct2a06MKS5YKyILqNDI5wck4rkNS3iUW/nMz/xEH7o/z0rrbgt5hyc84yPWuNuBLNOLaM8h/wB9KPX0Fc9alKrOMYnVTrww8JTqPQsaRp9veXDyYSOC34bcCzs2O/rXRWhS5t1jiDJCowM9SfU/4dqp2dtHYWskEYxnnFS6LMA0sB6g5Ga9vDUI0Eodz4bM8dPGSlU6Lb0JxF5XHX3pCCqkjuPWrbRck9apEvHIwbkHpXZK0Vd7HmU+ao7R1Y+N3RdxGaikbc6r90N2HOP/AK9EiO7Fjyg6AVDkqQxGSTyK8nE4r2nuw2PrMuypUP3tX4vy/wCCWjASgcM21WyCp5BqUOjKFALHHLEVV808BTj3xV2J4xGQqY3Y+8OB/jXPGTtY9R0oc6nbXuTxnbE0eAwVc5xiue1lIovKlYACPJOfw5reUEQMd2D3J/lWJqloJ1SSRx5cbY2f3ien4cGnKm6q9muoOusPes1sZNmiTs91clkJ/wBUSM4HqRXQs8NjBaqMzPn5TjaoJHU55P6VmW8H2h33L8q1Y1J90KFRgrXo06apU7R2R8pi8TLE1uae7/Dsaj24eMO5JkJySe5qLb2/nVi2lW6s436ZHP1plxETH8p5Fdtla6PIUnzWkQMH3KFPFK8p5VtuB3PamKzvHhTyBjIHeoZIWj4IPuxrz8Ri1H3Ybn0GXZS6lqtdadF3/wCAOjAkyXYg5x14qYIsE5L7iW5ODwfrVaNypIxwOhxUsL7n5QsOgA7e9efGTTufRzpQlHla0LMbbiJMbSOVwOtS3LCVEZ15wTSO4lxxtCgDHf8AGm3fOPmyMdPStEwaMiy2RoH8vdKw+X2q5dW11DbhpIiFl+ZSepqxLHa6IZ4blGlulO2Ne2PWoL7U7u8gtwSDHHwoxjB9/WtFi6SVuY+beVYqTcuRmdpV0YL/AMon5ZDjHvWpcX5DtFAAzr1Y9BWQ0Di5FxvVHVg2AK0oYsdEwMZOeBnvms5Y7lhy03qdeHyT2lX2mIjpbbu/kTRIdyuDuJ6t7fSppdwiH3go7n+RotsLPgY4wvSr9xFN9meTyXWNuA23gn61wuTk7s+kjCMIqMVZIyAsbKeTv7DFNjTMnBwau3A8pIlTGAScEc5IGah86GfcI5EbacEg5OapAydoyyLnJIGMjt+NMQnaefz71GJkjkZiPl6YHrWHZTTar4uuNNbVbi0iIkMIjXcSyoWC+3Q8n0961vYhK5cvrWO4uLfzeQu44q5HG0gxaQsY4xnGO3rWH4VkudWWee8uXaGMoGdudgYE/wBK6mPWIbR54dNXcjJsy4+97iuulXpwjq9T5vMsHiK2IfLFtaefQ529do7kSD5WByK3kv4zZLcMcBh+Z9KxZlkuYypjAYN94nmpbWJhEsMmG8vJUAHHNP65Gndxdzmhk9Wu4RqRcV1fkaAke6Y7lCoOgB+Y1ZhBCA7fmA6Y/wA81AqBVyQMkAZz1FakOZI12xlmJGNoya8+pVnVlzTZ9Ph8LSwsOSkrIy22l8OcZ7kUyVUHTleoNaYj/wBIkkIG5OgK8E471TWaONFWRkBJwgJxmkjoH26sFIyCpH50MpjfA3Y9PSmN8v4sMY7Vl+I9RkttHZ7V2jlWRRuHHHORWyI3NOfJ6kYx1rD0yMQ2/wBwFyc5Pr61Dqshh0W31DT9a1CZWufs3+kRqiz4Xczxd9qkhTu7ke4G/IsPh64uILm3M85UeTnoM962oVoU23I8zNMLWrRjCnt1GXFldRWUdzIu1JfunNYaTm1v1fkEHBFakt/d3lmsZlJWPny/Qn0qjcW5dy0zkN7DFbSxlJ6pnkwyfFR0lGya7o1bm+Il8iEbnxksei0yFWkVWLl5CeWPB98CoYY2baWHPdj396uK22ReR09K5q+KnWlvoexgMupYWCaXvdWPdX8tsKwXqef1qum1gdwYHoOOM1tG1upLWS4SJjCoILrVGRDFaJjKliGPoTyBWSO8o7P3mDke5q6sZaIKTuI/Sqy3cE0jQrKhZeGz1zS+aqPk/wAIAOB+v1rSJLuSJkNjPHqazNRUmWIHqScjt2qpp96uoeMZNMvdSurS2ll2xvHLHGsXqWL8YxnjqTgVZ0vTby+l19biW6J0yZUCXAXeoyw+bHGeB04q41YwldmOKoTqUXGO7L9hZz39ykFuqgsO/SqepwSRGRHHzIcMBVybXpHmt/scAtY4VxmPrn1qpJFcSEsZncMNzkjrmtnjqT0PCWR4pe+krepHo12Io50fIVBvqwJpbllZyyRk48te/pmqkFuEmygYnvnpj0rRiUL/ABDJz0P9etZVMZKUVCLsjvwmU06c3UqpN9OyJYoiwJVQynjjj8ajuFdCGYE5Gcj0q3YFpHCJ944wD71butMuILyGCeIMxUnapzkfh/niuZHrGPInGFRgw+8D1pLdPmBLFcckH0p95cpbSSSzOdnHXucYH19Kb58UiiUODjPBGP0PerQmmTSr/GOvqMc0xwTFjOOeRWTrt/LZaSTA7xyb1w69hVbXLLXtD0PTL68vLpZ70yebEUx5OApQMcfeIbOO351fMkEYOSuejeOtMtYpY7tU/e7uSTwfrXL28apq8kIX5MkY/CiivFou6R609KbsVZv9e3A4XPTvSLIzRdcHZ1HXrRRXTE4y5aDeu5iS3JzWoNUupLIWbuDCr5AI9un05oorREsZqjfa51L4TNqHITjkIT/SuEtbmSPQIZEID+TKd2Oc5Booo6mkPhZe0W8lvEkSXbiKGPBAwSSSCT78VhXGoT6R4nnvrXZ50Urbd4yPmXacj6MaKK6DL7R2PwxsYLzSdehmBKKIcAH2enG3SGwMiZDrLtBz25oorzqr/eS+R3YfuWLpFWziYKMsuT9agtztfaOAVycetFFaRONirM7TqrNlTg4PrW9pV3NYXcTQsOSAQ3OQetFFaomROlw1xY6hLIqGRlEhfHOd/b864zUxs1+yXO5XtJHKtyAckcflRRTfQql8RmvqlzBdSBSpAt4yAwzgnqR71c8UqF0mUdcTKOfrRRW8fhIlujF1TxI+tpbRyaZp9u0ASOJ7ZHUoi9EALkAc54HJ5r2nxzpdo2n/AGoxfvlwQ1FFcmI3ibwRwO8pqEJAHzqhYY4JPWkuj/pSjtk/zooohsTif4hFFIzJyemT098VbgQRxnGT7E57UUVsjnZetNRufLe2EhELgMy/SpZJ3v5LGGfBQAJxxkFqKKvoScRZzukMxB/5fZOv0NL4evZ7qeO1lfMa28knTkncOp/E0UVVI2qbGfdawdK1jUIzp9hexSyhjHeQ7wGUcEEEEdTkZwe4Nel/B6V9am8TXd+3nTXDQySMRjLHf27UUVlif4bKp7oh8T2FvYancLbxhVcEle2exrGjnddMc8HY/GR7UUVzUtjWv8EUVo3b5DnGSDVooHK78tnnmiiuhHKy1I5hwE45Iq7FqV2rwXPns0pXqxzwBjH0oorREs5rxGQdJjfA3m8jXd3xhjj8xWPqN9cJfRsr4ZblmB9wKKKS+JmsfhJNQkefwba3UjEyyNlj/wACNZNzr2p6hp8GnXd5NNb28jyqJJGYlmxnJJ5xt49Mn1oorWW5Eep//9k=", "info": {"video_id": "80389", "label": "pulling two ends of power bank but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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8Q6g25yRnvJJk11SzWkPAUcegq/bmO4GYtw+q4FfbRrxjpTSR8FXz2ta8YW9Tj4/CF/MQZ70Ln+6v+Jro9D0VdGimUSvIZCCS3tWr5Tg8ofwoKsBnawP0olVnLRs8jEZliMRHknLRklJyOaTdk9MUbwc1B51jHEKJblvNZVx2BPP4VkJp1vdpNdXEZmXJ8sSHg7TycdPUfhUdot1q4DKTBaA/NJgjd7Ln+dXNQuxbWUFvbJuO3Eaj06A/TmvzqMG3yx3Z+5yqRhFym7JGXqVvpf2mMw2EbfuWGUi4B7E49s1mWGlDVr5YUiSGZFBCSLhTzyK7Gzt0stOZYssyrl2b+IkY/riqi232py0qlSv3WXg17sMqairS978D5N8UL2jbp+5f5+pUk8L6YzI6GJkkBZlC/MpBxgHtVa78M6fGm6JHDdBhyBW7b2kUDM0a4J4PNPmj3Rk46CvWw0alGly812eFjs3nXxPtKTcY6aHLp4RumTdHM23HVSG/SpbDwvfRalBK1xG0SNuPykH2rpLSdrYM/O1R+daFvdx3sbM6qGXoQMEfWupYiUlySluc8s1x8E5L4e9gmQtDGiEKV4zjnGOfxpxukhAynyjgcVHNP5JKcNkcEnpVeSF/JZnyQBxnsa46lSlRk3Fe8/02FhMBicbTj7R+4m2vnu1/wRlyRqU6KsYUJkdc9f8A9VXrLT1jw0oxg9TVWxZUm5HpzWpd6jbRRBJdpr5HMakqmIk31t+SP0fKqEMPhIU4bK/5sffa9bWKFiyhVHOa5q/8VLKHHkTeXjJITNV1a21fWPuKba3+ckkne2eB9B1/Crd4SsxgWFRwFOBjtXfgcrjUp+0qN67Hk5nn7wtf2NKKdrXb8ybRvFZsV+1W0F8xAMfyRY69iT9K57xDLr/ifUzeSwiKNVCRpJICQo9cDrW3DbTiVWkkXGACqDhiBgE+9XduRj2r2Mswjwz9rL4unkeVmvEnNNQwtnHq2upwdpoerzSAxkIynIIOCCO46VqtpGszl/t2qXWI8bt67jjPOM9eK3trRzkrkHPFaK6ku8W8iI+eDvHB9hXZiFHEq1a33I8xZ7joO9JXW7/r8DnrbQ1EhNrqMpG4qowuCAM7vzq3DqNzpd2Ptw/djpMgyD9fStp4ILYtJCqqQMY9vSqs8Yvww27VxjCmvHrZRhoUeWo/e6NHq4PiDG4vFc9GH7uyun/n3K8up2t/IRDJuJ9qfYWfkW6jb8orEu9Jntpm+yylAp4AGf0rp5bqJLcKzBQBXz9TDToOz2Z9hTxEayuuhct7WIxmVv4eRWTrGq3Rt/JiCIDwvzDJPQcVlX3ieO3jaCOQ5I7c0aPDLcAXtyW4G6PP8K+v1rqwOClXqa7Lc4syzKng6PM/iey8ykbIQyGSRg1zsDLnqxz0H5Cr8NpLI/mTyBI3be0IGee1PhSSS5Ekqj5c4OOlXFX5j7V9RSwVJT9pb08j4bEZziZUFQTtvd973/zASJZxs0MYB9hUkV3fkLNbsGdGDBQcU1k3qR3HaorUtC27OAvJNdVRKScZbM8ilJxkqkPiTTXr0KGty6/qUwlbc20EbHY561nwXV5ZxhL21kVOgcDgfjXXWmofbCY5UAHZWHP4Gm3TRxD5QrgjkGvLqZRhZwcoyaPosPxLmEaypVKab7bP+vkYkE8Mo3qc/UVo2kqyFiCCyYz7Vjz6HNl5bWQqjZYqBwPwrPtbm90wXAljGXxtKnr1r56rgqlO73Xc+2pYyFVJbPsdncawltbFdy78dM1y810+uzNand5KqSxB4Y9lrOuoJQizX0uHkORCnXHuf6VtaVCY7eGQxgNJKzFR0AAwB+Vd2WYNTqc0lojys8zF4fD8sHaUi/d2sgtbYwviWJVTcwzxtwP0yPwFRQ2sUK7Y1A5yT6n1qxemTyVC/Kzc4z25/wAf0qOFWWEbzlutfSxhFSbSPg5V6rpKEpab282PSONeSN596WS8lEojVti461IFwAaguIvunHGa0d0tDmVm/eNKA3Cpknevqp6VMk7dnNZa3stoiqgZnPJA/hH0rQW4S4hWRyC/QtjB/GnCpFvlT1MquHqQSnKOj2ZI87epzVaTUvJbayhj71XkneZvIBGM8HuahuIfKCE9yTk1hVxajpA9bB5JKcVOtou3Uy9R1KeTZAhVc4CIpxk/0FWNOsZIrO4ur+WJWkGMhg21R2UDrWVbWpS4y7GS4f7z/wCFa/liLTDCD0zmvLwWCVBc7+I9jOM3+s/uofDdfP1NE/6XD+7JSIDKA9T7n3/lUQQoNp5NLpEwmsAmfmT5TVh4jg9zXrRScU0fLTm1NxZVO5FOO9OVyqfMmQeuKYjtkq+BzgGmSCTJds4HQDtXPXxMaSstz1MBllTFyu9I9X/kOIzIIyQoHIPUVKYmXbIWKgZAI54PY1VU+W4yOvf0qXzRkJk7O9eR7STlzN6n2Cw1KNL2Sj7vYuExynaBnpliO9WGcPbOjAYHGQKhRo/J2xqMls5bt7e9SOCLXhuvXI61pzNu7GoKMVGOyMPVLm5tZIorOBpZJCRgEDGP/wBdZsqX8twkN5KrHI3xQncT6Ln39qu6vOsAjkkO0AsN3cVDpNu010l1KNsQBKIeSSe5965FhZYjENLbqzXEZhTwOE55avWy7mxYwx2LSxgxm5dgxROVj4H4cY4H5+lSPC6SlnOR1+tVLaUR6yQx4k4rYlQsfavo6MEo2XQ/OcXXnOrzS+1qU8HORQrsZD8vAolLRuMLlSeaRi5H7vHJIJ9KdSrGkryY8LhauJnyU1f9PUV3BBkCkEdadHCXT5cNkcgDtVYgk45OB3qVJwEDDIOOOeleNVryqyuz7fB4CnhKfJHfq+5ZiZY4ysjM7DAAI5qxARE2QB8x6Y6VXtnjLq0gy+enY+lWIhulzxjqAOlNzct2a06MKS5YKyILqNDI5wck4rkNS3iUW/nMz/xEH7o/z0rrbgt5hyc84yPWuNuBLNOLaM8h/wB9KPX0Fc9alKrOMYnVTrww8JTqPQsaRp9veXDyYSOC34bcCzs2O/rXRWhS5t1jiDJCowM9SfU/4dqp2dtHYWskEYxnnFS6LMA0sB6g5Ga9vDUI0Eodz4bM8dPGSlU6Lb0JxF5XHX3pCCqkjuPWrbRck9apEvHIwbkHpXZK0Vd7HmU+ao7R1Y+N3RdxGaikbc6r90N2HOP/AK9EiO7Fjyg6AVDkqQxGSTyK8nE4r2nuw2PrMuypUP3tX4vy/wCCWjASgcM21WyCp5BqUOjKFALHHLEVV808BTj3xV2J4xGQqY3Y+8OB/jXPGTtY9R0oc6nbXuTxnbE0eAwVc5xiue1lIovKlYACPJOfw5reUEQMd2D3J/lWJqloJ1SSRx5cbY2f3ien4cGnKm6q9muoOusPes1sZNmiTs91clkJ/wBUSM4HqRXQs8NjBaqMzPn5TjaoJHU55P6VmW8H2h33L8q1Y1J90KFRgrXo06apU7R2R8pi8TLE1uae7/Dsaj24eMO5JkJySe5qLb2/nVi2lW6s436ZHP1plxETH8p5Fdtla6PIUnzWkQMH3KFPFK8p5VtuB3PamKzvHhTyBjIHeoZIWj4IPuxrz8Ri1H3Ybn0GXZS6lqtdadF3/wCAOjAkyXYg5x14qYIsE5L7iW5ODwfrVaNypIxwOhxUsL7n5QsOgA7e9efGTTufRzpQlHla0LMbbiJMbSOVwOtS3LCVEZ15wTSO4lxxtCgDHf8AGm3fOPmyMdPStEwaMiy2RoH8vdKw+X2q5dW11DbhpIiFl+ZSepqxLHa6IZ4blGlulO2Ne2PWoL7U7u8gtwSDHHwoxjB9/WtFi6SVuY+beVYqTcuRmdpV0YL/AMon5ZDjHvWpcX5DtFAAzr1Y9BWQ0Di5FxvVHVg2AK0oYsdEwMZOeBnvms5Y7lhy03qdeHyT2lX2mIjpbbu/kTRIdyuDuJ6t7fSppdwiH3go7n+RotsLPgY4wvSr9xFN9meTyXWNuA23gn61wuTk7s+kjCMIqMVZIyAsbKeTv7DFNjTMnBwau3A8pIlTGAScEc5IGah86GfcI5EbacEg5OapAydoyyLnJIGMjt+NMQnaefz71GJkjkZiPl6YHrWHZTTar4uuNNbVbi0iIkMIjXcSyoWC+3Q8n0961vYhK5cvrWO4uLfzeQu44q5HG0gxaQsY4xnGO3rWH4VkudWWee8uXaGMoGdudgYE/wBK6mPWIbR54dNXcjJsy4+97iuulXpwjq9T5vMsHiK2IfLFtaefQ529do7kSD5WByK3kv4zZLcMcBh+Z9KxZlkuYypjAYN94nmpbWJhEsMmG8vJUAHHNP65Gndxdzmhk9Wu4RqRcV1fkaAke6Y7lCoOgB+Y1ZhBCA7fmA6Y/wA81AqBVyQMkAZz1FakOZI12xlmJGNoya8+pVnVlzTZ9Ph8LSwsOSkrIy22l8OcZ7kUyVUHTleoNaYj/wBIkkIG5OgK8E471TWaONFWRkBJwgJxmkjoH26sFIyCpH50MpjfA3Y9PSmN8v4sMY7Vl+I9RkttHZ7V2jlWRRuHHHORWyI3NOfJ6kYx1rD0yMQ2/wBwFyc5Pr61Dqshh0W31DT9a1CZWufs3+kRqiz4Xczxd9qkhTu7ke4G/IsPh64uILm3M85UeTnoM962oVoU23I8zNMLWrRjCnt1GXFldRWUdzIu1JfunNYaTm1v1fkEHBFakt/d3lmsZlJWPny/Qn0qjcW5dy0zkN7DFbSxlJ6pnkwyfFR0lGya7o1bm+Il8iEbnxksei0yFWkVWLl5CeWPB98CoYY2baWHPdj396uK22ReR09K5q+KnWlvoexgMupYWCaXvdWPdX8tsKwXqef1qum1gdwYHoOOM1tG1upLWS4SJjCoILrVGRDFaJjKliGPoTyBWSO8o7P3mDke5q6sZaIKTuI/Sqy3cE0jQrKhZeGz1zS+aqPk/wAIAOB+v1rSJLuSJkNjPHqazNRUmWIHqScjt2qpp96uoeMZNMvdSurS2ll2xvHLHGsXqWL8YxnjqTgVZ0vTby+l19biW6J0yZUCXAXeoyw+bHGeB04q41YwldmOKoTqUXGO7L9hZz39ykFuqgsO/SqepwSRGRHHzIcMBVybXpHmt/scAtY4VxmPrn1qpJFcSEsZncMNzkjrmtnjqT0PCWR4pe+krepHo12Io50fIVBvqwJpbllZyyRk48te/pmqkFuEmygYnvnpj0rRiUL/ABDJz0P9etZVMZKUVCLsjvwmU06c3UqpN9OyJYoiwJVQynjjj8ajuFdCGYE5Gcj0q3YFpHCJ944wD71butMuILyGCeIMxUnapzkfh/niuZHrGPInGFRgw+8D1pLdPmBLFcckH0p95cpbSSSzOdnHXucYH19Kb58UiiUODjPBGP0PerQmmTSr/GOvqMc0xwTFjOOeRWTrt/LZaSTA7xyb1w69hVbXLLXtD0PTL68vLpZ70yebEUx5OApQMcfeIbOO351fMkEYOSuejeOtMtYpY7tU/e7uSTwfrXL28apq8kIX5MkY/CiivFou6R609KbsVZv9e3A4XPTvSLIzRdcHZ1HXrRRXTE4y5aDeu5iS3JzWoNUupLIWbuDCr5AI9un05oorREsZqjfa51L4TNqHITjkIT/SuEtbmSPQIZEID+TKd2Oc5Booo6mkPhZe0W8lvEkSXbiKGPBAwSSSCT78VhXGoT6R4nnvrXZ50Urbd4yPmXacj6MaKK6DL7R2PwxsYLzSdehmBKKIcAH2enG3SGwMiZDrLtBz25oorzqr/eS+R3YfuWLpFWziYKMsuT9agtztfaOAVycetFFaRONirM7TqrNlTg4PrW9pV3NYXcTQsOSAQ3OQetFFaomROlw1xY6hLIqGRlEhfHOd/b864zUxs1+yXO5XtJHKtyAckcflRRTfQql8RmvqlzBdSBSpAt4yAwzgnqR71c8UqF0mUdcTKOfrRRW8fhIlujF1TxI+tpbRyaZp9u0ASOJ7ZHUoi9EALkAc54HJ5r2nxzpdo2n/AGoxfvlwQ1FFcmI3ibwRwO8pqEJAHzqhYY4JPWkuj/pSjtk/zooohsTif4hFFIzJyemT098VbgQRxnGT7E57UUVsjnZetNRufLe2EhELgMy/SpZJ3v5LGGfBQAJxxkFqKKvoScRZzukMxB/5fZOv0NL4evZ7qeO1lfMa28knTkncOp/E0UVVI2qbGfdawdK1jUIzp9hexSyhjHeQ7wGUcEEEEdTkZwe4Nel/B6V9am8TXd+3nTXDQySMRjLHf27UUVlif4bKp7oh8T2FvYancLbxhVcEle2exrGjnddMc8HY/GR7UUVzUtjWv8EUVo3b5DnGSDVooHK78tnnmiiuhHKy1I5hwE45Iq7FqV2rwXPns0pXqxzwBjH0oorREs5rxGQdJjfA3m8jXd3xhjj8xWPqN9cJfRsr4ZblmB9wKKKS+JmsfhJNQkefwba3UjEyyNlj/wACNZNzr2p6hp8GnXd5NNb28jyqJJGYlmxnJJ5xt49Mn1oorWW5Eep//9k=", "info": {"video_id": "80389", "label": "pulling two ends of power bank but nothing happens", "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": "6007d5c69b16fa1dcc24aa4f844b83451968894dcb91886ad55808daaf071dab"} +{"episode": 15745, "episode_seed": 2697856585, "split": "train", "timestamp": "2025-10-13T02:59:48.044447", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2697856585, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper with orange on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "154193", "label": "lifting paper with orange on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "154193", "label": "lifting paper with orange on it", "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": "c23641031d1597c9af9949cb2e2c68ce1e4e984e88b0a7ba9084803b3f7bf97a"} +{"episode": 15746, "episode_seed": 1531859061, "split": "train", "timestamp": "2025-10-13T02:59:50.009521", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1531859061, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening wardrobe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "141741", "label": "opening wardrobe", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "141741", "label": "opening wardrobe", "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": "8aa181f98babb38a0b7e36920e75ccd0fc9aecfca154681ea3e3f13189e39ac3"} +{"episode": 15747, "episode_seed": 138705444, "split": "train", "timestamp": "2025-10-13T02:59:50.806985", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 138705444, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 banana behind garlic'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28958", "label": "showing a banana behind garlic", "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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2f4AWsVsfEBj6P9nyM9MeZXb+KVWG+SXoJP3cn+6eh/A4/M1xvwHuLic66LqLbLGLdS4H3x+8ruPF0AeM5HBGDXXTu6epzS/iaHjfjDxOunzto1i5+0vkXb4xsXsg+vU/gPWuIkmkfJLZOcjPau08UeDW1LUf7btbqOJ24uY5M43gYJBHrwce9cBfv9mZoTtkI4yDxWDim9DZNrcaCrIGDkFSQp29T3rV8I6RB4h8YWOlyOywSyZIRuSoG5vpwCPxrnwtzeNtXJHovAFdr8N7FdN8a2N5LKAYlkbA7/IRj9aq6i9WS4uS0R9B6iLSwtraEPHbxRgJDAnyhRjgAdq57xFLNPobNaTbPMGDkdx/eP5cCuO8S6/JqOppGWyi5IAPH1qpq3ikWeirZx4MrRNwD90t0rnlVc5NJBGlypNnGeIB5bqEm3EqMvG3X8azP7QZIWQhm353An17CnTbruJIGY+mRwfWqMukT5GydzjkBu1U4Q2kzSLk1dIll0MCRVIKScMQOnXrX2LfgHTXBAb5eh718gQ38kai31BTvGBFcDqOa+w7obrFx6rXRh3J/EY11FWseJeNdeuNA0DzbZAbrzDarK3/ACzG0kP9dvA9/pXk8LmSFCx3cZ5r3HWbG1vZZrG9hEltdDy2U8YYcqQexzkZ968l8R6bpuiy/Z7JpyU/vuDj9KU1fTqXFW1MORsyDaASD8xP8NV57mICRV+UtxlOSMdKj2XF25ChmHoOlXoNHVRunPP91f8AGpfLH4mNKUtke5/Ba3tIPBUuoBEjkubhlkbHLBOFH8z+Nbcviaw/tRoYSVKvtO4cn6Vwfh3WE0nwJFZ258s+ZKzAepP/AOqs3T9QMc4nkfam7LHrkf8A16xq1m/hJjR1fMdL43jtIp0nld9iybV2HcS2CMn16V5DqJVb5iQmcEYPcVu+IvEE+sTKpYiNHLjnkk1hNZLflmkTdt6HPSmkkuaRUb35UNhkfUboWrMoU5Y55x6CvZPgNax27+I9i7STArL6EeZXijaI8Tb4XdHXlT6fjXtvwGuridNdiuo8Sx+QN2PvA76ulbnXK9B1U+R8yJPiHHqA0rWINOMnnSBZwIzhioIEgGPVcH6Zrw2xcfZxk9DggV9IeKd1teC5UZMLb8eo6MPyJryvx3Pa205hht4Mt828RjJzznNb1dbozp7XOFuHxxvCd9+eR9KqSX2AFjLMAABmnLZT3b7gmF9W4FX4NJiiwZT5jemOKxbhHc0UZS2O8+BcqjX9VkkUKsdqGGOgy/P9K7vxH4xkXUVt7bY0aj5gOM/jXnPhPUhpS3y7VXzY1A7dCeP1qM3v2m9lkLZ69R+prGpWclaOgKilK8j0XUdWil0BGuGXKRs+NwIOP5145rN+Lu3WdtqkLyEXA49vWr2tavPcBYFYrCEC7Qeo96xUUNIiswC571UI6XkS9HZGY+oKI8JKSR046VtG2t57SOS3HnQ7CXIGSpHqPenS6IkvLRIfcCqn9nXunSGWyyVP3oyetTeMvh0ZvyyjvqfZR+6fpXn/AImTErGu4NxujNcX4jG9mNejNe67nBTfvHnuqRmeJ7dwGWUYx/tDp/UfiK4ZrFYJSI4gp9QK9Bu4w5YE/j6Gsu5tUkIl2gbvvAdm7/4/jXlyb2PSikcxFZO5y3A9KtSW7QwO0S5YL09fatTyQvSkZRt6ZrO5ZycGsW7LJFuaKQnkSDFZ15qEMcmFO9j121vapokVwxk8obj3HWudm0Ro2IWQfRhiumnKBzVIT6DLXU5orlZB3PSu0t5oplBwNx/KuPtbAo5aVQcdOa17eZo2wOlTW5ZPQuimlqe3/CGMIdYI7+T/AOz113iZQ1ufpXFfBucMmr7m/wCeP/s9drrzB4W712Ydfujkrv8AfM8p1li0FzbLlRMuQR/eX/EfyrzN9KjWdmlYyHPTGBXqWrxszkqPmU7lz3I7VzN3pkbSb1HysNy/Q/5xXJOUk7I7IRTWpzkcHRI0AHtxV+0gktpVnjJDr0q+lmE7VMYwFNYNmqMaO9827Mvmhh3GfSs6/l3kuxxjrmnavov+km6tnMch5OPWufu1vjlJy7L6gcH8q6KSi3dM5qia3RbbUEilUockdxXS6fPBf26vgBuh9K4eOMs4QdScV0NgGtI1TdkdTTrxVvMKDdzfk06CYbTGrAkZyOK+n5+LUj/Zr5itLvftA55H4V9KXE4MAGeoq8EndkYzoeceI0YSShPlJ5BHYjkH868x8QWcV3dfa3jyZBuIB4B7j8816rr6kyMRXFXNmshkjIzj94v06MP5H8TSrtqWhpRS5dTi0hwAsa4HoBVqGyJOW5NbH2FVPApREB2rkZ0GReyCwtPmJWEnBI6Amq8d4j2Y8mRXG7JINbV3bxzxPG4BVh0Ncde6I9u7NbSOue2cVcOV6MzqJ7oS6uYoJPmYZPaoLTVWhuQwHyk9PUVQltLhGLSRuT6nmpbO2M0mSSAvtXW1Hl1OZc3Nod1CYZ4w3TI+7XqfwgjEX9skAAHyen/A68VtbgxEAnivYvhHdbotXPb9zz/31XPh4/vUb4h/umb3itC7EivJNYtzLEAVDGImPkduq/px+Feu+If3iE5rz25gT7ZhgNso2HPZuqn88j8a6MVuY4fY4UQuTjaasQ2XO5hmt2W0UMeKYIgK4mdhnS27JAxjA34O0eprn4dahWZ45leCQ8Hd0z9a691G0Vg6ppEVyxcxjJ796cJRWkiZxb2Ma9v4ETIcO3YKc1mPfSSMGX5QO1WJtFlRjsZSB2bg1AthMJArIQueSK64yhbRnJKM77HS6HqBltQs3O04HrW2FWVeMAelcvBGsCqEGAK17S6ZhjOPeuOdm20dkLpWZ9GiYeX/APXrntZctkkk1aW7Gzr+FZWp3G5TXq1JXR50I2ZzV0wDHAH1NZ7EFin9/p/vD/EcfgKt3TZc5/IVTkU7euG6jHY9q8ye53x2Kz4+tQ78jIUge4qw7eYok27S3Ueh7ioT0rMoiOXQgj86oXFipzkZrSJo2bgc9KRRzUtkykkdBUSREsBgiuklt1KljhVAzk9q5/Slj1vxVLpf9py2sbJK0TRR79zKhYKPQcE5Pp71rTi5uyM6k1BXZ6j8JphAdVQEZ/dEgHp96u41S7V4yBkk/hXjnwUuZWOtSSszFxAQW/4HXqF3MGjIzXow9ynynDJqc+Y5rUeZGORisZ1yjx/3DuX/AHT1H4H+dauoMNxPU1jzPsdZG6Lww/2Twf8AH8K4Km52w2KzDPbNRlcfeOPap5QUYrxx6VX2EZJYnP6ViaIjeKORSuKx7qyyx2jb/WtrywD3proGGCKBnKSW2xssgJ9cUgX1roJbRWGSOKxdXgkgs2ljJRgwHFWnd2JeiuWbPcGXnAyK+iZL79yBgtwPpXzjrMNrYeH7fU9K1a+m3Xf2XNxCsa3BCbneIddqkhTu9R7ge7faQYlyewrtoxlTvfqcdWaqWt0M/V5PMz2PtXLXTbGEq/MYzkj1HQj8s10GoSKQ1c9OxJPTFYVnqbUloVbhNkhAOR2I7iqzKevQetTj/U7R1iO38Oq/px+FV5FLjBYj6da5jca2we/vVa5hWRchRn0qwybqAoA4pDOensmGSPyqiYyhxt/SupliDc4qjPaYB4yapMVjFUYPvXqXwpneGPVenPldf+BV5todnZ3/AIr/ALN1K+uLWCV9iSxyxRrH3JYycYxngck4Fdt8NZJbTV/EthN9oX7LMkQW4ADrguPmA4zwM44rrowakpnLVqJpxO/1WcyRkMc+vtXGX6iQMoyD2Poex/OuovZwUPv0rl7tssTnFVXdwoqxQmYTKswH3xkgdj3H55qBl45OKlU4aSLJGf3i+/Zv6H8agkXcCDnB9K42dKIyygcD86jYrIhU/hxUnlqAFAwB0ApNoHGKkoyrmyDnJH41mS2rJ05FdM4DDmq0ltkZI57ChMLHObdvXrVi3Bo1iJ4bMyoSrBgMik8R6Jq/hnQNJv7ma4We+MnmQmMgW+AhQMcfeYNnHb6g1tCm5q6MZ1FB2Z7KJXxjPaql27HgmiiuqWxhDcxLgnfjpVY9aKK4pHUiHHyy+mQce/P+AqDtRRUDGryTntTk5PNFFSxnIeIdRuXuntd+2FT91eM/WsTSL+bStdF/b7fOh3bd4yPmUqcj6MaKK9DD/CcOI3PRfhcfKGpqnAAiH/oVd7PK+3rRRWkt2KnsY16cNj1FUJAACMdeuaKK4qm52R2KaEm3jyc4BXPsCQKb7UUVkyiM9aVQGbntRRSKF2hjzXJ+MbmSGFYEwEYhj6miitKPxozq/AyhqHiY+JTawXOkaZbfZkRIntUkUrGvRAC5ULyScDk817kZXEY57UUV6EzhpdShcsWjLE5NZb/MSx5NFFcdQ7IFJmIvFx/EjA++ORTG4NFFYGiGvTM84oopFCp9wt36U1lBUkiiikxnD3viGTR9Xv4Tp2nX0EsoYxXsHmAMg4IIII6nIzg9wa6/4aajdajda9qV3KZLq6ljklcgDLHceg6delFFepH+GjzX/FZ3dwxKHJzkVjzcnPfNFFc1U6oGfcEiWF+4lVfwPBprDk0UVzmxGTwfaoycE0UVIx0YBOT2oxnrRRQxo5XxhcyRWyQoQFYgkjr1rEOv6prNnbaVqF5PcWtq7zIJJWYszY+8SeQNvHpk+tFFehhvgPPxPxn/2Q==", 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", 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", "info": {"video_id": "28958", "label": "showing a banana behind garlic", "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": "adb78cbd2542ecb5de4ff4021b8e880d102f04828f6ed9567e95ab4ac5e8823a"} +{"episode": 15748, "episode_seed": 1335878245, "split": "train", "timestamp": "2025-10-13T02:59:51.695244", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1335878245, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cuo with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46027", "label": "moving away from cuo with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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Hyq17nmMt4eNgC47jv9abuEowMBj2z3rvvA1lb/8ACzpJ0sI3tYIGuRAyhkj3Iu0c+hfAr0W/m0u+1AtcXYjhLZezurCOVB7KwGcVo2Slc8+uYBpksNgrKyxhSce4Bwfet+3MIskeRVMkZKISOaqeJYYdQ8TXVzZFRarsSPCkA4QDvVWyukmnkh3N5kRwQeh9xXmVK3K5WPRlGLpwizj7N/nFP1aRbhYgBgrlCA2CTnO78iKq2r4el1ZDtinXjHGfeu+Su0ecjYfWLuaFU8zYoUA7ep+ppdNlK3yEcnB/PBwfzxWFaXwkIjkwJOx/vf8A160raXy7hXyBjPX6VT2JOitLhp5RDLEyT+V5hPbPcVpQ3SCMuSxiUDdt6nJwAKzI9Ut5BG8b5cr82OCPY1LDI1pbzRmMeYkecbsBj2/nWEk209rF01ozevY7S4sLO6uItsdm7ShQM4I4Bx61i+HNH1O81e/8U3qJ9mgQi3lDDbuPAC567Rn8TVnTdfnj8QvG0avpaKPNXb8xYjPynsenNdhpOn3Hiq6W5uVFvpcBxFBGMLjPQf1NaRQma+nTSPaKZQQ20HnuKzPEB2RRycgYK12cmnxF1IGFAxtFcz4/liisbSFQoOWPHpiqa0EjyzW5d+Oema5mN8T/AI1uatIGUY965sPi4/GiOw2bN+Fl0hwwyRjGOuTxWzDrdsNMt5C3ztGMxryQRxj9K5u9ZjpzOh+YAjBGcg9f5VRtLpJUCD5WA+7/AIULdg9jrBfT6hEwhUJtbn5v4fT3zzWrZqPLUHgjg5rmdJ2SyPEzlSxBQg98HFbkExEqJ5uQIx857sAef5Gol7uwRu3Yl8UWN1qej6VaQRbJJLklyRwigH5jU3geK21TxoJosGw0iLyrb0eTkZH/AI8fyqa31Wyurq20aeaYNcRM32lSAIwecsT0HWur8K6Dbqm7TbYpZxMztdMNr3UuAM7egAAqoje5Z8RNhc9ytcJIf3xrufGaG0tbfLjzJNx2+grgFfLnJpT2Lp7lXVpXiEARSd0gBx6Uai2FNNups6rZQ4BDNzUWpPwamkVV1Zz6yYuvxrR1ORf7MRtoZ0YMB/ntxWMXxdfjV3UiW0oyKxUpjkd/b9P0rR7GSOjuNfg2L5SmRiM46AZ96W3lkupkuGdSu0HywenvXGWd8Jv3b4Enb0auk066iEMaNGfOGVR9vHIwefxqpLqTc7CwB8xyApURPknrnFcNZ6Y0MljoUu1brUphLdso4jhByF9+Mn8q2/7X/s6CSWKPzbiNCqrnO5s4x+ua7PwrpS6wy3cdiltI6AXs7Hfhu6RZ6Z7n8PrEbvVmkuxr6/sisY1jAWNV2IB2AHA/KuDzmRvrXceNmhsrO3tw3719zn2UYArz9JM80T2Kpbk11uitYpU53OQy+o9qr6NeSz3V6rrtRNoVSOe/NSamx/s22C9Tlv1qHSZC3mg9Rjn865acV7S/U3qpuFyfUn/dmuQaXF7+NdNqb5Q1xzvi8/Gu042beovF9ktpJclVlUOB/EuQSD+Vblzq9rFLsEm9s4wnNcnq0jf2UsisQVYA+/PT9Kp2d8s4xwsi8kf1FJdQbO3t0NzvFwo5P3c8YHSqXirSxe2+iWoEqWw8yWZ3PEajGWY/TpS2t1CoBUNGAQ0gbjrxx7d60ra8g1q4XR5YLpovKGZIiGZnJyI8Ec5qdb2KW1zW8A2UTaJq2vCPa2oTbYweoiThf1/lVK6bdduT6127aVF4d8IujIluoVUjgjYsEJwAuT1PUk+teembfMxznJonsVS3Ir+/jsUfehLqQAo/iJ5zWJA32u6a+dHhSM42xty7H39MVq6oVbUJllQNHnGD7VQlh2WZhtsMhk3nd1FcMYRi2+pvUjKTTexyUDYapr+UyWqxEZO4eWSeFzjNVIjh6s3iF9P3qmSjfM390V3s5EYxb5yvcGtG21BgAsnLKeD6+xrJk++akjfJAPWrJPQltbe6Nvd2flpHJjzB7Y7e+RipJ4/+JhNNI48ogbFB5z3z+Vct4fS5uLwxRXDxxqpdwOQe3Sul+xuZANzOxPGazmVEv2YMzxwwIS7kKqj1r23QNL/sjR4LVjl1GXP+0etct4H8Jf2eF1K+T/SCP3UZ/gHqfeu4aTjrRFCbHMwFebeP7ndqtvbgg7bcsR9W/wDrV6E7/KTXier+ZrvxPv8ATLjVJ7VFWRYdibiSqFgnsOCcn096pq4I53UH4IGcDtXPE4mzVi2u5rmGRppGfhSM9s1TdsS0krIbNGafbp8oIyjLg4OD6iufctBPtzh17g962i6m0kRmC7kOCR0rn5fv856U47sT2Og0q+t5blI735UcFSwOMHsa6XaYbaGNbhcK7FivcYwMe/T9a88jk7Hr2r0zRdAS5FpaRbUZlXc5GcHHJokroE7M0fDOjNrWqCKBCNwHnTHnag/zwK9vghjtLaOCIAIihVHtWRoOlWWh6eLe0XJPLyHq5960i5OeaSVgbuea+PdQ8/Xntg2RDAo/E8n+lcbFNxTNX1qPU/Empuj/ADCd1x6gHAP04rKv7mWCwZ4nZW3DBFRPV2NYaanU2GlJen+02VCbaQICJAH5H93uPesLUW+U0+4ihsNITVdI1rUJEkuTbMbiFY1uSEyzxfxbVOFO7+8Oc5Aq37/IacYuLFKVznnbFxn3q5dOTpxbPy9G/wB0n+dZ8h/ffjVmdyLEjjDDacjOPerZKMNn2zNgnbng10vh/VZ2lWzMInDN5i5ONpA61zEgxKwHODiuh8GpnVXY/wAMRx+JAqyDvfDmg3+uah5MMQhgDFpZccLk5P1PtXtNhaW2mWMdpbIFjjGPcnuT7muT8L3aW2nxwA47ke9dQs6+WXY4UDJPtSSsVe55f451YXPia4iDZW3jEPB74yf1Ncuk+EzmuZuddnn1++vmJeO5neVlz6k4x+GKlfXIhAQqPvPAFZzTZrTkkdZqbFrWzCH7sQNQWEyqszthQMFielVdJNtq3i0aZqOo3NrbyMI45Ipoo1j4GSxk4xjPA5JwKqx3kmkazqFlcrcYinaICfAkjwSPmA4z0zg49KyjBpqRpOpeLgaGpP8AIa4+Z/8ASs+9dPqEoMZIPGK5OY/6R+NbnMX75wdPUsTt3BXUdx/kVzaSmOTOSCDwR2rcumxZrknYSA+PTNYGCzYA5pxFI7zQH1DVrFUEccpDLEh25Zscj8s17V4P8LLokAur1ll1Bx25EQ9B7+pryn4eIUsbd127lkdufXOK9h03VEnRQWGRwRTtrcEznPiVrawzWGmBxvYG4Zc9gdo/rXAQz5nH++OPxqj8S9Te/wDHt48TkLabbdCD/dHP6k1l6dqs819BCUTLyD5gSMVFRaGtN2Z0d45e9mkGGVnJIqqoG4lW49Kp6peSRW7bS0cgYAsD1qbxB4f1fw9oek6hdTXCz3pk82EoQIAAhQMcfeIbOO31BrnjTb1OiVVJcrOPQ/NU84zCRk4IGcd+QKKK6GcaMicATuB0BIpncUUVoSdf4NH766bvsUfqa9L8JRRvqm9kVivTIziiioYj06KRmUZpxJoopghHOEP0r5x8R6xdaX8T9Xvrcp50Fw+zeuRym08fRjRRQMw7HiGUDoAoqCX/AFtFFIZO4zZv9KxZ2LSbj1IFFFNbg9h0KjIPvXs2gsY70FccLgUUUyT0uxlcwqSat3UjJZSyD7yxsR+ANFFSM+UFlk+0tMHYSFi24HByadd39y1qY2k3LkdRRRT6lRNm88WSeIYYo5tI0y1a3jSKKS1SRSka5wgBcqBk5OByeas3p+X8KKKT3BbHPy/62prhiLMr2KmiihjRkxoGkOe1dN4O/wCQhO3fy/8A2YUUVaIZ6pbXUoihYEA4xwK29RvZ08K6rIrYdbOUg+nymiimNHzyVAXiltwDcwg9DIv86KKhlI3brW20nU75Dp2nX0U0wYx3sHmAMgO0gggjqcjOD3BrPe/udUvrq/vJDJc3EnmyPjGWPJ47D2oorP7KNI/EabsWsI8n+GsCb/XUUVaM5bklyN0CAk4JwfzqpdwpACsYxwOe5ooq47ks7vwkxTRYGXgjcR+ZrtreeSNElRtrEjOOhoopknj17M9zdXM8rbpGnk3H1+Y0ukcatAe4yR+RooqJ7M0jujS1nm3kOTkMuKqXfiLVdS0iDTby9mnt7d3lTzJGYlmxnJJ5xt49Mn1oorGnsbVeh//Z", 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", "info": {"video_id": "46027", "label": "moving away from cuo with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e7cd00f94d91de6af750607ad0da82febad37e9c72266f07482296abef9b0e72"} +{"episode": 15749, "episode_seed": 2724074700, "split": "train", "timestamp": "2025-10-13T02:59:52.114220", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2724074700, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sponge against wall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "24702", "label": "throwing sponge against wall", "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": "24702", "label": "throwing sponge against wall", "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": "cb38b17207d03d325edc9fb153d46034ae837042473f994a29d7d4578a0d2493"} +{"episode": 15750, "episode_seed": 3682695438, "split": "train", "timestamp": "2025-10-13T02:59:55.289746", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3682695438, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 one harddisk to another harddisks'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189943", "label": "putting one harddisk to another harddisks", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "189943", "label": "putting one harddisk to another harddisks", "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": "4eb377fd7c34a0460e51c0cb2f58d31c3dcb4632c9fdf4f8b90cb0207179718d"} +{"episode": 15751, "episode_seed": 341133675, "split": "train", "timestamp": "2025-10-13T02:59:57.566509", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 341133675, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 video cassette and flag on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "74409", "label": "putting video cassette and flag on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "74409", "label": "putting video cassette and flag on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b01f8c5ac0434f8915b70f5826740479cdfb5451b2b672743557d1162db7cad0"} +{"episode": 15752, "episode_seed": 3552868230, "split": "train", "timestamp": "2025-10-13T02:59:59.537353", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3552868230, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spoon and air tight box so they collide with each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "185069", "label": "moving spoon and air tight box so they collide with each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "185069", "label": "moving spoon and air tight box so they collide with each other", "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": "2577623b7ff9880f5c76f5322a3c03fb0511711c82a3b3d4e881412b9435c0e1"} +{"episode": 15753, "episode_seed": 975783666, "split": "train", "timestamp": "2025-10-13T03:00:02.166643", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 975783666, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 razor upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "98767", "label": "putting razor 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": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed 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": "98767", "label": "putting razor 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": "ba75c8d405851f0d9f5809c8b598ae61083f0c2027a80c60909e12224659b237"} +{"episode": 15754, "episode_seed": 2133925667, "split": "train", "timestamp": "2025-10-13T03:00:03.190579", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2133925667, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wallet onto box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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pCnUlbU8SXxpq0alS0RHunT9akHjq9/dh4Uwp52HGfzpZNO0X/lvpep23vHNuH/jy/wBartomgSn91q93AfSe2DfqpqViY9U1/Xlc5/rSW6f3f5XNzTfFaanqllD9nkErTLhQuSeecYrvA3OK4/4eeG7CLxtptwNZjuJIZDLHHAhUnapPzZ6V3usWn2PVp4wMIW3p9DzWkasZ3sawqqqrrp5WKlJjNNzSjmruUzz9fEKHACnHepv7fhUgbgBjJrhfMJagzMXZskZ4rn9mdCqHp+k+ILYO7F1zxjNdJHqdrcx7cZVl5xyDmvEraZkYsDyCK2LfXLuED95lUyQOn8qdraCcru53Mul+F7mQj7MqkMcsshGfWsDxB4V0kQebYTGNuPlYgj86wBq84h2h+TyT0qvPqUxXDNxninr0Fp1JrDRZLe+jldl2o2cg12kd+qsmH5BFcAupy9C34ip7a/ubi5jgjPzSMFX6k1MlKW5rGUIqyPYFdSoIOQfSnZzWVo1pc2WnLBdyrLKHY7lJIwenWtFQc9eK1TOV2voaFlcPFvCMR0yAcVR1XVrgSqFuJ1BHQSEcVka3rKaY0QLYLgn64rlrnxMHnBKkgD8qiXkaU7X1O0XWrwD5bycf9tT/AI1MuvX+1v8AT7nGOf3hrhY/EKHJbAwMmnL4jiIwx681l7x0rlPTW1/VodIaKPUZySBty3TjNeH+If7QbVJprxZPNkOQ2Mfyr0mz8QwSjYCrHHC+/p+VPvL+wxEbi3ikZiQpkUNwPStoy5dTmlG55Gt9dQjCXNyh9nakbVbxuGuXcf7YDfzFemy2+gTQMrWkCEjPGVIrhdS0e0WeU203y7uA3OPxq/aLqiFSNDQ/F1ppWkm2m0q1uZS7N5kifNyfWuy0PUYfEGiGQxiMEtE8YOdv+QRXkMsXlOVyPwrq/AWq/ZNUaxdv3V1wM9nHT8+n5UvMfQu6t4duNMAuVcSwBwCQMFeeMiuz1XU45PKRX55zzU8yJNbyRSDKOpBFeT3GpTlxmRuOnNZyXYcZa3Z34vF6BwfxqVLxRn5+ledRarKjE7jxz1oGs3AUEOc96jkZ0Koj2nTZh9ljCldxQHrWB4v8LSeIpIbiGRY5YxtYseMVyeneJ5YvL81yFAHAGfrWrceKQbVFikYMZAPXgVotNjKWphzfD7V4g+xo3C9NrjkVy97YXdnO0M8TKy+oxXfN4veHgOGHc4rEvdbS8nZ5lVs8dKr2kkSqcWyfwbLJDbzhhhWYGtW91LyGkVyQCNwNYMerRwgiMBR7Dimy6lDex+S6Fi5Cqe4JNZ3blzGrS5OVEzakCDz3rZ8N3o8i9yRksg/9Crmr3Qr21YqMtj1qGyvbjTmcMu0tjr7VpPVGUZdz0YXJ709LnBGBj3HFcRF4gkZ/mYZNTL4kG4tglc4FYcrN1JHpei3UkbmaOeWM7sHa5HFch8RrnVL6JA8k01sj7iGJIBx70/SPFEKxKCw6kkY7d66JtXtngleeJWjUbmB6EduK0g7GU9WeJRzTQMSjzRemxiv8qmOr3uObkv7SKH/mK9VP9gXhDS2NspwBlVK1yniHw/pbTK9jJ5Wc/KTkVr7RPcy9k2yDwT4kfTvElvdyW0UhVWACLsOSMZ/nXq2o6/Brbwulu8MqqQcsCCK8h0bS/sF750jqccDBzXXWV4ou4gGH3sVlKa5vd2NY0Uo+Z0tOAxTN9PBzWxhY8UbTSuSJPzWlGm5HLtn2FapPOKQYNYKZSZDp+hi4WUmdlK4/hqdvD1xkgTxFfXBrS0o8yj6VePLVLnYZzzeHbg8pcRN7HIqlf6Ld28SszREMccNXYgACs7VeUiX3NEalx2OP+wXIPCA/Q1seFbGZvEdqZIztjy5PbgGpQAe2a19Dn+w3DzpFG7Fdv7xcgVpzILHcp0pe9ZCeIJM/NZ2pGOwYfyaqGl302teK5tOfUJrGNlkMIhBfLKhYLz0HBOT6e9UncixmeOW/0i09MMP5VxczfMDk9K6a2Y6+hkvZZZSgBXLdM9f5VX1PRrZPK8pWXIOfmqbq9gRzvm4QjPWk8wnGTWh/ZaBuS2PTNPXTIiyjDAZGfmp3RQ2G8nh4jkZeexqVtTnLIC5IQYGOnNa8vh22xmKaRMevzVD/AMI7FyDcvk9wopXQ7syHvpmJbzDk9apPdPuPzd6328NNnC3Yx7p/9esN9OkycSKefQ01YLsqSNvOa6fwdoDX8y6i0xjS3nXau3O8jk89u1c81jMOyn6Gu+06C60zwJBNE4jleTflZFz8zHtnPQCqE2dgQNpz6V41d288YDPE6gk4JFek6qrwaHDqOn6xqMwNx9nzPEqLPhNzPFjnap+U7vUe4GHqi7raPPZv6VEnYk4cBiMYOT2xSmOQD7jflW8YFzkUvlKRg0cyKRmCOVEUtG6jA6igsxIwDgDtXaxgNbICARsHX6UgjXsij8KnnQziC5Oc1Ulc7zg16EYISwLQxn32iuZu7aJrqY+WgBY9qakmGpgeYcYzXefD+1VrW7unUEs4jXI7AZP6kVzDWUR/5Zj8K7zwqdP0/RI4pJ5I5GZnYCPd1Prn0Aq7oTN2a1jmGWUZrg/G9mto1my4+ffn8MV02mXtpqXi59NudZura1lk2RSI8cSx9yWMnGMZ46k4Fc/r0ck13eWd200hs7ho1W4AEiDJGDjgHgZxkUPREo4xZCuSKQPkVqvpsWeF49mo/s6E9Ex7hqV0UVbeZ40BRip9QcVdGp3KwsplYl8AnPOPrWlbaDaS2UbBpEcjkg5/Sm/8I6ucm6OPZP8A69K6GmZ76lM4C7zgdBVaW/m3As3PrWq/hqUHMdwjD/aUisu/0i5t5xGzRt8ueDRox8zEXU5P7xyPTvV3Tbq8v72O1tiPNc/Lk4AwM5NY5s7hf+WRP0Oa6nwBYzSavcTeRIfJhxnYTgsf/rGjlQ+dneabHPFptvHctmdUAc5zz9auAgd6yvEE1xZaQ0kTPDIJFG7GD1qlrdhr2haJpl9dXt0s14ZPMhKYEOApQMcfeIbOO351aRk3c5DA30mBRRXOgNDS/vSj2FaCUUVMtykSY4rL1PmSL6GiiiO4ygo+auk8PadFe2k8kjSBkcAbSPT6UUVoBbnsIoWIV349SP8ACuTfUZ9G8RSX1rt86F227xkfMpU5H0Y0UVUdxMk8NoEhmAJxhev41c1P7kf1NFFZS+NkrczDyaFGG/EUUVSKR0LdKaooorNlDJOAfpXOY60UVcAGEAsOO9aupALpKgAYBXiiitOpLG614mfXYLeKXStOtjAixxPapIpRF6IAXKgc5OByeauaj/x6/wDAhRRU1d0SZDEhc0oNFFIo3Yf+PaP/AHRUi0UVm9ykKelc3P8A61vqaKKuAyLvXQW4xboB/dFFFUJmZ/bjaTfXkZ0/T76KaQOY72DzAGUcEEEEdTkZwe4NC31zqcmoX93IZLm4lWWR8Yyxz2HT6UUVUvhIIzSAUUVCBG1Zf8eUf0P86lA5ooqHuUPrG1Lm9OfQUUVUQKgUHJx61raU726M0UjozHkqxFFFWBPrOoXh0p0N3OV8xPlMhI/Wsi88T6vqGnQadeXss8FvI8i+a5YktjqSecbePTJ9aKKuL0IZ/9k=", 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", 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1qQeOr392HhTCnnYcZ/Olk07Rf+W+l6nbe8c24f8Ajy/1qu2iaBKf3Wr3cB9J7YN+qmpWJj1TX9eVzn+tJbp/d/lc3NN8VpqeqWUP2eQStMuFC5J55xiu8Dc4rj/h54bsIvG2m3A1mO4khkMsccCFSdqk/NnpXe6xafY9WnjAwhben0PNaRqxnexrCqqquunlYqUmM03NKOau5TPP18QocAKcd6m/t+FSBuAGMmuF8wlqDMxdmyRniuf2Z0Koen6T4gtg7sXXPGM10kep2tzHtxlWXnHIOa8StpmRiwPIIrYt9cu4QP3mVTJA6fyp2toJyu7ncy6X4XuZCPsyqQxyyyEZ9awPEHhXSRB5thMY24+ViCPzrAGrziHaH5PJPSq8+pTFcM3GeKevQWnUmsNFkt76OV2XajZyDXaR36qyYfkEVwC6nL0LfiKntr+5uLmOCM/NIwVfqTUyUpbmsZQirI9gV1Kgg5B9KdnNZWjWlzZacsF3KssodjuUkjB6da0VBz14rVM5Xa+hI17Haod7YzXNm+VmLlwMk96peN7x7c2ixsQSHJwfpXEDUZR/Gfpms5ptmlOSiejLeL13gc1o6bcq92MsCFQnmvLW1eYbF3HA5OKs2Ov3MUxO/PHU1Cg7m7qKx7NcAXdpJCxBjkQrwe2K8wu/hvqCOzQTxMN3Cl+QK0LHxSm1FeRi2cZ6YBph8VN5ssvmnbvO0Y6itVJrYxaT3OW1XwpqulRmWWPcgH3l5FZFpHMLyIBSDvH867S98WPcWzRMQcjnisgajb7t4jTd64p+0kgjTidfNdv9lDj7wANYd5qyvIuD74qmdcGcEk+1RiwOrLLdWqsmwhWHYnFRTunqXVa3Q6S/3sOe9eyz6jNHbn97IpK9Vc9MV4NLZXls/wA0ZIz1rs7rxWDFhTn5eo9+1VJmV7nSjWLrfuF1Pn/rof8AGpV1y/XpfXA+kprg08RrgDbj15qf/hIY12jPbccelY+8dKcT0Ox1zUjdh11G4VlGc7zz7VzfxE1LWdVt2j86WeDqynBxVDTfEkAd2LAE4AzXQxarDcquFDKw7d/WtItoyqJNnjCyTROSrTIP9kkfyqQ6rejj7ZPj0Zyf516g0+iXTAtZW20E4IjxWD4h0zRJ4g1uFhfP8B4/KtXUXUx9lc5LT9YaDU7a6ukjuEik3GORBhhg9cda7Wx8bWl7rFtbx6Zb2qSnyzJENvXpx9cVwl1p4tySrqwFVFZo5FZSQynII7Gh2eqHbl0PXdd0H+1SksUgjmUbfmHBFZfh9ZdNGo2067ZVdFI/Pp7Vu6JqY1bSLe743sNsgHZhwf8AH8axfF939guLSaMAPKrKx9QuMfzNZyV1oOMtbM1hcnvT0ucEYGPccVxEXiCRn+Zhk1MviQbi2CVzgVlys6FJHpei3UkbmaOeWM7sHa5HFch8RrnVL6JA8k01sj7iGJIBx70/SPFEKxKCw6kkY7d66JtXtngleeJWjUbmB6EduK0g7GU9WeJRzTQMSjzRemxiv8qmOr3uObkv7SKH/mK9VP8AYF4Q0tjbKcAZVStcp4h8P6W0yvYyeVnPyk5Fa+0T3MvZNsg8E+JH07xJb3cltFIVVgAi7DkjGf516tqOvwa28LpbvDKqkHLAgivIdG0v7Be+dI6nHAwc111leKLuIBh97FZSmub3djWNFKPmdLTgMUzfTwc1sYWPFG00rkiT81pRpuRy7Z9hWqTzikGDWCmUmQ6foYuFlJnZSuP4anbw9cZIE8RX1wa0tKPMo+lXjy1S52Gc83h24PKXETexyKpX+i3dvErM0RDHHDV2IAArO1XlIl9zRGpcdjj/ALBcg8ID9DWx4VsZm8R2pkjO2PLk9uAalAB7ZrX0Of7DcPOkUbsV2/vFyBWnMgsdynSl71kJ4gkz81nakY7Bh/JqoaXfTa14rm059QmsY2WQwiEF8sqFgvPQcE5Pp71SdyLGf43ilnubURRs+AwO0Z9K4N1dWwVYY9RXa6VqNxqAeWeZ5CNpG45xms64hXz3B67jU8yTsCObCSNyFY/QVLbxSs7bY3OB2WtkRBa0dJUJcSY7p/WjmRRzmWTPBB6YNNLMqgYP4iu3dELZKKT64o8pCMMin6ip50M4OZsIeaq+Yc9a7XVreD7GoEMYJb+6KwntIj/yzT8qpNMNTNtI2ur2CAH/AFsip+ZxXtMcEaJ5aooQADAHpxXmugWVquuW0soKRxNvJUZ6Djj6122t6rbQaWz2d7Ks29QD5WOPrVaEssXWlxSqQFFeWSNwwz2NeiarNHb6DBqen69fyq9ybbNxEI1nITczxY52qSFO71HuBh/2FY4bKucg/wAZpSaW4kcbv560GYlyc+1aL6UnVSw/HNIumR45DE/71F0UVbeRkJZTggjmtBNUuYwW85jgEDJz1q3puiW0yS+YZAQRjDVM/h2PJH2l8em0ZpNoabMo383lhN7e+TyarT3cpXDOTzW23hxG5S5Yf7y5rO1DRHtlj/0hW3E8bSMUKzC7Mp52cEMc0y3ge5uooIxl5HCD6k4qw2nyjoyH8a1/CWmzTeJrTKrtjLSElgBwDjr74q0DZ3/h/Rholg9qJvOzKX3bdvYDp+Fc98QyANOI/wCmn/stbumn7Z4vk0u91K5tbd5NiSQzxKsfcli/GMZ4HJOBXPa/b3El1dWt8Lhja3DRoLoAOoyRzt4zwM44pPRXIOKWQrkikD5Far6bFnhePZqP7OhPRMe4aldFFW3meNAUYqfUHFXRqdysLKZWJfAJzzj61pW2g2ktlGwaRHI5IOf0pv8Awjq5ybo49k/+vSuhpme+pTOAu84HQVWlv5twLNz61qv4alBzHcIw/wBpSKy7/SLm3nEbNG3y54NGjHzMRdTk/vHI9O9XdNury/vY7W2I81z8uTgDAzk1jmzuF/5ZE/Q5rqfAFjNJq9xN5Eh8mHGdhOCx/wDrGjlQ+dneabHPFptvHctmdUAc5zz9auAgd6yvEE1xZaQ0kTPDIJFG7GD1qlrdhr2haJpl9dXt0s14ZPMhKYEOApQMcfeIbOO351aRk3c5DA30mBRRXOgNDS/vSj2FaCUUVMtykSY4rL1PmSL6GiiiO4ygo+auk8PadFe2k8kjSBkcAbSPT6UUVoBbnsIoWIV349SP8K5N9Rn0bxFJfWu3zoXbbvGR8ylTkfRjRRVR3Ex3h1RHDKATj5ev40XX/H3KP9o0UVnL4mSiDJ3Gr2mH/SG/3aKKbKNM9af2oorIpGdqv+qQf7VY1FFax2GXtMA89j/s1Y1c409v99aKKpbksh1rxO+uw28UuladbGBFjiktkkUpGucIAXKgc5OByea2/Siipq7og56Thj9aZjiiikijS0vgS/UVeb71FFTIoUjisjVeWiHsaKKI7gZxAq9pCjzZDjnFFFaiBdbbSb68jOnaffRSyBzHeQbwGToQQQR1ORnB7g0gvrnU5dQvruQyXFxKssj4xljnPA6fSiinL4SSM0gFFFQgRtWX/HlH9D/OpQOaKKh7lD6xtS5vTn0FFFVECoFByceta2lO9ujNFI6Mx5KsRRRVgT6zqF4dKdDdzlfMT5TISP1rIvPE+r6hp0GnXl7LPBbyPIvmuWJLY6knnG3j0yfWiiri9CGf/9k=", "info": {"video_id": "69273", "label": "putting wallet onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "69273", "label": "putting wallet onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "5ccce0081164f314b4b53edfd01589eeb9eaf2f2e8a9d9e233f7b9b6ec95d621"} +{"episode": 15755, "episode_seed": 1020263948, "split": "train", "timestamp": "2025-10-13T03:00:05.197399", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1020263948, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding a piece of paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "217774", "label": "folding a piece of paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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2n0+tepaNcfa9GtJs5zGAc+o4P8q1joSyDUYSql19K4i/uHtJ3dSQrAq4z1FejToHjKnnNea6rc6dd61JpkN0k0yAtIsZ3BB6E9M+1aTqe5qFOD59BNNvrTUg8JdHmA+Yr/EPWq13A8NwQwZccq47j/P8qu6XpFvY3E14oPmTAD6AVXv7h7iZk35CDIx9a832iUrdz0p03ON+xWEm5t4wQQASvJB+lLk7HwAc5KyL2H0pkeMMoUNycle+R/8Arp8u8Y2EE4GNvX2rY42RgxrHwr9QTjkD25qwpYyIpUqOiOp6VUZ90oZSGbuRw35VajbeuE4DgkLjP/6ulVEzYoTdIE5wDjcucgdzXSeFNTh0+5uo5ZGELpv552kf0wa5gSEExy7lLd2PXHt+dXNOmX7Tb3UgDwE+WxI5weD+HWtI6MW56jbXsF3CJbeVJYz/ABKc1MZMDpXmeoW15oF+ZbSZ4lJ+VlPUeh9aZd+MtbuYBDE8ULAfNJGmGPvk8CtFNWDkZpatufWpop3cSh/MjOf4T/SqGo2u1vOTABGGX3rN020kW6kvJ7mSW5nQbnZicdxyavrd+T5jSHzAykEHvXn1qqjO6PSpUnOnZmajCNt27Ct1Un9QaUZCFPlDgcc8N+NNlUH5cjG0HB6etSp8zJsXGCSoPQHH5Vqmmro45Jp2YkhX5RhowTyM4OfUH060iNCpOGIYqACRj8fekLsj7TgKeOeRSQEgsjLlf7ucj3Iqo7mctiw7NnnCAgAMhzn3q1YSZvrWW7jjlg8wbsnkrnGfzqkzqGWNhtVOF3MRgfh7U9mwh42FT8hXoPfFaJE3PXYo44U2RoqKOyjAqTIrgW1jVdMWG7WT7RazKG2SchT3APUdK1bTxrpcsTNcs9tIoyVYFgfoR1rZcpDUiz4teL7BGhjDTMx8ticBT7+xrjLm0PlvMqbSBtZQenuD6VJ4k8YDVovsWmWLO+4MJpjjbzyQB/U1KLsxQhDHk45J71y4iSi7nbh4c8eWxjyEiTKAnn5lH3vyowpcKrdgwwMk57Yqe/iWKc7HDjAIGeR7VWQM0Z3MGwTtPQg9qlNNXRnJOLsx+A0TnIKr8rY60zZIRuIIAPAPI6eo6U5mQYLHc+3BI4PvUZKhtokJUYHBwfxFNGbKaMDjy2CjGQCPXtTEiUzMv3Cjbi2KYJgSCMcdwev406LzVnyWDbuSCPmH1rQgz7+1gmbdLmQnoc1FbxxAhY4/cjbnIq9JGnzbiRlsge3r7VIsCtGzScF2wGHYf/rqJpt7msJJIy5N1lcLeRhiE5dPVP8A63Wuu8OzJPbr5f3HJYfjWBfMDZuyjIK7QvXjpx+FaXhhTaWawk5IOV9ge1LltE0VR3saOrXHkqeoHOK5Z/3zNuIYOeccEe9dJ4nVl0xpUGQGBJ/nWDAUaNWbAU9WHXp39q5ox1Nqk/dsiWMsISpAIz9w+1I67I4xxkE5D880wPvh+ZBuIyMcH9KzdLRtY8TSadLqdxbRMshiVU3lmVCwXnoODkn09TXTFXOSTNdfKjfbsOCBuXsv0qxgyKwDBgeq46gVzHhvUJpjK88rPkIBu6Dgk8/hXRCRnyEypYYG09KtaEskhCiPzlfy+AAMda6TS/F9hoejPBciWSZZW8qKMZLA4Oc9AM55rmYg3kyIxVhgAFQP85qtcAMFRW+bbznsfSq5rAlctax4s1bXkeN5DZ2bfL5FuxDH/efqfwwKqeDbSFdQu3RRtjRUBx07n+n5UhtI4NjPkyKoJB6Mf/11a8JuI9Uu48ghj3655rL3mm2bRlFNJHRXUmy3yDgHpiuaklH2rbnA9cZ/zzXTaoALFznG3kVxiXI+18kck9R+lcKjepdnbOpanZF9gGkDgZZRjcp4571JIpaRdwBwRlkPTHWo2cR8YG8kLt7Yx1FZuvXMlvp4lgdopN4XKH+fau1anns0diGdwwUjcTuXgj3q1HMZFJcYPQMB19RXPaxHFb6FBqdhrF/MDcm13XESos5CbmeLHzbVJCnd6j3A3xKUkeNASBgAkH0zkVolYi9yWUbVRvvrnaCRjBxS4SH5Fct8udvb/PNV2JkUOsu0L3zuBP0qRxu8ln6DkkHsffvTEdVqetaWfDtvLey5lkjwIk+Zyw4PH1HU15prt7LPZNGF8mFiAUHO7J43Hv8ATpWuY1mkGBxnL+v+elYmrLGiIvZpVZj6AGs5X5jaLVjs7QNs2nqOKiviFTb2xg/nV7T1EpkRm5PIOO1Z2qr5TbWbPPJrz613I9KlJKJBCQwLZG7urcH2xSwAxk7c7TlsMc8f/WqO1lEqsNquVOcD+lP8xQ+zAdVUHd9f5V3R0VjzZO7uG35Je3yfdJypNLbLGuQMxlwBkHIIrG0yVL/xhLpd9ql5bW7y7EkSWJFj6Eli4xjA6dScCpNJ8+HVtVs7trki2m8oR3GN68nqF4zgDOOK0S6mTZvSIGU7oiMfKGA6Uy3DxS+coMihApJIpRME3GPDcHG44z71HExa2eMK6Mozg46/4e9WSdjoKxX2iz2kmG8qQ8DsG5/nmuU1m2h025eOeTkDKonLMPp2+ppbfUb2xjkNvP5RnTDyAZOM9Vz0NYU0LDEjEnzD5jySElvXk9azqNrY1hZ7l3Qb03sNwzRLGDNsVV5wAO578nrW/Mcx5BwAvFc54RRTpoDAgvcSH9a6O7Vo02kHHriuPEvod+GtuZjzO7uo5BYH8BSFyswOFdGBJOcEe3FQRsDcfeKtnrnH/wCurDDOWdgcgfPjjNa0VaCObESvUY6aTeUACyLgDAODUBMjuRlZNhIAyd1UPEd1Pbaf5sLFJN64dDyPUYqlrmn69oOjaZqN1eXS3F4ZDJEUx5GApQE4+8wbJH+BrdK5zNlyBfNtwz8k/pz2omdlIkB+b5Pw5xRRViRYtlW5EnmAcZAxVGKVjcCJvmTPQ/WiikUhmpJs0qVlZgUJxzWvorFkUnqcfyooofwlR3OhkRZbdo3G5SMEGuDZfss7xRk7EbKhjnHOKKK5vtG0vhLdwPLj+XjHT2rlpdQn0jxFLf2xUzxSNtLjI+Zdpz+DGiit47nPIm8MZSG9IJzH5YX8dwrq1XYyMCSw53Hr2ooqySIyNEx288N178//AF6nljVrDzSMP1yKKKBlFGM8UokAJXoe4qLRS0WuEqx+frmiihbMPtI7kotzaNHKNysCDXFCBHaWNskK3Bzg8Zooriludf2SS1Yyth+flDZ75BxWb4jJFgwzwWQkevJooreBzy2M3XPEj63DbxSaXp9sYFWOJ7ZHUpGM4QAuVA5ycDk812UsKxMgDMRsBOT1PTn8qKK2ZkiQrkTDJADZ4PUjpUMErPceSful2B9cZ/8Ar0UUFIZqn7j95HwSvTtWDriq9sjYwSDnHfiiiktx9Dv9H+fTrV2+8IUOfwqjrEYXzGGc7j1oorirLU7aT0MoqI1jmUkMwCsAeCMHtU0ahrXzCPmK4P4ZooraOxzS3OQl1t9M1S/jawsL2KWQOY7yDeAyjIIIII6nIzg9wa0NAvJ9U1K/vbx/MuJpVkeTodxDZxjpRRXQtjE6eBd0sZyQDJtK9uAP8aVCcPk5yxHPscUUUC6ENwNhdgTkcfhVHVJGET4wPkPQfSiiplsVEm8IZfT7kEkeVP8ALjtkA11GqyN9kT3Bz+VFFcmJ6nbhtkcqSyz7gx+VgAPqM1dnYl9v8PmJkevFFFaU/hRhU+JmL4jJOjSN0McqbcfXFc/e69qeoaZBp91eTSwW8jyJ5kjMSWxnOSc428emT60UV0R2MGf/2Q==", "info": {"video_id": "217774", "label": "folding a piece of paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ff385d01a8c4c5dc40cbaf2914fb3aa611471a504086b6e52700e4dda22af4ca"} +{"episode": 15756, "episode_seed": 3447572632, "split": "train", "timestamp": "2025-10-13T03:00:06.535656", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3447572632, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 specs box that can't roll onto a slanted surface, so it slides down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "217029", "label": "putting specs box that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "217029", "label": "putting specs box that can't roll onto a slanted surface, so it slides down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a503928c5d46693845a21ff625404c198f7e4dc4f6090150af09e5b84cb77f39"} +{"episode": 15757, "episode_seed": 3021735204, "split": "train", "timestamp": "2025-10-13T03:00:07.591186", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3021735204, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 notebook, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155701", "label": "lifting up one end of notebook, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "155701", "label": "lifting up one end of notebook, then letting it drop 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": "9f253592a0f441fa7fe1238732c421e347bbbfbb5a598373bcb1ffac710f8bc2"} +{"episode": 15758, "episode_seed": 2063988542, "split": "train", "timestamp": "2025-10-13T03:00:09.687759", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2063988542, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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yJnjljn+ta4et7SiqndJ/gTOFp8pQVVWWOI52xLvkOM859aVMsFBGTcMS3zdF/pxULyuJmUkebJK4fJz0J7flU0cu5pJ8cDEceG6mtlK6uQ1Z2JldluJJdudqiNPqcVchTajWoVioCliOCOCapQ/LNFCeka+ZJx/FzirlmHaC4nx/rFyox1zwKd9UKxYMw+3Mx+WKEbVHcnHX8KrsNhWMMBLKdzH0GKvMirN5WARGd7Me3y1lpIwuXlKkM3yISDkD6U2UPL4upZMfJECqAHv7V2Ph27lsbGQxklpU818d2xXFyqpulVT8qHe5HbvzW34fuyZWRicK+MexFeTmtSdOiqkHs0zehFSbT7E2rapeagbtTtZTFujBPOVFcw6qjCLJ2REnJ7nPrXRX6Rwa9pypxHI8kTZ5yStcpMjoptmBEjyFn9gO1erBpx9055JqQ5A0iEMfnmfc4I5x/nFIzbfNn2kAkIg9vb8ageU5kn2DnCpnnPr/ADqcIodYyfkij3nH97tTAdahY5wMgrAmW56GnSEMIFznOZnGahtlZljX+O4cu+OyjmpLokiQx/8ALRhHHjsO4/nUS3B7FlNjSb5F+Q/KmOvSlGWZYwf3j7mlPdQSDj8jVXzCVgmyQi5xxwSeKlO5VmZTtmmkAXHUCrJC4JNx54A8pflTpyeBT7tDIEh+bzHGX9h/nimSoGwkZzHHjJx1Ix/XFMuJJDhs/vJgFUEdBmjqBHLIIpXuf4VQqo98Uiq8ipA3BjjDyHA5z2ps7oHMRPyRHJPv/nNQbpGc4OJLlwAPRQf8P50wFs5v9IMhJO9wsYPp6/pXROxEWfQVzkLIbxjjbHAQo46GukIzb59q+W4hXvwfqd+DfutHFXV//Z+sR3W1XCvkhhkY7iugnkh857uBcQyIPJTGcbuoFcXq9/5WqGMAFo2ztYcEV0Om61azaJb+YmEhl+T/AGfbPpXoYaq4Rg+jQ6lNTUl1RoRSi2k8sgGVdqA4HUnJqzv2SiGNsNIhZvzwKzxjzBcOvzgM3sODj9KsFSzQIhLSMF3cdOeea9hbHnoeJ1XfO33IiYoR64JqNwomjXne7gyEGlxk7RjyoG3sc9SR/jURcOA8mVmlPAx25z/SgodcTqZnctkJhI/qe9TaPOBPPFn5gqyc/kapzgfa9pwY4FDNj+9iqekzNH4gdXYEzRN+mDXl5nDnw0kdGHdpot+Jb0DV7FEmUSpKHwG5ClTzWXZzSzwkXEoKidug68ZH8jTPEemyXHiiyuFdEQoAxJ5yM9vxptpayJFPBu3fOvJPPpUYat7kJX6I3lTunEvq8hQyBsvNgKB1Ax/+utOMIJOR+7gi7cfMaz4XGDMOI4kwoJ71biQukUPOZCXc+3fNeruedsKFYxxR5PmTMZZD7da0zKY442OfNZ1DEc4HesySTMksuMZYRRgdh9auK2+Btu5pGcgEHGB2/lVIIk5cfaGP3oYEEmPVjn+hqGZ2a3JZcSTdMjkA090+cW28LlMyse3AP+NQvPjfMQGTO2NQfbH/ANegsfLMv7ttuEiUknsWxVWO78rU7IsADM+MD0Yf4/zqaaPetvCMjJLufQViatN5VxFdjOUkXbg9gRXLiYc9KUe6NKbtJM3/ABTqqWmlQxyRs4n3REg42iq9zcGS0sLqIkFrfeWPfZwPx6VL4itobnSz9oVyIZBIAODzx+XNUbvzP+EJhdUAljVgq+3+cV5+W1f9lS6q6OitC9VGRpGpfardnmXbdNI6p79CcVvwKE8uLOVi/ePx37CuL8Ozxm8ggkIXypW5PTcRXXW+6SPAJDzSYHrt/wD1V6dBtxt2OfERUZ6dSyxLxMf4rqTHvtHf+daFlMn2iQYPloBsyOpGapzjZM78AQR7EB/vE9KtWcQPkhm/1cZeQH3B/rWvVGKJ18z7NBF1kuOWJOOOP6cVWmcrdLIfuRVYMq+QZi5DOSsQ7beKjKsXS2BVlAy7HucdPyqmiim7SCby+PMmcFsdhin6He/8Tq5iU/KIwR7lT/gaJ12zXFzjHPlx47D1rMspPI8T2qqAFZWVuPUf415uZU+bDSXl+WpvQdpo0tb1O9j8ZRwbyYP3bRrt+6D1P86frSNBe38jAEu4EfsCv+OauaxbSXotWiZUjZcSSdDwcjmqOr38F5qYKAtBAgyT/EQK0y6r7TDwduiX3EYhWmZqIqlVIykCZPHenZLRqmcSTnJPt/8AWFRlj9hC4BeZiTzyB1qaBlJkmYEIiiOP3JrtfcxBJMTyyLwFxDHjrVidfKbyx8ywAn2yajhi/wBIjjOCEBmbH96myLNK5LA/6Q+7nnCipkBJbIsrLG7fu4sKeeM9f8/WpBIWWe7EatubZGPbPUfnVeAbPs1uMFnZpJM+me9SxOvmEg5hgU8Z6ndWlhXEKMrRwKWUsS0mD156f1p0rgyvccFYkCJgd+9MMLlA+799Mw2j0z7/AEq08YTMZIEUX3vdv8mjYRmyLueGLseXyO3WohcebL52MydIzjjPIqZtqvJLztkU7APTHFV1i8p7SMHHlnLE+oPT9aQEQIDxwZIJcSSHuec11QObce4rjpGbM0wXLSy4Uf7Oa6l5hBFaxM6FZ48qVOSCOxrws6oOq6aXn+R24R2ujz7VbNW8SySORtC5we9awhhh8MSCEKY3k3qR/D6ioNchimkecusbAkbmOBVXwtYnUbu40mTU5reGfzHQwrvEjKhYD0HTk+1PDwlOjFPyNZyUZtm7Z3LXc0LtkxKoDZHHC1o20rJGsoALSklE9B2/kTXJeELq4uIpIS7u2UKk8hRzn8xXWoF84Skr5UEeEBH3j3r2qfwI4HuxiIrQxW5yXGJZCPx4qFZlM3mnJVfkXnvTkWUwHIPnzKMY6gD/APXVqKGOW4jhABij5PHp/wDXqhEDwNJCEyPOlO9vpWJAGHiGCRfl2v5QLdBnjNb9xI8MUjhcSOSF75HOK5vVXcSlIMq8eJCRxggisK8FODTNKUrSRb12Y2qLNO3762d0U4xv98fl+dc/Y+IHMcs0sJHmybRxxxWp4uuIr6W0mhctLJEqyrngY7j61z0hea4MW/MUXyxL29wK82lBQjynoSb3OziIktIoIydrZduO3WtKzkwkk7DO7EcYz07VgaJcGXS2LZ80SCNSD61a1yd7PTFW2coYSp3D1r1INOCPMmrSZqMgFwEzuWBTIe3z1OJR5k87cLGQi/U81zerYg0KLUdP1rUJvPuvsxa4iVFuMJuZ4x12qcKd3qPcDo0jyYIHZvkKvLjqeOK0QokhZlaUPhpLh9u4dNuKhlGZtqJ+7h5yOcnH+FP3sJpLlj8u/ZGPwA/lT/IZEW1IIZzlyDxgmmUwiUvH5hBLzYCr6DFYmrWuZliBzGoBJI710t2yws0mRtVAu339q5vUXZY0j3ZaRySfT/IqJaoIuzLx15r/AMNyyzQ+bcWZMbejAnAz7Disi+1F/wCyy0sqqWO1Seg45GPSp/D32cT6lZyPtinTbn0JGCcfXmuf1iASTJppbzFjyu5eA3PJrzbKF492egvean5EdjCjvaMmNzSh3x+NdrabUnllGSkIIVh64rgraSJb2Oa3V4oVAAV2yRj3rvY8hYIOCW/eMcdRXVh9mjlxO6LTKWNvE4wxPmOT14xT7dmdrgxvt84Edew//XWDZXK3/jO4sLzU7m0t5pPLjkhljRYx3JL8Yxngck4FW9EmuYLvWrOZ7kyWj+TEtwFDry3DY4zgDpxXUtzmW50AmXLZwsduAFyep21XVZxsYgiSY44/u/8A1qcsY+Wz3jOA7knr0xVm0YSXBnIGEBCgevQ1T0VyhpSMRhHCiGIc57nv/KucnRba9+0HJfeHQZ68git27I8sQDdtlJLe1c3dzq928mcxxr8oPHPHSsakVKNmOLs7k+r6699LBEgMVtCSSOmWz3+lQQM0lqiqcPI+5/8AdrIkLK8KNyZMk/Tn/wCtV61mJR58Z2rsTPc1GGpRow5IbIdSXM7s0AyrE84I+T5VBHB7EVNDEoMFuTn/AJaOd2M4/wAioIUYQQwnaQX3tinJIx82ZVYmRgqDHbof61uZluIMY3kBw9w4QfT1qzcfuneTA2xx7VwMZNZGv3Ettp2+3laOSBlG5eME9f5VS12w1/RtB0m6vb27828aRpYmTiHG0oGOPvENnHb86meoG1bSMvnSg/Pkx5/2c9KfFCuyzh52Sg7/AH60UVoJFm2+bUWB6R5C+3FMvgBGCBjzZAr+4OKKKl7gZhG7UIIzygiyF7ZxUUbGQKWOd7sD+ZoooYimpJu4uwEecDuc1VeeZbizcSNkSuBk9KKKyxSTpu5tQb9oh/iq2jurKR3BBUK428ZJODWBbXUnhy7FzYbQ8JOwSDcPmQqePoxoorjjtH0OmWz9TV8Bnal6R1XYAfThq6+ONVkSIfcKbiPU4zRRXdS+FHLLcIlzq8q5OI4vlwelJaORbM/VmBJJ9zRRWj2IK9x81ygP8K5H51y147Nb3DtyxUjJ/Kiipl8I1uZNiSYIM/3DRbKDEvHofxoory+p6b2N/QBieUdgwOPfaata+P8Ain7qX+I3SA/TNFFehR+BHn1vjZk614kbWktopdL0+3aCNUikt0dSiAcIAXIA5zwOTzXdSjaisPvOwJPc9KKK0iTES7Aa6iTACh84AqdAPNnmAw27Ax2FFFV0GyK/JWRUDHa2CRWBeDN3csesajb7UUVL2Ejm7pmi1G0KMQdx5B+lSMT5k75+ZNxU+nFFFebW+M9Gj8BTXHlmPAxsV8989K7mwYuryEkMsagYPqvNFFb4bdnPiuhzdxqx0nVbqD7BY3sMsiuY7yHeAyjIIIII6nIzg9wa2vCd5Pf6hqt9dP5lxO3mSMR1Y57dvT6UUV1vc5UdDbOWF7cZ+cYX2wanjOyO3VQArLyPz/wooq5bDKpGZJmPUEqPYYrnLgbbG2YHO6TkHv1ooqJCRl3P+vkzz5cY2+3NWrQn7HZjszEn6kiiilEbNRGJhvXJ+ZcAflUlm26e0TA2qmR9aKKr+vwJZB4iH/FMXDjILXaA49ia5rUdd1K+02LT7q7mlgt2aVN8jMSzYzkk8428emT60UUpCWx//9k=", "info": {"video_id": "214811", "label": "laying box on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "214811", "label": "laying box on the table on its side, not upright", "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": "16ee57e1f9fb73ef32f3f705ce4de5aa9151afb159674f1e636506d73678fbdc"} +{"episode": 15759, "episode_seed": 413411482, "split": "train", "timestamp": "2025-10-13T03:00:11.806287", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 413411482, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic packaging'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "159002", "label": "putting plastic packaging", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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WQSS0umchpI1XYGPbPf1rAvJmeV8vuZjyRXS3q49jmjKMveRvaXZRhEvJG3uwyoPRf/r1ovIe1UNLlDaZCfQbf1qwWJPWoKvctW743kn0p+hOP+EovyD1iH8xVISbM+9P8OybvEl4fWL+orepL/Z0jKmv3zZ3sD8jmodRZWWNXYhSwyQM4qOGTBHNV9UuNsWO54FefTt1O532RzWo3ty/ni1k2JEm/OOW9vypNOh3RpdzjdcOCQx7D2q3fJDcxlVATEaxgAdhSE4AwMAcCtak4Rla5KhOS2KusSY0yb8B+tY8Uc724KcRb/mJ6cCreuS4sQg/icfpWjEI4fC1q6xR+Y2cs/Tr1x3reFRQS8zjqJOaTOTlhjySWZgT9Afp7UkUck5ENuhx69hUd1OGmchmbPdhjNdHaPmxgx/cFDNVZbCW0P2W2WENnb1Pqau3kgNjcDOMxn+VVic1DeT/AOiTcfwHiunDSspHPWTbR1Hhh/8AiQWnP8J/9CNdFHJ8nFcr4Zf/AIkNr9G/9CNb8cuENeZ9s718JRvMNLK2WLDHAHGMdSapztHawJM8kbloy+zn5ecDP49qW7uiLkhCR8pU475rOvImuJhlSiIqrtPQmuinysznGW5ky2z6tqQeT5bePBbn7x9KoTyhriXH99v510MaGN5CwA3PniuPaUmeXn/lo3860oyV2kYYiDaVxLhvkz71as4RaWhuZPvyD5R6Co4bfzgWk4iB5Pr7CpkP9oXixZxGgyR7DtTqO7HSjZamnphK2AYjl2LVft35fPtVfgAADAHakWTZn3qsO7VUya2sGWLeQf8ACV2Jz/yzYfoa7aFxmvPbOXd4psfoR+hruIn5HNc+Md6rZth1aCRav3zbEE9f8ayPKWS4MYlCJtLh5ARkAZzirt9cBIST/wDrrHW4dojuDOEjKLk/dyf/AK5qY8t9S2pNaDpn2hFCgfLnI6nNc7roMzRRjq7BR+JrcuPNCknBXIHuPasi7dFvbd5OAjZ+hxVyspWFFO1yrfuu+QDscViztlauXE29C395iazmOY/wrse1jz4K8myzogB1ZCf4QT+lSttjnY9zPx+dQaO+3UV/2kIq1On+moo7zZ/rXK9zsRHfXKtGYs5LfpXb6USmlWgbIIiXg/SuT8P6V9pl+23a5hU5VT/Gf8K6p7gIpYnAFc2JnfQ1oxsWL288q3KKfmf9BWfDcxxxzBiBkAYYcEdevaqElw08xkJ47D0FNkk32sqFVYcHBODnnvWVBpSvI3qaQsiaXUEMzMke1D0AOay9Qv2KjnC5GRTDJhfm6+1U70+ZbuaUI/vOd9ypN+y5fIgmLdlzkY9aotncc9aMn1pK9CUrnnRjym5oUuYpYj0UhgPrWk74zWHoxIuZAO6f1FdF4e02PXfEZ065v5bVWjkaMxx7yzqhYL6AcE5Pp71m9zRbFGWYICWOAKk8LyeZrc8ig4MR/mKxcXN9JDBHud36LXa6bYw6XaCGPDSHmR/7x/wqak7QsOEdbmwsoHes24nNxK8hzsAwPpTLi5+XYDjPWq0l2I0woyR3PrXCm3JI7opJcxYmvYZJiihXLYCsPlwB6iml1Cktxise4lKX7SKqjJySp4J9h2qOW5dwQWPNViV7SpdbfiGGnyw13Kms3cUkyIGIwNwPbrVJ72SOLyN8oUEnaHIH5VBfkm6bPQAAVWLsRgsSPc13wa5EmefUV5tjjyorqLBlOnQEf3AK5XJxitm2ldNHUoSGDEDH1qpO4kjSkf0qhe3CrCyk8sMYFb2taXp1r4dg1XTNTvZw10bXNzAsa3BCbneIddqnCnd6jvkDntI019WuzJMSLdD859fYUKXKmPlUmdX4bbGhWwP+1/6Ea1Z7ryYWK/fPC/WqYdI0CIAqKMKB0AqpJcCSTcTwOAK8+c3dtHZTjfRgxIZRgkkU3UYbqC0mkyQEIyW6fj1qL7UouYyeAGHX60mv3siiSNQqJJ/Cp4bmuijyxjzSMq83zciKL6ikGnqSctsrH0pbczNNOpbbztI+Ue/vSTnfC2TztqvDKI7NhkZY9M8n61dBKKYqr5mrlm+vWlYqowvYUaIf9Nb3Q1mFyT/Wr2kNi++qkVtdWMXqzfkbHeq7yY5JrQ8N2mn6t4nTTdUvJ7WCdtqTRyxRrGepLGTjGM8DknA71ha5DPZavd6bsuFMNw8QjnAEgw2AGC8Z6Zxx6UouzuJq6sTaXMJvEloy5O1iP0Nd4smBXPaJpSaXB5soBunHJ/uD0FaE1ztTCn5jXJXndnRSj0RJeXBnm2r9xM9O5qGGGSaJjHn5cAj1qFJAqVPBdgWUqIEZwQTnjHHapo2nK8jWtL2cfdMu6llttUaKZs7QSAeuD61j6td+eMAhV5/MVPc3clzdtI7bj0JrJv5mGYflKN83I5BrRWlV5kjK7VKzBnBiUA5GO1V84FRLIyDAPHoaTcc13e0TONQsXNMONSiz7/yNaMrA6jHj1J/SsWJnEqlCQ2eDXYa94Q1Dw5omj6netMtxe+b5sJjI+z4CFFY/3mVs47dOucZPU1ReU7QEUBVUAADoKqX0jCJVB4Y80UV58/iOimVVOAPrUc/KEdqKKqnubT2K+wBKq3KgW7/SiimviB/CZFKRgkUUV2HAaGjf8fMh/wBj+tX7bVLnRdZGoWmzz4i23euR8ylTx9GNFFLqPoWvDYCm4YAblVVB7gc/4VuMxoormrbmtMzWdmcknvTHOQaKK54bnW9imUBmJOaVlAFFFa1PiJhsYuojF0foKp0UV1Q+FHHU+JhWxBxoyn/b/rRRVko1df8AFT+ILe3hl0nTLUwIscUlqkilI1zhAC5ULzk4HJ5rWghS1to4IV2oo6etFFZz2KiRXUjLEcHqcVVH3c96KK4pbnXDYa6jByAfrWXdKu/hQM/p9PSiiumn8LM5/Eio6jY30rMooq6XUzrdAq7pX/H+n0P8qKK1MlubNvrzaPPcxnTtOv4pnDmO+g8wKyZ2kEEEdTkZwe4NWdMuJdZ1m81a/fzryRvNZyAPmbqcDge3pRRSewLc2GYkZzWe7s9ywJ4HGKKK4am510iU8r+FZ90qshBQHjr3/Oiiqw+5VX4TPQDJ4H0FUdSAEwA9KKK1h8ZnL+GUaKKK6DlJIP8AXLW9f+JNW1LSrfS7y9mntraR5UEkjMSz4zkk8428emT60UUAf//Z", 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", "info": {"video_id": "159002", "label": "putting plastic packaging", "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": "1b795cd56b492f8020bdc004f212d92ef06bb07260e5671c9e910831c9942209"} +{"episode": 15760, "episode_seed": 837728354, "split": "train", "timestamp": "2025-10-13T03:00:13.306354", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 837728354, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hand shower out of hand shower stand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "18784", "label": "taking hand shower out of hand shower stand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "18784", "label": "taking hand shower out of hand shower stand", "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": "efbe64c17785963ac1b0ab2f650e60e1db4e3ffd29aa59d763a7babe3da04c24"} +{"episode": 15761, "episode_seed": 2697171236, "split": "train", "timestamp": "2025-10-13T03:00:14.857602", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2697171236, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lock with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "36717", "label": "moving away from lock 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": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed 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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t4gOSoHX+prIvPEw2lYGJx/y0kH9KpXM3J9NCaPS9P0aLdbW6K54MztyfqT/SvSx0FeBarq00+WeRmbPVj1r2bxDLdwaP59kpaaN0faO4ByQfars0tTJs12UMCK8n8Q2LLeXdu8e3fke2DXqS3cJtUuGcJGyhsscda4LxLd21zqBmhbzAByQMZP8AhipbHHc8z0syHQ5EJw1rMMDvkdRRqbxwRwy/ZPNhZdz+ZlVLHu2Oe4/LFXLjT4pXvLWOIJHOJJmcMeHPf863vhzDewW5vtehZ2eHygkiAk/MDnHTHFOO5rJq1zy/xJfC3ubK2s7dkE9usjIDjBJI7844z+Na2i6breoQLFCkqwgc+X8q/ixr1DWdC0PWPEa61fRNcXcdusUMbj5FCkn7vrz3qzeavb2dv5NuVjBGHRQGA+nHFDir6Aqmhy+meBfJ/eahcBcHmOEZb/vo/wBBXQiDR9HGYI44jjliMu349awL/wARXBQ+Q3l5OCwPNc3canI5Idyc9STyaaiyXO502p+J4ovMEYLnHVzwPwrDsvEM41i3uzISYmDIAcY56D0zXN3t0ZGwrcn9BWXPrC6efLdQWYgqwPpVqKRN7s+ttPvYtR0+C8h/1cyBhnt7VZrzL4S+IxfWcunyOTwJYcn/AL6A/nXppOKh6EtWZxnxLsPtfhj7Qoy9rIH/AAPB/mK8L08eWZoy5Z43IAJwFHavpbWrdL/RL62+Vt0TKRnvjNfM1zGbe9u4n+VXZGJPHXIP8qFqbUnoNutRtreXdJdOzf3IjjH1PX+VWbOeadC1pbJEMcuRlj+JrK1jR9TsWsnt9NulnvmOxCqlWUBTuUDPBz3robbQNZnjUaldpZxsozHHy2P6fnVap2ZqmmUr25SAbry9UNwAinJ/KoI4b6/ObGxMUecfaLs4U/Qd/wAq13j8PaGhMK+fOOfMcb2P9B+FYl94vkkz5OIhuxkDJx9e34VSuyHJIuSaLZwbZdbvhOQM+WW2rn0C96z7/VYZ1NrY20IgJ27QuMj6CuY1G6eabcWLFh3PSstLiT5ss20HsavlM3M+stbtDE0Un2eWNpnPzZB2gdM49eKwLowrDNDtEgkQqQ+drA8EflmtG8v7m9lMkrlmxkeg+lY9zIRl8ksPxrktqYxlbQworey05obG3tlWItsGf4Qe49TkCuS8QxTaZ4ygSN2jgukV8A4DMODnHXoK9Eh0y4vLq3maAPHncTjBUfj3rXt/CkF1qMd3qEKSvDxCPTnOaR0e0XQm8BW8lrb3FzdMF8wII8gg8E54/KuxvJ7K70m4tpiJElRg8ZHBB65rLuHhtrcsxVQOme9UbnUIvsbSwsvOdpcZP5VopO1jKWr5mWjcWdvbxfZk+zRgYxjAH09ayNT8QtOFjjO7b0Ln+lYk91JMxd3OCe5rOubnyZsZG7070KAuYnur5i581ic9STzWVdSgyHb1PQUye4V/mfp61lz3TBt8chUjkFTzVWJbPSfhLOhvNYj3EsyxMM+27P8AOvTZp4oIy8sioo7k14r8ONSa1k1FoUQzOI1EjdVHzZxXW3kk88qvc3Bdm6KDnH4VLYkw1i4glu5JI23rgBSyYOe5461yd/vN4ssKR+ZKwDnAyR6flxXW/wBkz3CgunkoTnc/Uj2FC6NYwEHBdi2QWPf2qDSM7HnVv4XvrrxvcTWqn7HJGpaUHARuhH14zXsFrfLaW0EHltthRUzu5OAB/SqEtxZ6ch3MA2M7F+9n3rKbXszOwXbHjpnkn6/4VUb9AlK+5orc2dhD5UESWgRzygAz7gdevesnUtfa5f8AdjJVcAsOn4Vh3OoI0juSTzwKy7u9w7sGwv8AOrUBc5bu9QacOHcsR6msa6nKhcbhnoPUetVrm/U5AOfUiqRnDbgTgEcVSVhXC6ucqATkDnk17ZdeOwY9tlatkDl3PT6CvB5AGIDEEnoD2r2Oz0+G3VS0pYgYJOMVMxBJeSamMyPNNJnOOij+lTHSo2iWS4mUrjO2I5x9TVea/tomZFG7HGM8VTvNcu3ZIrdI7eJAS6bAxk9OT0x7VEdWPYvx2+n27BgiRp/fP+J61Dda3BGmy3BkI/iPArmby+cndJIXbsM1Re9UoBvIJPQVsqfcnnNzU9aErhUZkUDkDuawLvUQpJU8Y5zVC5vGiY87snk+lY1zcSOhkQjaSaqyQKTL1xqA3YVsc5/GqkkxkAbcMknNZ3n5XPUk81JCzbXDY5qSrjpE5D7iRjrTtO8P23iC9/0iaSNIB92MDLZ9z06VSbzSChJANdJ4Li2XN0XwFGzJPTvmlJ2RdJXkjY0W4tfCev2slqMRI4GC5Psck+1eqt8R9CYuYGmnSPKu6JxuHYE9a8yuNOt7u5eVrnMe4siQ45+p6UJPBp8Uq/Zyyx/cRfmPPv0JqV7xrVglqdXdeL7q9kuBp0LWcVy4Znl5J4xn0HAHTNcle6JYyyONQn3KQQ6n5R1z9aa+pXUsg2ExADjYeR+Nc3qF5KAcFiR3JyauEbmTlynVXviKOKFVilY7RsVW6BQOMe1chq/iOSd33S5LdQO9Zd1NM4wXCt6isS5ykuAx561pyoSmyzc3UkucNwRnBNZ7t2Xk/Wh3Xaqnt709oFCeYhGVOCKYrkbxrcYBBVxxiqs0RhQhxgk9RVkuxwQ3zdiKjuJfOxn06UE3PqG1sbq5UERlY8EF24GKuxaba2i/N+9fOSW6D8Ktx3SrbK95eRqnpnAFc2fFIvJrkR6dJDDG+yOWdh+8H94KP61xEI3pJ4413fKE7seBVC78RxxqqW6hiOkjD+lc7Pey3D7nYn0z0FVGuEDBXbLH9KpRuPmsaE95LcZllkPPcmqNxdkRBVPHb6VXkdjGMsMdaoTO5Od3yL0HrWqVhc1yeWVmBBP61nzXuZDj5mP8R71FJfrICucbeMd81mSyvKrlQOOtAXJJ7ltrAv36CqUjkkseeaqvKVlIcnHem6LbjWvEz6dNqU1qjpK0RRNxZlQsF9AODyfT3pXGdz8P7drmbUCsm3Z5edvX+L/CvRreJICGVljbI/eOdzf/AFq8d+FmrSwx6szszNIISCe33v8AGu/S8kuG2vzzznvWU3qUkdJqmv21q8MKie+llJDNCRiIAdWJ4/LNYdzq8rllh+RPUHn86oyGOGWQfwj9KoXFxuBROPpVxjfUhuxZN1ufAbc4PIqpdXcuWAAyeABWbJdbDhc8dTVYXhVXADFm7Y7VqkTcsS3qAFQfnHWsW5vH2kgFge5qSUNOrELhgMZ9ahkQrbhD9717UMpFUXBf52IqIzHzFAxt9fWopF8knccE+neqmpTGCyJjYq4YdKm5RcvpCGVxx616PFqGoXslwtyyxxIw8tIxjcuOp/GvN9atLS30C31XTtVvrgNd/Zs3MKxrcEJud4h12qcKd3qPcD0O0uUnu1jH8S4z71MldA3ZosBOScnIpl88gw395ePatSC0+ckjKjvWXqjwNf8AlqT5aKAcetRT3CT0MO4kPzc85xWdtdxuyQc4x6VoyyKbdoyoUCTdu78jpVGRmij4BOTnmuhMyK7qqyEsSUqrcKiQ4Awo6CrG0yyYA+Uc4qtqZ2vgN/BgilcpGWWHmHH3R0FKGc8557CoVcY68/ypjuTjlj2yKRdyVpcMMZIPAzXR+GvIkW7jnyUOzKE8N161zvhy0sdU8Tx6bql7cWsMzbEmjmijWPuSxk4xjPA5JwO9amh+bp2r61ZSi4U283lBLgASLgsPmxxnpnHHpTjZuw02tUdO10sSlIwEReirxWfPqMrAhCAo/Oq88rlW7Z61UyxXG7qea2UUiXJtmtbau0Nqw8pHk24V/T61kNuurkRYOD19KJH2pgHjFU7mWVIvMibawzU2S2Hd9SG6EMc42sXwxAB9awrtGNy5U8ZPatc2st0gePKsenvWPeI8dwygksvB560AiuFySTg96mRt5ZGHPQ0kA3PnjFTSgLLkKcHlqVyikSy52hS4PPvVaZtjEng+lXLkpFGTE3zZGCOtafiPwXe+G/D2kajeCUXF+ZDLC0ZAt8BCgY/3mDZx26dQcJySFY9guHZmjckkuTnJpfvIufSiiuWJEiG5lZYTg1l+a+GfPzZ6+lFFaogr3E8hQEtyQabPM5gU554ooqhoyro4YkcE9ahtXYxZ96KKXQpGfcMWfk96x4tTuNG1z7falfOiZtu8ZHzKVPH0Y0UVJSOq+Gw2/wBoqOgEQ/8AQq9C3EIpHXNFFZS3KK127BNwPJU5/Os+Rj69s0UVvHYye5lvIzXCZPB7UFyvmtwTjHNFFUJFZZmTOMc+1QTOxQqTxk0UVJSMe4di4BPSqOqk/ZTnnDCiigsdr3il9egtopdJ021NuqRxSWqSKUjXOEALlQvOTgcnmu3jZuG3MDx0PtRRThsZ1Ohs22p3cNm0aycYI55NZQmkbcxYk5NFFFtRFRZWMrDj7wrSlVfsobAzRRQgZis5F80f8Oao37F49zElg5XPtiiijqNbGGP9ft7HrSmRthHYGiigor2+utpE9xG2nadfxTOHaO+g8wKyZ2kEEEdTkZwe4NXdH1K71LUdSv7uYyXNzIJZXxjLHPYdPpRRTh8Y3saxdi2SSTjvSSuVj470UV0MhbleORiuCxIzVe5dsEZ4zRRWaLC2uJWgc7iNpwMVz91IxuxljRRR1BCxMVmwMYNPZiZevaiipLKVzxyOCMVbv/Eur6ppMGl3t7NPbW0ryoJJGYlnxnJJ5xt49Mn1ooqZbiP/2Q==", "info": {"video_id": "36717", "label": "moving away from lock 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": "8364f977a445c1fb4fcedd9336325d1003384bcc0d1cc5a65fc0a51edb6624b1"} +{"episode": 15762, "episode_seed": 3630436123, "split": "train", "timestamp": "2025-10-13T03:00:16.432391", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3630436123, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 marker roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "92877", "label": "letting a marker roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "92877", "label": "letting a marker roll up a slanted surface, so it rolls back 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": "79d68784c9264b64fd3d2a4f5494c0e4d7cf5b3ae4b27dbddc7a87e0a1a454c0"} +{"episode": 15763, "episode_seed": 1523357921, "split": "train", "timestamp": "2025-10-13T03:00:17.267256", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1523357921, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a surface with tv remote on it until it starts sliding down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "181438", "label": "lifting a surface with tv remote on it until it starts sliding down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "181438", "label": "lifting a surface with tv remote on it until it starts sliding down", "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": "f99967af0cf0b83d27d4d56ea7882a31d495c059f92ac4c3ca176d4085143e12"} +{"episode": 15764, "episode_seed": 1318069532, "split": "train", "timestamp": "2025-10-13T03:00:20.212666", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1318069532, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 on top of box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "54629", "label": "showing book on top of box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "54629", "label": "showing book on top of box", "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": "359ed63248617a5ec9b4da47cf26080c2fde0171b6641a5dc8687fffa6929d80"} +{"episode": 15765, "episode_seed": 2100626907, "split": "train", "timestamp": "2025-10-13T03:00:21.800113", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2100626907, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cell phone and ear buds closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "205528", "label": "moving cell phone and ear buds closer to each other", "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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rkJrKQ0aCzeXimy3fHWqd3J5caN74qqswkyM1mo3NEM8ZKuo+FJjvZWhKyKB0Y5xg/nXkV7YI6hl4JGa9S1yXHh+VM8s4X+v9K87Q74Cp+8hINd+FbUdCZq50wYkL9B/KpFNQA5APsKlU1tUjqYQLK1MhquhqZDXO0aItxmrUZqoh6VbjxisZIpFyJuaoXnhTS9QlEux7dycsYTgN9R0/EVcjNW1as9Y6otITTNC0rTWD21nGJP8Ano/zt+Z6Vm/EWFrnwRfbBlomjlP0DYP862kk965oedrnia+0S41Se3tZklRERAwYhCdvsODyfStMPGUqifYJ2UTz3wWcNff7qfzNdaprkfB2Ve9U8HCZH4murU16dZa3OWO5ZQ1OpqqhqyhrikjVFmPtVmMnNVUOKtR81jJFIuRtiqeuaImtWoKMI7qL/VOeh/2T7fyqyvarcZrO7TuikjyyRbqC4azkhkFwp2mPGWz7DvXXeG/BG+VL/WU4HzR2p/m/+H5+ldUiRCfz/LTzdu3zNo3Y9M+lU/El9PaaK01tK0UokQBlPODW3tpS9xaXHy9WeL+LrY2njDVYmGP9Kdh9GO4foa7tT8i5/uj+VZfj7SbF9Mt/EEGp3dzNJcfZC1zCqC42plnjxztUkKd3PI9wNJWyoPsP5V6cr8kbnK/iJ0NToaqqeasIa45rU0RZQ81ZQ8CqsfWrMZ6VhJFFuI1dieqKVZjNZMtHE+IdPbSdWaaIEW1wxdcdFbuP61UvdVuLmyit3mZoo23BT9K7/ULCHVbCS1n4Dcqw6q3YivL7yzu7S/awkiYzg4AXnd6EexropSU1Z7ob0Oe1YO9wXCkouATjgE//AKjW14KJDXvuqfzNdFoXh+yu7+TQNaupraO4kUvJHLGixsvOWL8YAzwOpPvWTolkdM1zWrHy54vIm8rZcACRQrMAGwSM+uCRXpRd6Zyz3OhB5qZDxVcGpkNcVRFxLSVZTrVVDVhDWEkWi3GatxtjFU4+tWUPSsmUg1Rj/Zrv/cINYmn3u662E9Qa3LxRLYzRn+JCK88tNQ8rVIwTgq+DW1GCkmgbsdF4iuQkEUWcCRy35D/69cQ0nlX0iE4WQZFa/jW9x9mELnKA5I9zVDxP4V1Pw9oGjanfNOLi9MnmQtGR9nACFFY/3mVs47dOucdeGpPluTOVjdXoPpUydaKKdQxgTLUyUUVzs1RaSradBRRWEy0WYzU6njNFFZstEik1w97qVxpXiq5vrbb50Urbd4yOV2nj6MaKK3wvxE1NjnvDwC6jqYAwAyj9TXRp1ooruqbnJ1Jl7VZTpRRXK92bRLEZyBVqI9KKKwexoi1HVhDRRUDRKCayPFTH+wm/66p/Oiiil8aKlscP438RNrWl2scul6fbtAUjikt0dSiAH5AC5AHc4HJ5rVj+6v0FFFexLZHG9yVasR9KKK45bmkSxGeasIeRRRWEjQuR9KnSiisWUiwpPFRtbQSXKXDxI0yDarkcgelFFZ3aZRyN9rDaZreoxtYWN7FLMGaO7h3gFRwRggjqcjOD3Brm9Dv7nVNY1a+vJTLc3EgkkcjGSSew6fSiivbo/wAP5HLU3OhXpUydRRRWNQcSytWE6UUVzyNEWo6sJRRWEi0OlYhK8k1ImLXroIcYc4oorowfxMmewutu0lsrsfm45qpqfiXV9T0az0y9vp57aB3mUSSMxLNgcknnG3j0yfWiivSp7GDP/9k=", 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"info": {"video_id": "205528", "label": "moving cell phone and ear buds closer to each other", "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": "0985e45d9eb29d3e769f8292df1494506e5f406b0cca741aebf2631f527fc5c0"} +{"episode": 15766, "episode_seed": 1156831721, "split": "train", "timestamp": "2025-10-13T03:00:24.030273", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1156831721, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book on the edge of equipment so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "122026", "label": "putting book on the edge of equipment so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "122026", "label": "putting book on the edge of equipment so it is not supported and falls 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": "988f46b3c1e02242472357e2b475f305f090f1f4eed04f947dbe42e822bf4cac"} +{"episode": 15767, "episode_seed": 4040014507, "split": "train", "timestamp": "2025-10-13T03:00:25.983657", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4040014507, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stapler underneath punching machine'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "162997", "label": "putting stapler underneath punching machine", "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": "162997", "label": "putting stapler underneath punching machine", "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": "195abfbb6c029958406a53f5f93e8cab3b8a04a03df215ddf6f9f9eeea618324"} +{"episode": 15768, "episode_seed": 3654519275, "split": "train", "timestamp": "2025-10-13T03:00:27.172440", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3654519275, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting crayon up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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"info": {"video_id": "90249", "label": "lifting crayon up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "90249", "label": "lifting crayon up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fa6683615c01db9923fdde80489eacc0eb320ac8fd9c50d360a512ac37590cac"} +{"episode": 15769, "episode_seed": 2587090310, "split": "train", "timestamp": "2025-10-13T03:00:29.149467", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2587090310, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 binder clip from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "88536", "label": "pulling binder clip from right to left", "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": "88536", "label": "pulling binder clip from right to left", "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": "f8b588d4d77c9863c8d0f0d78617c3388e0e6a46acc4b74972f1da44ddd1341e"} +{"episode": 15770, "episode_seed": 1993966199, "split": "train", "timestamp": "2025-10-13T03:00:30.800005", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1993966199, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mouse behind lcd monitor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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5PtI/0SAebMP7wzwv4nr7UWBHoXhs3sHg+ykvUEfnPJLCncRnGCfTPJ/GuL8Z6obiZLVT8q/M39K9I8YXIgt7YLwAGAAH0rxO7uGuruWRshix4PaueML1m+x0TlakolR6iYZGKnYZpiJk10nMRCLjpUbR88itOOHihrbJziiwXMzysc4oUlTwSPoavtEMVW8vk8UrDuILidfuzSD/AIEanW8uQv8Ar5PzqApSpG00qxIpYnsOp9qAudR4KttU17xFbQQzMsUTCaaUjOxFOfzPQfWvVLu7WKJmJx3pPA2hQeH/AA7EF2tdXKiWdx3JHCj2HT865LxRqpgsXVWw7fKK5cQnJxSOvDtRi2cV4gvzqOryz5yqnan0FZpup1BAmkx9aVqhYc11RioqyORycndjxqF8nCXLhfTNPGr6inS5J+qg/wBKiWPNSfZ8inYLkq6/qQXG+I85yYhml/4SC+7iA/8AbOqy2+ByKjli2nikGhoDxBc4+aGA/QEU4a5K55gjH0JrK2UoG2iwGuNb2nBg/wDHq9d8O3Vy/g7S5LqNo8iQxBjyY8/Kf89q8t8E+G28S69HHKCLOEebOf8AYzwv1J4/OvY/E0628FsqAKiqwAHAAGOKxr/w2bUPjTOG8bauVsvsqN80pwcHt3rzlhjpWtrd6b7UpHzlVO0fh1rKcVVGHLAmtPmmRM7gcMw+hpBNcrytxKPo5p4XJqZIcjpWtjO5GupahGRtvJxjp82akOtannJvHP1A/wAKR7bLDAprQDFILkq65qAPMyn6oKeNdvO4iP8AwCqGzk0bKLBoaY1ibGTHGT+NdJ4F1G8vPF2nx2lvlhJukYMcLGB8xPtj+YrhzkkKPx9hXunw68NL4f0QXdwo+3Xqh3z1ROqr/U+/0oGkczq2hQX3heOeVgl7K7Swk90A4X8etefIjFzHINrqcEGvQjPPNFGs0pkCLhPYVFb+FbbWY7m9mRxsY4KnAbHX8aaioU0Zqo6lZxODmi2SKPUZqWJOM10ukeHbDUL6WO/86whWOR1+Xe2F6Zz68/lWHLZxW8l35sgQQEBRjO/PTFEXfQ1cNHLov1HxwMwBxUVxBJGoLKQKht7yNmw++If3gxOPwzTn1F3Qx+dMUPZsGmRYqyDcRTSuKu2thcXql4eQpwc46099GvuyZP4f40WJckt2Zsdu1zcJCgyWYA/jXrvha2h0m3tvK4YuY5G/vEjj9QK43SdIaysJriYfvypwP7orW0Z5dT8RzaXJqlxaRHfLF5SbsuiFgvsODyfT3qnG0TJVOaoktkdpqBjutX095mURW++VgT1Ixgfn/KvLvFFghvH1K0iKpIcyp6EnqParumarPqrE3M8shUAoWPTPUfyrTES3NxBAxUK74YtyAByc1FOK5XJl1qkvaRijg1MJjPzfNg9qZGFGM8fWvQ/E2kwW4hks1t0tdxM2EwWOD8o/wrM8R2FjFpFl9kshBcxQo1w6sT5hJ5PtwP1qFNbnUqTlPkX9dTm4TGxxvUfU1bFr5o/dupP1rPu7hUuSlmjCJRjL87j6017sMijyRv8A4jn+VaPcxSHTxPFIyMCDVcJwTT0HnSIpTbuOCc1sN4bZVAE45+tCuyZSUdzBfgdMnsPWuo8HaYkd0l5OoYhxtDD17/4VWtfDTG7jaaUGIHJAJzWtqk0llDI1s5jYCPbt4wMkVcY9Wc9Sqn7sT0SxuhDavFuA8l2QD2zkfoRXA67odxqXh86nG53pK2yP1QDlvz/SptXnNrosep6brOozma7+z5uIljW4YRgvJEBztU4U7vUe4FqS/kurO2gMQiSBdqgHrx1rnjDmqanXOryUrnm6Zk4xg5wRSSxFGUGurHhV9Rubi4tJhCqEblx+ZH0qrpfhuTXb9re1vI/kVyJJzsBC4zjj3rRu0rCjrBSMSKPvVpISeccU37HMslwm8AW/3yWAx9PWi3uw5CJNg9t4AH50+lxuLTcXuhkyFccYxVWRQxFX5tQ82MxloGHY7cGq0cE9x80Ue8DuBQIrFcdqYIWnmSFASWIGBVx7O7HPkt+CmtnRtJaG0kvZ0xJ1QEdMHrTSuzOdRRVzt/B9nHosMBQ/PKWjlPYnGR/LFa2uo2p3+m2Y4WRm8wjsowT+lclod1Hd+Jzpd7qd1Z28kwMcsU0UaxEclmMnGMZ46k4HenQ6nqVrr2oW7SzmS1kaHF0F8xBuPXHGeBnGRWVWN3Y0oTtDmZyniXSl0nV5fIbfaSsWjOc4Geh9xWaICyFq7W9tUvYRbMu4yMFUAZOfas/WPC0WjPDF5lzI07YU4wFX1b0+ntV1Pc0JoS9om2crEmSKuxx54HWtTV/DkWl6RY30V6sxuIw7RqCDFk4Gefr+VZVxt0+cRNKXfGW8tvu+xprW5bi0k31J2gYLwpqi4Kkg1cGoGFFdLk5P8JGSPrxVWWdrmYEMpZjjhcc0CsVwvU01gACT2rQ/su+Cf6k8+1Jb6PeXF1HE0RVSeWKnAoJckt2X/COjpeagtxdL+6VwMep7D8K9k068K2MaMcmLMZJ9jj+WK8wuy2lWjras0RQxlSOvfJ/StXXbfXfDmh6df3d9dpLfvI8kBTAgwEKhjj7zBs4/qDRVVkiaE+ZtkMQxEmK2vDX76EK2QFhZ8KTywYjJoopV/gReA/jSMe+kNtrmqxxABWYp9BgHj8SfzrntdgjOpgY4MKMfrzRRUNax/rojpot8lb5fmZTW0YHSpIbSNoZnOcoAR+JxRRWhgamj/ukbYSN3X35xW2AN5HbrRRWy2R59T42S9YJAem0j9K5gancaVrBv7bZ58YbbvGR8yFTx9GNFFOewUfiF8KOXhmUgfuwgGB7Gt2SeSC5gaNsZYKfcEgEUUVlD+Gzeo39YTNjxHM66Y1txsS7SIHAyQAW5981krGLqG6imZmU2z8k8jauRRRWTS9lL+ux2uTWNhr0/RnNW1vFLjcgPAq3Lptqlu0gQ7gB3ooq2ZFaCKN71RsVRzwvsK3rX5rfJ68UUVrDY48R8aLKfdU96zvEBxAvuOfwIooqnsYR+JGb4l8Vy6xHaxtpenWrwRCOOS1SRSka9EALlQvOTxyea6GAkwxknPyiiisafxHXX/ho2tDnkjsliU/JKWZxjqSTWf5aw6vqyIBtihYJx0B5P86KK5nvI75r9zD5fkcdr6Bb0qM4kRWYZ6mskRKBxRRWtP4EXi/40v66DxGtbuhny1kC4wTk5FFFaw3OGv8JuKo3N7VKwzbSKehUj9KKK2R58znzrbaVc3iNp+n30UxV2jvYPMAZVyCCCCOpyM4PcGptI1C51W8udQu333Ny/mSvjG5mGTx2+nYUUVzy+NHfD+DL0N61H+nRtkgxo8i4P8QHFaviBS3h4zM7GTKjOexbaR9MGiioq/wAVHRhP91k/X8jntWxPYShwMJaKQBXGPEhYsRknuaKKmn8TN5/wKfz/ADGeUuelT28SecnHcGiitVuc0tjsI/3kAZuoAqZAFIxRRW6PNnsZ2vcQZ9Qv6NWPf+I9Vvra00y7u5Z7a3Z5UEsjMSzFeuTzjbx6ZPrRRWVbY6cJuj//2Q==", 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", 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", "info": {"video_id": "16851", "label": "holding mouse behind lcd monitor", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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dF4J8Nt4l16OOUEWcI82c/wCxnhfqTx+dAI9S8O3Vy/g7S5LqNo8iQxBjyY8/Kf8APauX8bauVsvsqN80pwcHt3rufE0628FsqAKiqwAHAAGOK8W1u9N9qUj5yqnaPw61yqHNXZ1ufLRSRksMdKjZ3A4Zh9DUrimBcmuw4xgmuV5W4lH0c1KupahGRtvJxjp82akSHI6Uj22WGBSsO4p1rU85N45+oH+FOXXNQB5mU/VBUTQDFQbOTSAvjXbzuIj/AMAqQaxNjJjjJ/GszZSHJIUfj7CiwHceBtRvLzxbYR2lvlg+6RgxwsYHzE+2P5iu+1G+W3gZicAAmm/Dvw0vh/Q/tdwo+3Xqh3z1ROqr/U+/0rkPFuqbLXyQ2GlO2uavHmlFI6qD5IyZx2qXbX9/NcPzvbj6dqzjVhulQkc11JWVkcrd3chKZbOTS5kX7sjj6MRVhIs1MbfK4xRYVyqt7eou1by4A648w08anfr0vJvxani329RUMsW08UrDuTjWNQA5uWP1Ap66veMfmdD9UFUvLoA29aLAaA1m4VhkRn/gNes+GzeweD7KS9QR+c8ksKdxGcYJ9M8n8a898CeGh4i15PtI/wBEgHmzD+8M8L+J6+1ereMLkQW9sF4ADAAD6VjXX7tm1DSaZ5v4z1Q3EyWqn5V+Zv6VyD1bu7hrq7lkbIYseD2qswzWlOHJBIzqS5pNkDDIxSCLjpUqJk1ajh4q7EXMxo+eRR5WOcVptbZOcVG0QxSsO5QUlTwSPoalFxOv3ZpB/wACNL5fJ4pClFguTreXIX/XyfnXReCrbVNe8R20EMzLFEwmmlxnYin+Z6CuXSNppViRSxPYdT7V734G0KDw/wCHoQu1rq5USzuO5I4Uew6fnQwWpwuuaHcal4f/ALTjc70lOyP1QDlvzrh0zJxjBzgivSZL+S5s7eAxCKO3XaoB6+9YA8KvqNzcXFpMIVQjcuPzI+lEY8lNMl1faVXE5SWIoyg1NFH3rb0vw3Jrt+1va3kfyK5Ek52AhcZxx71mfY5lkuE3gC3++SwGPp604u+iLcdG+iHJCTzjiopkK44xin292HIRJsHtvAA/OnTah5sZjLQMOx24NFybFCRQxFMK47VZjgnuPmij3gdwKHs7sc+S34KaYrlMQtPMkKAksQMCvXPB9nHosMBQ/PKWjlPYnGR/LFcRo2ktDaSXs6Yk6oCOmD1rf0V5dR8SS6ZJqtxZx5eSHykDZdELBfYcHk/1puNo3MlU5qiS2R12uo2p3+m2Y4WRm8wjsowT+leU+JdKXSdXl8ht9pKxaM5zgZ6H3FdBofiDULiZ5vtJlcIBl+dobrj8qfe2qXsItmXcZGCqAMnPtWdKG8jWtWs4xOKEBZC1RRJkiuq1jwtFozwxeZcyNO2FOMBV9W9Pp7VW1fw5FpekWN9FerMbiMO0aggxZOBnn6/lQpGvs23yoy4488DrUzQMF4U1BcbdPnETSl3xlvLb7vsalGoGFFdLk5P8JGSPrxVvR2ZmkU3BUkGoQvU1Ylna5mBDKWY44XHNTf2XfBP9SefagT0M9gACT2re8I6Ol5qC3F0v7pXAx6nsPwqhb6PeXF1HE0RVSeWKnArpLstpVm62jNGU8sqR1PXP54qox6sxqVLe6up6dp14VsERmyYsxkn2OP5YrhdX0KC+8MJPKwS+ldpYSe6AcL+PWjVbtbPQl1LT9b1GRJLswZuIljW4YIC7xAc7VOFO7uR7gHnzzRRrNKZAi4T2FZQjeeptUq8lPQ89RGLmOQbXU4INLNFskUeozXeW/hW21mO5vZkcbGOCpwGx1/Gs3SPDthqF9LHf+dYQrHI6/LvbC9M59efypt2lYqOsFJ9Tmok4zVyOBmAOKZLZxW8l35sgQQEBRjO/PTFV7e8jZsPviH94MTj8M1V9E+45QcZOL3RNcQSRqCykCqMg3EVafUXdDH50xQ9mwaW1sLi9UvDyFODnHWgl6FIrimx27XNwkKDJZgD+NaT6Nfdkyfw/xrZ0nSGsrCa4mH78qcD+6KpRbMp1YxVzsvC1tDpNvbeVwxcxyN/eJHH6gVsagY7rV9PeZlEVvvlYE9SMYH5/yrjNEuY73xOdLvtSurS2lmBSWKaKNYiMHcxk4xgHjqTgd6ha4uH1q/sruS6LWkzRqtxgOuCRhscZwBnBxWdSN5WLozcadzH8UWCG8fUrSIqkhzKnoSeo9qw1MJjPzfNg9q7wRLc3EEDFQrvhi3IAHJzUnibSYLcQyWa26Wu4mbCYLHB+Uf4U6jSdkGHcpwcpHnkYUYzx9auQmNjjeo+prpPEdhYxaRZfZLIQXMUKNcOrE+YSeT7cD9a5a7uFS5KWaMIlGMvzuPrQmnexrKm0ot9f+GNAWvmj926k/Ws+eJ4pGRgQaa92GRR5I3/xHP8AKmIPOkRSm3ccE5oIsMCcE0x+B0yew9a3m8NsqgCcc/WltfDTG7jaaUGIHJAJzVKLZk6sF1LPg7TEjukvJ1DEONoYevf/AAr1GwuhDatFuA8mRkA9s5H6EV53qc0llFI1u5iIEe0r2GSKua9aeIfD2j6Zf3V1di51FnaWEpgQYCbAxx95lbOO31zSqqysgw83OTYkJJhQk54FbWhzyR2SxKfklLM4x1JJooqa+lOJpgta8v66mf5aw6vqyIBtihYJx0B5P8647X0C3pUZxIiswz1NFFZL+Iv66HZD+FV9V+ZkiJQOKeI1oorY5Td0M+WsgXGCcnIrcVRub2ooraOyOGr8TJWGbaRT0KkfpXNHU7jSdae/ttnnx7tu9cj5kKnj6MaKKc9iKPxDvDPEZwMYCj68V09qP9OjbJBjR5Fwf4gOKKKxj/CZ2S/3qPyNXxApbw8ZmdjJlRnPYttI+mDXPatiewlDgYS0UgCiiuX/AJd3/roepD/e4r+upxjxIWLEZJ7mmeUuelFFdJwk9vEnnJx3BrsI/wB5AGbqAKKK1hsc1fdEyAKRis7X+ICeuQufwaiirexyR+NFDXfFL629nFLpGmW7QxrHFJbpIpRF6IAXKgck8Dk81uwjEKY9KKKxpfGzrxP8OJt+Gv30IVsgLCz4UnlgxGTWPfSG21zVY4gArMU+gwDx+JP50UVlBJzaf9anZidKELeX5HPa7BGdTAxwYUY/XmspraMDpRRRS+BGuM/jP5fkiSG0jaGZznKAEficVqaP+6RthI3dffnFFFb09zgxHwG2AN5HbrUvWCQHptI/SiitUcEjnRrjaXPdI2n6ffRTFXaO9g8wBlXIIIII6nIzg9wal0TU7rWbu/v75xJczOJZHCgZZs54FFFYP40dy/gs1JJ5ILmBo2xlgp9wSARWx4jmddMa242JdpEDgZIALc++aKKKiXOjTDN/V5r1MlYxdQ3UUzMym2fknkbVyK5q2t4pcbkB4FFFS1apL5F0m3h4X8/zLcum2qW7SBDuAHeq0EUb3qjYqjnhfYUUVUdyJ/Czetfmt8nrxVlPuqe9FFbdTzXsZ3iAkQrjuP5EViav4l1e80+1064vp5be3aSVd8rMSzbeuTzjHHpk+tFFZ1Tqwx//2Q==", "info": {"video_id": "16851", "label": "holding mouse behind lcd monitor", "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": "e5288866442e75f42542e5b35ec64d43b7c5c7ec55fa94e2fee3991078548c15"} +{"episode": 15771, "episode_seed": 3506641546, "split": "train", "timestamp": "2025-10-13T03:00:33.510914", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3506641546, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 marker cap'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "53074", "label": "twisting marker cap", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "53074", "label": "twisting marker cap", "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": "96fe0069d3e55e70d58ba4579c8c0406510e201bd4c122b7abc9d021765c7d81"} +{"episode": 15772, "episode_seed": 2493824586, "split": "train", "timestamp": "2025-10-13T03:00:34.519088", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2493824586, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'coin falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "158838", "label": "coin falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "158838", "label": "coin falling like a rock", "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": "0b6f7a65d50879fcb25759cb1913d0be4d183182d740ddef678dd488c57a5a8c"} +{"episode": 15773, "episode_seed": 1370386354, "split": "train", "timestamp": "2025-10-13T03:00:36.603782", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1370386354, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving pen down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "187375", "label": "moving pen down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "187375", "label": "moving pen down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a837dd5949f001a4d40b874d76d2f391e2e51b4a03ee09ebdbc8819ad3076765"} +{"episode": 15774, "episode_seed": 4148147318, "split": "train", "timestamp": "2025-10-13T03:00:38.996866", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4148147318, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'piling pillow up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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p48g5FVl7Vdh5FMlosQSbDkVfiuG3qw6DrVDw/bWep+KF0zUr64tYJn2JLFLFGsZ6ksZOMYzwOScDvUcQmstevrKY3Cm3naILcAB1AJGGA4zjGccelNaamaVpHb6ddEEYauhtb/dIFJ6da4y2uPLZf7vrWnHckZZGwe2a1UjSyZ3sOoRqAM4ycVoQ3wKkk15zFqUjkL/F0IrajvCrLHvIwOad+wnTT2O1S9B71dgujjk1x9leGQ9cqO1bcU445p3MnBo2/NDnrVmM5xWVC6nGTVxJRg07mbRrwgFVJ7CkllQkrxXKeN9Vu9N8LPPZXD28wliXeh5wTyK4XWNQ8V6Rpen3dzrF8JbovvjIwIsbSoJx94hs4/8Ar1LFY+dB0rotIRVsS4HzMxyaKKxZ1dCnqB/fk1nse9FFREjqWbWd2+VjkVp2zEFSKKKGbxOo0y5lSEYbvXQWN1M1ykRc7CQSKKKtEy3PV7uRrPw7YRQ/Ks7ZkPc15Lq2pXGn+Mb69g2+bHM23cMjldp4+hNFFbM5TzvxcMGyHYBh/Kt60ACQgdAo/lRRThuD2OisGIYYrpYv9UKKKuWwR2LCOwxzVuIncvvRRULcJbGlF2rZ09Q7HcM0UVoZou3FjbXERWWJWB9q4Dxh8vhSaPqsdzGBn0yaKKhlHGarrh1eGFJNOsYDCgSN4FdSqAHCgFiAOc9OvNeVA8miisKhrAD0pRRRWZqOPSmiiigpDgeamhY5oopoZfjJJFXoDjFFFMCNdcbSLu7jOnadfRTOHMd7B5gDJ90gggjqcjOD3BqJNRutR1W5v7qUyXNy5llfGMsfYdPpRRVPYyXxHS6XcOLlEOGVxtII9qszlonZVY4xnk0UVLNEaehDzW85+XUVcM7lpTkZDYoorSAmXbGeREBDfx11NnIzgEnniiitBmmjsOhq3A7Ecmiipe5jUMT4gsW8IyAk/wCvi/ma8qk1vUL2zjsLm6llht3eRPMkZiS2OuTzjHHpk+tFFNmSP//Z", "info": {"video_id": "216592", "label": "piling pillow up", "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": "216592", "label": "piling pillow up", "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": "9f1c57462a83919c4f6b7a5f0756be7bec4c7a669d0048aa0928c66e3773ffdd"} +{"episode": 15775, "episode_seed": 3635204735, "split": "train", "timestamp": "2025-10-13T03:00:41.842802", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3635204735, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 soap box and a snack box so they pass each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "65429", "label": "moving soap box and a snack box so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "65429", "label": "moving soap box and a snack box so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c946f345ec38dd7f1420ff5d0147aa9ac2e7c609be5bfd9147cf1d65f395061c"} +{"episode": 15776, "episode_seed": 1227326008, "split": "train", "timestamp": "2025-10-13T03:00:43.639503", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1227326008, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tipping a cup with a coin over, so a coin falls out'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "129549", "label": "tipping a cup with a coin over, so a coin falls out", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "129549", "label": "tipping a cup with a coin over, so a coin falls out", "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": "43c26963142f07eb76807d40b29bdf16c2d9a78a6138c516114c22e6f0798d75"} +{"episode": 15777, "episode_seed": 1644546410, "split": "train", "timestamp": "2025-10-13T03:00:45.650658", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1644546410, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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ytuHJYZrzW78G3HjW9u7mC5iiuold9j9ZOPkA9s5BPavTtc8OxSWyS2UAMsfVB1cf1Ncja6Zfprltcw288P2dt7yFCAqg5bP4ZGO9axpyp1F1K5oTptLQ8RmVrdnSRSjqcMrDBBHUVTZhtLfjVnxHrialr+oX8a7EubiSZVbsGYkCudj1GUs3mnAzxgcV2NnHY73wl5Wm2kt1IP3sx3HPYdqzNb8QST3vmr/qoyQoz1NYX9uS+T5K42frTbP/AImerWlrtO1pASfbvXOoK7lI6fatpQiY3mSMfL3HaOw4qZFCrjLfTPFVgZQf9XyDjgd6k85V4cSKf92tnFmCki7E6AbflUCpxIAPlYVnfaYRxuP120q3cWRliQPap5WVdGugQjIA/Oul8FeKJ/CXiSHVYlE0BBiuIs43RkjOPcYBH0rio7iM7uQFPTBwanF1vGEYD0wc0WmnoiJSVj3nxx8ZDDI9j4aeMptG++IzkkdEB449T37V4ndam08skksrPI7FmcnJYnqTmqZeTb84dwe4HSq0pYYzyvY4qud9TPmkuha81GU7See+arykADB+Y9hUIQ4LA7V9e1KJ4xxnJHQ4xUNlqfcRdQvbJHS3neJZMbihxnH/AOuqu95m3yuzN/eY5Jp9yS6qyAY5zUSiQZyhwOuO1Wo3Vx8yNSw1m/01StndyxKf4VY4pZL2S6l864maWU9WYkmstZUB/ip4uEBz8w/Clya3sVz9Lno3wp8TWXhnxxFc6gIxa3EbW7TsM+RuIIb2GRg+xr6tVldQykFSMgg8EV8JRXadBwT3Ir1f4XfEy/0bV7PR7yd7rTLmRYVjd8m3LHAKE9snlenpWiT7Gcmj6XqnqOo2mk2U9/fTrBawJvkkc8KKsTyCOIknntXzX8WfHVx4g1iXSrK4/wCJTaPgGM/LPIOrE9wDkDt3p20uQ32OlX4jr458SXOnRQmC0VW+zsxw2wYBLf7RP5CqHiHxBp+l2q2k2InRcBVHXHpXjEV1c2dyJreWSKZejIcGm3t9cXVwZ7y4eWVupY5J/wAK5KlLnlc66eI5IcttTpdU8b3VwyJYr5IUbS7DLN/hXtFvqskuyONVjzjG58mvmrzlJGPxzW5b+Jtdtbz7R9qZnAyVbkY+naonh3Je4VCur+8z6ZhWGJVZ5zJIepPQfhVDW/EK6RaySnUI/s6ZyzLkk/3R6n2rxib4o6obPyXs0jlYY8zGfyFc1eeIJtRdHu7iaUjhQw4UewHAqIYWd/eNJV420Z6C3j3xFrl/FYaawEk8gjhjVMsxPTk19DaDph0nRrW0kbzJ0jUTSnkyPj5jn65rw34AQx3PiXVLoxqxgtVVWZeULN29MgGvoSu2FNQ2Ry1KjluV7qxtr1AtxEHA6HuKht9HsbUlo4F3EEZbng9etXq474leJ18NeEbl45Ct7dAwWwXqGI5b8Bz9cVXKm72M+ZpWufOfiEaVpvje5htpGn0u3vSo45KBuR7gcgHuBXoPiTxzosOnxyafPHcu4yiIe/v6CvHLrcckA7c9CORVPYWJZeMdSOgrnqQU3qaUsROmmrHquh+IhfWC3UtygukJ80Hgg54x+GKl1Pxkuky2l1Oknk3SsFkXknbjn6c15L56KCpfcfUDFamva1/auj6RBGuXtFdGHpnbj+VYfV7yS6G6xN4na6n8UAYNmkrI0zDmWUYC/h1rh77VLvVZ/OvZ3mbsCeB9BWJHI4I+Q4PoKsJcR5xls9OVrqhQUNkZupzdT3L4LeBI9Qkj8U34Q28LlbSHrukXje3sOw9eewr3uuN+FdpDZ/DbRVhkjkEkPnO0bZG5yWI+ozg/SuyrYwbuFV728t9PsZ7y6kWO3hQvI7dAo5NWK8O+NfjYSk+F7B/9WyveOP73VU/kT+FNK5LdjyDXLy3uNVvLm2gW3t5ZneOLP3FJJArFknjc43ADuMVNOSx+YEN6kcGqEgySGGDWL3DnZO+1wAucdO1TaXeLp+prPnKgEZ9KoBTGAWbaPQinGSPqoHPXNJq5cZ2dxVvFjiG1cuPug9B7n1NRMGmYtIfnPX2FStalJmH9zuajlJRBgcHue9dcY21kZX7EL9SAKZUkYyrM2do6+/oKYoBYAkAE9T2qJO7KRr21gj2yPKeoyTntTYreKQA/NgyhFHTgjNNkuhPGLeDIj27QT1PFURcTLOJdx3Bt3tn6VpKS0ISepdvUFrNGsUsnI5XfyKg+1XWOJHBHBFQbmluA7HLO2Sfxq2yg+aw9TVQiqjBvlRXa6n3cyZ/AUZkWNZHjGxjgEjrUTL8+0eldD4U0e38SarHp15eyWymGQxbI95d1QsF9B0PPt71jJ8sjVaowTIUcEoFpzzs4KJ8qdyep+tRuSyLnJxxTkXCj1PIFNK70J9RhUAZ/IU00rkluaVxtwCPm6/SlJrZAh9rH5twq546mtYMLCWKeIlZkcOhHYqc5/PFZVrKkDtIwy2MKKfNJJIpfJ+b5T7jrVRlaJLTbPcvF/wAVxr3gi3trV/st9cFo9RRWI8oKB90+jZ/IEV4e87liyM2Acde1QLPIImiDHYxyR706H/Vyfh/OqUk9AtbUVp5x1lb86jDyOwUEkk8VJMMY+mahRijBl61NVcr0KhK49twYqUG4dasQ3qopLLkjnH94+/sK6DXdA0ez8OW+saXqF5Nuujak3MAjW5ITc7xDOdqkhTu/vD3A5aKMvKEK98VC1Gywzy3J3ynkjCgcYHrTXOzCp17VI+Y0LDB9Tn9BVaMGSQk+mSfQd61bUVZbkK7dz0D4afEW58C3VzstY7u1utvnRM21srnBVu3U8HivetG+MXhfVpYona6sjIdoe5jAQN6bgTj8a+RvMwxKjA7DNbVteqLVIIiSQMs3qT6UlGL3Kk2tj7fzxXzN8avE0Os+JFjtJ90FkvkIVbh2zl2HtnA/Ctux+OEg8J3em38EkWpx2bRW97GdweTbhSw6qe+eRmvDb66e4lMjtuPTJoj7urJd2Oe5uAWCyOMcgk9qryXVxwDKT36Cre0FlH+wuaoTDDDnqTWlSmlDmFGbvYkVpnRpNu5F+8cUhmwB8hCnrg4zW94M0/TNY1uLSdXup7aCdtqzRzRxrGe5YycYwDx1JwKjm0Bl1DVtPCTxPZ3BREuABIuCRhgCRngZwcVzrXQ0k7K5lm8KgLCAXYcnHT2FRomG3E5x+poW3aJnVxtIO00yd2B2YwMdK1jaKvIh66I6Lw54z1vwzOX0nUZrZSfmRTlGPup4P1xXunwr+K2o+JtZOia0IZJ3jaSG4jUITtAypUcHjJyPQ180D5Ygxzk/d/qau6TqMthqEV1FcSQSRHekkRwwPbBpJ8y1K2Wh9ieNfGNr4S0GW+YCWYny4Is/6yQ9B9B1PsK+VNQuJNW1O4vLmVmuLg+fI4OMsxJNXPE3jXVvE2nWMd9KsjWSOiybcNIHxkt2zgAZrkBdzJ5ihj867Tn0q04wM2nIklnkimkVJnZVbrnIIqI3M56vke4FNgHzSZ7Ic0+RfkX3ojDnVy+bl0IjK78Ng59qGUxttdMN6U1chgR1BrqvE3gu+8O6Bo+p3vnLcX5k82FoyBbgBCisf7zK2cdunXOOe9iylrIEYO0YLNtJ9qyBGGEuSTswF596KK1q7mVPYjLHytueN2aYBlSfeiisjQ1LWFI7d5BndsJyfpVK5UKkAHeMEmiiqewkQo209AfqM1p4GyTj+Kiit8NuzKrsZjkmQn3rQ0fVrnRb+O/tNnnQ7gu9dw+ZSp4+jGiiuee7N4kMSK8Lgjuv9ahcbnfttHGKKKa+ET+ITYpYDp0pkhJkYk5OaKKnqPoSwQrJPtbOAM1akRQ0KgcYZsUUVSEZ2ec1YhOVIPTb6e9FFOn8QpbDrrjgVWBwc9aKKuv8RNP4To9f8WyeIre2hm0jTLU26JHFJapIpSNc4QAuVA5JOBknn1pmsWsVrJJNECHx396KKiGzHLdGOkYZ1DEkFC2Ce9Ls2Qy4J6AfhwaKKhlogiQOWz2Ga2NOt4wFfnJOKKKqO4iC5Yi2L5yzTNnPas8OQ/Y/WiirYjShwVBwPudvqaz7k/vSPSiiuir/AAkZQ+Nmlouvvo6zxnTdNv4pirmO9t/MAZc4IIII6nIzg9wa3dB1C51bVNSv72Tzbm5cSyuRjLHJ6DoPaiiuSHxI1n8LM/xLAkc4KDbkZOPWufKjyRISdxJyaKKc9yKXwiSsSyg9FUAURoCR15ooqEaGpMgS2iVcgNIoNZlyALmQAcBiKKKuYkLA2XwQOh5x7VPPxED7UUV0UfgZE/iRSBI6Vt6h4m1fVNItdLvb6ae2t5HlQSSMxLOBnJJ5xt49Mn1oorjZqj//2Q==", "info": {"video_id": "96590", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "96590", "label": "tearing paper just a little bit", "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": "52dbde4aaca935f1fca2b4ddcd5fd460960e8dedd82b6b1701da5f3581d45e8f"} +{"episode": 15778, "episode_seed": 3737186152, "split": "train", "timestamp": "2025-10-13T03:00:46.519760", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3737186152, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water out of vessel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "18089", "label": "pouring water out of vessel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "18089", "label": "pouring water out of vessel", "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": "94b24a3523421dfefc9ac0c141f47d23cd05acdf52d1ba837f7e8f2b51eb69e3"} +{"episode": 15779, "episode_seed": 1170978951, "split": "train", "timestamp": "2025-10-13T03:00:47.230423", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1170978951, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spilling tea onto floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "161361", "label": "spilling tea onto floor", "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": "161361", "label": "spilling tea onto floor", "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": "caa75a1641179e2deeffe97a87f739a75ecf71cead5a68c5fadf338e3eeae90d"} +{"episode": 15780, "episode_seed": 359772148, "split": "train", "timestamp": "2025-10-13T03:00:48.599455", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 359772148, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing a dry leaf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "211939", "label": "squeezing a dry leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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asO7vXv7uS5ctG0hLHYckZ4FOs5pZHihC7o42Lyq3I+v6CspyKSNnSNOIaKGT+MBnGO56flXSx6dbwarpsSlliifhicnd1H61k6S8l1ebI1LMFyuF5JPb6fyrtJNGiM1nM7GS6L8BGyFAGenfnvWM4NrQ1ekWZeqW1v594qsNyNyxzkMRnP8AMVd0ZGEkalcIVMqnpnbgAfrTL65sbiGVbaIrM0gMsnc/X6Vc0aNY3nOM+XEsY57nJP58U6NnGLJl7uhoxlWBTcAfX+tTxwBmyHzzgds1mWUssktysibVSTEZ2/eXAOav2srG4TnavQ+5xxXQiGWJMqrkseBjHQCvILP5pSxY7XGDXsF1nY59RnFeL2cpEa4cZ5OM84zTZKOj1jVBD4cgKuI5pU8tOecdG/lXHrqMkwtoGiAjVsqw478498f0qfXGkliiRVLeVkoAM8nGf05qlb2D32oQWUIYvIVBY8bcfeOKictLjSsdv4H0sXNxLqpUiM5SEMOg7mu8KkSrz0qHSrWOz0+K3hUBI1Cge1RajcNEUCKSfQDJqEjpiraGT8SdQMHgbUEjXMsiBAueuSCR+QNeXeFluE1RLi3LNa3I8wjunqD9PWu28WWtzqVrbOUcLHNkp/eGMZx9Cag0nTotM02RVQ+agZRjoSTj/CubEKcmnBf8MaJci5ztIsWej2rSkINgLE9snP8AWrkcjAbd3Xqcdap30KXcBtnVhHjGAfT/APVUuS4UDOef16V3I4maUTLNAzKcY4HHSuK8fnJsFUc4c8/8BrsoA0S+WQApyVx29q4vx+WW60wAdRJ/7LVPYlblbQJcXBD/APLSIgKPY1h65rKrq+yQeZBbKY4x1B4yT7//AFhUtreG2ImA2hAQc+hGDXJjeZZjvwyDduySSTzgfnUuWlh21uaX2rz7YrG7KXk/do568Dv+n0rodCt0huoQhUiNMHB79zXH2ASS8AcMYkJZT2Ddv8a7Tw0rSOzuSRgYOOvGawbvqb0ldnomj5DKT3qrq1tJJ4ktVTatq0DmUf32HAGPx61csDtAI6gVja1Ne3PivTLe0TKGGRpXLABRuA/pVr4TT7RW0SHN5bqA2V8xm4wMAbR9OtbCyfvSo28feHf2qpaBbbVryNSSIo1UH1ySSP0BpYIRHfzXBkJMwUEEdNuaqOxzPzNWKVS43BAW4GBxU8gCMfTFZ0Cu0gZV3FTkDPetF2DpuHQjOKtEM8VRHjiKqAo29ucD2qpf+VFMAqDLnliOmew/GtC3Ia35HbnNUL+3Ek6L3cAc9hnms73RbGadZRyxSzy8NvwMdNo6/r/KtGwRZHWSP7ryn93z8o78/gP0pHt2tIfI4kEhwq7vuLwf6VYtvKjmRY8OVJIIJAHHvRy2VhxZu2qMYjvJC54B/wA+tW4QFQ47DAzWfbS+aCSxKjgZPpU4Y7WAOB0zRYpmlpcZk1C3Y42KkjZ9M4Gf51rja7HGPX0rH0GZQbyYbeixgc8cZx+PFbMI3wgGMbxydvFUiWWYgqE55fbnmrkZBJwMKeQPfuKp+WVLEYIxjrVq1YGLGc4OR6YqkQzhviCCtzpjhcj96M+/y1yobNuY8bWf5QB2z1rsfHxP2a12puAYyE/3QMA/zrktg8vcAB04FTL4rFLYxJofs7TAv88gG8AfdAxx+YrQ0DRZrmeKTeVEy5c5PC5Pb17596pzW8kt+UXqScgDt1P516N4V0xobOOWZAjyKDt/ujsKhrW44K7N/RdHtbdAIoFTAGcDk/U96TV9aisfLQf67BIVR0AHWta2ZYk3E844rzzxG8T69rD/ADBxZxKDngAg54+tTUfLByNZS5VexZVybfdtUF23fL0+v41q6UrGK+lbIzMBgn0UD+ea5rQLmG+06a2aQiS0GQSMFhjOPpyefaumsZB/Y9uXXc8rGRjnBySeePalh/4cfRCqxcZF5FJI2k+ntVuFYQuOCCSM+npUCKvmApuAxzmnorKqgjBJ49K3MS2x3QEtjOOleN+THHPNHC4Ko5247jqOfoa9lchoN395a8o1C2js7yEoeJI+fTcP8RiieyCO5mXTeVbyHqxb73fkYIFdf4O0A2tsLu5TFxKozn+FfT61maTYLf3m913RRsDkjgkV6DaxBIwKzk7uxrCPUsxYQenFUJHUXBkYZAIGPxq+5Cpn0FYupSCKF5DkBULE+9DNI6s1r1IGtmdlUhFrkoVW5vEh28yzKE+gOT+gqxc6s1xaCGPhWwWPrVDTJc63GpAwiM3J4HAA/PJpomq+h1L72mbaowo7Y5FPR8AbeMtzn0qC3R9xbkbz82OMVaXy8AEk/wAzmtEc7LEWWYqeCDuAxXH/ABDhZzp02flUuhAOPvY/wx+NddbK/nnaMAZP/wBaua8cWbXccW048pHcDPUjB/pQ/hYk9TiF8yMKOQAy59ayb6REnMS4VACB657ZraUhoA3bjmqP2QS6mFIyqkM3Ht3/AFqL3RTQ6CJbPTo38tfPUHqAck12nhyw8mxjIUjcAcE81zen2izX8NnCwaCMb3yvPevRraDZbgAYGKiWmhtR7joZGjGN2MdfWuXvNVl/4TqGC2VpHMAjKL9S39RXQuSzYQ8mub8SwrpPiCwvLeBFuJk3PIo+aTbgEfgMGpbsjoglc6O1hlilv55U+d5FXjsQo/PGTVhOSFcEZ9u1Ura8e+sIJAWHnndnOMZ5/oK0oiXVWdgFHGDxWyOJ7kscpGcAABhjFWVyEPGd3zVUICrwSSSMgVaQt9mBI7cfSrRDPGlMbXEwXkM5YIOgzVy0SNnVpNvmhSVP4jgVzumeZ5Id3J83J/8ArVciugtwN2BiTGQc9RWSRbE1W5jgvgGRmVW3lh24/Uf4VYgmjiu9oeNm/vDPOcce2OOKy7yeKK+mEsgwcMgIzu5A4PYdf0rWsreeNFN1E0bsowGGA69QR6inzJ6glZm/aSIsSKvChck4qwWXa5J4x2HvWdG7RcIg6DA7k+gqXzN2FUY3LyDx9KLFG14ZjV7R2ZsLIzM/vg4H6AV0aMghMqsOfzOK5XSLeaB3hjkUYUSct3J5+v0rfimZsE4IALDj1poTNGNdzEEkr2+lWodqxFR1qC2UC1VcZJwfxrg5dQ1K68bXumf23dWkIaQRLEobJVNwX2HB5NWjNm54peMRxxy4AkV0ye2cVwMTsIMMMbep9cVENb1C9tJ7i+uXufJQFVkYZGfT/Pam6Qbi/dY9v7yQg5PQDuaznvcqJ0OhaN9t1A3T5KDHHbpXd7VhCgcAcVV0q1W0tljUcKMZ9aZfzlTgn+KobOmEbaFqa82xZbjFea67fuL3X2lJACxquRwBgZrsUkluLtYmX5QMk+tcF4kET69qKSFhDcXFvC/PTIy38qyxF3Cy6hUi/dXmjZRP+JFbX6j70OxZMYY8Dg12GmwbbOEMVCQqIwfXgDmuPWzaGw/siGZpYYpMQuRzgjA+vSuk06ed7ZS8eYwWTLD+IHGRXRFaGdW3Nob4UxBUBxnJHGcn/wDVT1XzY/nNUlcysCRhiwGc9MccVT8ZXlzp3hs3FjO8MyyRrvQ4OCTVoxZ0c23yPl6YryC4nN1ewW4O+WRy4XoB6nH+elaGp6tfwaNHfWPiHUpQ05gzOiosxC5Z4++0Hg7vUfQJ4XtHvGGp3ABlkQKpA/hHf8TzU1GrFU43Z1WkWK29uigdK6GJMLVK0TCitAHauKzitDdshnOBiub1uYeSUOCJJMAeoFdFO/BrivEUq/aUVjgRrk/jTtdibsiIS7XUtjAI5xkYpdKlVdXlMw6ouOPQniqETeZGojYsHGQCentWrZW6PLD+7DkShipYjd2xV2MjqIrsMHkGxlwCgU8+lTwqZJCndM8jpj0rMhQbwsY43ADnp/nmtO0zGhYjCs33gOlNEMtK+w7untXM+L7kxC18sAlt33j1AxxWQ+q3M/jm70ufWLy1tWnMcbRSxosfAJJLjGMZ9ya5bWtXvkub2yv5LqZomeKITkCRDnGDt4BI649Kp7CSHwtGyt5TbgCSM9AOxrQt5Igjrn58Kcjvxg1z9ivlW8eXyHXccnjPvW54ctXvrnzWA8uMkZAxu5zWSdjRK7sdR4d0ryYvMdQHfn6DsK6dcKhWorOERwgU6Y7QT2FSu5utNDMSTZqQ5+UsP14qv42WNrG3l/5aRbwh+q8/0pl5OIcyHgjBB+p4rPvr06rKiNuECD8/U/lRFX0Y5u0Ta0l4lsVMY3tsXaAe2K1HkUFcA8YLZGcA1zunwBInY+YHSRtgwMbTj/E1rxAkYGcbttanLY0YUCx89G5BqcyAx7CcEVz3jG/uLHw089ncNDKsyJuQ8gE8iuT1iXxNo+ladeXOqXqy3e/fEVwIsbSoJx94hs4/+vVIg5GNdrzQhjsERdf9k7yOKjZQJYXHXBOO3GKKKwofCjSQ25AOqxLjBLgbh1GfSuhZjc6JBHJnCSIikHkBiAaKKyxGkoev6GVTYfeyvG6bT6VfsJDL8zAZIDZx7UUV0m62OgsD+7Y4GfLJBx05rVjAWMEc7lI59moopiNUqECleNwCkA15Lr99Npnja/vLfb5sU7bdwyOU2n9CaKKroZnMSjJSLJCPw2O4HSvQfBVvE1ilwUHmMApPsKKKxqGtLc7ZOE4rJuzm/QHp1oopPY3juX7eCMXCsFwSK83vrSG4mmEik79Vfdz1wvFFFYYjePqKr8Uf66GvZgAIRnJXrn2roII1itlKDG9ySM8ZGDRRXWYs1LSNS0Q9XNY/jskeFpkySFuY8Z+pooqkZs8/1bXm1eKGOTTrGAxIqI8CupVB/CAWIA5z0616FpcSRwoqKAAAAKKKyq9Daj1N+AYC1O1FFEdinuVbj7hriNUUS3l1vAOHx+GBRRVR3JnsZJAiYMigEnJwO9ahuZY5Rsbb8gPA64ooqiDe0qZ7iGZZDng4PcV0EY2xADgbc0UU0QzyvxBqp0zxRqy/YrK6jluAxS5i3gFRwRyCOvTOD3Brm7i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"info": {"video_id": "211939", "label": "squeezing a dry leaf", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7a4a4ddf5895fc4119ee050be83a3809ead59ef7f245bcbe75801e90d20f93c3"} +{"episode": 15781, "episode_seed": 1779345089, "split": "train", "timestamp": "2025-10-13T03:00:51.068594", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1779345089, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dandelion from grass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155612", "label": "taking dandelion from grass", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "155612", "label": "taking dandelion from grass", "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": "5442a7b85d0d3da0d46f9e654449ee9331a5fece1317eb8cf166d58d42304371"} +{"episode": 15782, "episode_seed": 3373631264, "split": "train", "timestamp": "2025-10-13T03:00:55.134289", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3373631264, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 nail polish'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "73811", "label": "holding nail polish", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "73811", "label": "holding nail polish", "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": "8708801b5d46d0accd8bcfe117f3d259245b73306dc6cff7284d25baba458689"} +{"episode": 15783, "episode_seed": 2676118841, "split": "train", "timestamp": "2025-10-13T03:00:56.943730", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2676118841, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 masking tape up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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ArsSD/wDX9KcdUZyVmWUjVJlJkR8dF6fjTPtccccguVXzJHJBU4YHPT3qlceX5zKZVzsK7ge/bp2ODVQW8pljlkLLMrDzFPzZyOo9uKCD1BZ7TTYNkA+6P9Y3LVyWr620m5skRr/FU93OJVwDXJ+I7mWaIWFvw+OTnGB61yOTkerGKgjQuNEm1yyinF7bxJuOInfDH0NUL3woLC3acRhUCjdI7ZUt0OCO9c0yzG13b2ZkYArnk1bkmv8A7F9n84LFKedz/LjNaxj3RjOcd1In1R7GXT/slzI32eXAlweY8H5WA7jP6Gqrp9igV/vwAYVoAXUjsRgfpWRq0UC2rwiUuyEiOYkHevGOn0OKwvt11pxxFczRFichGK8Dua0d1scqaktTt57SyaxivLstHbA+YWcbWYg8Kg65P6VONZiu5P3hP79ssytjDdQPpXDQ3FxqUUk0zySlTtRmbcx9ea3NIitWLLdoYt67VDf3ugJHr/KiN27sUrJWR11vqXnF1MSxAL99csDj19OvbpTLeZ8ASOqSgllZSTx35NZVrK1i6xuVIB2vhSdhPoe/41qxwD+0gkBZsKVIbqx7rVslGt4evS17cwhZHldQo4+UZ5yPXOa9BtLeLTdOW3VgWxlyP4j3rhPBNkVvL55WJNsqxxj0OSCfrxiurkk2IQT+dZTlY6qML6lW/uHkkILkKOgrKnh+QtuzkYqeeYFqrtum+VFJPauVvU7LaHIandR2IuklmXzMEjbnk44z6VzFnAJtQmuLeQDzQWuIc5cP6r6g9eOldJd+D9f1jVWeRNxdthLOBGsYzgt3zk8Cr0Pwp06wjaXUtZnZuoW2QIEP1PNdTmkk0cEaTbaMG2zeySxm2uQ0akgum1c/7x4pLfULKwLWlm6MA5kZgcI8pHOPYAAe/NZfiTTp9LurNLbUri8srssqGYkFduN2Rnng9aoQRkTOfKJjJ4Y9h7e9ClzETgqZ2dvqwWLdbRRsXO5gzEsGB5xVue4YTLMJBsWPLhl5HHOOxFYhFsStxaOBkbCi8tuGOue2K0knjuLEvKpE4by8DCrkdQB+Fat3MixNOEVMGZ0JB2xthlDdMH04FdJfXjtcvPE3yoinOMkKeD9DmuU1C2f7NbTxzKQ6FFZWySByc1Yh1d3nld18pJI+dxJyBnP6CpZcTcguJbeZGZS7Odu3uR3/AB71BIzHVZEYssYkBLEcD3FULzUhPB9rhZlhdcrKOMcADn1rNmmuTJCZJpGkaPcirnGQP4j6kkUizZuQySxyPxHvYlgw7dRj0Fc54r0/+0pbKd2V7exBSYKeOvyH6Hpn1HvTJor26ujKXZXjj8yR2+bDDkqBnnsPyrNub6TTLoXFlMyhkO9HG76gjv8AjSl3HF62Lsd1bIwtpJQN3Cqo4/DHerWmpBp+q3F5brhIEeJ2HCs5Hyge/U+wBrCbXdOEn77R7bzU/wCeczKufp/9em32o3N6bdmRktQDshiQqig9fxPqecVm5c2iKUeXU6uHU03iTa7+T8giLhQQT1B9etWjeyzWIMQ2PnHlElenXB78/jXO2dhE9ijRPi5jPzBjyqZ68dQP51qabcRzh7eV9m395vUH5h+PT0rXoZGj9qIjkdJAFP30X+8OePfirun3aGwl2zOwJTl4wueT2Hc5rJW3mbTJZIwf3Uok64K9jn68VBaveOBboGkeRhlTg5IPGB+JH4UAldnZ6Tpcmoat5Uzt5MPLnrkdQPx/xrrr1UXbs4IAHHQAdqq6LYyadp6RHBnYZd/f0/DpSX8mxcbskdTms5yOulBLUzNQuDg56VxfjN5ZPD0jQgs0DrKR6qOD+hro75ywJz0rNt7+OKbEmCO9crlrc6Wrqx5r4e8NXckkmpafZ3NzblcIqRnIPoSeCPcVsiMrBJJqMJsNpCsLn7zL3AUcn2rutW8VxWOkyMsoCouFB4Arye+12PXr2BlPmeUrmWRsnOeQoz2B/ma6Y1JS2OOdGEVds14NahRfKtI1ihiUJFEeT5Q7Z9Tzn61r2upOzJHC8f2ZSOMbSAcd65PTf9HkjkuIQYlbJLck1tl41m8+xk3F8SKq4wvGcNnqetbx0Vjlk7s2fM8q5dsuRKwURlRkH3I6/WiSRYpgvlGVI8qSWwUx1AH0qKSe3lhgdv3TOPMcsTnGcZx/Sm6pbrHfBhLG5KrK2ORt6cgewoJOtKyK2cEr61l6ilkJ2E8ssbTJgsoGBitiSclCAK53xGdlss4Xc4bAwK4YPU9aaViBtJtLhY1sXimJb94XGDn6Vl6pYw2moCLcsMPy7kU8YOA35kVpeHtD1HUZFFqpSLHzzEfKp/rXdQ6FpOkxia4Rbm4yGMkgzyBwQPxP510qpy7nJKkp/CeGXsE2XV7ecJE/3irYHPBz3FOvbSG4vC7c4IzgYX1/l2r1258QW9zcSwSxwi1+6+RyeM4rywqJl8xY3CK75VWBOAc/1q4T5jKrS5LWZTt47cZTzDGxdioA7HlT/StAqXSNXhJWMgBzzuOOnvSxrEmoKVQeWcAKx9Rwc+oqbDwt5TOyNI5yBzhh0H5YI+pqzEsaaszX7KHxCqGRVPAY9sd/wrQUqt7I5IBb5kkB4ElZqHyZ0eYLsxjCgEr7j1qHTozrXi25059Tuba3IkaLEeSzqhYLj+HoeT6e9JjSuekeCnRbW7kXaWcgswOSTznP45rYupiQQOlee/C+9d4NTZ3Zt3ksMn1DV2c10DkVy1X7x6FCPuIryPgnNPhu0jYZbiqNxN121mu55JasGbnXHWIlZQGOe+OlcX4q8SsyeXExyTtGOcmqup6ytjasAcyuCFBOB+NcU13Je3aqclnBO7PH3c8V0Uqblqznq1VHRE15e/bJrY3DMI4twO3kqCMZ/QVLaH+KBTK0mFCt6554oSxlWyKm2l8zcp3YJOD6Y96tpaySRQukZ+UFRtBJZ+3HbPPNdVraI4JXb1ISjLbkRAxupPK4UjPcH69RW9JGfssaJIkpADIRyC2OTWXGpljaRZiA3O5yMgknt+FN1W8ePQ/3CyxzrIoDLwv+cUCRuRy2zToodEQoQqNxsOMNiiG5t1kikk4VISxL8Bs4xWLqtvb22iW+qadq17cE3Rtw1xEqLOQmWeIddqkhTu9R7gbDhXha2YF8sBJhMgjGOfwxzUNmkVYsiN57a3iIUR8CVs7QAw4P0FRwWVvLqBti1wEjXP8ArSGPuPx6+lUjfs0cUShVmZQD82cAHOfoQBSWRlhke5O4GJmZvm2hgRxg9znHFBRTv4rh4riW4lIaIbwCPmByAf5fn6VlW2y51BTkHejAq33W46j361q3EUwma52wiMJtaMuWYA8k+mSSf0qpI0UUYXYy7N4RVwcqcNn6f40yTHl0y32TSf6wspKbvUnj8a1bdgJA0VyXA270XjIA6fh0q2tqjXjCQSMP4ML7ZAz2pLOBfs04SEmTGVZcfKvfP0PNIBi/vJ2kWJkkcfKuTnPUfTNaemLPJp8ss7giXdGCcKQn9DUCb5pSiv5vl4TaBnjkgg9x3GfWn20kUUksdy2x3BOY1zu/w+poAuQEG2MLP5bOdk6M33h/Cf0rsvB1nFHe392cF9yopGDs6nA/Mc15ppCwap4oXT9Vv7m1hnfZG6zRR+X3yxfjGM8DknA711Xgm/nsdW1zTbl58QzCKOKfAdACw5A4zjGccVMnZGlJXkj0S6u2RGG8g+tYV3qm5GB4PemajqIgQljnjmuUudSJdscj1rmk7ndFWNO5vgV5OKw7q9ijDSlsAcmoJbppcMxIHUVzGu3zGVYY2AUEMxJ654xShDmZNSqooo6xqr61OocMLZVO1P72O5psAhgJ3K2PLCqUH8Q9fwqGzhM5ZVjI242jd74rdbTJlhiJjVCmd7b84I55x2xXckkrI8+cnJ3YW6yNA0UCb0bLnPJ2/wD6qn8rzJLclzEgYK7E4wPcDqCPX3qd7KaMNciPK7A37phtVf4uc8EcfWlCbI1YTKPmyoLZ39ODTMzWmwssci7X8snIPdM9Ae9PjmtZhND5u/eQwUjlhkH9M1iaxdSixjlije3dSN0hbJwfQeh9Kfrmk614d0LTL24urhZr0yCWMxbfJA2FAxxwxVs47dOuaV7DUWz0qBFlfa3Std9MtJYlWSFWA5waKK4I7nqy2LsYW1t1jgUIirwq8AVyfie7mCbQ5AooqnuC0iefzXk0cN64IJG5sHpnhf5GneDnNwJvNwxVkAP1zRRXbDY4Ku5raiQt0sAUeXuIC+nFUZ7uS5tFjdUCxS7F2rjjHX6+9FFMxe5VuI1hgmnjysiTKgYHqMDrWZfX82j+M5rq0CCSKU7Q4yPmUqf0Y0UVLHHc3PAebddRSMkKPLH/AKFXVtIxXJNFFcdX4j0qHwIqTyMMgGs6aV+eelFFQtzSRzF4Fu3ufPUP5cRZc9j8w/pVO5mYamiKFVEWNAoGBjFFFejD4Dy5/EdgH22rsoAKuyg+1ZcGp3FskLxFQZcB+OtFFBISooa3LKH82VdwYcYO7iodTXb4a1EkljDeIELckA5yKKKTEtylq3iI69Y2yy6Xp9s0CrHE9sjqURc4QAuQBzk4HJ5rt3Y2uopBHjE6YdiPm6Z49OtFFQamHFaqVmfc+5WABz2DYx9MUPIT9ibav74PuGMjgZGM0UUwZXeMXV5K0pb55DEQGIG3/Him3kcdjo0xiQM32jG6T5iQMAD8qKKZKOi0S1jfRmuGLl3fJ54GBxiq0k7wTz3C4LxBcZ6EY6H25oopDItWfdqEiYAC24cbRjnkflUFlEiawloB+4e13lSe+AetFFAjBGtNZalqPmafp96ksiyGO7g3hWXOCCCCOvTOD3BqvZa3fyeJZNQknLXNxJ5krEfeJPPHpz0+lFFTLY1p/Ejqr69nlV9757VCegHrxRRXKjukVdTmeC2AjONxC/gaw0toZfLd41LC4CZ9uuKKK66aOCuQWsrS6oofBVnOR0HAroJpmXTVcYy2CePeiitDHoEWoTrutVKiFwcrjp2yKsyW0cepw2+NyyxSlmbrkYwQfWiigkpay7L4OtiD8wkALdyMnGfpWbqWt6jqGkQ6dd3c01vbu0iCSRmJZgM5yecY49Mn1ooqWXHY/9k=", 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PQkU46kSVmDLKysYyCG6nNKvk/aUDBkVYxl8Z596rTArCMZUZyNnGR61RuJLt3lhSXBUEr/tL16+1Mg17+8Zrp54m+VFU5xkhTx+BzUEFxLbzIzKXZzt29yO/496w4dXZ55XdfKSSPncScgZz+gqa81ITwfa4WZYXXKyjjHAA59ag2L8jMdVkRiyxiQEsRwPcVXuQySxyPxHvYlgw7dRj0FY001yZITJNI0jR7kVc4yB/EfUkiqU0V7dXRlLsrxx+ZI7fNhhyVAzz2H5UAx/ivT/7Slsp3ZXt7EFJgp46/IfoemfUe9V47q2RhbSSgbuFVRx+GO9Urm+k0y6FxZTMoZDvRxu+oI7/AI1C2u6cJP32j23mp/zzmZVz9P8A69Zt8uhduZXN3TUg0/Vbi8t1wkCPE7DhWcj5QPfqfYA1ch1NN4k2u/k/IIi4UEE9QfXrXKX2o3N6bdmRktQDshiQqig9fxPqecVp2dhE9ijRPi5jPzBjyqZ68dQP504O7uTPSyOiN7LNYgxDY+ceUSV6dcHvz+NP+1ERyOkgCn76L/eHPHvxWdptxHOHt5X2bf3m9QfmH49PSrC28zaZLJGD+6lEnXBXsc/XirMzW0+7Q2Eu2Z2BKcvGFzyew7nNa2k6XJqGreVM7eTDy565HUD8f8a4y1e8cC3QNI8jDKnByQeMD8SPwr1fRbGTTtPSI4M7DLv7+n4dKG7I0pw5nqWr1UXbs4IAHHQAdqwdQuDg56Vp38mxcbskdTmubvnLAnPSuWcj0IKyOc8ZvLJ4ekaEFmgdZSPVRwf0NcN4e8NXckkmpafZ3NzblcIqRnIPoSeCPcV6Vb38cU2JMEd6s6t4risdJkZZQFRcKDwBSp1LKyM6tJSepwojKwSSajCbDaQrC5+8y9wFHJ9qgg1qFF8q0jWKGJQkUR5PlDtn1POfrWRfa7Hr17AynzPKVzLI2TnPIUZ7A/zNO03/AEeSOS4hBiVsktyTXVG7d2cU1GOkWdZa6k7MkcLx/ZlI4xtIBx3qx5nlXLtlyJWCiMqMg+5HX61jF41m8+xk3F8SKq4wvGcNnqetakk9vLDA7fumceY5YnOM4zj+laGJLJIsUwXyjKkeVJLYKY6gD6V6LokKX8kN5ImyK3QBUY9W9c9+K801O3WO/VhKjEhZWxyNp45A9hXqcdulnbxQREhI1AFRJ2RtRhzMt6jdFVYoxye9c5KDKTlyc1cvJx61mNKOcDn2rkm7noQikjI1mIpDvMiBExu3ZriNeubXUXNs8pEWA28/8s5MnGR3HJH0Ndtr+m6nqFj5FkMRynbNk87T1xWLZfCu+1KMS6hdiwQMcFgJJWXPGR0BxW9OS5DkqwbqGKjT2lpE0ySzMVG5oF3qfcY61YuI7Sz+z3l0hUx7ZYYnwHaTsMdlHUk1q6l4FsLBRb6Vrd+l6wO1Wxsdvfbjb9a88gaa6tjLJueQvtXJySB15+v8qam5aGcqSjqztYdWhldFdgwJLK+7neOTkf0rTh1GS5jl3qkQ25UxjK56cjr+I9a5bS1tiJIrlFikkAVN3AB9/wAutatlOYJUiO54XIjLBRnPsewNbLRWML3ZpwTlVCPJtkiTflBgBea6nwP9mkmvpZ1m3QFVVXb5G68gfSuXtoY7i+khgdRuUoqu4+bsR+FaPhFzbm+DOWU7AvPHG4VE3aNzWlHmmkzuNX1tYoxHEAOOEXtXIi6e/vharKqO/VnOFQepqzd3CwB7g8hRXB3DXMt+bl2Kxy8L836muZXkz0LqKOmbwS7yTNLNFdsSSvkyAktnjiqBsotMvJYpnWMhRnB5Xv8ANn8qx7b7XFdyLC7Eg5DbsZ47U24eW4me9u7hXk3BfKDDLJ3LZ7dK3jHujkqzVtJEnk295qM93Ayi9kws0ZblgBwyeuQBketPtttzd/ZWScyDn/VH09a4+8QLeM0EhCAjnn5eDzn8Kr/25qEu2AXdw+87VRpDg/hTbktjK0ZHcRXNlpbzWcbqZZmWWdUb5QwGFQH17n8BVyDVEKtKkQkeQ7XV2+6R6VxUUG24KiJnj6BscD3ro1htwkVzbSBQgxITy27GR9evWqh3Ik9TenuZHkgdMYxudHyCPw6EYpk10I7cESv5J5AjGWUHjIqvBKlxaSGXKyRfJtUYBY9Ovr1pbq3nXT4JkPQGNXB9ecY9sGqEiGG5t1kilk4VISxL8Bs4xU4jee2t4iFEfAlbO0AMOD9BVaQK8TWrAv8AOBJhMgjGOfwxzVc37NHFEoVZmUA/NnABzn6EAVBqXYLK3l1A2xa4CRrn/WkMfcfj19Kxb+K4eK4luJSGiG8Aj5gcgH+X5+lXLIywyPcncDEzM3zbQwI4we5zjiqdxFMJmudsIjCbWjLlmAPJPpkkn9KBMyrbZc6gpyDvRgVb7rcdR79aoy6Zb7JpP9YWUlN3qTx+NbEjRRRhdjLs3hFXBypw2fp/jVhbVGvGEgkYfwYX2yBntQIqW7ASBorkuBt3ovGQB0/DpU6/vJ2kWJkkcfKuTnPUfTNPs4F+zThISZMZVlx8q98/Q81ZTfNKUV/N8vCbQM8ckEHuO4z60ICfTFnk0+WWdwRLujBOFIT+hqxAQbYws/ls52TozfeH8J/SqdtJFFJLHctsdwTmNc7v8PqaoaVbtrXiRtPu9RntVkWTyQq7mZlQsF9hweT6e9AWPTfB1nFHe392cF9yopGDs6nA/Mc10d1dsiMN5B9a8w+GutzML+K4mZwwi8tCenDZx+ldfqOoiBCWOeOawqS1sdlGPuj7vVNyMDwe9YlzfArycVmXOpEu2OR61ny3TS4ZiQOorBq50XsT3V7FGGlLYA5NcHrGqvrU6hwwtlU7U/vY7mr2u3zGVYY2AUEMxJ654xWTZwmcsqxkbcbRu98V00aaSuzirVW3ZE0AhgJ3K2PLCqUH8Q9fwrXt1kaBooE3o2XOeTt//VQ2mTLDETGqFM7235wRzzjtirz2U0Ya5EeV2Bv3TDaq/wAXOeCOPrXQcrIPK8yS3JcxIGCuxOMD3A6gj1963psLLHIu1/LJyD3TPQHvWSE2RqwmUfNlQWzv6cGm6zdSixjlhjeCRSNzl8nB9B6GkJG5FNaymWHzd+8qwU9WGQf0r1G4nG3ivFNTWK00GHUdM1e+lDXX2QtcQLGLjCgs8Xfapwp3eo9wPWJ7oAVhWeiOvDR3IbqQls1TEyoxJNLPOCDzzWXcSMW64rmZ2nQ2+pQxodzVBqHiBILTIYknOM8GubM4iyS3FclrmvG6n2RcxKOzctg/oKunByM6k1DUkvvEE0l7JIrnbyu79eP0rEtxD5Swl5Fm+YEDp14/MGn2sElwsU/lSOgB3Kp9DitGK2dNQdfIIDkqoYHA9wceldsYqKsjz6knJ6ifM7RyPB+7RsKwUEnjn61e0pJFupiZguxQYkLcE+oH0qqsLwBInMiFsnpgFx1HPXtz6Vbib7Pcgv8AvB93amCV+n6UzMuxmOKSU5VN/wDqpR2bv+eK3tDCS27PAykbQML25J59+TXHaT9m1LxhLp9/qF1Z2ksu2JxNGgQ9SWL8Yxngd8Cug8HNNZ6nrljMJ1FtOECTgCReWHzY4zwM44rKq/cZ0UF+8TOiuIhJayRzhgpHOOtYbQ6TdyiSS5bJGBHIvGR0rfncybgcYPY1xEsTy6o1vDGxMbEIoXliawptnZUUbe8X5tGEVlcXDpCGUkxSKeVwck5Ptmuau4ilurxeZNIj7G2AkqpHGQO3WvTdG8ITS2ySaw5WMj/j3H9T/StDUNQ0/Rbdo7S2hUs2TgD5iT1Nb+1stTl9hzSutjxKKHZDeRzI8bMVJV15z7f4VCtnbwMnGMS5Zscheh/Wu58X3sF7JpzeWhuXd0kKYAHGBXLiFFgkEkb+ZgMGJzxnn6mtIu6uYVIOErJiWu1D5kJacEbdmOpz/hUwQxxyNEpSUEt8o5HrjPpxxUsUfmWsWFX5HIdwfvN2yPc4FSRmSdWkEmSc5LgfKehzTIRpeXJ/Zsau6uzASZB6vU8Bike3jJTy858pjwsnf+tYGo3ht9DbyXkiuFdR+7HB59adruiatoWi6Vf381x9ovDI0kJTAgxsKBjj7xDZx2/Ok2Uk2dVIxtdSWCPGJ0w7EfN0zx6daw4rVSsz7n3KwAOewbGPpiiipNQeQn7E21f3wfcMZHAyMZqu8YuryVpS3zyGIgMQNv8AjxRRQSxt5HHY6NMYkDN9oxuk+YkDAA/Kui0S1jfRmuGLl3fJ54GBxiiigCtJO8E89wuC8QXGehGOh9uai1Z92oSJgALbhxtGOeR+VFFAmQWUSJrCWgH7h7XeVJ74B61zo1Oew8R3OpQhPtETsV3LlfmUqePoTRRSGipol7PYashgcryBz3HSuxvr2eVX3vntRRWFXc7aHwEJ6AevFVdTmeC2AjONxC/gaKKKYVTDS2hl8t3jUsLgJn264qC1laXVFD4Ks5yOg4FFFdfQ89/EzoJpmXTVcYy2CePeiLUJ13WqlRC4OVx07ZFFFAmWZLaOPU4bfG5ZYpSzN1yMYIPrVHWXK+DrY9SJACT1YZOM0UUmC3K+veIDrdpBFLpen25gRI4nt0dSqL0QAuQBzngcnmvSJJnZhk0UVy1uh3YbqV5XYAnNZ88zjPNFFYHUzE1e4ljtn2tj5Sf0zWLcxxWcd08MSKzW65yM9WOf5UUV3YfY87Ebl/w45KNuwx81UyepGDWhfTMt4sYA2hWOPyoorQxIheTakhS4YERbsYGMjHf/AOtUK/KomUbXS82ZH8Qz0PrRRQSU7/Vv7I8Ualaf2dp95bSXAbyryDeFKjIIIII6nIzg9wa6HwXeT3+paze3UhkuLh0kkY8ZY7u3aiisKvws6qHxo9DsbSFwXZcn3q5a6faW9wZooEWXBO/HNFFYROuWot/cSLC2G6CvL9bupnnGXPMo/wAf6UUU4fEFT4TmdWv5zqEC5GBGrHjrnBNdu0aR2RdFAZW2g+1FFdvQ86W5jxXkluY5kWMvI5Riy54JPP1qtIiyySl1BDTBSOgwW5oooIKmprs0nU0ySIJ4vLyfu9RWXca5qWpaNDY3l5PNDbyvInmSsxJYDOcnnGOPTJ9aKKllR2P/2Q==", "info": {"video_id": "165554", "label": "pretending to pick masking tape up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "165554", "label": "pretending to pick masking tape up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e633b1a7e94a5944390129f038a8397db16e3acd08afa28db7171dc2e1f6a018"} +{"episode": 15784, "episode_seed": 989385831, "split": "train", "timestamp": "2025-10-13T03:00:58.386080", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 989385831, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 toothbrush into holder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "191432", "label": "putting toothbrush into holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "191432", "label": "putting toothbrush into holder", "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": "43973207444364536b194e30f1e318f91f39625f85da0e4938d82f0d82ee91de"} +{"episode": 15785, "episode_seed": 732916150, "split": "train", "timestamp": "2025-10-13T03:00:59.297583", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 732916150, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting ruler with eraser on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "100662", "label": "tilting ruler with eraser on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "100662", "label": "tilting ruler with eraser on it until it falls off", "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": "3e600d8515dd6767153036acb876f00b7f95ecd7544bfd915aa3e64e4e7fd6a6"} +{"episode": 15786, "episode_seed": 462327723, "split": "train", "timestamp": "2025-10-13T03:01:00.935358", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 462327723, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cardboard box so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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Sjrc6qsrRsd74eh8qDJ6nmt3dWBb6nY2MOJblAcdAcn9Kgn8XWi5EMUj+5wBXYee9WdNvFHmqOSeK4S48V3cmfKCRD8zWTcarcXIPm3Mje27ii41E9Hn1qxtf9bcxg+mcmsu48Z2cfEMckp/75Fef5d8mMZI654qK3lM6SvuCrGMnii4+Q6+58YX8uRF5cC+wyfzNc1rHiC9lUxNcyu7Dn5sbRWabqXkcLVSctL8x5Y4BNK4KJ2fw/T/kIKGG7EeVY8H73v2rbvpFlnChcCP73pu9q5bwe8ka3yBvlcpu57DNb1xKsceFHSuatP7KOmjT15mV7q52ggHoKbYXFtDtcRn7S/DSEdj25rInlaWXYmWZzgAd63LPQ2t2Sa7DtIpwqr91T/U/55pU4tGtWUbWkW5Jikh8xMrsIJUYJ/pVgSYnicDBJBxVW7IYKFcbjnAIwaoajqy2MEaZDT44H9TXUjiPRt25Qw7ihW5ryhfFusLj/TWx6bRgVbi8a6sv3pYn/wB5AP5VVyLHpEtvbzNvlhR29SOakyAABgD0Feep44vx95LdvwP+NSjx3cAfNawn/gRp3E3J6Mk+Jdt5mmWVyBzFNtP0Yf8A1q64S4ABJGBxg15t4g8XNrOltZG1Rdzq29WPy4NeneWoXmNlz8pIbhW/GpYdCHdJj5JW/Eg/zpwmlVDvxgf7INShQAMrL6EbRVe42rE5JkUL1Ow/41LGjDuLyB7mSOUr6Lzzj0ryvUrH7BqNxaknajfI2OqnkH8q62+vsX7/ADclqx/FAWZbK4U4ZlMbY74OR/OguJj26hH3A4OOPavbNJSG8sbW+3BjcxGQhiOH+UHA9eGrxGPCtjOT1r0jwpr1lZeH1e7uvLa1lZVjAy0gbnAH5j8aqKXUpylFe67XIviTYEx6fej7wDW7n3HI/rXAFA4PPQV0/iTxZNr0TW6wrDaeZ5ioBliRwCT+fSuZ2gDbnG70qZbijsMWDjcDjPQV678FDsi13BIJ8jOP+B15SYxH1Y81618Esm38QMJFjIEA3kDj7/c+vtRHcU/hOm1K6aO4fDttyc4bGaqpPBqEM1pcjdHMvltzn8f61Hr0coEjY7k1x+keJLeW98lpMMjEEt6iqZjFGNd2TWN1PZyPhkfbkdxn/P502ZVthkA7j79auajOl5qU92q5V2JUH06ZqJVEodWwRjILDmsmdkdipLHlFwOe/rUcd1c6UHERlTzgN2xiuR6HHWtOJB8xIAK8AEU25hjnPJYMOMCmnZhKN0ZayXM+ctsPX5Rz+dTWtq7nLktk/wAXJq1BGFfaflBXGa0ltwkZ8tQCR39apsjlsVooiivgZyOlNnDn7vIYgL700blbHvnOfwqwPmCEY+Vs9OoqQOfv5TNcsByufyqjNdTjbGGAVOBgVbgG9ip6seT6CnyW8SKRsxnq3c/jWdOLNas0tynFcFhhxhv51NvO3IGahYBWOMYxwaliJX1x/KtjmG7Szbj0xmpI0UoAyj609oT1T8QP89Kcqbm9OgouVdj5ojb6fM5/iXg/WsFJCAVBIVjyPWtrWZPLskt+csf/AK9YqDYTxwDSGiMBg53HgHtSHCM2DwOKmIYthVGSM9e9XvDWjwa74gOm3N9JbI0UjRmOPeXdULBfYcE5PpTSuJuxo+FztjvPX5OfzrUuX2QO7elYXhB2ZLsE5yEP061o6vNwIlP1rkqL940ddJ+4ijaTMt4JxjchyOMitW2u7i8vFZXfarAs46L9BUOl2C3ELyyRloo8DjgE+9akZVTtVQirwABitoR6mdSqk7Jali9Ytau0ciGQjIDqQ5b17j+Vee39w8d+ySMS5+Yk131xJmB1B4xXnuqAf2tGT0ZOf1rZHMSOdrbc5OKhWUliOcCmA7mOB3qRgA+epPpSuXYVpipO3scUruZF5JznGKTy8AnPIGSPeoJpCYdwOGBA4ou2IkweABkk16zPr1ykW7fsG3H3if51wes6Npdp4fttX0vUr2cNdfZc3MAjW4ITc7xDOdqnCnd6j3A15XFxO6yFvKQZIXuazqcyaSZpSUZXujudN1D7Tp0crvKW5V12qQ31J/kadfXO23Y+aTtXAaSMDj+6PSsnR7m38hbaEFVVSxGep9am1KQi2YZIB4waqL0MZxtJnmHiCeW01dQvCsM1T1K/+1mEKMJGuBnrk9a0vGcYMltIB8wB/pXPjMgUgcAZqwiKhJYN+FWkY7cA4LcZ9qg27V9O9Kj4PPJFK5ZZ3/MUI47Yp+AQG29KrllODjB71NG+9GUdc9aTAfgSJkjJ6ivVPgwwSLXyyxsMQ/Kw/wB/v2rzzwrZafqniOLTNVvJ7WGY7FmjmijWM9yxk4xjPA5JwO9eifCy1ex1DxZZOk6fZ5449lwAJFwZB82DjPrjI9KqMepE3pY6y5jFzHIpA6npXiniGwfR9cuZYOiyksvoDz+XNe1yMMHkZJry3xqHg8RyOQDBMiFs/TB/lRPRE09yhbXS3FsCv8Z456VdQmOM7uo4xnrWPYyxremGJEWPk5B+8TW0zxhWLA845x0qDdMPNLkIRjPepwg+QYHzZb68VUjxuBwPmJ4P6VoxAjaCc8ZHtSLuQxxq4G4cryfrViZgo2DIBPJB6UyOMI5+bqSTxU5A3lMAlhwfSmSzOCNkjILE8nOalmm8raoUEADJNU9UkmtrQyROy5YfMO9HiDQtY0HQtK1C9uLlbi9MnmQtHgQABSgY4+8VbOO31BqkrmbkUtOiX7Is/V3dlPsBUd8SAMUUUo7Cn8TKzgGPnnjP61JGAWXiiimInt/mkRCeGJ/CraRJw2OSMn88UUUhmFrUjNqojJ+VV4/H/wDVVKQfLkdScUUUxodExKEnsDimWmqXOiaquoWezz4i23eu4fMpU8fRjRRTjuEtjX8GH5L32CY/Wpr9iZSSec0UVyz/AIjOml/DR1Ngi2+nQxxjAIBJ75bGaUqv2hoyoPUbuh6e1FFbrY5Zbkd9GIonVSSAmea4PUYUe53HOUUEfnj+tFFUgRTUBVUjuKmXoPrRRSKHHk89zVKbhWHUAjg0UULcHsbGveK5PEMFtDNpGmWpgVI4pLVJFKRrnCAFyoXnJwMk81fmkdrx49xAOM4oopVehdDZnW+ELGNzNKzyFgdo57f5FaevxCKNQGY5weaKKI7GdT4jzjxYxzaN3w/9KwLZjJEXY5Yk80UVfQSHyKBjvx3qKIc/jRRSKJlGc/XFTR/LNgdKKKQFm31xtGmuYzp2nX8Uzq5jvoPMCsmcEEEEdTkZwe4Nen/By+udXn8U6hey+bc3EkEkjlRyx8wnjt9BRRWi2MpHTSnMijsM1wfjWNZby3DjOYzn8GNFFTU2HT+I4zT1Cz7QMAMcCtpOM++VIooqWaIt26r5/Tpil3EXOQedxoopFmrp53XeCBhORx9P8aqpK8l3I7HkhjRRUL4hv4TP1wk6WrZwSy9PxrI1DXtTv9Nt9Nu7yea3t5GkQSSsxJfGcknnG3j0yfWiit47GEtz/9k=", "info": {"video_id": "2319", "label": "pushing cardboard box so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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Sjrc6qsrRsd74eh8qDJ6nmt3dWBb6nY2MOJblAcdAcn9Kgn8XWi5EMUj+5wBXYee9WdNvFHmqOSeK4S48V3cmfKCRD8zWTcarcXIPm3Mje27ii41E9Hn1qxtf9bcxg+mcmsu48Z2cfEMckp/75Fef5d8mMZI654qK3lM6SvuCrGMnii4+Q6+58YX8uRF5cC+wyfzNc1rHiC9lUxNcyu7Dn5sbRWabqXkcLVSctL8x5Y4BNK4KJ2fw/T/kIKGG7EeVY8H73v2rbvpFlnChcCP73pu9q5bwe8ka3yBvlcpu57DNb1xKsceFHSuatP7KOmjT15mV7q52ggHoKbYXFtDtcRn7S/DSEdj25rInlaWXYmWZzgAd63LPQ2t2Sa7DtIpwqr91T/U/55pU4tGtWUbWkW5Jikh8xMrsIJUYJ/pVgSYnicDBJBxVW7IYKFcbjnAIwaoajqy2MEaZDT44H9TXUjiPRt25Qw7ihW5ryhfFusLj/TWx6bRgVbi8a6sv3pYn/wB5AP5VVyLHpEtvbzNvlhR29SOakyAABgD0Feep44vx95LdvwP+NSjx3cAfNawn/gRp3E3J6Mk+Jdt5mmWVyBzFNtP0Yf8A1q64S4ABJGBxg15t4g8XNrOltZG1Rdzq29WPy4NeneWoXmNlz8pIbhW/GpYdCHdJj5JW/Eg/zpwmlVDvxgf7INShQAMrL6EbRVe42rE5JkUL1Ow/41LGjDuLyB7mSOUr6Lzzj0ryvUrH7BqNxaknajfI2OqnkH8q62+vsX7/ADclqx/FAWZbK4U4ZlMbY74OR/OguJj26hH3A4OOPavbNJSG8sbW+3BjcxGQhiOH+UHA9eGrxGPCtjOT1r0jwpr1lZeH1e7uvLa1lZVjAy0gbnAH5j8aqKXUpylFe67XIviTYEx6fej7wDW7n3HI/rXAFA4PPQV0/iTxZNr0TW6wrDaeZ5ioBliRwCT+fSuZ2gDbnG70qZbijsMWDjcDjPQV678FDsi13BIJ8jOP+B15SYxH1Y81618Esm38QMJFjIEA3kDj7/c+vtRHcU/hOm1K6aO4fDttyc4bGaqpPBqEM1pcjdHMvltzn8f61Hr0coEjY7k1x+keJLeW98lpMMjEEt6iqZjFGNd2TWN1PZyPhkfbkdxn/P502ZVthkA7j79auajOl5qU92q5V2JUH06ZqJVEodWwRjILDmsmdkdipLHlFwOe/rUcd1c6UHERlTzgN2xiuR6HHWtOJB8xIAK8AEU25hjnPJYMOMCmnZhKN0ZayXM+ctsPX5Rz+dTWtq7nLktk/wAXJq1BGFfaflBXGa0ltwkZ8tQCR39apsjlsVooiivgZyOlNnDn7vIYgL700blbHvnOfwqwPmCEY+Vs9OoqQOfv5TNcsByufyqjNdTjbGGAVOBgVbgG9ip6seT6CnyW8SKRsxnq3c/jWdOLNas0tynFcFhhxhv51NvO3IGahYBWOMYxwaliJX1x/KtjmG7Szbj0xmpI0UoAyj609oT1T8QP89Kcqbm9OgouVdj5ojb6fM5/iXg/WsFJCAVBIVjyPWtrWZPLskt+csf/AK9YqDYTxwDSGiMBg53HgHtSHCM2DwOKmIYthVGSM9e9XvDWjwa74gOm3N9JbI0UjRmOPeXdULBfYcE5PpTSuJuxo+FztjvPX5OfzrUuX2QO7elYXhB2ZLsE5yEP061o6vNwIlP1rkqL940ddJ+4ijaTMt4JxjchyOMitW2u7i8vFZXfarAs46L9BUOl2C3ELyyRloo8DjgE+9akZVTtVQirwABitoR6mdSqk7Jali9Ytau0ciGQjIDqQ5b17j+Vee39w8d+ySMS5+Yk131xJmB1B4xXnuqAf2tGT0ZOf1rZHMSOdrbc5OKhWUliOcCmA7mOB3qRgA+epPpSuXYVpipO3scUruZF5JznGKTy8AnPIGSPeoJpCYdwOGBA4ou2IkweABkk16zPr1ykW7fsG3H3if51wes6Npdp4fttX0vUr2cNdfZc3MAjW4ITc7xDOdqnCnd6j3A15XFxO6yFvKQZIXuazqcyaSZpSUZXujudN1D7Tp0crvKW5V12qQ31J/kadfXO23Y+aTtXAaSMDj+6PSsnR7m38hbaEFVVSxGep9am1KQi2YZIB4waqL0MZxtJnmHiCeW01dQvCsM1T1K/+1mEKMJGuBnrk9a0vGcYMltIB8wB/pXPjMgUgcAZqwiKhJYN+FWkY7cA4LcZ9qg27V9O9Kj4PPJFK5ZZ3/MUI47Yp+AQG29KrllODjB71NG+9GUdc9aTAfgSJkjJ6ivVPgwwSLXyyxsMQ/Kw/wB/v2rzzwrZafqniOLTNVvJ7WGY7FmjmijWM9yxk4xjPA5JwO9eifCy1ex1DxZZOk6fZ5449lwAJFwZB82DjPrjI9KqMepE3pY6y5jFzHIpA6npXiniGwfR9cuZYOiyksvoDz+XNe1yMMHkZJry3xqHg8RyOQDBMiFs/TB/lRPRE09yhbXS3FsCv8Z456VdQmOM7uo4xnrWPYyxremGJEWPk5B+8TW0zxhWLA845x0qDdMPNLkIRjPepwg+QYHzZb68VUjxuBwPmJ4P6VoxAjaCc8ZHtSLuQxxq4G4cryfrViZgo2DIBPJB6UyOMI5+bqSTxU5A3lMAlhwfSmSzOCNkjILE8nOalmm8raoUEADJNU9UkmtrQyROy5YfMO9HiDQtY0HQtK1C9uLlbi9MnmQtHgQABSgY4+8VbOO31BqkrmbkUtOiX7Is/V3dlPsBUd8SAMUUUo7Cn8TKzgGPnnjP61JGAWXiiimInt/mkRCeGJ/CraRJw2OSMn88UUUhmFrUjNqojJ+VV4/H/wDVVKQfLkdScUUUxodExKEnsDimWmqXOiaquoWezz4i23eu4fMpU8fRjRRTjuEtjX8GH5L32CY/Wpr9iZSSec0UVyz/AIjOml/DR1Ngi2+nQxxjAIBJ75bGaUqv2hoyoPUbuh6e1FFbrY5Zbkd9GIonVSSAmea4PUYUe53HOUUEfnj+tFFUgRTUBVUjuKmXoPrRRSKHHk89zVKbhWHUAjg0UULcHsbGveK5PEMFtDNpGmWpgVI4pLVJFKRrnCAFyoXnJwMk81fmkdrx49xAOM4oopVehdDZnW+ELGNzNKzyFgdo57f5FaevxCKNQGY5weaKKI7GdT4jzjxYxzaN3w/9KwLZjJEXY5Yk80UVfQSHyKBjvx3qKIc/jRRSKJlGc/XFTR/LNgdKKKQFm31xtGmuYzp2nX8Uzq5jvoPMCsmcEEEEdTkZwe4Nen/By+udXn8U6hey+bc3EkEkjlRyx8wnjt9BRRWi2MpHTSnMijsM1wfjWNZby3DjOYzn8GNFFTU2HT+I4zT1Cz7QMAMcCtpOM++VIooqWaIt26r5/Tpil3EXOQedxoopFmrp53XeCBhORx9P8aqpK8l3I7HkhjRRUL4hv4TP1wk6WrZwSy9PxrI1DXtTv9Nt9Nu7yea3t5GkQSSsxJfGcknnG3j0yfWiit47GEtz/9k=", 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", 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", "info": {"video_id": "2319", "label": "pushing cardboard box so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "54a35ee30b4bd2b9a3a77d3316a50d3804a167a11edfcd6532fcbd1bda269179"} +{"episode": 15787, "episode_seed": 2217289128, "split": "train", "timestamp": "2025-10-13T03:01:01.824005", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2217289128, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sprite bottle on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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"info": {"video_id": "58892", "label": "rolling sprite bottle on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "58892", "label": "rolling sprite bottle on a flat surface", "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": "c55cc0760e839b0d569a6355fe96149e00ebc4bb7d8bcede100ce16c5be277f5"} +{"episode": 15788, "episode_seed": 4119002569, "split": "train", "timestamp": "2025-10-13T03:01:08.407775", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4119002569, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of notebook but nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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be0t7WOPz5ofMHmWySsd6iTacbefUryBx7VzWm30iaciiMZIALbuRgf41tT6vcN4UuRIpkuVlMUm1RiNQCc5/2jnpzxUwbb1Enc7jxFokmsrpJ0rLXTXKRyuw5ZAhJIJA4HzYz1AFcVrL2f2a90+NGNz9oMjzzR7H8sYJy3sRj+WaqaT4o1BtMsppdXe3kiURwqi5IyjDdz06kdao+LdSZr+5V7wXUysqzechIkIAwwIOO55+taDMFJ4F1N18xdkr7lcrxgsD+uDx7V0015cPZQw20p2AzLGFYMzfvMkgZ4+8PTOK4SMj7RFvICeYB9B2rQjuGg1pJEbMQfeNp6gc/wA6Gho9r1ie2j8OrbWv2hWFsxhQJmSaXjcQP+BfjnI70aKNeMut3l7ItyFtYGidj+83CLei47cckZ5yB1rnZ/Emmahb3UgeWKaCMPBHM2N8xYE/MpGFGAAPc1zeleJbg3WoLqE87G4jMIUucR7E24OOTxkCoLbR9C+GLaOLckAQQW8aQoMYPA3E4HGMt+dZuo6ZFc3OtW1uzqZBDK7Mx+UYYADHTkdD1APrWB4J8caKt3aW86PDczWkSSzMx2ea3zEEHp1Hzd6n8U+PLG01iwkt45jDO4t7tiuCED5JA7nggH/aqroi+pLcra6NqjaakCWk89za3MaHgOxJVyD1I2xnPpurF8Y+MNUlSGCBC8syy24jjbq42ncOzDnGPUVzfxX8VWOq6/pF5pcsgKRSRuxGDzyB7d/zrnzrslxNBJdXJeC0gMaicDIB5wmehzn2xU83vWQmylDYSX0siXQdXkuAXbbiRskAgdBk7mrrNaXULfwi995sioYhFNCD1APl7tv8ONpHHUY61gpq0Or2+oXNwrxhIlDlJCoA/hC5+7lifXuKXR/F1xJZiEWazmCVS7SH5diuu0HPHbGfetNgKN9osMNneSzKY54oo/LhDBwdwPJPXOf8K5hVa1u5EjyjDLL6kleo9q6jxNqBur99TexS3mmXzJVhYMUdsndgnHI56d64dpHeYfMxO7AY9eTQB2z6m1lo8djGkTeRNLLwAPmKgfMe/QfTrXYQWcNh4XR0nhM0sDXUzF8qo+8FJ5BJK/UfjXlcl9PFex2+8mLfu+fkZIAJ+mBXoTy211p4NrdWzx28LXThcNtyoG1lP3mbGCOnNS0VE0dD1zUNe1WKC+sxHCNG+zpJEN0bL1JOc5zsVcD+I57Yrt/BlqX+xwKzvCIpLpgrhkTzT8qjP+yxA+pryrRfG982tCFZorSExJAhijClmDuyjj7rZk7cDFegeAvEOnpPpck+t+XLcwSB7ZlAzsOxcn+E53YHftSC5s6royQeMZ5YWjdp7U/Z0RQCk29ULZ6ZUHvzgVh2WkR2Vws97eT/AGzUNOkgn8xweI1D71Pf5N3+7giuh8ea7o3hye21WO4ikubd3gnjjIZ9rdRjs25UGeuM1ynxZ1yxuPAOmDTtRt5pIXTesL5YZQhvm9CGwR3p2Fc5PR7ixhimU3l0qSMSgWXgqJDgE/RV49qW1ubGfS0jme4JMKBcMDtIYkgZPTBrk1YLkgcdcelR2txi3jw235evWoae4krnQiBEgVIndcR4YBhg8/X0rJvbaEi9jRmJ2blyo6kZ/mDUJuSv8ZyDj60wvJLDMI0DOVxnp2oipDtY3dAtLf8As2IyrMytH91MA8jnnP8AnNXNLtMW0JK3WfLBXygBzjHBzxWPZvfrDHHCkg2qFwoB7elbFnYeIAqC302+YDG0rE5/DpTdOp0QadzLgtyNKUnzAv7n5M/KfkIJP611MqBLdYreORUxkhhkk1i3eg+ItN0Uy3On3EUKModpBtA5OOvuwpF1mUgZ54waxqxktGhNX2LlxprTW7KVMRHzo2OjAcf1rIhtpGl0+Z1/4+Ekc7f7xAY1onWJnhby3C4H93OT7VltfyxW2mK+wm2lVRx7EUoN2EkVtUtZjKjFDGisV3McZGAfz/xrSg0G7OiWvm6laxySzJHHayyc7SzAtnpgc0l7qsb2piuYkbzJ1ZTsztG8En8hSNrlkkdkqWsKGOVd2F+8Bk8n61tGWgEN+xt/LtigljYfK+7OCRwQfTqKy723EKl48EFCGIOeQeuO3atyXU7aeO2zDADAAA+05bGevPvVKaS1aNztRiysMAdCec0KauMx5LgLcpb+UArlCrd++frz/IVqzlzcRAgAOemf7oPX86ohFmv9Ofy0GAwYc4xjJ/nXRXDo8drEWgWNZCclefut1OacpDsyBJLSzSCaU75RI52DrgwtyPYEitHRLrTbLxDEP9Kmt48KHRxv27V25OCCRnB+nFU9RCmC0AmtwvmMPkTB+aNhzU2nOINVJRolDQIBgA4+Vf1rOUlYHoamvXvnItvCH8mNnZAzZJ3Yxu+mMCubkmMcM1s4IdTwPUMeD+Z/StxoFkfmQcjstVNQsojdWHK5MxXcDyQVJ5/ECs4u+5n1MOAsYXCsSBI4x7bjWcmrzrGbWVQYjIBIV4JXPHNdBDY5h1C3WQqYZW5x2Ybh/OqcOnrbavBua1IAWRvMQ8HcR19cCuiDV2UZ+7zb0BfMWNRuEZ42humPbrTbyD7RcloZlfeTn/Zxxz/jXSy3clzqE6Xl7C43RRMwiA+QK+ADjOAGrE+wpDLOUnVizrgiM4YcZ4Ip8yGYgVXwWGCqEnjpjn8T/hVq1EUtxIwcFQgwVPQ9almtVE0byOgMhYMu3Hf/AApmh2qb5w7nCSbSAM8dsVTkrAPgJkkdoyd/GOehxk1qQxNa3U12J4vtcM7lmmPz4KLhhn7xy+fwzVWOLzL+a3sI5bh5ZDsULktkDPT3zXZaV4CxILvXXMkrfP8AZkbg/wC834dB+dVGn1YFDQbe0bRBdyTWxa3mGI3JMhXoflxg8e+OKytXvA13IyFhbrMZEQMcKM9fbiu08R2ka6ZHJaxoiwER4jGAEPoPr/OuOFs8m4lMqeD05rnm7S8ibmXqcu+SJuCVIIB92A/xqOeQvE1uwjCuOZH5x9PeluLFoob4AkpbMm3PUIMN/U/lSanYyySQMi/usknac5/zzVRsmgIItWWz82OUbyIxEOhBA6fiOxqBiYAsUcisjkMzKTjPBPHpmnXOmlZwTDKI2JQBSBx17+2a1Jbe2SaGNNNMbRxkbzIcuSy/Mw57EitboZk6iZ5pkdyXyixhic5wOlZ4iErKASCxwQTitSW0uLe7mDq52DIBPU5xke9VpIJPtAkjUqGdgPmzSTAYI3llTLDOwnJ9c55p4ll3ttcqCvQHB57VDYW0huZEzwp25J6VpWunR/2kIJpkWGWQDdGwJA9s09L6jSb2K4lQagLmUYxKjmOPgMMc9eh4FX7HSNXvHEtra/Z485WaT5QBkkY+ldta+HtPsU3W1uDKvIkk+ZiR79vwqd7957gQLCQoOWYsMgdjj0NCnBjlCSRx+uwajZaeEu7z7Y1w5aSVxzux6nk8evpWXdFprRIm3BWxgHpzXReJLuIWhtpYy8m5WXnjjr/UfjWBcTreETzSNuzxGvRRjA5Pb2rO6n7yF7ORKkcbIB543dWJHFNfaGwpIHbFNFnI2DtKg85firUNtax/69nk/wBlOM/jRsVGDZHb28t1J5a5O0ZLHoorqvDmqweFpriWNLa9eVVUrdRghMdx781hR6nBDmJIlhRTyo7/AFPetn4ew2WreM72S7tEls1s2A3ruBcMp4B74pXvsdHLGKvI9j8P+JLTXbYz2lqIGgKlm42bjkYGMZ61q2d9fXwDStELcDDBcht2Oo5Ix14rntMurCFXsrK0W1Vl3beOeRkYH4Ghbie3kE0ZcFV8uZcY69Cf8fesPazhVjFbdRuh7T4fQ0NQgGs2WoaRIPmmt2AP+0en5HFfOrvIjlWVlcHay579CPzr6UiV2vobtOsnL8Hvj+RrxHx9on9meL9QVcJFNILiL0KuMn8c5H4VGFlOUZRqXbi2te3QwqcsZWXVfjsznxdxvDtVChXncO/qTUErGUhC3IYOOPSlSDeSA+0gdc0xYUcMvLEcjHNdCSRF0FzKxVUdiQMjkVVmkOYgufvA9OmAafPAINjyktGTwAaDJbkErnceCD0FUmloSG8nt81NEjO4RQck8CkjjaaQJGhZieAvOa17S2hsLqC5uJT5sbq6qMBcg5APrVaI2jFy2KMdley3EUkcTuqKwOMnrWvb+Htdnw8Ol3bZ4+WB/wDCvVPDPjy21mT7LdwxwyyOEi8k5D54xjtXRpqF/JObWJoSigbi2c7cDI69evNLnp9UKUJRPELnwj4kS1e6n0+4SODMrFkAwADnqfSsRJ2WczGQ8jA5GOlfRM0iveC0k5jmVl/DHI/LNfOl9bS6dqN3ZsWD28rREYz0OKjmpzvyLZtfcKzXxddS4l9IMBH3E9AopbiVWeMnIeNtxOTnP+TWUJHikyhww6HFOacuQzlScYJA/wA5qVDURaS4/wBOuUzgSKhyT1P+RWWJZTJu81mz159M4/nUwkjDEsBuxgHBOfrVKMSSAso4FawiSSJcuLiX943O3+VSm7kzy+O/BqstvJkssbszHJ4NTpYXEo2lFQZ/iOKbSKjG4huS8gLHgd8+1dP4d8I6hq8bSu32aylcsZWGWf8A3R3+prHht7e0blRJJ/fYZA+grqdI8aNo1lHaTW6zxoxIYPhgCc4FLm5djWNF7s7LTdMsfDMEn2aBsFBl8bpGIODz+IOOlWEubi9E0kiRLD0hZH3H3z+lEd9DqmlC5tySpX7rDkZGMEfiDWYmoyW2IsBo5AWBLfMrev8An0rN1XzKL6jlSd/dRPsN7He2bspLqdnGNpx6exFeZvqM0chhJ8t1Yhsduxr1KNRJPHcg7S/LY7g9q848a2qab4lmPl5juwJgw6jPDAfiKwoRfJyP7LsZ1bOd+5ktcS+ZdBpcpOuCSOwXH8qpvqs32K0AbO1MfkBWrDbLa2sTXFsGldQ+JcnAPTjp+dZWtSDdEQq9+gA9PSuqK1sS4NK5Xk1C5lZWdhgZxgY60176Zp8swJ2Yz7ZqqrFmwoyfajBY7+3TFaWRJb+2Nk/KM+pFNkujIyFuNrbuBVcnPr+dIkUkh2ohOe9HKgLNhKv2uUKmSzAZ9ABVuQeZNlRjbyG9DUdpai3DE8s3Vv6CnTyhI2IbafpUtnVShaN2Whqeo6hrUZid5pM4CgnYn+FdjcTPazs6kMQBkHuOMj61zXhe6EWmXKxKrTrIDuxn5T1/L+tasd41zDIDJ++i4O4j58/49KyqRdtATUjC8Q3Xm6tGy8I6YH1B/wD1VmTZROvA5q7rKp9thEeTyx+g9KzL58YWto+RnOybSNmSYk5yartLg98+tRGVpfuDj+8akRADuJJxxkj+lZ2bLdRIaY4WBZmJJ967H4b+RbeMLaFZ1Jktpt+3OVJA4I6dq5IMu8Dj8utaWg350XW01GKOMvGrDJ/2uOauKsZyqcytY9atbAy6yzJcvDLED5T8MD6g56+ldHayok6JNIrb0+aV8Lu25X8+teOT+O7+4cv5MUbj1JOB+lUW8XauXAWdEbOcrGp/nmsJ0ZSd72LjWitbans2ieJZGvtRttQYiNJS1vKFzlST8uBnOOx9K4n4sz215e6XPGGMvlyK24Bdyggj36k1xcviXWnUN/adwB/dD4Gfw7VSnubq+ZXupzKgbA3ksf1rpcrqxxqFndsjLhcjaqk8gqM859asNdZQbAC+3BwcgnpVJiYyAW+Xt/gas+HtPj13xG2mzahLZpJHI0Yij3FnVCwXngdM5Pp71CV2VYZOTcoizEhV4+tQKtvC+fL3/wC8aowXEkoLOzMSAcsaGkd8hM59RS20OinGKjdms2sNAgVI40U8YAqhqF8b1UgjTc7N1/nUCxkffwx9zSyGGGKRpMiTbiMKMjPv6U0tdS3NWsj3a3g0LSb2Ke205EnKqfNUBVG70/OtCeaUTM0RbzQ3mJgEbscnHaufvYheafpzNI4E0EYcD+H5RW/bCW22JcTi4ZHCq+wLtBGOcfQmuavGN15GlL3lqrmhDI91HBdZHmK2Dn0yf6GvJvidpn2LxnPMqkLeIk4IHcjDfqp/OvTLfXvs/iKezlKfYvKBSQchWHUZHXOf0rivirdWV2+lzIGkmTepGCuU49fetadFR5qifxWdvl+px1aqlO0VornnkgiWTjO4dQOlJ5SPHkIxl9OmBSSARSNF5m3HABHOKr3M8kMe9CyyKcBgetaJE3ZcFuZFXdGPTg85/lWdJehT8uBjsBit3WtNsrfw9b6tpmq304a5Ntm5hWNbghNzvEOu1SQp3eo5zkDi2ck0WaLg7XuaDagxYHJqaPVSvBAFZaRSv22j3qQ2xHG8HNOxoqtjRlvo5lbMm0gdcU/QtOl1y/e1S4KS7C8e4ZDY6j8qy2tXIG0g+o9a0/DlxJp+u2t0CYwkmCOvHQ0co3VbPS9DZ9JgNjdTrK7nYXXhU29FHqaviFpXEcgHltuKFeoOf14NYWoxNHMI4iFPmBkc8D1zWhJdzWsEhuZ0aQYYnoAvA4H+etY1Iap9TenNs0o9WtbW9bTWG2VY96knhuMn8RXI+ItRtta1CDnfFZklpOzZ/hHtxWVrOpHVtSaaDKRY2b8nLAfyqjNOIbfYMALx9a2TvE5FBubkxL/UN0jPI5Yk9c81lXcj3KoIlZx3AGa0fC9npuueJotP1i6ntobg7UmSaONYz3LGTjGM8dScCqd3E2l6xqFiVnj8id4glwAJF2sRhgCRn1wSPSmlbUpz5vdK32a7UZjiIyOe386cLeZhmeRV9uppxuDnrTXuAKLiUF1HrHHH0UE+rUpvdjAM2fbtVJ52Y1FhpDwKNWWpxjsaEuoM4IHXtiqommSQuyg5B+90p0cbR4BbcPaldlLYGevcUKNiZVWzR8MTiPUGhdsJMMMfr/kVqSLb208zyqodPmRmP6VztqwtrhJvmO3OQB1qa7u5NTu/MdQqDouKJK6sTCViYyefMZSSRztz6VnXB8yY98VcnzFb5UkHgcVq+IPB1/4c0DSdRvDMlxqBk82FoiBbgBCisf7zBs47dOoOGlZaBN9ytOcLkfSnbAsjD6HmiipIY1Rln/CkkJVtwOD60UUxkw7/AF/woWNdpk75I/SiigQ9j0HbcKjWZyjE44bI4oopMRKoElo8pADIFAwPXrWdbarcaLrS39ps86IsFDruHzKVPH0Y0UU0BWtEEkixkkLjBx3xWjHDGqkKu3g9KKKGV0K7O29lzwBUi/6uTvgmiih7AdxeeJL63022hjEW1YUAyvPQe9Yd14o1ZpAoudoKAnCg9z60UUmlcSbsVn1zVZbl4nv59mAMK+3r9MVnG7nkDyNK5Yk5LMTnH1ooo6CYRAyRuzM2Tg5z9B/WoLgn7HvySSQD7/5xRRQhIva14qfxBDbRTaRplsYEWOJ7VJFKRqDhAC5UDnJwOTzWOqKgAVQOf6UUVRSFH3vwp3/LM+2aKKAZJEASM+lJnYysOoIoooBHol85ksbGRsbig5+lchql9c32oLDPKxjTkKPoKKKiW5svhQ5QFjGKz78nyx7miihGj+Eg03XW0bz0Om6dfxTOrGO+g8wKy5wQQQR945GcHuDUE1/c6vqV1qF7KZbm4kMsj4xlieeB0HtRRV9DmW4ECoJuCKKKSLYxFDybTnGM8VZ2qqAqMUUVaM2LJ8rYHelhXLAZI4zRRQAxwFQH1bHWrdsoJ+tFFIcdwvuLfj1FJe+JtX1TTLbS729mntraR5UEkjMSzbepJ5xt49Mn1oopRHUP/9k=", 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", 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", "info": {"video_id": "206295", "label": "pulling two ends of notebook but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "206295", "label": "pulling two ends of notebook but nothing happens", "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": "d2ab69391de55104fe634403f8ea4061734b005296168a8a04269757e7ac8983"} +{"episode": 15789, "episode_seed": 4097272874, "split": "train", "timestamp": "2025-10-13T03:01:09.407634", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4097272874, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mug from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "15478", "label": "pushing mug from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "15478", "label": "pushing mug 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": "39b00a1e45c328d3d7e9f108cd6d0e2319217094d48f08558da46907de35cf47"} +{"episode": 15790, "episode_seed": 1434267273, "split": "train", "timestamp": "2025-10-13T03:01:11.349193", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1434267273, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 steel glass roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "64145", "label": "letting steel glass roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "64145", "label": "letting steel glass roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c2adc7ee29f255cde44cab319b97decf5d792875fe387ebd89989b0c2edb03ff"} +{"episode": 15791, "episode_seed": 1493753508, "split": "train", "timestamp": "2025-10-13T03:01:12.238458", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1493753508, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking stomach pills so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "159901", "label": "poking stomach pills so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "159901", "label": "poking stomach pills so it slightly moves", "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": "caf3a147c29aa55bb2f159cf8588bf2e7682128cfc52ae95d8060413ecf4c6e2"} +{"episode": 15792, "episode_seed": 2386035855, "split": "train", "timestamp": "2025-10-13T03:01:13.811759", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2386035855, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 knife up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "118146", "label": "lifting a knife up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "118146", "label": "lifting a knife up completely without 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": "bb64347a9bf9aec3d799be8369c907ceb053a3797d3fcd23651f2e14fb4efed8"} +{"episode": 15793, "episode_seed": 1649994668, "split": "train", "timestamp": "2025-10-13T03:01:15.542964", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1649994668, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a can so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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liuc++KqlqaWq0jlb1uakF/5EySo8oKnO0tkGpDdz3l0888hZ3KDJ+uBWPvNaMCkRwtnl8Y/BjSkramNVvlNS0cROyl1zknAGOARUD6/qbAoL6fYDwN/AFUpfMLhIlxnOTnt3qmG5xmphG+rM6Dd2dRpXiTULWZS87TR90kOfyPat7xtcC7s9HliOUbzGBz2O2uChbkVs3GotJpVpbN/ywZyp9jj+oNTOCTuj0KL1sxr3JMyJCPusDuIwK6y216/it1U39svHA8onH6157PM0jAhiMehpEndXDea/HvSdPmRU6iTsegP4j1PftS+tiTwMwmqd/wCKdZsdoaeE7vSMVyDXzFgTJMcdt1V7i8edgXYnHqaaoozlUVtDpj441j/nvH/37FVL/wAUapqVnLbXE4aJhllCAZwc1zhk5qa1DTSsi8ko38jV+zitbGMpNpo1ImkzhXwpk5G4jnFXn1q705Ea0nMbSD5iADkYGOtZQJCsfmPznhe/FUpJJGWNnGFxtT6CpUeZnJTk+dG7H4n1YTbvtbE56FRg16F4U1z+00IkAWdMBwvQg968gjY5rpvCuo/YNYgdjiNzsf6H/wCvRUppq6R3wk7nPyPk1XZqkk5NQNxWiExGamFqQmmE0yB2akikKOADgN8p+mag3Ux5AoyemaLXM535WaspaSzjw4OQWIA6c1HfMfPHsvaq81wjRQjcCFTHygU1rlrqRpWAHYAdAKmKMKDJUbmr0D4NZ6HFaXhrT49b8RHTrjUJbVWjkaMxx7izqhYL6AcHk+nvV2udblY3vEd+b/Q9Hdjlo/NRvqNtcoxpLS6muLfbLIzKMMAT0JHP9KG4NTGNtC+bmVxjNimFqG60wmqSIbFzSZpuaTNOxJPDKUcANgMQD/Orbky2cYD5O3JGOnNZbuEAPbNWJLhDHEC2QqjGMVElqcta/MWb1j9o/wCAjpTIzzULXDXUjStgZOAB0ApLiRkgJQ4OR0qjqi9LmtA+CKpMAmQOvetXV9NsLTw9b6rpmqX0wa6Nrm5hWNbghNzvEOu1ThTu9R3yBlygnmk1Y0hO6diFjUZalbNMJpoTYZppb0pCaaTTRDY8NxVq0mYyxqWHDgDPbqapZohm2XIPHB7jIoaujGr8JrozfanYkEFTjHTr1qgDzQt2IS5HzFl2qD0X3pBUpWHRehaiOKnmf92op/ha10/VvEsem6peT2sM7bUmjmijWM9yxk4xjPA5JwO9QXUElnquoWMgnX7NO0QS4AEi4JHzY4z0zjj0ptaG8J+9YhLYphfFK+RmomPNFimxS1NLU0mmkmghsduqSK4aFiyfeZSn0yMVXzSM+0Zz3p2Ik9Ga/mO1qWUD7578ioblj5cA/wBgVXWUrAgBCtkndk8055xOVCrgIoXnue5qIowovUfGeRV6CTBHPSsqd2SHKnByORW9rvhjU/DegaRqF5JOk98ZPNhMZAtwAhQMf7zK2cdunUHF2udXNYzHNQP0ooqEURGmE9aKKol7Dc0yXlD9aKKaIlsV3GMY9Kt233KKKp7EQ3LAptlqlzousLqFps8+Itt3rkfMpU8fRjRRUo0lsFj8qMB0GBU560UUupcfhIX71EaKKYmIaSiimSMk5T8aruMECiiqRnLcuW3+qFOuTiAn3FFFT1NF8Jpa34rk8QQW0M2k6Zam3RY4pLVJFKRrnCAFyoXnJwOTzUTHNFFKQ6ZA9QnrRRSKYw000UVSIYVWlP700UU0QwQ5YZrRFFFEhwJLHXm0eS4jOnadfxTOrmO+g8wKyZwQQQR1ORnB7g07+0LnVL681C8lMlzcv5sr4xljnPA6fSiik9hw+IG6VAaKKlGrGGmGiiqIYVHL/qzRRTJZBvbGNxxVu1+4frRRTexENx9wSIPxFWbzxJq2p6Xb6Xe3s09tbSPKgkkZiWfGcknnG3j0yfWiipRctz//2Q==", "info": {"video_id": "163970", "label": "poking a can so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "163970", "label": "poking a can so it slightly moves", "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": "b9b1daa4e6997a1f5127f578b3b68ef821d36ac10fa426a4f4cffc691679107f"} +{"episode": 15794, "episode_seed": 3137928810, "split": "train", "timestamp": "2025-10-13T03:01:17.110523", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3137928810, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chair away from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "163316", "label": "moving chair away from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "163316", "label": "moving chair away from table", "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": "cfd7594e91b6cd62b0753e3841da75bb414f55be92cc8b1344cf43e081bb6adb"} +{"episode": 15795, "episode_seed": 2174574190, "split": "train", "timestamp": "2025-10-13T03:01:18.199814", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2174574190, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "162904", "label": "moving book down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "162904", "label": "moving book down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "0723763e65a14e94f36702a67e9488ac4c6ba9d8aa93c255b101069ffe537270"} +{"episode": 15796, "episode_seed": 1591465669, "split": "train", "timestamp": "2025-10-13T03:01:19.142919", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1591465669, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen next to cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "166820", "label": "holding pen next to cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "166820", "label": "holding pen next to cup", "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": "b0ec0eaafe2c123bae02dc040cd1e796a1a4c5f83809dbe953d88f681ed76e2c"} +{"episode": 15797, "episode_seed": 2220493490, "split": "train", "timestamp": "2025-10-13T03:01:20.200855", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2220493490, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving key chain away from floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "148754", "label": "moving key chain away from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "148754", "label": "moving key chain away from floor", "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": "b5806925723fe946ad4b56bffff936e09eabf05fc834d94746bd6069ee4e8627"} +{"episode": 15798, "episode_seed": 3762310389, "split": "train", "timestamp": "2025-10-13T03:01:21.458041", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3762310389, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "137570", "label": "squeezing paper", "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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BOPyBrOlTdSoohUn7ODkbOh6AYbNru9T52GQDxim65Gup6Td6SqtEJUAdkO0pznAPrxXReJv7Re0tpLCSCO0WQPcO2TiMAknj+Hpmub125ECzGKXLMVAbGBjqfx6ivpKdKNOFkeDUqSnK7Z4R4h8Ly6O8pDuYkJ/1ibTjIAORwc5HSuVkHNd/448QvdyyaTEiiGJg0jsMsz9cD0A/WuClrlnyqdon0FF1ZUFKru/yPdYuRWjbrtQVk2zEqBWrG4wAKIn0lXYvw8kV0ugwLLex7uiZfHuOn865mBhXUeGnzekf9Mz/ADFdEdjxMfdUpWOropCyqMsQB7msq71TLGODp3b/AAqkrnzlOnKbsjUV1YsAenBp1V7JCtqhJyzfMfxqxSZElZ2Gu21Gb0Ga4K+cylmJyTya6nU9X+xOYhFuOOpPrXGzy5zQexltGSvNrc878fDEtif9/wD9lrlYOXFdR8QTibT/AH8z/wBlrmLY4OTXnVvjZ9XR+FGnCcGtfT1JYMaxYnziti0lwRg1ktzpTPbfB+lx6f4ftpDGouLlBLK4HJzyB9ACBXQVQ0M50DTj/wBOsf8A6CKj1jXLTRrffMd0h+5Ep+Zv8B716iskfnVRVK1d21bZdluY4HjWZgplcJH/ALRxTphI0ZETAN6kVxeh31x4i8TC5uQBFbIXRB0U9B/Mn8K7fnPtTTTV0GJw7oS9nLe2oKcqMnJx1FeZfEO/lm1UWJciGGNW2Z4LHnJ/Su21nxBDotu000bsPM8tAo6ttDcntXkvifXI9Z1V7xIWiDIqlS2eQMdayrytGx6WS4aUq6quPuq+vmcjqC8mrOmTb4UFV707wxqHSJDtWvJrq6PYzPeHz/Q7/SzwKq+LbZLzTyhBJxxgU3TZeBzWpdSYj3Kocnsa5qOjPJ5nFpo5n4P3kGl+I9RnutqhLPBLcY+dc16LdeMZ9UmMGmQH7Pn5pX/i9vpXBW+g276i95JbiN34YK5IPOenSuqgdLeMKihQPSvQeMcIcsVqZ4mlHEVvay8tDdiuNVmk8xroIeoVUGAfpV/REn0qztrVjJKFcJ5rNkvubncOxGcgiud/t6C1x5zgA989K14dZnMSvEoGeVLd6vD15zd2zGvRgo2SsXdcu7S0u8SNt875ZDgnG1cjH4NXknj65tZPDuIpo2lN6Cy7hvC4bGR1HY16h4mVNW0I3ccY2eT8sgbDLu+VxjtjA5r5jvontruWKU5eNyhJ9RxXZXnaOnUWV4dVa3M3blsyrOc1U+wi9bk4Cf1qw54pLeTazAd8VxptK6Pbx6TpsSKxCDy17muks7VYrYIe1VIIhhWxzWpEuVBrCpNs8uCSNGzKgAAYrZgPT6VgQuEcDNa0blVHrXNJGqNiJlUEk9KseG4ftXjO0mlJ8izikuAP9s/Iv5bmNZCZdhmtbRtStdJ1UvckqskWzcBnHOf6VthGo1U5GWIu6bS3PULN2a3vkjUvEuCkZHBJHIHsf6mvNNd8SWFs0a37+WEmY72OSyKxUYXqe1dTYeJLOPUUlS6RraXEMh3fdH8LY9iefY15n8XLAidLrqUI+bHUHg/qB+de7KaUW0eRh6SnVjCeiZ5/r91Fea9f3EMnmRSzu6PjGQTxWLLUxNQyHNcCd3c+omlGmoLoezWs/AGc1rwMOrEVyFtfhCAo3NW3arLOQ0rEL2ArVHt7o6GK4jH8VXobxlI2Z+orIgijUDitCJgMVpFnHVhE1UuZ5B1OPc1ahY9WPNZ0cwxUwlx3rdSPPnDokdvp7brCE/7NWMgEDIyegrh01CWIAI7DHoaeuqTi5huC7O8bZwT1HcfiP6UjyamXzu5Jmr4oixHFOPdT/Mf1rjZZAM12fiO4in0OKaJwyO4KkfQ14utxd6j4yu9MfV7i1izJ5QjQNllQsF9hweT/AFqGdmCrKlQvNdbFLx/LmXT/APtp/wCy1zEEmelVdS1S6vvIa6uHl2gldx6Zxmoobgn5UHNcNVe8z38PWU4po6CJlGMkVoQ3UUeOcmsC3jL4Lsa07dI42yBk+9ZHbFnT2viO+ESxRXNyEAwFEjYA9OtTC5up5N0zE5/vHJrHtZ1HSr6zelPmfcI04J3SR3XgCUjXZEzkNbNx9GWvRJn8pRJ/Cv3vp6/hXhNvqUlpJ5kMrxvjG5GIP5ircvifUri0a0lvbhoGGGUueQeMZ64rpp1klZng5hlFTEVnUhJK56j4xsftvhi7UDdJEPNT6rz/ACzXhVxJhjXsXhLXRrPhSS1uZA19aRGOYHq6gHa/vkDn3BrwXX7qWGwMkLlW3LyKK65rNdTLKJToKrTmvh1/r7iS6lByKh06VVCgGoNctbW38Pwapp2rX04a5Ntm5hWNbghNzPEOu1ThTu9R7gZ1hdEMM1y1qTS1JxmMhiOXlVrXPQbK52kCuht5A6c81w1rdrgHdg/Wt601HCYLj864HFpnKzdklSNSxIAFcrq3jNYS0Nv8zDjIPSsjxH4mO5rS2bk/ebNcjvPJPfmtqdG+sjtw2G9p709jZu9cu73IklO08YBrqIPilqccEUMtnZPHEoC7QyNwMZzk+lefb+OtJurqg3D4dDunhaE48sonsngjxvNrX9r6TqDRiSZTcWoUYHQB0H5BvzrzPxjGIvEt0o4ztY/UgVlQ3MttMk0MjRyowZHQ4KkdCKdq+py6tqMt5MFDyYyF6DAA4/KtpVOaNnucVPBKhiXUp/C1+Jns1TWSB5Dx6VZ8L2Wm6v4lj03Vbue2gnbak0c0caxnqSxk4xjPHUnA70kdu2na1qdlIk6fZ52iCXAAkXDEYYDIz64OKU4NQuc1fFRm3TsbMMfyinSXKxAKDVb7WETGccVh32q+Y+yIdO9csabmznudHFeFpAQDgVswXhYjIrz6HULuMYV1/EZq9Dr19GBmONsdxxVSoPoaKE+x6RDIOGY1JdPGcEnmuCt/FUyOPtEDbPVTnFWLvxSHVRAGP1GMViqM0xuMm7WOvFzE2QVVsetU9TtotRs3hEjR7xjAPHr0riG16/Llg6gHtirdj4puLa4R549yg8lef0rWNOaejFKjOOtjI1Gxm066aCdcEcg9mHrVBzXS+KtZs9U06J4SpuFcYKjBAPUVU8R+ENQ8OeHtH1G8Myz3xk82FoyBbgBCgY/3mVs47dOoOO2nFtXJqYpJJSWp12moqgEDn1rprNztI9DRRTPq4mnGx4q7ETxRRVxOeqXk7U/JoorU4WKDTWYiiimCI57iUW5g3Hy9/mbf9rGK8l1bUrjSvF13fW2zzopW27xkcrtPH0JoopPcwxUUqat3ORuxjyh2HFWbXjGKKK46vxHTgfhNSIkGrsTHNFFYs9eJoQfdFWwxA60UUjQNxz1pSxoooIY6DULnT5ftNtKUlCNGSO6sMEH1Hf6gGuU19iNN9QHWiitI9DjxEUoVGlrb/Mzte8Uya9Bbwy6VptsYEWOKS2SRSiLnCAFyoHOTgcnmsM300XCED8KKK6Jq7PlOiHJqN0w5lNWY767KY+0SY9AaKKzlFdjqwqTlqIpJbJJJPc1Jk0UVkz2ofCICc07PFFFIuIlRyUUUImewWGuto8lzGdO06+ildXMd7B5gVlzggggjqcjOD3BoTUbrVNSvL+8l825uZPNlcjGWJJ6Dp9KKK6qn8M+Yl/GkR6nPIEVQeD1qhGKKKmn8BrD4yytO3EUUVLPRjsOBJHNOFFFSzaItMaiihDlsVrniPI9RVm/8S6vqmk22mXt7NPbW8jyoJJGYlm2jkk8428emT60UV009jxcZ/EP/2Q==", 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", "info": {"video_id": "137570", "label": "squeezing paper", "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": "4f7cdd7b16311c25a2fc8fc5c6849edd1d335c7eb04ca2971ca663294c6cb92e"} +{"episode": 15799, "episode_seed": 1554210912, "split": "train", "timestamp": "2025-10-13T03:01:22.266385", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 199, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1554210912, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cotton'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "124717", "label": "holding cotton", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "124717", "label": "holding cotton", "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": "8d4486734cd295f6cd676a59dd9468f9824ed9ee9b5e19e372a4c33c28c42bcd"}