diff --git "a/video_unshuffle/reorder/train/batch_000493.jsonl" "b/video_unshuffle/reorder/train/batch_000493.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000493.jsonl" @@ -0,0 +1,100 @@ +{"episode": 49300, "episode_seed": 1555464421, "split": "train", "timestamp": "2025-10-13T03:21:11.920755", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1555464421, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 matchbox on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189839", "label": "putting matchbox on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "189839", "label": "putting matchbox on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3a4572578ff84acd49593a367f3e340619fbd0a5cc90d2cdc93a3dbfdb73f40d"} +{"episode": 49301, "episode_seed": 3976123423, "split": "train", "timestamp": "2025-10-13T03:21:13.054245", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3976123423, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chilli from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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"info": {"video_id": "169035", "label": "pushing chilli from left to right", "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": "169035", "label": "pushing chilli from left to right", "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": "c1e25f018cf338f8e7e8fb6fba08791b390982221f9a8555af4e25cc45c636bb"} +{"episode": 49302, "episode_seed": 3208282148, "split": "train", "timestamp": "2025-10-13T03:21:15.634993", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3208282148, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card, 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, 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": "111750", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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OuP8AiPqf2zxRcRIcpbgQL9QOf1P6V1Hw6ufs9nrE7H5IkSTnpwGP9K80naS+1HzJPmllbzGJ9T8x/mKxxa9nJxb/AOG6GGFV5ORV+zB5o2cjAABB/SrE6iUKnqGNXLuMR20ZHRD1/CqSqZZ0jXqVx+dcDrSkk+2x6lGMeVt9dyjGm4Fj1HGK0tKskkO/aGJbn2qO7tfstyUBJVwGXP5V0vhHSBfC4MoIREwP949P5V0Rx01UdcwnQh7FRNW2tUuLRomHysB26e/6VJp2nvaRybwR8/Bxww9amsVki3Qy4WSPIYe4x/jW4bXfp6tGh8wDcQTngnJoniXCnyX0kZqEedS7GB9nDzQqNoeNyM/3hnIB/Cms3zI2fvA/h/k1o2RUaxADlckMp9SOMflT9f0wwv8AbbZf3J/1iD+Anv8ASuLFVZy5YN6LY7cNyU6rf8xmNZyT6a88cf7uNiHxztz3x6cV55oNp9v8R2dqRlS+5h7CvYPDZ/0S57gnoemMGvO/hxai58TXFwQCsMfH1JrTDTlUk+Z3M8Q1TUoxVkv1PYlULCAOwxXn/iTV2+23UEYIO/yt3sAM/qa792Kx15hrSiRpJOMhy+fqa9WCg6kVNaXR5CjJxk10Rd0nUEh0eVnPMBIA9c9Knsr8TaU00hG6EHf/ADFc2IytkXLEbmB29iBmuqsNKtjpEQkTmaNWkwx57itJ4KjWdRxevN/w/wCZnOvOgo863RRtbtZdNa5YKDEp3qOxFSaZqAutNeZwBJEh3r7gVYbQrZYZY4ppI1lGGAOaoDQJraO4eK6BjMTbhtwSOtRPLKaU2n1uvTsKGO5mkXbLVBd6TMzECaKJtw/Dg1iXl0L+wglYgXMJ2sf7wPQ/mKqW5dWdQSu5CrAfypvl43Kf4QSPfiumnh6FGtJp9OZemty5OpOCdutvmMniD5IHDjcPb1H51jajKxt4oP4BIz498Af0rfh+eEjuvzj+v+fasTW4/LeLA4OT/Ks8bTvSuvs/k9jbBv8AepPqZqqPQY+les/DeRY/DM7MWwtwzH0AwOleTr0r1v4ew50CNcfKJWlf3P8ACP6/lXmUfiO/GWVMueMTNH4cMSFllup1SQr1C8kj6YAFeW3MGLssP9UF6EdxxXrfiICZYI26ZY/jgYrhb/TAdMkuxx8+SPbp/OtamMlSvGP9XMMLQhOzl3RgRQ+U8gQYkwQrLwcfh61cGmxmK3kES7mbEmR1zzVmbTntbqxYZPmxr17Nnp+RFbMdmJLiSEnCAk8ccEcVTzCTXN13/CxMsLBO19P+Cc01tGm91iQKMEcDjmj7Rcmzmj+0SYRgy4kOOeD/AEraj0x59NvsDEsTjC+uM5FZj2f2dbZedtxBn8ef6gVeDxcpycJ9l+H/AAB4uhCEOaHf8w0/x1qekSNHNIbmELhVkOcE9Oeteq6dq0Gos0cI3lI1Z2BB5IzjivEL21DYYcYPP0r1f4Z2Uf8AY9zdJHjzJQgb12qN3613V4R1aOFbHl008l9dPPIeZHLn8Tn/AAq7K6pYxkfwNn68VQwIk4qaPN3bSIOirmvn5O+p7MbRaLmn+Ze3SQqedpGfTPert9BJpGqefZzNFNgGOQdxgDB9RweKm0KzFurXDffkAC+y1Y15N1mk4A/dthj7H/69YqTjPmTNp1Yzl7OWq2N/QvFSapbFZoTHdxnDov3W91P9OtZ+o6it/eyvH/qY/lUeuDgn8T/KmaLaLa6ZFG6DefnfP941Fc24j1BWUYjnzzjhW/8A113yx7qLkkeVSwdOlVc4k11DttIXDbuACcY/GqemwRz30kbcoFbcM4IDDt+Nbh2sjKw+Rhgj2rNtLF7fVHkLZQJtHH3vQ1wKpeLTO6M7RaMa9t5LO8aCTnAG1v7w9a2Y9PTUdChjOFmCny39OTwfY1avrOPUIPLY7XXlH/u//Wp+nxtFZrBIV8yIkEKfxFZXNZ1+emu6MPT7+XS/D+tWUg8u6nMcBXuB824/l/OsK2i8sux+8xz9B2FavjWdYjakLiSTcpYdSBj/ABrLU111qlSpFSl1/Q4VZN2JLkeZaSJ/s5FR6bbfMbhupGF+lMvLwWlvvxuYnAHrWrpVu11BE4GFKg5rJxkoX6MtVLJxJLjTjcWX2oLnyPmIxkkd66rw3afYdLjVlAd8u349P0xVG9uk0vSmZQC7fIi+pq/pF8t5YxSgjOMMPQ1EqdT2fPb3b2+Yva3Xsye9tyJ0u41zziVR3HTI9+a2YsIi4PAGKwdcvTa6X8jbXlcIPp1NWNF1Rb602Ow85B83v71o6FWWHVX7KdiPaLn5OpYmsYFvobvO1FbdjPRz/Q1pl+x5HQj1rnvEsxTRvlOCZlHH41X0LXfNxa3LfNj5GPf2qo4OpUw7rx1SdreXcUq6U1BmwBZ6PJuBMcVySuCeFIFch8LLQLaXl0R/rJdoP0//AF1u+KWD6HvH/LOUH8wRSfD+1+zeGLXIwXy5/E1vg6cVBTW7v+Fv8ya1WTTT8jotVnFvp88vTbGSPrXnqW7XTzR8H5QDn2rsvEkuNMkjGMyEKPzyf5Vzmnx+VEWYYdzuarxNXlsluPD2UH5mNJhkjTGcjGPwNd/FaRC3jQgZVAp59BiuLhtHk1kqR+7jcs307Va1fUdTsp42tblwJflAIBG70qsDi40ZS5+ti8zw7xPJGnZNJm2rxvfNblSAB1Bq1cWTR2s5GCvlsP0rNlvru1g84GKaRR8+5ME+p4q4uqvd2eGUR7wcFTnIIr0lj6EoO7PF+pVoyTSOMSAkO4BzGoVsDtnGabaQNdTiFMF2VgpJ9q2dJjeO5u45Y/lwAc9/UVFa6e1nrSbQTC24o3px0NeDVqycrp7K3yPpoSpqMoW8zBiLW9wysCGjbBU/yrM8SAI1uoPA3Ee44xXaa5pfnZvYB++UfvFH8Y9fqK4bX5N6Wq9du/n8q9dVnWwTkt1ZP71Y4IJLFJrrr+BlqcLzXuvhG0Fn4YtE/iZN7H1J5rwhQZCsYHLMFH4nFfQ9knkWMcQ6IgX8hiuTDrVs2x0tkYHiS8jtpAzMMxxltv1OB/KsSO+jl0BppgGG0oy+pzUXjNfN1KaTJBjSNQM9gCT/AOhfpXPCWX+z9gP7syZx74rrjg6VaPM3rzJfK2xw+0nB6drnU301sEtZmAKtIvlkdsjrUbXaQX8Nu335VOD6Y6f1qSfw751lBAbt8RA7cqDyapX3h+8nkSQXcbPGgUEgqeKiOVK6vLv/AMAz+vx/L/gmpb3kS6nLZ4CuQrg/3jjn+lYep3Ed3ayoNqy2kx2Y7pnH6HFVb8XVrq+ZmH2gbGLL0zgVWkUmZiTkMWbP5mtaGEp0Zxk3rb8VuaTqTqRdlp/nsRTpklh0Ybh+P/169O+Fl2s+i3NljD2828e6uP8AEGvNYj5lv7oc/gf/AK+PzrsPhfdi38STWhOBPCyj3Iww/rWuIp6Ka6aP9DOLteLPNbmYeUeafDqC2FmvGZJO1Z00m4gHp3qmZTNcZJ46D6V5VGh7SVnsejWnZHp9q+YU9MCm6pqMdnZncocyHAQ9/U1X0t/MsYCTyVFYOsXf2i/bn5I/kUfTr+tRhML7atyS2W5lUq8kLo7qCdZYVkU5VhkVR1jUjYrbqgBZ23EH0FZ2gairWPlfeeM4/DtWN4gvmn1VhnCxgIKrDYRPFOlPZCqVX7PmXU7uKdLi2SWM5VhmsfWtSksb60EZ4CFmHrk1iaBqsiM9uZDjG5RmjXrwXGojnlIlGPSroYRRxns5q61+4U6rdLmW52NrdR3cCTRng9vSsLWL+fT9eZ4nOGRCV7HisvR9TNpcbGbETnBz2PrU62a6944k0+51Ga1UxSGIpHvLMqFgvoBwTk+nvVxwqw+K5Zq8WmT7R1IablTxbqUeoQafInDrv3r6H5aZAS0SFupUZrl2uZJQhkctxkZ7VvpcCLTFlPaMY+vSjF0oxhCENrv8Sqbd7sp3TG7vcD7i/KK7vw0oOlop/hJWvP7WQICc812vhO8R4p4y2NpD/h0P9K6MdhlDBK32bf5GMJt1dR3iGfzb1YAflhXp7n/Iqbw5qEdvK9uzfe+Yf1rmNR1MSXM0m7Jdziq+n6mYNQilLfKGw30PWuueGX1H2PW347mSk/a851/i3VUM1rCnRELEH1JrF07W5rS9SVSAAcH6VQ8Q3Zk1V1OPkUDg5zWVHORkg9KWCjF4ONOWzX5lVL+0ckei67qnnabCjkZMuQw6dKw45mVgykhgcg1mXOoNcaNbptceVJhm/h6cfj1qGW7kGml42KyBgMiry+PsKMoS6Nire/JNHfyagL/wpeAnMqAbh9D1ra0nSbiy0+H7HfSoqxjMMnzoeO2eR+dcLc21taaFHf6breovFNO1o5niEa3OE3O8YHOxWwp3eo9wPUoBstgPYV53s4RnJQ2bv6X/AOGLk5WVzkPFOpXMCW8dyiJIW+UxtkH3pyNx7VzXjq8L+J2hLHbFGoAzwM81fnvlg0ETqeTEoHPcjFY4rC6Qa3k/+GLpT38i/p99Fd3V2EAGxgMj+IetJqt9DaLbGVQzGUFf9nHU/rXPeHbpF1MIG/1iEY/Wl1+4WXVCm75YlC/j1NbLLo/W/Y/Ztf8Ar5i9u/Z8/U6/zE8suT8gXdn2xVLSL9Ly2ZVAV0/hHpWcl/v8KzOT8yr5XH1/wrG0q/FrfJJn5c7W+hqaOXOdOpf4ouy+X+Y5V7OPZnT3eqiy1ZIXH7powWPoSetWdVuXt9Je4hYblZCD+Ncvr0wbWZsHIUKP0qxHqHneHrq2dsvHtK5PUZqngV7KlWiu1/mxe2fNKLOi0vVI9Rj+bCzLwy+vuK888Rx+Vd+V2jkdR+YrR8LtBd+Lksb3Ubmzilfak0U0Uax9yWMnGMZ4HJOBWP4gW4i169t7kXCtFO6hbgASDBx82OM8c44oq040HUjDZ/mmbYZuU4t/1oQ6TD9o1nT4P79wg/UV9CgAQV4X4Oh8/wAXacuM7XL/AJKa9zc4iUVnQ2uVjXeaR53rj/a9YnjUZDOyDHfAArJjtw81vbgdWC4981sInmarcTkceYxX8WNQRWzf28WxhE/eZ+vT9a5Z4hqej0TudNFQ5Wn/AC2OxntY0VnBbjJxmq1pALuESR5B/utWF9u1RNcW3F5J9mYGTBVTx6cj1rQj1W9gvVh/dNCwyCY8HjqOK9aOZUW9bo8KWX1IrozJ121Ztb8rHznZj6gcVk20LT3i2/CsxI57HFdBexyzavb3Q5GcPk9OKR7FRq0V8mACcSA+uMA15GJrudS8Hprb5nt4VxhS5ZrW35HKRqba7eGUFdjFHB9Kv6bePpOs2uoJy1vKpbHfB5/T+dWPGVt5en/2hExSZGVHI/iH+IrL8QaFrHh/QNJ1C9muBNfbxNC0eBAAEKBjj7zK2cduO4NevhsTGpRSl2s/lsefWpt1HJepxdySIn+lV7f74oorHCHRWO90iVk0YODyitj8M1y0kjFiSeSaKK1wK/e1fX9Wc1b4Ymx4alY3Ey9ioP45/wDr1jahIxvpjnq5oopw/wB7n6If/LtC2ErreQkNg7gP1qxqkrHVZD6EL+FFFVL/AHmPo/0BfAx2cAUw6xd6VrcepW5Q3MQYKZF3A5Uocj6E0UVti18Pr+hNLdmI/G0DsMVrhj/YC8/xY/WiiuOt9j1RsupUjJwK2dDuHhe5ZcHMEgwenSiiu7Ff7vL0MF8RhyuzMSTQpO4UUVrLcOha1ONYLsKmcFVJyc9qqxMcNzRRXPh/4cSnua0LE6PMh+7kP+PFViT9hk7jevFFFTR+Kr6/ohS6GvqniqTXYbeKXStNtWgRIontUkUpGOiAFyoHOTgcnmvaM4gH0oorj+2y6vwr+ux4h41mf/hMb7no6j/x0VJeTyN4VsCT1bH5ZxRRXVU3peq/JkrZlDSJ5E1S1YNg+ao/XFS6hPI2p3O5if3rD8jiiiu1f7xfy/Uzfwj0vZl0+W2BHlu6seOQRmokkbc3NFFa0vin6/oiZdDX1NfLvV+ZmLQxuSxyclRVjSAGedGUENCynI9cfrRRXPVdsI/QPtmJDrjaRc3UZ07Tr6KZw5jvYPMAZAcEEEEdTkZwe4NVdR1C51W+lvryTzLidzJI+MZJ68DoPaiivMxu79T0MJ8SNvwJaxXXihElBIELkFWKkHjkEV6VqF3c6bKII53ljK/8tjuI/HrRRXPDYWK/iHP2bMwkyc4kKj6DFTROTfSpgYWNT+eaKK822rNEJJMw1O3iGNrROTxzwRTNQnkhnswhwHlw3uMUUVrSSclfs/1Ik9BmuzSW9kHiYq3nLyPxp2qyM3h+STOGKoePXIooroopctJ/3v8AIzm/el6GVqlzLdeCpHlbcyyAZ78VzFx4h1TU9OttLvbyae2gkeRRJIzEl8ZySecbePTJ9aKK66aSdRLuxdEf/9k=", 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", "info": {"video_id": "111750", "label": "lifting up one end of card, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f5d876de7e49796168016a3f5213a8608e1b4db15b83e1043377c55ddf39f7f5"} +{"episode": 49303, "episode_seed": 598780896, "split": "train", "timestamp": "2025-10-13T03:21:17.762594", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 598780896, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 trailing socket behind the furniture'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "60200", "label": "showing a trailing socket behind the furniture", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "60200", "label": "showing a trailing socket behind the furniture", "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": "c19f965b2bfdcfb3525d60a6465b546aba2bc57a5a55b8cb68eb54bbc89c421f"} +{"episode": 49304, "episode_seed": 702058568, "split": "train", "timestamp": "2025-10-13T03:21:19.149372", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 702058568, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 blanket and mouse away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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m9toJMvlZJVUjLnHBNbOwHxpv7rYn9XH+FKcbpGsXZnCXPhO3mubRDECJb65U/QK3+FZXxZ8LaZpPhyGbTLVLeSeURMV/3GNelpEv2zTTj/l9uT+klcV8b5Nnh2wUd73+Ubf40QjZMqUryRytnZ3Nhp6FZSyCzWNVx93CjP59a5LxLp72+qW7vcPJKLZ1BPXGRj+tdWmpiXw5ZStG0ryxjdsbbg4wf/1VyHjKee91MxWxxM0I2gdR1J/TNazd4FyS0ZhWvgy+vtCk1Z0lkiS3Fw7+Z91ScZwRz0p8Xh/Tf7CmufLYzKjhSzn7wGeBWn4X+ICaJ4L1zQ9Ttbm6a7g+z2sgYbYRg/Lz2yc8e9ZcWtuugTL/AGczRoxzIZlGMjH3ep+8K55KfQxdjV+GzP8AaojGfnRSw/Bs102tT+fJLJ/ekJ/Mk1z3wnhaTUPMH3YlOfxNaV9Ptwf9qulNqnZ92c+jqP5Gv8Ph/wAV/pX++/8A6A1ey+L9OW80a4lIBMcLYzXjfw9mjTxxYTzSJHEhcs7sAo+Q9Sa9u1LULK90LUha3cE/lwtvEUivt44zg8Vk1dM3XQ4C08LwyaJ4fLxjMrRkn/gDGvHvFFpAbhbSNAJftBjHHPMhAr6E1ExW/hfRo5H8tUhRy+cfwY/rXhmta/ba5440XTrSBYreLUIYy2OWPmKD+FXQpWbkyqsrxsiTQtHlTWtbWGUxGOVYht/uqxyPxrR8QWcl3p1+800iqtvt2Z+U/LwaTStQCeNteiyNj3E8ij3Eh/pUWr6i39h35MIhztxznParpvQppcpwsumz6jd29nAz7VhdiA2MhcVJc+Ehpetx2GowyI7qjbN+eG6HIqmb6/0zVLfUIXkWM/LhTjemfnX6HHNdN4v8dWnifxhb6lYaZcRKkMUBikdcllJ7jjuB+Fc1pWuiXY9S+FekWej6VPPEgWOZ/mHJORxVvx1KqyxhJMxyfMFxjGAR/Wp/h6FuPCoupIGgYMX2hw3c9xwa5nxZqNzeajvmZfJC4iAAyPXkde1ehdRpJPeyPJipTrt20ucjcnM8h969y+GSbvAFmp6FpR/4+a8HmuNzMo/vGvc/h9qen2Pgixiur+1gkBfKyzKpGXOOCa5N2elHYzLvw7HJ49jhKAoLNn6e4rIuvCcEtzZoYQRLfXKnjsFb/CvQljDePC/93Tz+rj/CoY4l+26Uev8Apt0fzElZez1N1LQ81+LXhDS9L8PW0umWqW73FzHE5X02k/0rh9MtZxql6DKxWTap56DPFe6+N9Mt9YhhtLsottC3nEt67SB/M14yRbW+uXEel4uYY2GXJztOR0rthFcrZkr3XY57WrFbPWpgruz+QilieScHn+VdH8HPDE8mux6vcB3T7Orhi3Tcf/rVy/iaWa71m7it2zKRhcduOf0rvPgRrc0ialpN15sjgRrBIW4jQbvl+mf61lC/tbxM67Xs2en+OnvoPDFy2myeUwRjIwODjBPFfLdnO9xbGV2LO7MSScknNfR/xG1Q23h26s4LVpyY2BwSDyO1fNekqfshRsqysRg1WIl+7UTlwsLOUn1sdxqE/wBwZ7nj8Kxr2c7oSvUkjFPv5/mUZ45p+iwxXmu6VFPjy2n+fPTFZJ3Z03sjuvh5qLaV8PfGeoyRM7RBF2dD90jv/vVbf42SQxaey+GJ/Kt+MtdKN+EK+nHrXP2/iqy1DQvGmk3Wtw2XnzIlq1yGYvEmRjcOSeByc9a87nvUMckCOHCzko3QYx157VU1ZmsZXR7Z4P8AjZZXUi2eo6ZJaWqu7tdrKXCFmLAFQuT1xx9aPCNxb2Wkaz4hYblnuJZFO3sGOP515JZ2/wBj0+OEtGRKu8lGyMknBz9MV7L4DWGf4e2KS8r8xYY6ncTXTGmkkzNVLto858e6lqutyQlLKc26bWHyn7xU8123wKEx0/UHkDbVfylB9QMn9TVrX9aisIyZLREjRgQ3p6Ve+D2P+ESu7rA/f3s0qe4zj+lVKKb5/I568moWJteit9UeYGZ4LkggBj1xnj3r5yvLgnxDOrwJGyts2g5xtGOp9cZ/GvpLXr20a5MHlOwdSSWHMbdufT3rwPTtHsde+IV5ZG+ntY3854SI9zs6qSEPYdDk+g96xrq6Lo2tZGtoE4WKbt93+tK1xuY89SaxvD11I0E5dieEIz261NHNudRmuS1tDdBZPJNeWq4JVrhEJxkZLivcfFXxH/4RX4gXNqujzXzC0iQbJlQDJLdwa8nh1GPQvBVtcRSlLm71EJIAeDErBjleh6DB6jPFT/ELV9P1PxmdWstatr5Z2hASBGBiA4wc/WtXHS5UJJ7npkXxClVLSZ9Lw8Essm0zfe37uOnbdXKfEbxjZeJtF0+GHfFdJK8s9u5LGP5do+bGDn2pyWTvErrnbjNcT4htWg1QSHhWrWFNNWCc7anU6C00fhmCSBBLtRlZSenJ5Fedavf3kWuXFw4PmJ8ox05GMfka7zwvfqumyWpI/wBYevoea4/U1H9rT7gMs+Tmh0r+6TKr7qZy80iuoYtg4GV9P85qRNT2WE1qYVZn6SFj8vIJ46dql1qEK6SgYJO1j/KsmsnDldgTUlc9o+D9qJ7O6n27csAMD0FYeoXAyo/2jWxoqx6J4Tt73QNa1AwPctBmWJYlnYKC7xDrtB+U7ueR9ByV7P8AOMn1qqj9yK9TGMbVJPuMu5iWixySSMV6H8PNQOk/DnxrqDxMxTy029D90jv/AL1cHo8MV3rmmRTkeU0/z56Yrp7fxTZ3+g+MtJudahsjcTIts1yrOZI0yu3cOc8Dk561KV0bKVmdtD4i/wCE/wDDsdutm+nfZwIQXkDlgABnpx0rnE+GdhpWsWGprrqqtpcx3D+YFOQrhiOOe1QfDRlm0vUk80eStwcuOOMD9KoeNtF8PwMt5aXEqXLAsFVyyvj1FbU1eI5tIzdIkW78X3UqvgTNMyt/vMSKj8ZTXgtNkgXaGAwh+8exrK026NrqVvIDn5gOPcVteJW+1WkTDkbuTVOklojP2raOFluJGjSCUMERSAx6DPJ/WqyXPkTiRfmwwbHrW5JD5tuVwCW4xj1rmWBVirDBHBFYzpcg4z5j6y+HqG48AabJCixrLAMpknHHrXCeLbUabqAjywLlmKl9w69RR4N1K7he10OfWb2ytNiopjljRY/lBJJcYxjPuTXMa5PdR6ze29zPPI0EzIBPjeuCeGxxn6cVrWlpY5qMGpOXcz2m3MeepNULJnmu7VdpKtcIhOOMlhTUly6jNbUGoR6J4OtriKUrc3WoBJADwYlYMcr0PQYPUZOKwgrnVex6z4q+JH/CKfEO8t00ea/ZbSOMbJgg5JbuDXMW/wAaZm1DS7f/AIR8iRLmU/NdfeL7hjhe279K5L4jaxY6l4ul1ex1m2vln8ohYUZTEAMYOfrXOaOPP1uO5BULC+8cjOSeOKFF81jRySjc9v8AHI8Q6/bQ2+lQlVdvMYPN0GMYzXDaV4b8QaFbXzXMCxtISTlgwx65Feo77+XTU/s2UQSlBiV1ztP071yT32txw3Fvrd7FczAnEkSBQRj09a6ltYzejueM3t1cW+rXMgyXRmGc/eJ4NesfAW3EtzqN4B8y7EI9OM/1rya9JbUpM8EyHOfrXuHwOiEOn3s2BullIHvjAqKdO0nIwrz9yx1PiSG6W7eT5SjD7hXivA9bbbr9yDCIst90dK9n+KVxqdlphmju5Il8xRuTjg9q8h8YaHrGlaZpWq6jPcG4vWlEkTx4+zgBCgY4+8wbJHb6g1nW10HRvyntVz4f0aMq8Wl2kZJI+WMevvmuI8caba6e1pqNrEI7gsyHbwDwTnHrRRW8kjK55l4Z1JtOvxd/ZbW6bLfJdRCRMk9cHvVDU0W+8STeYqxiQhiIlCgZHYdBRRWC2Olb/I6W+AiJjUDbGvy8dMcfyr2DwDEsfhS0jA+URqefU8miiuuXQyp7s5j4nSMdJlHQb1HH1rsfhhi0+H2mtGAd0RYhuRksc0UU1szHE7Ib43P2KO4aAAFE3rnnGRyPpXzZZazd6T4kOp2xQ3KO+N65HzAqePoTRRXNV6G9E9O+DumWF/HqyXlnDcbPJCGVcleHzj8hXoFxoGlyW8kH2KFY3G0hEC/liiiiK91BN6nhXiQeRc2tmhPkwyybQfY4/pVi81ZrnwxBZfYrGJYGTEsVuFlc7hyzdSaKKh7lrY9htEX+zIjjnAriPGqKLffgbl5B/GiitYblT+EoeGxu02Zz94TqAf8AgP8A9asXW+dXuDnkMvT6UUVr1MX8Jn6sitp8oI6AN+NcuDg5xmiisK3xF0fhPW08QtrmlWSyaZp9sYkSOM2qOuxB/CAWIA5yeOTzXo9x4f0ZdrxaXaxnn7sY/rRRVRWhL3OI8baZa2D2uoW0QjnLMh28A4UkHHrXm/hzUW07UBdi2tblvmGy6iEiZPfB70UVlPR6Dp6pnb+Cp3lvta4VFm2syIu1QcdgOlc7r0j/AGvy9xKxqyqPQUUVvTHP4SlYMTq9mDjHnoP1FddrsSx6XKq5wJQP/HqKK16GUepyn3FOB1Y1gajGo1MDH3sZoorKvsVR+I9ZbVDpl1dxfYrK6hcq3l3UO8AqowRyCOvTOD3q54Fjg8Raprt3q9tDeXEkkbmSROQTvJwOg6D8qKKmnqiXujpZ9A0uSF7f7FCsbjaQiBfyxXh/iDMNxb2ik+VFLJtB9jj+lFFTNaFx+Il1LVWufCsdkbOyjWADEsUAWRznqzdSaZ4aiWJI5FJ3SSru/D/9dFFKnui5bHsfiTWL2x8ORfZpPLLLgkDmuT0WeW50K4lmkZ3+1Y3McnBQUUV0x2ZEn7yOD1FF/teY/wDTT+le+/ByNT4XdsfMzsSe/WiiphszCvsYvxZ3QaNcRo7485OrEk14tceJdX1TSrfTL29mnt7aV5UEkjMSzYHJJ5xt49Mn1oorPE/EvQrBfwj/2Q==", 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", 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", "info": {"video_id": "133409", "label": "moving blanket and mouse away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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/tYJAXyssyqRlzjgmthYw3jwv/d08/q4/wqZxujeLszz268JwS3NmhhBEt9cqeOwVv8Ko/Frwhpel+HraXTLVLd7i5jicr6bSf6V6VHEv23Sj1/026P5iSqXjfTLfWIYbS7KLbQt5xLeu0gfzNVSh0HN3Z4VplrONUvQZWKybVPPQZ4rN1qxWz1qYK7s/kIpYnknB5/lXQkW1vrlxHpeLmGNhlyc7TkdK5nxNLNd6zdxW7ZlIwuO3HP6VvXSSaRMb2Te51Hwc8MTya7Hq9wHdPs6uGLdNx/8ArV7H46e+g8MXLabJ5TBGMjA4OME8V5h8CNbmkTUtJuvNkcCNYJC3EaDd8v0z/Wu6+I2qG28O3VnBatOTGwOCQeR2rSg3FRbPNxUeebivI+cbCd54RM7FnaQsSTkk5r0bWZ/OaR/7z5/XNeZ6QpFpsbKsrEYPrmu9vZ9qqff+lckXrI7WtjY+Hw/4r/Sv99//AEBq9l8X6ct5o1xKQCY4WxmvG/h7NGnjiwnmkSOJC5Z3YBR8h6k17dqWoWV7oWpC1u4J/LhbeIpFfbxxnB4pNXTNF0OAtPC8MmieHy8YzK0ZJ/4Axrx7xRaQG4W0jQCX7QYxxzzIQK+hNRMVv4X0aOR/LVIUcvnH8GP614ZrWv22ueONF060gWK3i1CGMtjlj5ig/hV0KVm5MqrK8bIk0LR5U1rW1hlMRjlWIbf7qscj8a0fEFnJd6dfvNNIqrb7dmflPy8Gk0rUAnjbXosjY9xPIo9xIf6VFq+ot/Yd+TCIc7cc5z2q6b0KaXKcLLps+o3dvZwM+1YXYgNjIXFSXPhIaXrcdhqMMiO6o2zfnhuhyKpm+v8ATNUt9QheRYz8uFON6Z+dfocc103i/wAdWnifxhb6lYaZcRKkMUBikdcllJ7jjuB+Fc1pWuiXY9S+FekWej6VPPEgWOZ/mHJORxWl4xlVZQEkzHJhgvTGAf8AGj4ehbjwqLqSBoGDF9ocN3PccGsDxJqNzeaizzFfK24iAAyPXkde1eg2o0knvZHlRUpYhvpc5a6OZ5D717X8Nlz4Es1PQtL/AOhmvD5Zw7suP4jXtXgLUbCy8F2Mdze20EmXyskqqRlzjgmuPdnpR2Kl3oEUvjuOPYDGLN3xj/aFZFz4Tt5rm0QxAiW+uVP0Ct/hXd7AfGm/utif1cf4VEkS/bNNOP8Al9uT+klZez1NlPQ80+LPhbTNJ8OQzaZapbyTyiJiv+4xrLs7O5sNPQrKWQWaxquPu4UZ/PrXVfG+TZ4dsFHe9/lG3+NcmmpiXw5ZStG0ryxjdsbbg4wf/wBVdEdJaBTV1qcp4l097fVLd3uHklFs6gnrjIx/WuetfBl9faFJqzpLJEluLh38z7qk4zgjnpW74ynnvdTMVscTNCNoHUdSf0zUHhf4gJongvXND1O1ubpruD7PayBhthGD8vPbJzx71nUu5OxLstDMi8P6b/YU1z5bGZUcKWc/eAzwK1PhuXNxGYj86oSPwOayotbddAmX+zmaNGOZDMoxkY+71P3hW18JoWk1HzB92MHP4miip869TCs4+zdy5qE/3BnuePwrGvZzuhK9SSMU+/n+ZRnjmn6LDFea7pUU+PLaf589MVSd2K9kd18PNRbSvh74z1GSJnaIIuzofukd/wDeq2/xskhi09l8MT+Vb8Za6Ub8IV9OPWuft/FVlqGheNNJutbhsvPmRLVrkMxeJMjG4ck8Dk56153PeoY5IEcOFnJRugxjrz2qpqzNYyuj2zwf8bLK6kWz1HTJLS1V3drtZS4QsxYAqFyeuOPrR4RuLey0jWfELDcs9xLIp29gxx/OvJLO3+x6fHCWjIlXeSjZGSTg5+mK9l8BrDP8PbFJeV+YsMdTuJrpjTSSZmql20ec+PdS1XW5ISllObdNrD5T94qea7b4FCY6fqDyBtqv5Sg+oGT+pq1r+tRWEZMloiRowIb09KvfB7H/AAiV3dYH7+9mlT3Gcf0qpRTfP5HPXk1CxNr0VvqjzAzPBckEAMeuM8e9fOV5cE+IZ1eBI2Vtm0HONox1PrjP419Ja9e2jXJg8p2DqSSw5jbtz6e9eB6do9jr3xCvLI309rG/nPCRHudnVSQh7Docn0HvWNdXRdG1rI0dHnAik7dKjabcx56k1l6LcyNBKXcnhSM9qekuXUZrlStobIdZM813artJVrhEJxxksK9x8VfEj/hFPiHeW6aPNfstpHGNkwQckt3BryaDUI9E8HW1xFKVubrUAkgB4MSsGOV6HoMHqMnFS/EbWLHUvF0ur2Os218s/lELCjKYgBjBz9a0adrlQknozrbf40zNqGl2/wDwj5EiXMp+a6+8X3DHC9t36Vv+OR4h1+2ht9KhKq7eYweboMYxmvENHHn63HcgqFhfeORnJPHFfQ++/l01P7NlEEpQYldc7T9O9a0lZXCTvoeXaV4b8QaFbXzXMCxtISTlgwx65Fee3t1cW+rXMgyXRmGc/eJ4NezPfa3HDcW+t3sVzMCcSRIFBGPT1rxi9JbUpM8EyHOfrV1I8xHNy6HrPwFtxLc6jeAfMuxCPTjP9a9A8SQ3S3byfKUYfcK8Vy3wOiEOn3s2BullIHvjArU+KVxqllpZmiupIl8xRlMDg54qmuWKXkciles2eMa2xXX7jMIiy33R0q/fXAwn1/pUHii3tZNIg1qz1e/uc3ZtA11Csa3BCbneLHO1ThTu9Rz1ApXk/wAy5P8AniuJqzOxDLuYlosckkjFeh/DzUDpPw58a6g8TMU8tNvQ/dI7/wC9XB6PDFd65pkU5HlNP8+emK6e38U2d/oPjLSbnWobI3EyLbNcqzmSNMrt3DnPA5OetWldDUrM7aHxF/wn/h2O3WzfTvs4EILyBywAAz046VzifDOw0rWLDU111VW0uY7h/MCnIVwxHHPaoPhoyzaXqSeaPJW4OXHHGB+lUPG2i+H4GW8tLiVLlgWCq5ZXx6itqavEc2kZukSLd+L7qVXwJmmZW/3mJFR+MprwWmyQLtDAYQ/ePY1labdG11K3kBz8wHHuK2vErfarSJhyN3JqnSS0Rn7VtHCy3EjRpBKGCIpAY9Bnk/rVZLnyJxIvzYYNj1rckh823K4BLcYx61zLAqxVhgjgisZ0uQcZ8x9ZfD1DceANNkhRY1lgGUyTjj1rivE1qNMvzHlgWJYqX3Dr1FQ+DdSu4XtdDn1m9srTYqKY5Y0WP5QSSXGMYz7k1z2q3F1HrF/bXU08jQTMgE+N64J4bHGeO3Fa1paWOajBqTl3KbXG5jz1JrMsnkmvLVcEq1wiE4yMlxRHNudRmtmHUY9C8FW1xFKUubvUQkgB4MSsGOV6HoMHqM8VzQV2dd7HrHir4j/8Ir8QLm1XR5r5haRINkyoBklu4NRRfEKVUtJn0vDwSyybTN97fu46dt1eZ/ELV9P1PxmdWstatr5Z2hASBGBiA4wc/WujSyd4ldc7cZqox96zNE1Yb8RvGNl4m0XT4Yd8V0kryz27ksY/l2j5sYOfaqmgtNH4ZgkgQS7UZWUnpyeRXLeIbVoNUEh4Vq6DwvfqumyWpI/1h6+h5rd01uZxqNSscHq9/eRa5cXDg+YnyjHTkYx+RrDmkV1DFsHAyvp/nNdRqaj+1p9wGWfJzWBrUIV0lAwSdrH+VZyo2XMT7S8rESanssJrUwqzP0kLH5eQTx07V6x8HrUT2lzPt25cAYHpXiw5Ney6TpOveDPCmlTm7urWW8aRpbcJgQfdKBjj7xVs47dOoNOi+WaZFePNTaR6Vc+H9GjKvFpdpGSSPljHr75riPHGm2untaajaxCO4LMh28A8E5x60UVtJIwueZeGdSbTr8Xf2W1umy3yXUQkTJPXB71Q1NFvvEk3mKsYkIYiJQoGR2HQUUVgtjpW/wAjpb4CImNQNsa/Lx0xx/KvYPAMSx+FLSMD5RGp59TyaKK65dDKnuzmPidIx0mUdBvUcfWux+GGLT4faa0YB3RFiG5GSxzRRTWzMcTshvjc/Yo7hoAAUTeuecZHI+lfNllrN3pPiQ6nbFDco743rkfMCp4+hNFFc1Xob0T0n4SabYX8eqreWcNxs8oIZVyV4fOPyFd1PoGlyQvb/YoVjcbSEQL+WKKKcF7qCb1Z4f4gzDcW9opPlRSybQfY4/pUupaq1z4VjsjZ2UawAYligCyOc9WbqTRRWT3LjsM8NRLEkcik7pJV3fh/+uvY/EmsXtj4ci+zSeWWXBIHNFFdENkJ7s5PRZ5bnQriWaRnf7VjcxycFBXB6ii/2vMf+mn9KKKupuQvhPffg5Gp8Lu2PmZ2JPfrWL8WcwaNcRozbfOTOWJzRRVy2l6I4f8Al9H1PItW8VyeIobWKfSNMtTbhIontUkUpGucIAXKgcknA5PNe6z+H9GQI8Wl2sZ/2Yx/WiiuSn1PSqHE+NtMtbB7XULaIRzlmQ7eAcKSDj1rzfw5qLadqAuxbWty3zDZdRCRMnvg96KKmej0Jp6pnb+Cp3lvta4VFm2syIu1QcdgOlc7r0j/AGvy9xKxqyqPQUUVvTHP4SlYMTq9mDjHnoP1FddrsSx6XKq5wJQP/HqKK16GUepyn3FOB1Y1gajGo1MDH3sZoorKvsVR+I9ZbVDpl1dxfYrK6hcq3l3UO8AqowRyCOvTOD3rR+H8UHiLVNeu9Xtoby4kkjcySpyCd5OB0HQflRRUw1RL3R1dxoGlyW8kH2KFY3G0hEC/livCvEg8i5tbNCfJhlk2g+xx/SiioktC4bli81ZrnwxBZfYrGJYGTEsVuFlc7hyzdSa9htEX+zIjjnAoopRNonEeNUUW+/A3LyD+NUPDY3abM5+8J1AP/Af/AK1FFdC+Eyl8Zi63zq9wc8hl6fSs/VkVtPlBHQBvxooofwMj7Zy+ccivUtO1rUb7w7aWV3dzTxQu0imWRmJLYzkk84xx6ZPrRRXPA1qbH//Z", 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"info": {"video_id": "133409", "label": "moving blanket and mouse away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f57d7def8b8e04bf894ce87dec19f6bc6c5c3d761cab1f792ef598502f818754"} +{"episode": 49305, "episode_seed": 771827838, "split": "train", "timestamp": "2025-10-13T03:21:21.392238", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 771827838, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remotes with a towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "17302", "label": "covering remotes with a towel", "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": "17302", "label": "covering remotes with a towel", "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": "4b2b5e5935f293b6e2f42d7bbc55e67b65c74c649e9dc57ac9606870599ee03f"} +{"episode": 49306, "episode_seed": 2873685506, "split": "train", "timestamp": "2025-10-13T03:21:24.282811", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2873685506, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 playing 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, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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O5YdnH1xzWxp+kxW0DGTz5F6nY/zV0kGnW8FiqKoAQYHFZEUrG8kSKRS0RwYvauT2spO0TtUFHVvUx9R0Ge1n+2QmeS2mYHaoBZPUtnPFdPpFjZxo8tnPDOkhwZIowo47dOa0tPIkXgfKex9+1PsIbGLzILExBI3bdGjZ2knJ47V2w1szjneLcblTUYrNoEgvbmCCORuPNTcGI7YrUaAKgAGABjpWbrGiTavc2qCSNLaPLSbhlie2KuyWVzFDDHa3qRhM72un3bh+Pf2q9rsha2iZivBJLcLEXDrIVcOepHoPSsjWYsLFO0UUyQMZGhdtpkGCML785pLvw5qEuozzyXkaqWJV9mWPt7D0obS7G5Kwz6mt0yE5g8sjBxzz2IpN6WKVt29Tnpr6z1pRafZrXToj85mkVj07ZJA5qrPcLoys+nalb6jJIwWSNk4UDpt7etbdz4eg87clxMFH8BwQPpxWHq+m20luv2Ca4upw33Uj+6O5HrUNW0BpNXb1C41u6exlixCYmXayrb4GPqTTNHmuIJWaye8jcLgmIgnGfTnFWW1y81G3+zXNmVgYgt9mGGJHTFTW1/caYNulwSwTSnLPcplnHscdqLrYm6vdIh1S8vZ5II76S7faTt8xVDA+x4rd0PUtWstOiFjNdpbAllKxK69eTnvzVM3V9qUqtqNgbuSIFUAYqgB656c1q2HiHXbGeSKyjjjhTH+juoYJkeo/P8aTa2HdJ83KUY9TmGqyyNczI73AklRI9qscg5IBwCa9T2gjIHB5FcGm57xr+fR7+a6ZjIX/AOWSv6quOgPTNdpptybzTLa4ZtzyRBmOMZPc/nWlOV9CGrdDLtU8nUdUhycecsq/NnAZc/hyDWH4ui36ZkRGTbIPlBx1yK6pxGbyQqnzMg3OCOcHAH61latCkts6NCsq8HY/Q81XQduhXaIR2sMeMbI1XH0FcL4rIN9Gnkh9sWSzE4HJ9K9AumVhlSCOxHeuP1aJJdQZm0YXpUABy2Mex5om7RHZvQw7O31W5toXtorp4WzsMczbTjjjPSqcMVzNfiBkWSZ5NmG+cnnuc8AetX7zUNVS72JKbGMqMQlxge4+v1p6yTwwswisYyFO50cbz64I71kmrDtKWiW3kW7zw7d2mnzXEkVmqIhYlcZArZ8IWj/Z2vJURWkO1Qq4wB1/X+VcvZl5LmJItQ8yR2xslJZST2ORXpVoMKgyTgAZPetIbkyk5asp6/YwzaY905RZLddys/3SOODWl4QjlXQ182MRgyMUUeh74PIqrql0yeVbw3UEEp/eN5qlsr0GAAe/8qd4evJG1W7juLlJ5HhV96qVGFJHf0zScvfsP2cuXntoaerwljZSopJiuVJxjoQQf51FcrntRfa1bDdFFMxk6bkXcAc1JdcKTkAdapNNhytJN9TnNEtJbWzuhKZCTcNtLgjIHTHtWf4ijlk0yVIFkaRioAjGW681pnUoLaSaFvMI3ly4GV57cVka1eQTWkZjuGCvIAHhwSOD2ovox8r2OatdJWMvNqbyWFuw2pJJncze/t1omm0+G1dbaxkglOFWdphuHv1NN1KNDbMWmvZSMHEoAU/lU8smiXluLexiWGQkM0lwWxj0471incbi46SH6LcyPcBDDZ3zNhVW4BbafXpXc/2J58sjDyowEwqxRhQD9KwfCttBDLJskSeVvvOpOEH90A8j/wCtXbRHbGWNceIqWdkdeHhHl5mjC0cJbyyW7wW8zJ0EkY6+hOM1nx61qEGqLbXE6JGLlX8mRtzIM9A3cc8VqWsQN082fmZ2/nVTU7jTf7TRp5t0tsvEOzhm6jcc5x7V10/dgmzkq8rnodxtwKxLBGin1GBixCXJZc/3WAIxWta3AubOCfAHmRq+B0GRVVkiW9mZQfNkRWc44IGQOfWtzNHK+L4lbT0Yxs+2QDCnB5BFaDxCO2iTGAqKP0qbVoUmtXR4mkXIO1SRnn1FJdHJI7U1uNHAeK9p1CNDDvxDncWICjJrR8HLPLumkEhhKDyiZCynBIO3NN1eKCTUCZNJmvCFXDIzBfoccVf8OT3Et3drLDJbxqqeXC/Rc5yR9a5q8tGbUU+c6+ML5JB71jJEY7qTIADN1xWsMhBioPKBLFgMHmvPpVOSVzrqQ5lYUXcdtGxxlgpIA9awL7xHcXFiyGOzhk3KVnhVo5E5/UetS6tqkVsqpChaZTuA2nb+J9KZd+IINV082l5pdvZ7sbrlIw5GD0xx16V3U5uWrOOooQ93dmp4V1KfUJbsXFxHM4CEFBjgZHP6VqeII2bRbh4yQ8YEgwMn5Tn+WaxPDNxYW98lraO0zzKfMlkTaRgZAUZwB1z+FdTdIk1vJC4ykilWHsRiumLujAzZyGTI6HmuTtIEHi28IVwyxlyf4fmxXV4RrWMpkJsAUEYOKy0iRdTmlCPvMIG4n5cZ6Y9eKZRWucDJ9Oa84gmaO7SW0WaORiVVlkAZs9gMV6NekeTKeeFPA6niuOjaytSZrbTtQadR8jyZcIfXketTUaQ+pQ0+Ka2mLX0l1bQ7ceY4Ybm9MGtKfTZtQ2fYkurxUOXPAC56dT35rO1KS7+zxreSTTRM/wB0pj5u2OauaTZXRhY2i3cCs3zBSBkgfjUWW5S5/guT2MEennZq0UsTvzHECACPUk1cfRbvUJWu9Ns2ktz9w+cpzjrWddRXS3UUNzA87niPzSARz69MV23h7STYQLJKCsrD/VBson0Hr604xu7kycrcrZBpyWrFLGVr172NQJIY8YU+2T0reg028ttBW1WZlaPnYjdV3ZK7vXGQKbZxCDxE0gjGLm3wX90I4/I/pW7JGssLxNna6lT+Iqo00rhKpOVlJ3sZWmQWJtkvrRZVEqkYkbJHPQ++RVXUEmmmVSw+ysrJIoIDZPQj260/QiyaJFFIPnid4yfXDHmo9QtftM1tIpAMEhkyXxxjn6/SmklGyBylJ3k9TJksYoXHkyTRAdQr9frXN3dtLZyT3+tRH7PKwWN4mH4Zx04rrbg1yutaVdS21zcoszQA7jul/d+4x2pTSUbFJybunqY91YRajKp0zBCffMrrwOvH61JBdWF44tYYUilkPlqZXPyk9yKoadYm9SeS3t5Ywqglt+0Hrjp1qTS7aW7u4Ld4oVaUkASZBbAqFFE3k9W9zUOkNp2Lo3drMsA3eTEWAbn9etdV4d1tNTPlOpjnUZwVwCPb6VzN1on2S1e4WS1QxjJ2vg5/Otvw5pU0ZjvLp8uRlIwoAX3yKuG+gnGz3Lmo+dY3j6kqR3guHSNY3j/1Y7Yya6C00sCQXF0sRl2bdkaBVAznn1NVr23a50+aJDhyuUPow5Fa9pMJ7aKYHIdAw/EVfIua5Bm2kn2fW7nT0wYPLM+0qMq7Nk89xzT9SjjntZo5lLRMhDgdSO9MvE8rxLZzjP76B4jwcHbyPp1qW4JII9aOVK5SMhZ1uLKKSNnKMvyluCR7+9YOqw6YZ4bjUJZonTIiaMZGevPH0rcDQm3AtxII1JXEnXI6/rWddLAQDczyQxg/ejXJz6cUn8JSSbs9jjbjX76dXhnBeJjtLxgdDxnBo0sSXUzwrBbOUXcQy8D8zzVXUmt4dRmFvdsIM5VduSc9eCKtXcqzLFDDZx2Ts+QyEfP7cGsWlYUbp3Wp3Hh+2MMLO0USOTz5agAjt061vysVtifWsjSmENtDD1YKAeOvvWy7KYfoK8yq7yPUjpEwTObdXbzNoBLe9JHMZkP/ABMooxJzsEeX59cDrVqwi8yU3DjHJ2e49f50+xtIbfxPcSFP3k8IkUkcDBw349K9CnRk4pyZwzrOMvcJrYalbeHYYgfLMSgE7fn2buTjthf5dqs6bbxrELyK8luY5k+Uv3GevWtCVDJBIgYqWUgMOoOOtZGguToUKOu142dHHowY5ro5VdGUZySaT0Yah58swiC4tnQrI69VY9OvY81kPZmDAiup1UHkEgg/mK1b+CWea2aHf+6k3uFOAVxzn1FU7gjmqtqNNpWOUuI5oZ57zWI5YLZ2CxunRsdPpkc1s+FUtGuLo2skjj5Ml/xrG1uyvZ4bhle5eDO7YSPLx3HrVv4cCDzL94o3UHy/vDAP3ulceIS5WzajKamot6Ho8cA8vNcr4n1N7KAeSu5iw49RXUXd2lnYPK5wAK85utZvmuGngaMR9gyMT+dclCnzSuzpqt2sty1eSpeW87R3j5MeBbwqWGcdM96qaXLqEV6izz3EKAZMsyMFX8CKzNKtmnvIvsYuBLv3bsfKh9+ccV6G9q91pL2lxM0zPGVLt3J7gdua9JQujz3Oaad9inCk1xqNnPBfNdtDLubCEKBjnk9M1dvDPNqKW1zeNAsoAgES8O2DuGfbj86n0ARLolqI49gCYIIwdwODn8RVfXt0dzpdwNxjjuQHHYZ4B/P+dNU7RsDqTcue+pa2fZ7ZIi5k2jG5uprAmhnuwslw0lvKhI2R8DHY59xiugnIyc1iiKaOS5eQyNHJJujLdAMcge1W1shqUr81zG1EaglnMsDPdyP8qoE+YA9TkdcVkHyRGIrq/uIrpV/eRHOVOOldBd+YYZPJkaOTHysgyQfYVxGtwyi8E1+0zlxgSMm0k+nFRUSdkOMpxTlFl+0mOtJ/puptaiE/KZkUZz6Z/wA81JO76MBb6TqDXVs7b5GicjDe+OOmO9UdG0s6s0yi5gLREbsrjHX1pupad9guo1F1EdyjcVK8DP60tL2JcVa9zqvDtzHf3jTXMkzXqLhFlYnCeo7dTXYwGuC8KJaKn2tryQOHKKjLjdkeg7V2N1qMGl2huZwzdkjUEl29B/X0rWDViXboXbi6tba7sxO7CR5MRBcnJIxz7c1sq3ANcFp9xZ6iPt2qLdR3bSbkVckBR93A44rq9Q1m20y1WaVZZHcfu4okLM/+A9zSUk2DtbQdFHBC9zFBGyHzS8mTkMzc5HtWPr+5dNkkTbujZXG8ZHBFS2etx3Nsbq5jaCeTO+HaSEAJxz64NYus629zDc2drpd1c5UqzCNtpyPUUKSC6NG59R0Nchr91cQ3AhUTGGRRuMcu3HODxXQLqUMlugfejhRuVkPBxXHBF8ReNJtLn1W4tY1WXyfLTduZU3Beeg4JyfT3obUtAuht3FYWVzF9k1Fr2GQ4nPmYMa/h16n8qsyP4cS0f7Ktyt0eEldDgfXdx/8Arrl9Mn+0vA8807hiuQCMqO5NdZfabpUNlI0dxLK4XIAVueah6FWhbco2Fw1tcxtOkVwitlowOW/HGK9JtpFdEdTlWAIP1rzPSII0uo5J7OR7ePLTTOCoA/HjuK9D0m8truDfBhYkbYF3A/QVcWk7E3VjSuryKxtGuJjgDhVzyx9BU+h3zX+mRzMiI2SrKhyBg+9c1cNrP9p/2jdWsaWVujFLfPmHHTJA5zzk/StTRPEVrfSeTGIVnfmOFMruwOc56dKOf3g0t5m5ePJFHGyFQrSKr57qfT3ziqc5xmsm9m12znfU9RMLWiKVFtAS4jz/ABEYyT71nHWp9Yf7PYXlvbybS7PIp+6Ov40c6uK6RNaKI3v4VDDbcluc87gDxWfra502c72Qqu7cpwRg0s8N7oVvPeS38V9HIwZ9nzFffGeBXP67rEl7pjJY3EaSlvmXkFl9KOZPQOYhstfa0szAsVveYYsHnY7ue3TpWvZR2l5snS0WLYTt+YNk+tZOrWkem6DHqlnq19PG1x9lb7TCqLOdgZnixltqn5SG9R7gdDplqERIolAjUYrmrvlR00Em9DatI/LTzOpNTTTFoVhUkNIeT6DuaRcRRYY8AVk2ElxqGrSXsW02cYMIwc++fzrkoQ5567HRVnaJ0VsoVAqjAHAFSuqJdW0rSLGQxUbsfPkdB+h/CoVljgheaaQRxINzMewrFjkTxBMmo/b4YI4ZSIYZAAQBg557n1r1ZSUVqeekm9WdiprPt4Irb7RDFKznzWdlb+Atzge2KszXlrZWpuruZIoV53Mf0HqazLXVrS/R76NxHHLwqSEB/lyMke9DaQIr647xadJLGMshDY3bc8881FPz+NUde8Qaaltc2ZlaSRkKlY+2R69KItQt57OFlmXdsXIY8jii63HdGLr2o3NqfsytdeTKnIiwVHODkVteELGGyku/J1FLwNszt25Tr1x/niuViey1jxv/AGVqWpz20DyGOOWOaFFi6EljJxjGeByTgVo+E3OjXXiGOYzKbebyglwqrIu0uMMF4z0zjj0rmxCvB2NKLXtEzp/EgvdUiNrZFQEwzsTjp2Fcx/wlMpmeNo4IjnaVMHQ/nVe4sdUvZZLnZKElORiUgYx7Vko9077ZJI02ttLO23cfb1opQUY2HWd5Xueh6PYR2FuEVlkduXkUD5zW6o+XisTSLOWxtI7aUruXOAvYelT6xrMOlRRW4lAvJyAoA3eWCfvEfyrpTXLcyasalh5afaI45VfbKSyjGUJ5wfxyfxpdTt47iyYSytCiMshkXGV2nNZ2h2MVjPOI7+K5MvzHaRnI7n86s6trOn2Mi2Ekoe6n+Tyl52Z4y3oOaSkmriaSejHStnkd6w5ZXGrSQnJRoQ6ndwDnBwO1aNxeW1tb7pbiLbGvzMG9Bya5ptcsLrXYPJnY4idC3ROx/pTumO6LsuRkqcHsfSuUea48R3vlPemOaFCwNzCAM5wcEVreI71rfSmmt59jB1+ZWGcVzPiXw5qmiaNpV/qFxMJdQeXfBJEcQY2lAx/vMHzjt065qZWewnZmhrsEWmWtvJZRrCd2CFHDfXNavh22tdUs0lu7SB3MxTJToMUUVm9hLcq+JdttPAIFEQVTjZwOpPTpU8Hi3U4ld/3LEtgbkPygDtzRRTfwky0Kd1qdxrE4kuAiyQgbWjXacE9M+lXLPxXqujw/ZbeVXjyXzKu45+v4UUUdCE3Yqarq1zql2L2cIlwAFLxAqWHvzTLbxZq+nRRW1vcARoCQGUN1Oe9FFHQJNlDUtUudSuheTlVuMBS8Y2lhjvWfYa1d6bqjXsRR54pH2mVd33lKnP4E0UUIqJPpd01gk/lRxkSIFYMOMDP+NLpOo3Fpeo0bfKhYhDkr0NFFA2aE/iXUbmRrdnjWJvlIVOo/Go7JpA4VJpYxv3fI2OR0P1ooq47EJtyNC48/7LJI97dSFRkB5SR19KnXToEwRuyfRsfyoooOmMVfYW6tFhtZ3SWfKpuAMhI/KqM1nDGoO0n2J/woooKlGPtErFS5iiWFikSoRjkE+v1qnrNpFHYtIm5SGXofeiikh1oRUtEV9f8AFEuu20EUmmafamBFjje1WRSsag4QAuVC85OBknmvStNUCIEelFFcuL6F4fdkGtSSG2EQdlErhCV6gE9qwLzOiT2tpZsfKdRK285Jbdj+Qooow/wmeJ+I7kW1vqQkgu4Vlii2OqNnBJU8n1rnPE0a6Ylo9n+5UlkMaD5Tg8cfjRRXQ/jMX8Jr+HJf7a0YTajFFcvFMUQyRg7QAOgrJ8Wg6fdwSWbGFZAwaJAAnHfFFFQvjB/CR6Tq88VhA5igkd3kDM8fJAxjkVleJLuUXNtdREQvKpDLHkLxx06UUVXUl7GJYa0bd7w3OnadqCzS7mW8tw4DIOCCMEdTkZwe4NXbKefVb6+mupmMl86yTsuBuJyfw+ntRRTlsXE1Le+uirWv2iURROIkAcjjpWpB4V04PvdriUrkgPJkUUUiUU/DGpXBu7wsVbZbtIMr3Xp0+tdi2m2UrrdPaQtcSFWaQrliTj1ooonsioHDLql7putSQ29y+1Z/LBfDHbux1NehXGmWDGY/YrcNJ1cRjdk989c0UVM+goHmq31zHqa27S+bGLgIfMUNkbsYPFdiqwXEUkDWlsq7mQFYwCo55HoaKKqQonlusXtxGktsZDJGs2Pn5PB9as6hqt7qem22nXlzNNb28jyoHldiWbGc5PONvHpk+tFFUET/2Q==", 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", "info": {"video_id": "84203", "label": "taking playing card", "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": "84203", "label": "taking playing card", "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": "f78b2c2573e437d65ae3324e284c2c7d9850e7e0e59aecd6df8fb7875d8213e3"} +{"episode": 49307, "episode_seed": 648389299, "split": "train", "timestamp": "2025-10-13T03:21:26.194319", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 648389299, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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w3vTTE1oen3OqW0R2hy5xztGax7rXYVcoEYnuCQKbPdTMDmUkYPQCsqSR5JMsxIxjk5pe3TM+U9o0rTnLfaZ/mkfkn0HYCue+Jt80Ojx2qkgSuAcdSK7uzUC2WvLfiky3GrWFnhvmPUdOSBWSOm+5r+ARaab4dO9MGfMkkhH3vqfYV5vqclvLrF26ZCGVtpH1r26PSLeLw3HahAFWIDj6V4XcRQR6hMqSIUEhH3Qe9XB33FOyWhMkUGcYdmbkHOcU6WKP5t3nAr1w/BpIxEF3JIPlOSwizSM0ZAZZHYnqRB/9atLGdyi9vAwG4OMcf6yqk0MeSFC5Hq9XJ4Y1Jw0n02D/AArMnEZBZlkJ/wB0U7BcqSxoCSVx9GrrIpjJZQvvYgxrwW9q4yVUPTI/4DXVaYwk0i3I7Jt9OhrOrohGbrU7p5IDNzkHH4VmRuA24tIc+oxV/XndGt9pYfez+lUIpnLAbnx9RWtP4UYz3NGO5MaE5P44Nev+HIBDptvboPkRQpP95urH881wPgrQ01rVGmuY91vZgPggfNIegP0HP4ivWrKyCtGqjCqOlRUfQukup0Nmfl+tWJpAiccse1V9wt4lA+90plzcRWttJczMAqKSSazRszifiFq62WkmwU7p7nqPRR1/wryOaZmU4TPPGQf8K6fXL+fVtQnvGc7ZGwikYCqOg9a5m6Uhxmck9euP6V1QhZHLOd2Z08rcZgUfmP6VNoc5bUiMABkI/rUE8ZHzG4Az0+em6XLjV7YebuyxX8wacloSdPJkNkdRzWXd63e6/dxpdTPMzvgAnhfoOgrUlHPQdKzfCFg13fNchOFIiT3Y9fyFczlyxZtQV2er+FrH7Pp6/wB5zXoNrGI4FUdhXPaRahDGgHyxgV00fCVhE6qm1jmPHD+bpkViud91KsQA75PP6Zp2t2cdr4ZaJPkEceBjjtV6ewivtaiu5hlbXPl5PG496534g6qItPWyjciSbrtGSFFNasE+VHlk8ceSGVyQN2Q+M/rWc8UBHzLwP+mn86vyMrAODOxJyT5QH9KqXEUYPWXOORgA/lXTYxuUpY4Q2F8sH1LmqMqJnLBfwY1Yn2HJZJCR6kVnyhD2YfgKdhXOsspd+m27Bj9wDGfTisTX9zfZ8FMjd94/StPRnD6TGB/AWXP41leIwxNsFBPLds+lYR+OwGdGJQM4U/TBq7FFOcAJ1+gqjCshxw3tgAVo29tITyCCR/z1FbWEX7W2bdjacjuZAK1YVaFw2Y+hyXlxg1StrAFQWlQ8ED5ia1obMiIIVjwP70ZPP+FFguROVyVNxBhu+4nk9+tVZoFjBzLnHYR561rrGY1ZnOVHQxxkdfTiql0FKbY0Ck+sR496dh3OfuFhAziQlv8AYGKzpgm4tlhjoNlblx8qnaYWJHDFTWLcLcEnaYyOh2YoA7bPmQI/95Af0qiw+fnPSrNk3maPayNnPlgNn1Ax/Sq8oO4j1NcezBH0Lb8RAVw3ibQbjWPGOlSqF+zxPufPUgc128ZxHVa2Qmd7h+vRfYVa2NrakHiS9XTPD9zNnG2MgfWvDYoInZndnLE5J+UZr0z4k3jpptvboCxlfJX6V5pDE/mbvIAb2ramtLmcn0LUcKLnEhAPOAw/KlZMNlXkkGM4JH8gatRCbJ3IuOhyKJY2CYMPHfFbWMzHuOVOInUntsBrImAT+JW7HcnSti5QqRi3bA6kc1lXChScRSAnuM8UgMW4E2cqIz/ugV0GgljowDLykjA/5/Gsed1GQdx/3lqTwojanrs+mNqc9nG4kaMRJu3OEJC+w4PPt71nNXVhlnW4yWiwM/e/pVGGNUUu8Y2gZPH/ANeqsF5c3gBnuS2ACNx6ZrqPCWkvq2vRROwe2t8Sy46E/wAK/wBfwq4e7EylrI9Q8D6M2m+HY/NQLPOfNlHoT2/AYH4V11nDh9xHA5qLT4fMCoO1ac6CCEqB19KyerNolC5uVRmkdgqLkkk8AVwniPxFPqStbW422vruwW+voKt+J9TS4ZrGKUKCf3hHp6VzJgTaPmP4VvRp/aZjWq/ZRlzxtkbfM6c4b9elZVwJBll3H1zg1t3MKgbS78+9ZFwkcY/10nPY10NHOmZE6AnDKPoU/wADVOCNIL6CQY+WRTwT6+9X5dnIE7/jWNqckkNoXjnIYMMVlI1R284AJHbtXTeDtJW0t7ZCozFHvb3c81wmqqkOgwalp+s6hMr3P2bNxEsazkJuZ4gOdqk7Tu9R7geueHbYiLcw5Y1w1VayOrDq1zrNMi2QZP3m5Nag+5VS1TbGKsM3y4FQjWWrISoCkZ9ya8k8VXK3uvznzDtj+QAH0r0bxHqy6PpUkijdO42xr6mvKN100jOw5Y5JI6nrW1KOtyaktLFJo1Lja7kc8Fxx9Kpzk7TiNkPoNtbEkcgX/V/L69KyrmNxwtvwOTgit7GNzIlGzoxJHUMlZVx5pPDRn2AArZuI8EkW7A+3as6ZtpwVk/EZpDRpeHtx0+ZWHzLJn8CKq66gZ4Pmx16/hUXhJre98UPpt5qFzZwTsFWWKWONU9SxfjGM8DknAqtqUc6atd2dyLpzbTPGqTgB1wSPmxxnAHTisuX3rhcaqqoO6Rc+vBrUt1gCBhIzZHZRVG1hJAxbr/wM1s28Mq4+SEe2OlWItWjgcEyOO3atiARuhHkt65zVeySQYykXA/u1uW8blfuovHZM1aQrlUqApCq49SuefxrOuAu/HlTbenQ10DQs8eSxHHpVC6hn2EKcEjg4ptAcxdIFJCpMPfmsudhgqVfj1Wty7gut2N5J+lY9xHdBjyp+tS0UmbmiyhtFjAPCllI9Of8A69JMDnHH1rFNzc2vh6aSOVo5VuAMoexqbXtK1vQtD0u9u7q5Wa9MnmQsmBABtKBjj7xDZx2+ua5uRtsLn0ov+rxTgAqgCiipOg81+I+ZNTt0YnaqEjBxXKQx7NpDvyR/FRRXTS2MKm5rQKS2DI+AT3ps643jc3BxnNFFbGTMW6dkUkMc+tYE80hB+c9aKKTGjNnnfPWs2w1O40rXpb+22edETt3rkfMpU8fRjRRWbL6FjTUXbKCoIXAGa9X+G9tFHosUqr88xMjn1NFFJ/CQviPWNHUeUxxzTNfmeDT5ZEOGC8GiioLR5ao8yRnflvvH3Jqw8Y8lDk8jNFFd62OFlOaNWXketY1xBGwJK0UU2CMW6gjBPy5+tc9rUMa2bEIPvrRRWUjWJZ1XxK+uWtpHLpenWxhjSOJ7ZHUoi9EALkAc54HJ5r6J0eNViiAH8Ioorirbo7KHU6JBhRindM0UVmaM8w8bXEtxrQhdjsiUbQOOtY0EeXwWb86KK66XwmNT4gmjUMRzWTdLsHDN+fSiitDJGFcM/wAx3t1rLnmcADNFFQy0ULDXX0y/u420/T72KYh2jvIN4DJ0IIII6nIzg9watC+udS1C7vbqUvcXDebI/TLH27fSiis3uNGhCSCACa17djgnPSiimI6K0/1anvmtiNyIsDGGHIooqxFlkVYZCB2rLulUZwo4oopsDnr9/mPA6CsO7b73yiiipKiVJHJ0S8XsJoiP1qjea9qeoabBp13eTTW9vI8qCSRmJZsZzk8428emT60UVl1YH//Z", 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w3vTTE1oen3OqW0R2hy5xztGax7rXYVcoEYnuCQKbPdTMDmUkYPQCsqSR5JMsxIxjk5pe3TM+U9o0rTnLfaZ/mkfkn0HYCue+Jt80Ojx2qkgSuAcdSK7uzUC2WvLfiky3GrWFnhvmPUdOSBWSOm+5r+ARaab4dO9MGfMkkhH3vqfYV5vqclvLrF26ZCGVtpH1r26PSLeLw3HahAFWIDj6V4XcRQR6hMqSIUEhH3Qe9XB33FOyWhMkUGcYdmbkHOcU6WKP5t3nAr1w/BpIxEF3JIPlOSwizSM0ZAZZHYnqRB/9atLGdyi9vAwG4OMcf6yqk0MeSFC5Hq9XJ4Y1Jw0n02D/AArMnEZBZlkJ/wB0U7BcqSxoCSVx9GrrIpjJZQvvYgxrwW9q4yVUPTI/4DXVaYwk0i3I7Jt9OhrOrohGbrU7p5IDNzkHH4VmRuA24tIc+oxV/XndGt9pYfez+lUIpnLAbnx9RWtP4UYz3NGO5MaE5P44Nev+HIBDptvboPkRQpP95urH881wPgrQ01rVGmuY91vZgPggfNIegP0HP4ivWrKyCtGqjCqOlRUfQukup0Nmfl+tWJpAiccse1V9wt4lA+90plzcRWttJczMAqKSSazRszifiFq62WkmwU7p7nqPRR1/wryOaZmU4TPPGQf8K6fXL+fVtQnvGc7ZGwikYCqOg9a5m6Uhxmck9euP6V1QhZHLOd2Z08rcZgUfmP6VNoc5bUiMABkI/rUE8ZHzG4Az0+em6XLjV7YebuyxX8wacloSdPJkNkdRzWXd63e6/dxpdTPMzvgAnhfoOgrUlHPQdKzfCFg13fNchOFIiT3Y9fyFczlyxZtQV2er+FrH7Pp6/wB5zXoNrGI4FUdhXPaRahDGgHyxgV00fCVhE6qm1jmPHD+bpkViud91KsQA75PP6Zp2t2cdr4ZaJPkEceBjjtV6ewivtaiu5hlbXPl5PG496534g6qItPWyjciSbrtGSFFNasE+VHlk8ceSGVyQN2Q+M/rWc8UBHzLwP+mn86vyMrAODOxJyT5QH9KqXEUYPWXOORgA/lXTYxuUpY4Q2F8sH1LmqMqJnLBfwY1Yn2HJZJCR6kVnyhD2YfgKdhXOsspd+m27Bj9wDGfTisTX9zfZ8FMjd94/StPRnD6TGB/AWXP41leIwxNsFBPLds+lYR+OwGdGJQM4U/TBq7FFOcAJ1+gqjCshxw3tgAVo29tITyCCR/z1FbWEX7W2bdjacjuZAK1YVaFw2Y+hyXlxg1StrAFQWlQ8ED5ia1obMiIIVjwP70ZPP+FFguROVyVNxBhu+4nk9+tVZoFjBzLnHYR561rrGY1ZnOVHQxxkdfTiql0FKbY0Ck+sR496dh3OfuFhAziQlv8AYGKzpgm4tlhjoNlblx8qnaYWJHDFTWLcLcEnaYyOh2YoA7bPmQI/95Af0qiw+fnPSrNk3maPayNnPlgNn1Ax/Sq8oO4j1NcezBH0Lb8RAVw3ibQbjWPGOlSqF+zxPufPUgc128ZxHVa2Qmd7h+vRfYVa2NrakHiS9XTPD9zNnG2MgfWvDYoInZndnLE5J+UZr0z4k3jpptvboCxlfJX6V5pDE/mbvIAb2ramtLmcn0LUcKLnEhAPOAw/KlZMNlXkkGM4JH8gatRCbJ3IuOhyKJY2CYMPHfFbWMzHuOVOInUntsBrImAT+JW7HcnSti5QqRi3bA6kc1lXChScRSAnuM8UgMW4E2cqIz/ugV0GgljowDLykjA/5/Gsed1GQdx/3lqTwojanrs+mNqc9nG4kaMRJu3OEJC+w4PPt71nNXVhlnW4yWiwM/e/pVGGNUUu8Y2gZPH/ANeqsF5c3gBnuS2ACNx6ZrqPCWkvq2vRROwe2t8Sy46E/wAK/wBfwq4e7EylrI9Q8D6M2m+HY/NQLPOfNlHoT2/AYH4V11nDh9xHA5qLT4fMCoO1ac6CCEqB19KyerNolC5uVRmkdgqLkkk8AVwniPxFPqStbW422vruwW+voKt+J9TS4ZrGKUKCf3hHp6VzJgTaPmP4VvRp/aZjWq/ZRlzxtkbfM6c4b9elZVwJBll3H1zg1t3MKgbS78+9ZFwkcY/10nPY10NHOmZE6AnDKPoU/wADVOCNIL6CQY+WRTwT6+9X5dnIE7/jWNqckkNoXjnIYMMVlI1R284AJHbtXTeDtJW0t7ZCozFHvb3c81wmqqkOgwalp+s6hMr3P2bNxEsazkJuZ4gOdqk7Tu9R7geueHbYiLcw5Y1w1VayOrDq1zrNMi2QZP3m5Nag+5VS1TbGKsM3y4FQjWWrISoCkZ9ya8k8VXK3uvznzDtj+QAH0r0bxHqy6PpUkijdO42xr6mvKN100jOw5Y5JI6nrW1KOtyaktLFJo1Lja7kc8Fxx9Kpzk7TiNkPoNtbEkcgX/V/L69KyrmNxwtvwOTgit7GNzIlGzoxJHUMlZVx5pPDRn2AArZuI8EkW7A+3as6ZtpwVk/EZpDRpeHtx0+ZWHzLJn8CKq66gZ4Pmx16/hUXhJre98UPpt5qFzZwTsFWWKWONU9SxfjGM8DknAqtqUc6atd2dyLpzbTPGqTgB1wSPmxxnAHTisuX3rhcaqqoO6Rc+vBrUt1gCBhIzZHZRVG1hJAxbr/wM1s28Mq4+SEe2OlWItWjgcEyOO3atiARuhHkt65zVeySQYykXA/u1uW8blfuovHZM1aQrlUqApCq49SuefxrOuAu/HlTbenQ10DQs8eSxHHpVC6hn2EKcEjg4ptAcxdIFJCpMPfmsudhgqVfj1Wty7gut2N5J+lY9xHdBjyp+tS0UmbmiyhtFjAPCllI9Of8A69JMDnHH1rFNzc2vh6aSOVo5VuAMoexqbXtK1vQtD0u9u7q5Wa9MnmQsmBABtKBjj7xDZx2+ua5uRtsLn0ov+rxTgAqgCiipOg81+I+ZNTt0YnaqEjBxXKQx7NpDvyR/FRRXTS2MKm5rQKS2DI+AT3ps643jc3BxnNFFbGTMW6dkUkMc+tYE80hB+c9aKKTGjNnnfPWs2w1O40rXpb+22edETt3rkfMpU8fRjRRWbL6FjTUXbKCoIXAGa9X+G9tFHosUqr88xMjn1NFFJ/CQviPWNHUeUxxzTNfmeDT5ZEOGC8GiioLR5ao8yRnflvvH3Jqw8Y8lDk8jNFFd62OFlOaNWXketY1xBGwJK0UU2CMW6gjBPy5+tc9rUMa2bEIPvrRRWUjWJZ1XxK+uWtpHLpenWxhjSOJ7ZHUoi9EALkAc54HJ5r6J0eNViiAH8Ioorirbo7KHU6JBhRindM0UVmaM8w8bXEtxrQhdjsiUbQOOtY0EeXwWb86KK66XwmNT4gmjUMRzWTdLsHDN+fSiitDJGFcM/wAx3t1rLnmcADNFFQy0ULDXX0y/u420/T72KYh2jvIN4DJ0IIII6nIzg9watC+udS1C7vbqUvcXDebI/TLH27fSiis3uNGhCSCACa17djgnPSiimI6K0/1anvmtiNyIsDGGHIooqxFlkVYZCB2rLulUZwo4oopsDnr9/mPA6CsO7b73yiiipKiVJHJ0S8XsJoiP1qjea9qeoabBp13eTTW9vI8qCSRmJZsZzk8428emT60UVl1YH//Z", 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", "info": {"video_id": "101652", "label": "rolling pen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "101652", "label": "rolling pen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "247f8966486ebe47522d99f852e69a9dbceb6e85588eec2d9a239d0a6dd3ef84"} +{"episode": 49308, "episode_seed": 2866669446, "split": "train", "timestamp": "2025-10-13T03:21:28.066026", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2866669446, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pack of crackers away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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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+3oO1X74RSRbxgpnn3pZNAiYHY7D8aoy+H7xc+VeOE/u9q+lrLmR8nF6mLqUEMMouFxnBJX0965u823s63EjBUB53V2Enh+UE73Zs9c1mXvh3MJCg5HQV4lajyu6PQo1nsYV3ciIRgEKuMYPYVh6iLhLQeUxaEsSNp4JqbUYZYp9sgZm6c1t6daTNZxIYQVzu5GBWF0djg6cVK5yemLclJVx+7bAcGkvZI9OUkJhiCowe1dHq8ltpiyKoVp5BgkfpXOxadNcSefcA/wCyD2/+vVXW5DvL3mchdfa7y8FuocZ7n+ldFZaIdPtgPK3MeWNazwpGMBRx3qu00iZAc1Xtk1YycW9SWwikkn8mKIh3wGPYV6F4YsV015I3+be2CT/OuS8MB5ft8r4Pl+WQcdOv+FeofYPMt4rmJcllG4D+detg+Tk16nBiXJaLoXEeWE7c8etSi9lXvmhxlaqSXEEcPnPLGsX98sNp/GmSaC34bh1GfWo5jG/Yc1zo8QWtxex2ttHNMWbDSBCFT6960Gn24UsATwAT1rGtHQcRbiKMg4Arl9Y0K3v0c/dkA4ArelmZazbq4HJHBryai1OylJx1RyH2e30mzkaUgsp+XIwfpXOtHPqk3nS5EIPA9a6PVbM3t+ksrfulHKf3jUEkXGFGB7VknY6nK+vVmPIixptUYq/4GsQLS6n2/vGhDg+ozVO6aOIHzHAxXW6BB5GgabqES/JNYvbyYH3XUkDiu/BdTlxGyO9s7SO5s7a6Xhyqk471V1rXbTRzEtwJGklBZVUYyAeeTxxnp1NYOiR65qGgxiab7LbrGUTcdm8nOOOuDx7it9oo5Age1h3KS3m3A43kAMQp55I9u1ek9bXOLRbFabUb6eSSOysmVF/5eJ+F644FNhuJkt1Rn+2XHOXiXanX16cdKvNZ+YQbmRp27g8Jn/d/xqUR5UIi9OgArOVmhoz5WbaCRg45GelZ9zK7DHWtqe3WNS0zhR6Vh32o29upEYUY/iJryq8Dqpu5jT2SiV5ioVmxuY9Tisi8u7S0B3uCR71Lf6sJpCFfcefoK5yeMT3BlZSxOMFug+grmjBt6nbGEmV77WZZZSkACx/3vX6VFb3jpFLJ1Ixj3NW7rTIFt3ufMZmI4AHArOuLj7PDEVRT8wb8AQa7KMIpoqpBxgz6I0nQtO03wrosOowpLPZ26AdyXIyQB35JqbVNWaMG2tnVJVALnGdgP6ZrldF8Y2OueIgs7iCRIN0MPUON2WIPc8DjrRrt2zyTXNjE9xLcHaIgdpdgCQOfYHvXt0VG93seHVUrWW5ct/EF3aXIF9cmRG6RkZf64HQVoXN4b3RrhrxGsoy21C7ffX1I7Z6VxNpJPpd7FeX0wluQpYWoCs289CxHTHP6VZZrvUp/Ov5HfB3LEPuL+FceMrKV1+R3YLBysr/exbe0S5VmyqIp6DO1sdOPT+dXYII1dm2rvzgsG688f1qeDAUrlhjgHHSgMnJyOvQjHrXkKCWx70YpDGJwjdeOzexrPuWOcrngevtVuQ45BXAI+vSsu5YBicKRjHB9qCmRBy12www5Ofz/APr1kaqzLfKTnkdSc561oZDXO/HPfn6Vm60MXURIAznkHnrVx3M57HsCzOnQmrK3OVyawLvXraHKwpJcP2CL1/x/Cr6SExK5BXKgkHtX001ofJIuvKrDmqkyBhkVE8h25U5HqKi+0FRzXm1kdEDO1HR7S5QMIhuXk4rD1O+h0rT1tYMmboqjkjNdHLP1KmudXS0XUp72VhI7n5B2Qf4151RK+h20p6Wk9jnrbSJZJftV7kydQpPT/wCvT7oBOAOBW9PGWyBWFqEkFvkyyAe3esG22a8zk7szJRms6dMZLEAe9ST6izttt4sLz+8f+gqjO+0eYzsx9WXjpWsKMmUoNnV+DZIjZa3uYYSFW3HpxmvQdL8TWQ0W2Cs0z7MHZwAe2SfU8Z7d6868Nu0o1KVXw8kcansDwef0rtPDelafYafBEXkvboAgJGOF3ZyPTHP8Wegr18NG0EjzsSrVGi9qsd5rukgWu+3JMUkbLMPnB4dTj0BP1NZ0WgWdtaxwai4mljLfubbO0AsWwB1A/KtO7ktdGjtLW5vBaxMQkEUZO58EDGcZPJGcVc057O4tEubJQIpcnO0gkg4Oc85yCOa32RgVIbecAJBbx2UHp96Q/wBB+tPj06GJ/NIaSbvJIcn8PT8K1AhJ4FK1udu5yFFZTd0NGNcLnNZs9u7AkjaPetDVNa0/TYiWkTd/tGuH1LxLJesUt1aTI/3VA9TXlVY6nXSi5bIsX1xbW5IB8xvaub1LVZ2+SAKuTjPYVZZyAWl2yNz34H0FVrgoS58heM1lGnrdnoRoPqzDu4JEkjNxL5iscnYeBXdeD7i7n8AS3Agklhh1CRFCdeQvT8a5m6MUlsrpFgqWVl7EY/nXuXgrwzDYeAbLTJRgvH5khHBDt8xP8q78NbU5MbFRskcpaay0mmg6RaS3V9Eyg+achSQx49sqR2q0PCOo63dte6tctG7qVKrgkLnIA7L29Tkda68WWm6HbnmNMfMSAFz7mub1fxmsShLHY244EhPyiu6Kcn7p50mlqzonghg5lkyfTvWTqWtLaRDyY8sxwMf1rhJvFWqSShWnQljgRxpkmpZ9Wm8yPzpokYHLQx/OT7E9BWdRKnuzSjCVXZCaxrl0zY83Mh6gHAUe5rmpJZ7h8OxBJIZs5/Kt25lS6O9rZMA/jmmxJZsxPkFSD2HtXk1HzSuz26GG5Y67mHGIIGwqsCQOTzUckgYD52wf7w9q2p7WwcjAZMYx19Kz5LO1dQBI3UY6elJNHQ4tEUhEmmyZk55+79K5m9x5VuQQVJI4rqLa3QHyVueGGMHp0rmNS8q3ltoyceZuBHowxx+NaU3qY117tyA3L2BS7R8NCd0bZwVPsa0R4313WJViuLrbGQFZIht3e5rmL25Mknkg/Ip5+tTaU2y9i+tdHNK25yKEebY9N0lkZV+U7u5z3ro4GRMhg3p14rO0hYzHGTGCCB2rfjjgbG+IZHeuWTPTjHQakyAj52wTnP5mkM8eMGTOAB+lSGztHXABXA6A+1Qy6fbNu/fOpAIzn8P/AK9ZGhFNMm3PmKxPGfwrMklDqCrIfcn2rUk0xOSJgTknp14rIm0uWI5Dqw4P6UaCdyn/AMtM+WPwPTiq2uIT5The/UHnpUk1ncpIGUgjA+7z2qHUopJ7FDImxlZRuBJANUtzN7NHp0CQwqBp1nuPTzpCQMexPJ/CpZLFrhs3MzOoORGvyr+PrWlto2M3CjNfTtnyZQZFjQIoAUDAA7VUcHdwCa1ZYkjBaVwMds1zmreJrHTwyqyBh78159dG8Cy8OAS5CjrzWPe6raWvyqfMb26Vzt94juL5iCSsfPB4/Ss7zHJLMzHrnI44FefKm5M9ClQk9XoXdR1e7uQVhYQLx82M8VjyWiOrSeY8kg3bixyatl2PAIzlQCeKqNIwOSvGG571UaajsdkacYlchi33lY5I+vFVbksYj06jI9cirjlDKuYmBzjp7f0rN0u1Gt+JZNMuNQntEZJDGI03FnVCwX2HBOT6e9axV2RVmoK7Ol8Lfaf7PuJbaDzyDEjL2AO7n9K6+31u81DRnt9NtQkilF4XcXBDZO3+H5lA5J4NYXwPt21vTNfimlIZfs7Rsedp+evW7TTLHSLYAJEgXk7RtBPc110naNjycRLmqNnF2Xg3U9Ul+1apO8Uhx8wk3ydOeeg5AYHrjjHFdZY6TaaTZLbxs3lISfnfceTk8ms3WPGtjZxuIXWZ14whGAa4K68c6hqbMYbmKGEfxqMj6AnqfpW/K2rt2Rhe7stT0q61WC3GExn1rkNU1u7vJZo0lEca9g+CR7+lccdavJNwa4eXPTLYH+fypFdyTuHXngY7Vx1K8VpHU76OClLWWgXUUk1z5kjK+OODn8v8aXyAIf3aALt6fjUihCQDnk+/HFRtKEAIYj5eh57815/W560KagrIqS85BVgeetRP5ZyeTnP8qt3ClizBsH5jgfTmsrW5ZrewaWGTbIHUZXgnI/rTSu7Cm+VNiQbXjlXJwDnntxXr+q/EfS9NhS3tLzc7uqNKqbkjXHP+FeNana29poEWp6bq9/Mr3P2Ym5hWNbghNzPEOu1ThTu9R7gZ8btdyrGGGCMMR6Cumn+6vc86ravax7Zf63Yy6K0Kyvcm4OWlX5sg+9ec6pqFrvFol2diYG2FQxYd1JJwK5vUtQlVmtoZWSMjayq2AcDFM06Elslc1qsVJR93QiOCjze87nTreuYBHBGkEfT5eW/Fv8Klt1PUpmqkCq20dDWpAq4BBIJxnvXHOTerPUpwjFWRNuK9A2OeDUhAcM6OxcEnFKoJ2kEc4/nTiNoLfL0Y5zisWblV5D5gG/HIA7dqqkuTwQc7TyOtXZgsi5KDdkZH4f5NUCBggowIx0oRLK0zNHPE4KnkZwMd65fxe/lz2qv91t2GHY8Vs6YltqXi8aZqWoXVrBJJsSWOaONY+cksZOMYzwOScDvXL+K47hNVntJ2uM200kYS5wHXBx82OM9M44rqpU2pKR5+IrpxcDMViWIb72eT61qaYpe+hVeSWGBWJG7YCk8r0/wrsfBemPqGorMVPlRc59+wrSoramVBubsel2EaxRqcMMD9a1lcAsdxxz/hVaBfKwocZB/LHNWQx24O3PbJrhkewtESpK23KyZ64B+uKJZfORgQpbr+tMT/AGo8ZwCcfnUMmxkz0bAORnPWpaKGSuyMysBxkgis+SbPY8EdCeOKuyMjjDMM5bHscdKzZlaOXaH7rw36f4UgZXd87cl+i1SWffHPAzMRtAIPsag1+4ntNJMkEnlsGTDL1xk1na3pWueH9K0vULu7uVuL3zfMiKYEAGwoGOPvENnHb65raFJyV0ctXEKnLlZ9Fqi46VRvrqSFG2YHHpRRX0K3PmTznWtZvp5ZozLsVTgbBiuVeJPtWTlm4JZjkk0UVxYr4jvwO46GRgccHkDke9OZ8M3yg9eD9R/jRRXMz1kL5SGQgjjeR19OlVbgbASD/DnHrkkGiikJld3baPmOQykH9K5karc6RrrX9qV8+FnC7xkcqVOR9GNFFVA5cT8J6V8CrmS0sPEjREZUW4Gf+2leh3l3NLo1xLI29yOrc4+npRRXVDY8yfxM8k8RTG1t1MKIu6QgjGQfw/Gsi3JfaWJJxx7fT0oorLEN7HZgkuW5ft1yRyeTitBR8v4MKKK4menEernJPoTj8qjlclAxC52Dt70UVJREyKRL8oGCwGPpWTrqKNLyBj54+/tRRRH4kRV+BmXrPid9dhgil0rTrZoI1jiktUkUpGucIAXKgc5OByeai0TiWTjPy9/rRRXTU2ODD7lR2LTknua3rBQkIK5oorLodMPiNm0Jwpz2/pWlGeMcdAentmiismdUSWI5cDAHTpSt80LHONqk/XmiioLKUkjxM2GJPB59qqyTuCw4+7/I8UUUxHM3GvPpeo3qNp+n30U0m9o72DzAGXkEEEEdTkZwe4NYWtX1zqeoPfXcnmXFwzSSPjGWOD0HT6UUV3U9keNV+KRlH7xr3LwhZwQaDaBE+8gdiepJNFFKv8JtgfjZvpGrzkHPBPQ++P5U8oNuMnAJ7/X/AAoorgZ65GXZHyD1YZ/KkDkxqx6nZmiikxlS4c5I4wN2Mj61WKiVV3Achf5GiikI53xIAdDz0+ZDwfc1y17r2p6hZ2+m3d5NNb28kkqCSRmJZsdcnnG3j0yfWiiuuj8J5mK/iI//2Q==", "info": {"video_id": "183752", "label": "moving a pack of crackers away from the camera", "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": "183752", "label": "moving a pack of crackers away from the camera", "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": "d2b47043c7e783660488858b15bb701dc70daee1dc15fef8bd521769f7820e09"} +{"episode": 49309, "episode_seed": 2486354700, "split": "train", "timestamp": "2025-10-13T03:21:29.242486", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2486354700, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing pen so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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t4JsWkT5590x/4EeP0AojHmFKXKPYEnPPJpu0k9669bGA4/dipYtMgY/6oVfsmZ+0ONEBY1YS1GOldrHpFsf+WQqQ6Jbn+DFJ02HMji1th0xTvswHautbQYuqkio20QDo/wClS4SHzI+dfifF5XipPe1Q/q1cXXpXxosDZeKLM5z5lkDn6OwrzWi1i07nVeDSQL3HfZ/WsK5P2i8vJzyAxI/PArf8HjbZarLnHlop/Rqwim2xmf8AvSIv6En+lZR+N/IuXwo7X4YWjPNqNzjhVSMH6kk/yFekMCqjmub+GNiIvCbXBHNxcO34LhR/I11MkLE8AmtTFlQsSabhjVtLSZukbflVmLTLh+kRxTsxXKUcbN1qQ2pPrWrDpVwOTGfyq0umTEf6s0mmNWML7GGUjB54r5ynTy55E/usR+tfVyaVMWH7vvXy9rtubTXdQt2GDFdSoR9GNJJlJmdVqcbILdf+mZY/iT/QCqtastq1zrcVig+ZmjgAHrgCjqV0PX/Ctp/Z/hPT49uHaISN9W+b+tanmMM4rTj0VxGkYICqAoHsOKmGhMer0+SRDkjFyzcmkEJY10UXh0t/y0q5F4bH9+q5JE8yOYW1xUotQR0rpj4ecdGFA0OVR2qeWQ7o51bUbhkd6+dtXTy9Zvk/u3Eg/wDHjX1X/Y8wI4FfMHiy3Nr4s1eBhgpeSj/x40kmty00Y1XIHxpdzGOryR/kAx/wqnViAnypR+P4807XGOnXYsKDqIgfxOT/AFFe6aJpf2HR7O3KnckKA/XHP615BZWH9oeL7TT0XIe4jhx7DAP8jX0cbBxwEGKFdpWJlZbmE0OBk1CyVq3VrLGPu0yDTZbkZBAp8siLoyvKp4UjitxdAnI++KcPDtwOcg1XIxcyMRYs1l+LbcHwhqhx0tyfyINdqmg3A7CqPiXQJn8J6suB/wAecp/JSf6VLixpo+YD1pKVuv4UlI1NO6RpFsLZBljECB/tOxP+FfTOmWq2WnWtogwsMSxj8ABXgWg2IvviFYWoGY4pkyPaNcn9RX0PACzCtKS0uZ1XrYuwx76vwwgdqZbx7Vq5GK1Mh8cYqXyqWNamApAQGKmmKrWKCBUgfPX7QUHl6tokuPv20ifk4P8AWvGa98/aHtwbbw/NjpJMn6Kf6V5F4U0O08Qa/wD2ddXj2waGR4yke8u6oWC+w46+1Zy3NobFnw1KYtA15s4zEi/nuFZVyNmmwnu87n8AFH+NWtHbZomqDH33hX9WP9KrXKGWPT7deWdSce7Of/rVlFe8/X9DRvQ+hPA+nx2ngjSIinzG3EjfVst/WujS3jB+4PyqOyt1trS3gUYEUaoPwAFX0TNdySSOFybY2GAE8KK0Ibf2qS1gG2r6RAChspFdYAB0pfIHpVwIKXYPSoGUTCPSvkv4lWv2P4i67CBgfa2cfRgG/rX2DsGK+Wvjbai3+Jt44H+vghl/8dx/SpnsXTep5yv3hn1rsvA1t/avxEtHIyqzPcN9FyR+uKr674e0e08NW+raXf3kwa6Nrm5gEa3JCbneIZztU4U7h/EPcDpfg5ZeZrGoXpHEUCxqfdjn+S1nFXZrJ2R7VEuSKtRRbqrwDcwrWhjAUVuYCwwYFXI4uKSNeKtRrxQwIvJ9qDEPSrQWjbU3ApmEelfJvxQg+z/EnXY8YH2kv/30oP8AWvr4pxXyz8aLURfFDUDjHmwwyf8AjgH9KmWxcNzzirumx+dcxxno8qL+tafg3S9I1nxDDp2r3E1tDOdqzpNHGsZ7ljJxjGeOpOB3posjpfie7tDFPH9knlGy4AEihA2N2CRngdCRWL2NludD8NYRffEqO5IysPnXH6ED9WFe/wDmFjXjPwWst9/ql6w+5EkQPuTk/wAhXs4xniuqmrROWq7yAwhxgjNPgs1jcEDmpoxmrsUXSrIQRQjA4qytuPSpI4ulWgnFJsaKohHpVfULMXGm3cJX/WQSJ+akVp7aCmSB2PFRco+FZFKsQe3FMrS1i2+zaxqNvjmK5kT8mIrX8R+Cb3w14d0fUbwSrPfGTzYTGQLfAQoGP95lbOO3TqDjBnSjb+FuLrxpNcSgGQQO4PuSM/zr3mxUF+aKK1hsYz3NdOlWougooqxFpOtSUUVLABSmiikB47+0GoPh3RWxyL1x/wCOf/WrwTTNVudE1dNQtNnnxbgu9dw+ZSp4+hNFFZyNYbEunMRp1yM8GWPI+gatLS4kl8V6DE4yha2BH4g0UVEfiKlsfS8fWrtuMj8aKK7TiRsW6gIKsjpRRUMtD1p3aiipGNNfNn7QCKnjqzcDlrBM++HaiiplsXDc4XxB4tk8RW1vDPpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1r0r4PRIugX0gHzPc4J9gox/M0UVMNzSex6tYqDya1U6CiitTEtxDirKUUUMCUUtFFSAh6V80fHhAvxFRgOWsIifzYUUUmVE880bXm0dJozpum38UrK5jvbfzArLnBBBBHU5GcHuDUiahdatqWq6jeymS6nhllkfGMs2M8DoOelFFYy2OhHrXwciVPDV7IB8z3ZBP0UY/nXpK9RRRXXDY4p/EXoAOK04gMCiiqYkW4xU4ooqGUApRRRUjPjLxugi8a6+qcAahNj/vs1S1DxPrGqaPbaXe3009tbyvKgkkZiWYKOSTzjbx6ZPrRRWUtzojsf/9k=", 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"info": {"video_id": "22896", "label": "pushing pen so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "22896", "label": "pushing pen so that it falls off the table", "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": "4b148273e929fe781da5d0135d9356d82496ae5128712432b696b321ecf41d80"} +{"episode": 49310, "episode_seed": 1886265633, "split": "train", "timestamp": "2025-10-13T03:21:31.598468", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1886265633, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chopping board underneath lettuce'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "177965", "label": "putting chopping board underneath lettuce", "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": "177965", "label": "putting chopping board underneath lettuce", "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": "ad1d2d722c5154cb08509303b6f934bccaba8ea44678144ad1ce6d5e9ccd243b"} +{"episode": 49311, "episode_seed": 2955516978, "split": "train", "timestamp": "2025-10-13T03:21:33.883214", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2955516978, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting slippers with a broom'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "196495", "label": "hitting slippers with a broom", "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": "196495", "label": "hitting slippers with a broom", "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": "1bc9e928db480c7afd8b76f95cfc4ac7a59a1b375a20857d3cbc10ac7a80ac29"} +{"episode": 49312, "episode_seed": 1472761595, "split": "train", "timestamp": "2025-10-13T03:21:35.712384", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1472761595, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning nose medicine so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "66344", "label": "spinning nose medicine so it continues spinning", "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": "66344", "label": "spinning nose medicine so it continues spinning", "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": "fe523c1041a53da47d2d02b26e3f23a9a9ecf67dcf70d8d57fb4354b63f90c2e"} +{"episode": 49313, "episode_seed": 3311201416, "split": "train", "timestamp": "2025-10-13T03:21:37.790026", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3311201416, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote next to spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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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tJaHFapatFdCZR0Ndy/hK18rYjeXxkYUHmsW8gEhII716GdnAyOawrQ1ujbDyTumeYan4Y1G2Mr24jnRQQyhBuAx1x3rz6Cfb9nzbWx3NLCxd8BzjgH+6fQ+9fRzW43edGRuXr7j0rwhPDFw1vrOqrFARp9/LujcfMVz90j0w2arCvlk0+osXBcqaMFL2R4ol3QgNbmM5XJODkBvf0Ne/eBvDOj3vgvSrye1aSaSIljvIyQxHT8K8n8JaK2u3wsXbyWghd0ITllJxg56gf0r2v4dZi8CWcXLG3aWLj1VzXRi17iOKjL3tC+nhDQE5/s5QTycua8/FvFpfjLU7QRhLdpI2jTOeK9UNxKsUW2Fi0jbXJOfL4zn354/GvPfFtrs8YxyAYJgD/kTXDTV3qdkW9Tp/FMUP/CB3ASNM+Wix8cglgOK8tudK87TwhHO0811F54rivtCTT2b98JQG+gyf51VRVdcDptrsqRMKDaTTPJ7bSzo13c5JVDtIAH1ru/hlcfbNPvJMkkOMZ9NzVX13SxKCyj5sU/4dqNLXULduMmPaP++q5Z03c6YTV0ddqGmW15zNCpVhhmx8w9wa8Q8UacLLxJrFstuk4t5EIuGkC7VI6be+f0r30XkPG7G01x7eFdOvvFeqaldWtvcw3EKiIzrkxyKCOPqMflTo3hK5WItOGh5J9kYSPxp0QS5C7WnDBQf4evzRjuf1r0j4V6dBqGpraXS+db7pd2xsKSF4IPXFc14Ijsx4v0VGnhleS4MbweSTs+VupIwefSvTvDCxWfxV1K0TjMzMoC4GDCD+FdmJX7vQ4KLfOdz/AMInoPAOnBlHOWcmq2qeHdGh0m8kh0+NZUhdkbceCBx3rdeVhMqBG2Y+9njPpiqGpzyzaNqLSReVthkUL7AHn8eDXmnWrnj0rSvGqLMocHnntVW5DsnDgjbjOe+KJJZFCPHBuZicnk4qjqV61pbSyOoRFUkE+uKRueXX5kku2XcWEZYnnp83Ndl9tWG/soRIW3MWJ7Eba5W1h06/aV7lrhGGWZ41DKg9SOuM4zTbGeRb6GMy+YsOVQ+1byjdI5r2ufRSauQfND5LZOM04+JGJRSce+a85tIZ2kADviMbic/lU8N439rRWk7qyffw/wDEQenv9K6+S6MozaZ7DaMsuntLAymXOQT6+9fPRW/8NeIPNmQWt1BOZFl8vcCN33gP4lr0uPxfZ6Rep9of7PZTkqM5IjfuM/3e49OlHxA1Dw1feB5x59tLeRgvbMjguHJGPfHqPSineErouoo1Iu71Rp/CDxBNqmoeJZZJzdyuYZBJsEe/hlztzwOBXqjSu9kfnWCYrgMCGCn196+WPBnjO/0XVr+aIWxlubdY3IHykoR83HUn171vXPxD1y6jIN6YlGfliUL+vWorJ+0bMqcVyo9C8cXAbxBBj5826AsO/wAxrl7iRzyEAzgAmuLi8QXU92Dc3Uku8gbnYsRXWQmKW3RgxbYB/OuWSOuG1jzQwQzeJtRe7UNHEG+X/aLYFZHiVV/tc3EefLnAfnsehH5j9as3twE8RX5AO0zEHHJAzVbVGRrEJ95oZdoYrjjHQe3FdMfhOeT1PUPhJqTWltqCp1Iiz+TV6lFrkS5Dvg45rwPwTqU9nHcm3CkMEDZ9s12C6zMIRNcR4GMll9KqME0JVHF6Hpcs8WvWrWUwWW2kGyRTyGBHSuG+KV2umHQYYo4i8AkjHnQ+YpXC4JzwTxVrQtTe3tjemZdiHd5eOfLx94epHp6V02paPYeMraG3vEBhb5hIvDI2OGU9jU25JXRq/wB5GzPN7PxbDD8OrnS5ILhpxd+cJY4QIky6tyRwOc8fSvezrUf2hECvtZA27HyjIHH618s+KtIbw3q9/o93eOzoiy25QHZKDx8y9mx/Kuw/4WRcvaW3lWwDLEq7nfrgAZwK0xFpJNHNSi4tpnrPiSWzmtr+aaCBttsxjfHzh8GvPbaaN4A6n94TjNcnqPjPV72FkM8aBwQyonUfjSaHqcjsfMlJC5wornTcXodCV1qdvqMi2V2YnbMYUHee2atQyo0IKnK+ua57xLrNpFAbm7k2xPEoxjJJxwK4rSPGNzZZBYPbq23Y+dw9MGulyi2YctkequobLDnFXE1wxcytkcVxek+NtO1G4a23mK4UkFH4z9D3rOh1K+l3FiGUcdO9DSkEZOJ6WuvrLP5aNjdxTNetkg8KamYYizXNs4kCDJYheD9a4PSb9brUP3rPGkfDlecHsa7XStYS7WWwkkQyx/L977wPQj2NZThZ6HRGfMrSPMfB3iy60/Xba9kAnxC0W3hTg4/wr2f4Y6vHdeE7ydv3QW/nyGP3ckHH615v8SvDGm6RZW2t2KKHMqi5tl6PnqR6H1qp4A8cWWgaLqVkBO6Nc+bCAMnaV7/lWtZ89I51T5Ktj386qv2MzxDexGVD/Lz6H0ri9cuVu9Zgnfhhb4K+hyTiuOj+JEl/MttHbsqnPzu/P5CpBqrzTlnxnGK5oQOmLtqWXs0Fy0iqOTmtKHGCRVWOdDGCSMmkiu1DlTjnpW6iZylqPu0V1PFc/dTR6bOGLhGl6e+P/wBddEzhgcmub8S2qyfZ5GP3AwA+uOarlMnIYdblcxxh9xZtoC8kmut0+6iutNZFcqxyMg4I/wDr15PHcf2fqa3MiutueFcdj64rXvPGA0uW21Jk86G6ys204yR/EPcjrUyp3NYztuc9q2gaj4Yv47uQTPaGYmG5iYqW56bv4WrsvhTdyP8AEKXz4ZkkLkETyF5E/dt1J61T8TfE3RNT8IXGj2scrvOAo3x4CcjLfUdqxfhl4gGk+J5by8mlaFYg25lJZlAKrgUScvZNMlxiql4n0rPqkUdyLcSHcRkgDj8fz/SszWtVJsryEoiw/ZXIkB53YPGP1ry3VPiekl0Ps0MxGf4iAKwdV8capcxP5SRqrAqQctwa4+U2TNaO5VrfcWJ4x+lct4ynH9jlVBALrkn86teH7+a8YoSoC9enPFJ4ssZJNHKFizGRWqUrSNm7o4pNPSPSHkV/9IlhDbfbOSPy/lWZYPtu1JrejtplMbE5CAIcnsBWQLGSC8kUKdoJA+ldO6OSzPX7OUSQFCnl5PPHWlvdJhuYFjjHJbcW7/WoZLhUG5unTJNSJfKWVQTx1OKI1Wi+RW0OV8S211Bo6wXDFrVJ1Pm9XUZwfr1rjJLYrLdrFFK6xDcrldpVMj5mGO+R+dek+I7n7Z4avkEedqbs9cYINcVcrJLfSsyahIbjSxKDK4RmwgYt6NGCpwOpAHeuqnPmRhUjZlW1uE+3WqxwiBRAFyesh6lifc9PYCtU3CbW7kVz8SrDJYyqFy8ZJAkDEkMwyR/D06fj3rSEhIBwBnNY1dZF03ZFqCZSS7rtxjbXW6NqAuYMtIfkIBUVxAYyuMZJXAwOc11PhWznW4xIvko/VpOP0rGS0NYyscdcADxNdovOZWxn1Bz/AEqbXrby9MtJy2HnkdvL/wBkYAP+fWrvjDw7ceHdWS9Rmnt53MgmC8Zz0PoaboNlH4w8QRade3stsvkSmBY49/KqWVB2A45J9K0WxjLcueA0hljulmk2rlAffrxXdXNm19GyJhYTwcenoK4fwGGjW+3Dg+WQMfWuxivljY/Pj1Gf6UKryu3QpU+ZXKMV5c6e0cFyC9ojFRKv3lHYEd65+Lxt4i8OyXI0+7JshO0aNIu9R1OBnpxXZPeW0iJ5qAjnGBXnetWqm61ryobh0gKTqykBIgxC5Ye5YAVtGcZ6ESUo6or3+o6hrup3V3qNzD5yx+bJIQMfKuFVceuQMDucnpVmxmzZQlzxtArKvbXbdIsVoIleySYK027+DJfPvgnb2ziptPlBtIkOepzSrbIVPe5pTzojAYJJXg1paRLHDqdsmeGcZrFMuBnAHGBU1hE01/DECS27ORXPY2udF8SHifTkETHarrx+FcvosH2wQxKOZGUliOBjr/n3rpda0e51fSJUglVmtzuZe7YHQCuGsNUksrV0iLLNkgOP4VI5/XFVEiRVR3j1Atu+fefmHrnrXr9uIpbdYoCM9ST61wms+HtJtfDtrrGk395Pm6+zA3MAjW5KpuaSIZztU4U7v7w9wO0R0iUFcKcc7aPaOD0CMeYr3Wn3FncGWzfDsp356NWDrN7dm8sZbR2trtUYNzjJHIrsFvUICkgseME81znilrdm06dcDZcqrkjgKa2hWi3qKUGlc5e/8R6pqtrH9svnkVJBhT1GOh9+9LaPHFeXEVuxeMBcH+dMvIBDYatbFUVra9Ugf3R8ynae44FVUHkao6s2MqG9OoBqqnwWIj8Vzo7KYR3UbhgCG5ropdTCNhG6Dk1xKTAMHUk5NTzXrysoTAAHzVzrQ3ud/Yax58A+bOzrVS910I7IjYlibB9+/wDKua0F3Nw6KWPmDoO2Ko+IpJrHVIrvJKyKAw9x/wDWqo1OhMl1O2k8XLb2cdw/MbPsB98ZqO58R2+rLbPblXVQ29T6nGP61ymgx6X4j1+10jVL24gsnYpFKs0caxnPLMZOMbQeOpPHerOg2K6brOt2MkU0Ytp/LVLlQJFwzDDAEjOOuCRROb5SIxVzqpreK6CF9oGOFrlfEelfYLWGdQHiE4Jic4Q5/lXSRXARvvYH5YrK8UzLP4duQDnkEfgRU06zvqaypqxw8tmY11ANcWieSyny1bcXyeiHvjPNWLTUJ21Eu8gfMCxjYMBVAGAB7VZuple51fyZoSk1pG+LazIQ42EgA/cA7t3x71nNJ/pdsymTm3QZkQL0GOMdRx171tP4TGO5rxsWmyeme9dPo1pHLDMZASGG0H/P0rkrIbmCliea7qwK2+lK2OTk8/lWENZpGkpe6xmg6QbK6mA+YFsqfatrU7T7RbbCO9T6NFm2MjdcZrQWPzUolBc2hcZe6jkBo6kY29cVnzaJ++Ztveup8RiWy0hpoJDG4kUbl64rK13SNa0TRdMvru7uVmvDJ5kRTAhxtKAnH3iGzjt+dPlFz2AxiVNrEjntUkqraR7o1BbPVuaKKyNWZ2sXEj6RKC2A0bAgcdq4yaGKOTSWKeZ5umu7CRiwz+9AxzxjA46cUUV0UTnrGZbkZs8KoIkILAcnkda6rQtKt74u05c7TjAbAoopVNxQ2Oot7C1ththgRPcDn86sqgUZFFFQUi5Z3cqv5RIeJuCjjcp/A1h3FwNH8UXN7Y29vFLHIwUCMBRldp4+jGiigkpaREkM84jGAwXP4Zq7DGJdQMbEhWbnFFFZv4jaHwl8qkcoQRqcdC3Jrj763jvNR155wWaLTPNTDEYYSIAeOvBPBoorSj8RFX4TnbyRLb7BJHbQZayw4ZdwYkuu4g/xdPxAp9l/x4Rf7zUUVtU2MoHUaTpFrd23nTh3IOAu7ArfhtIY/kjjCAqfu8dqKKxe5Zm6BcS/ZZG3nckpAPermsaTptxpUl3JYW/2jzFzIq7ScnnOKKKTEyl4j1hNa06GGTStPtjbRqkL2yOpRF6IAWIA5yeOTzU07s1ocmiipnujSn1HaePOmAYng9qz/FyLb6QPKG1hMpDd+KKKIbly2Zz2qPm51/CqA7oxUDjO4HP6n86zYmMuox+Z82IlHP8Auiiiuup8P9eZyw3RbRj83tmuh0vSbWS1E8gZ2bkgniiiuc1NuCJIcCNQgx0UYpmn6daa3M1pfwiWItwckFT6giiipY+hVNvZeF9Uv7SHTbO+tzKCI7+LzdpQEqQeCPvHIzg9war2l1PeazqV5cSF57lxLK54yxyfwHtRRRL4RQ+JCzuwmfB60zUlD6Dclsn92SPaiioibPZnF3F7dSESvcSM8kIiY56oMAL9MAflW9ren21rZeHJIY9rz2e+RskljRRXY9mcnVC2qKhTA6nmurRfMhjjJIXb2oorGn8Rctjq7QeXpZK8HpV+y5hBPpRRVIp7GV4v40F8f89U/nXF3uu6lf6dBp91dzTQW7tIgkkZiS2M5yecbePTJ9aKKZDP/9k=", "info": {"video_id": "94001", "label": "holding remote next to spoon", "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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tJaHFapatFdCZR0Ndy/hK18rYjeXxkYUHmsW8gEhII716GdnAyOawrQ1ujbDyTumeYan4Y1G2Mr24jnRQQyhBuAx1x3rz6Cfb9nzbWx3NLCxd8BzjgH+6fQ+9fRzW43edGRuXr7j0rwhPDFw1vrOqrFARp9/LujcfMVz90j0w2arCvlk0+osXBcqaMFL2R4ol3QgNbmM5XJODkBvf0Ne/eBvDOj3vgvSrye1aSaSIljvIyQxHT8K8n8JaK2u3wsXbyWghd0ITllJxg56gf0r2v4dZi8CWcXLG3aWLj1VzXRi17iOKjL3tC+nhDQE5/s5QTycua8/FvFpfjLU7QRhLdpI2jTOeK9UNxKsUW2Fi0jbXJOfL4zn354/GvPfFtrs8YxyAYJgD/kTXDTV3qdkW9Tp/FMUP/CB3ASNM+Wix8cglgOK8tudK87TwhHO0811F54rivtCTT2b98JQG+gyf51VRVdcDptrsqRMKDaTTPJ7bSzo13c5JVDtIAH1ru/hlcfbNPvJMkkOMZ9NzVX13SxKCyj5sU/4dqNLXULduMmPaP++q5Z03c6YTV0ddqGmW15zNCpVhhmx8w9wa8Q8UacLLxJrFstuk4t5EIuGkC7VI6be+f0r30XkPG7G01x7eFdOvvFeqaldWtvcw3EKiIzrkxyKCOPqMflTo3hK5WItOGh5J9kYSPxp0QS5C7WnDBQf4evzRjuf1r0j4V6dBqGpraXS+db7pd2xsKSF4IPXFc14Ijsx4v0VGnhleS4MbweSTs+VupIwefSvTvDCxWfxV1K0TjMzMoC4GDCD+FdmJX7vQ4KLfOdz/AMInoPAOnBlHOWcmq2qeHdGh0m8kh0+NZUhdkbceCBx3rdeVhMqBG2Y+9njPpiqGpzyzaNqLSReVthkUL7AHn8eDXmnWrnj0rSvGqLMocHnntVW5DsnDgjbjOe+KJJZFCPHBuZicnk4qjqV61pbSyOoRFUkE+uKRueXX5kku2XcWEZYnnp83Ndl9tWG/soRIW3MWJ7Eba5W1h06/aV7lrhGGWZ41DKg9SOuM4zTbGeRb6GMy+YsOVQ+1byjdI5r2ufRSauQfND5LZOM04+JGJRSce+a85tIZ2kADviMbic/lU8N439rRWk7qyffw/wDEQenv9K6+S6MozaZ7DaMsuntLAymXOQT6+9fPRW/8NeIPNmQWt1BOZFl8vcCN33gP4lr0uPxfZ6Rep9of7PZTkqM5IjfuM/3e49OlHxA1Dw1feB5x59tLeRgvbMjguHJGPfHqPSineErouoo1Iu71Rp/CDxBNqmoeJZZJzdyuYZBJsEe/hlztzwOBXqjSu9kfnWCYrgMCGCn196+WPBnjO/0XVr+aIWxlubdY3IHykoR83HUn171vXPxD1y6jIN6YlGfliUL+vWorJ+0bMqcVyo9C8cXAbxBBj5826AsO/wAxrl7iRzyEAzgAmuLi8QXU92Dc3Uku8gbnYsRXWQmKW3RgxbYB/OuWSOuG1jzQwQzeJtRe7UNHEG+X/aLYFZHiVV/tc3EefLnAfnsehH5j9as3twE8RX5AO0zEHHJAzVbVGRrEJ95oZdoYrjjHQe3FdMfhOeT1PUPhJqTWltqCp1Iiz+TV6lFrkS5Dvg45rwPwTqU9nHcm3CkMEDZ9s12C6zMIRNcR4GMll9KqME0JVHF6Hpcs8WvWrWUwWW2kGyRTyGBHSuG+KV2umHQYYo4i8AkjHnQ+YpXC4JzwTxVrQtTe3tjemZdiHd5eOfLx94epHp6V02paPYeMraG3vEBhb5hIvDI2OGU9jU25JXRq/wB5GzPN7PxbDD8OrnS5ILhpxd+cJY4QIky6tyRwOc8fSvezrUf2hECvtZA27HyjIHH618s+KtIbw3q9/o93eOzoiy25QHZKDx8y9mx/Kuw/4WRcvaW3lWwDLEq7nfrgAZwK0xFpJNHNSi4tpnrPiSWzmtr+aaCBttsxjfHzh8GvPbaaN4A6n94TjNcnqPjPV72FkM8aBwQyonUfjSaHqcjsfMlJC5wornTcXodCV1qdvqMi2V2YnbMYUHee2atQyo0IKnK+ua57xLrNpFAbm7k2xPEoxjJJxwK4rSPGNzZZBYPbq23Y+dw9MGulyi2YctkequobLDnFXE1wxcytkcVxek+NtO1G4a23mK4UkFH4z9D3rOh1K+l3FiGUcdO9DSkEZOJ6WuvrLP5aNjdxTNetkg8KamYYizXNs4kCDJYheD9a4PSb9brUP3rPGkfDlecHsa7XStYS7WWwkkQyx/L977wPQj2NZThZ6HRGfMrSPMfB3iy60/Xba9kAnxC0W3hTg4/wr2f4Y6vHdeE7ydv3QW/nyGP3ckHH615v8SvDGm6RZW2t2KKHMqi5tl6PnqR6H1qp4A8cWWgaLqVkBO6Nc+bCAMnaV7/lWtZ89I51T5Ktj386qv2MzxDexGVD/Lz6H0ri9cuVu9Zgnfhhb4K+hyTiuOj+JEl/MttHbsqnPzu/P5CpBqrzTlnxnGK5oQOmLtqWXs0Fy0iqOTmtKHGCRVWOdDGCSMmkiu1DlTjnpW6iZylqPu0V1PFc/dTR6bOGLhGl6e+P/wBddEzhgcmub8S2qyfZ5GP3AwA+uOarlMnIYdblcxxh9xZtoC8kmut0+6iutNZFcqxyMg4I/wDr15PHcf2fqa3MiutueFcdj64rXvPGA0uW21Jk86G6ys204yR/EPcjrUyp3NYztuc9q2gaj4Yv47uQTPaGYmG5iYqW56bv4WrsvhTdyP8AEKXz4ZkkLkETyF5E/dt1J61T8TfE3RNT8IXGj2scrvOAo3x4CcjLfUdqxfhl4gGk+J5by8mlaFYg25lJZlAKrgUScvZNMlxiql4n0rPqkUdyLcSHcRkgDj8fz/SszWtVJsryEoiw/ZXIkB53YPGP1ry3VPiekl0Ps0MxGf4iAKwdV8capcxP5SRqrAqQctwa4+U2TNaO5VrfcWJ4x+lct4ynH9jlVBALrkn86teH7+a8YoSoC9enPFJ4ssZJNHKFizGRWqUrSNm7o4pNPSPSHkV/9IlhDbfbOSPy/lWZYPtu1JrejtplMbE5CAIcnsBWQLGSC8kUKdoJA+ldO6OSzPX7OUSQFCnl5PPHWlvdJhuYFjjHJbcW7/WoZLhUG5unTJNSJfKWVQTx1OKI1Wi+RW0OV8S211Bo6wXDFrVJ1Pm9XUZwfr1rjJLYrLdrFFK6xDcrldpVMj5mGO+R+dek+I7n7Z4avkEedqbs9cYINcVcrJLfSsyahIbjSxKDK4RmwgYt6NGCpwOpAHeuqnPmRhUjZlW1uE+3WqxwiBRAFyesh6lifc9PYCtU3CbW7kVz8SrDJYyqFy8ZJAkDEkMwyR/D06fj3rSEhIBwBnNY1dZF03ZFqCZSS7rtxjbXW6NqAuYMtIfkIBUVxAYyuMZJXAwOc11PhWznW4xIvko/VpOP0rGS0NYyscdcADxNdovOZWxn1Bz/AEqbXrby9MtJy2HnkdvL/wBkYAP+fWrvjDw7ceHdWS9Rmnt53MgmC8Zz0PoaboNlH4w8QRade3stsvkSmBY49/KqWVB2A45J9K0WxjLcueA0hljulmk2rlAffrxXdXNm19GyJhYTwcenoK4fwGGjW+3Dg+WQMfWuxivljY/Pj1Gf6UKryu3QpU+ZXKMV5c6e0cFyC9ojFRKv3lHYEd65+Lxt4i8OyXI0+7JshO0aNIu9R1OBnpxXZPeW0iJ5qAjnGBXnetWqm61ryobh0gKTqykBIgxC5Ye5YAVtGcZ6ESUo6or3+o6hrup3V3qNzD5yx+bJIQMfKuFVceuQMDucnpVmxmzZQlzxtArKvbXbdIsVoIleySYK027+DJfPvgnb2ziptPlBtIkOepzSrbIVPe5pTzojAYJJXg1paRLHDqdsmeGcZrFMuBnAHGBU1hE01/DECS27ORXPY2udF8SHifTkETHarrx+FcvosH2wQxKOZGUliOBjr/n3rpda0e51fSJUglVmtzuZe7YHQCuGsNUksrV0iLLNkgOP4VI5/XFVEiRVR3j1Atu+fefmHrnrXr9uIpbdYoCM9ST61wms+HtJtfDtrrGk395Pm6+zA3MAjW5KpuaSIZztU4U7v7w9wO0R0iUFcKcc7aPaOD0CMeYr3Wn3FncGWzfDsp356NWDrN7dm8sZbR2trtUYNzjJHIrsFvUICkgseME81znilrdm06dcDZcqrkjgKa2hWi3qKUGlc5e/8R6pqtrH9svnkVJBhT1GOh9+9LaPHFeXEVuxeMBcH+dMvIBDYatbFUVra9Ugf3R8ynae44FVUHkao6s2MqG9OoBqqnwWIj8Vzo7KYR3UbhgCG5ropdTCNhG6Dk1xKTAMHUk5NTzXrysoTAAHzVzrQ3ud/Yax58A+bOzrVS910I7IjYlibB9+/wDKua0F3Nw6KWPmDoO2Ko+IpJrHVIrvJKyKAw9x/wDWqo1OhMl1O2k8XLb2cdw/MbPsB98ZqO58R2+rLbPblXVQ29T6nGP61ymgx6X4j1+10jVL24gsnYpFKs0caxnPLMZOMbQeOpPHerOg2K6brOt2MkU0Ytp/LVLlQJFwzDDAEjOOuCRROb5SIxVzqpreK6CF9oGOFrlfEelfYLWGdQHiE4Jic4Q5/lXSRXARvvYH5YrK8UzLP4duQDnkEfgRU06zvqaypqxw8tmY11ANcWieSyny1bcXyeiHvjPNWLTUJ21Eu8gfMCxjYMBVAGAB7VZuple51fyZoSk1pG+LazIQ42EgA/cA7t3x71nNJ/pdsymTm3QZkQL0GOMdRx171tP4TGO5rxsWmyeme9dPo1pHLDMZASGG0H/P0rkrIbmCliea7qwK2+lK2OTk8/lWENZpGkpe6xmg6QbK6mA+YFsqfatrU7T7RbbCO9T6NFm2MjdcZrQWPzUolBc2hcZe6jkBo6kY29cVnzaJ++Ztveup8RiWy0hpoJDG4kUbl64rK13SNa0TRdMvru7uVmvDJ5kRTAhxtKAnH3iGzjt+dPlFz2AxiVNrEjntUkqraR7o1BbPVuaKKyNWZ2sXEj6RKC2A0bAgcdq4yaGKOTSWKeZ5umu7CRiwz+9AxzxjA46cUUV0UTnrGZbkZs8KoIkILAcnkda6rQtKt74u05c7TjAbAoopVNxQ2Oot7C1ththgRPcDn86sqgUZFFFQUi5Z3cqv5RIeJuCjjcp/A1h3FwNH8UXN7Y29vFLHIwUCMBRldp4+jGiigkpaREkM84jGAwXP4Zq7DGJdQMbEhWbnFFFZv4jaHwl8qkcoQRqcdC3Jrj763jvNR155wWaLTPNTDEYYSIAeOvBPBoorSj8RFX4TnbyRLb7BJHbQZayw4ZdwYkuu4g/xdPxAp9l/x4Rf7zUUVtU2MoHUaTpFrd23nTh3IOAu7ArfhtIY/kjjCAqfu8dqKKxe5Zm6BcS/ZZG3nckpAPermsaTptxpUl3JYW/2jzFzIq7ScnnOKKKTEyl4j1hNa06GGTStPtjbRqkL2yOpRF6IAWIA5yeOTzU07s1ocmiipnujSn1HaePOmAYng9qz/FyLb6QPKG1hMpDd+KKKIbly2Zz2qPm51/CqA7oxUDjO4HP6n86zYmMuox+Z82IlHP8Auiiiuup8P9eZyw3RbRj83tmuh0vSbWS1E8gZ2bkgniiiuc1NuCJIcCNQgx0UYpmn6daa3M1pfwiWItwckFT6giiipY+hVNvZeF9Uv7SHTbO+tzKCI7+LzdpQEqQeCPvHIzg9war2l1PeazqV5cSF57lxLK54yxyfwHtRRRL4RQ+JCzuwmfB60zUlD6Dclsn92SPaiioibPZnF3F7dSESvcSM8kIiY56oMAL9MAflW9ren21rZeHJIY9rz2e+RskljRRXY9mcnVC2qKhTA6nmurRfMhjjJIXb2oorGn8Rctjq7QeXpZK8HpV+y5hBPpRRVIp7GV4v40F8f89U/nXF3uu6lf6dBp91dzTQW7tIgkkZiS2M5yecbePTJ9aKKZDP/9k=", "info": {"video_id": "94001", "label": "holding remote next to spoon", "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": "3e1ccfb4107592672c5a3f28a8680392cda7ba3c0c6441aea4c0421133293e45"} +{"episode": 49314, "episode_seed": 2066113204, "split": "train", "timestamp": "2025-10-13T03:21:38.934989", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2066113204, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wooden clip next to ball'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "51453", "label": "dropping wooden clip next to ball", "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": "51453", "label": "dropping wooden clip next to ball", "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": "2199774a54f826b267222394ee82d8d49ad3f297053ec81830b7b337a3f0b3f6"} +{"episode": 49315, "episode_seed": 2692092560, "split": "train", "timestamp": "2025-10-13T03:21:41.407027", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2692092560, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shaving gel and shaving razor 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', [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": "217080", "label": "putting shaving gel and shaving razor on the table", "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": "217080", "label": "putting shaving gel and shaving razor on the table", "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": "1a5ef0d26dcfa9571a7e7ade6b48dc2fb01576bd59fb784794d9add5a3ffbbef"} +{"episode": 49316, "episode_seed": 3498582654, "split": "train", "timestamp": "2025-10-13T03:21:43.551828", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3498582654, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to squeeze bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "181735", "label": "pretending to squeeze bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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O5mzQlvmXgn8jTYJFTcGXa2MUkc7RfIwyh7GpJI1kTI6fqKQHqvwR1J7G38SYRnR2tgcAnb9/nHf8K9DvI1nOUYFiM5AwD/hXnfwOjVYfEYkG4/6Pt/8AIld7MskE+8H5T+lRLe5UdiBYWTJwQQDkHvxXCa1p/wBi1OC5ZsbypbPYZBr1S18m7CDHznqDXK+MtBu2V7qEeaEGdoHIrixLuuU3jDmgyWHVLWczPHLbywOjmYI4+YcnB9e1cPp9606blX5+wQVzEsskt4IorN/MlbYqpnJY9q9y8C+DI9F0hJrpVkv5Bl267f8AZFY4iDmkmrHNUw7q+7sJ4Oikt9EiWeJo5GJYhhg9a8K8R281r4hv2O4KbhyPzNfTF0I4lJ6ECuJ8U+Co9TgN0seHkXfkCujAxvKR04iygkeJxzrKwVvlJ7ngGop7ZkfdH8renY1f1bRrnTrgo6nA4BxWfDOV/dy5x2B7V32scpFPcmRVVuGBHBr6IvbuDUi0qMuRwRu+dT/tDtXz3PEkoBHPIwa98vYBHJmAnoM0O4FdbY+YAQfYiuy8OMLeJ1uvliZCpkI+U/X0/lXN2UiuAJPwOK3Z7+ODQLi3TcZbhdi49O/6UnJJO40rux4DfwNp2oyDcWy/GfTtU2jgzaZqUax7bgqvkhhjec4wPepfF4Nnqhk/h6gehBqzoU58S6yqwwTxWsWZJJm4HXOB+NecoJtzZpOleq2R+FNA1LXDLLGPKtg2POk6HHXHrXomlaJHoaeXE5lZjudyOp9vatnT7eK3tY4Yo1SJBhVAwAKr30ghBCt0rCSTdzWjQhTk5LdnmfxUjZL2wvVXKyRtE31ByP51wPyTpgYz3U9a9I8YWN1rVjG6KSkUjEe/GK8xuLaa2lKspDDqDXqUItU1cxqtc7sRsrw52HKntXqfwSvZbS38SSRIXJEGUzjP+srzATB8Bhg+terfBdESLxAWUHPkY/8AH63W5kd3cMl0A4LEtz8ybSPYio7azZpQFyrA8H1/+tSzRkS71GBnoO1adi6ZQvkNnr0zQtFYCp8QyR4BVXHlSxXCMoPocjIPcc14j5S3enzzySb7iRSpyO2RivffG93ZX/hxLFiN3mqSGGeg7fnXhElrO91Pb2qDKqTjOOAf/r15+L1ehdS/sbLuTWuki00KC/ExkmaVk8nrtHrWpo16bVo5niRimT5ci5U8YwRVTUTPB4YtUXKy27sbgDsCcA578ntWfZ3bG0BJJJB5/GuWvBtXe55+MUmlfyO88DWaJpqMigAsx49e9eaeKNjeKNSjGM+ewxXr3g+Iw6PCrDb8mfzrxzxjA8XivUmKkbp2I98104V3mz2K2kEYMsJibIG5QenpSvIn2Tan41Itz53yyfe/vf41XuYiCSvB649a7zlPph3E+egkzyp7Vw/jS0hOZZHZWTYFUHg85ruJYnaRWT7/AEVh/Wud8Q6RJqtrc8Dz1f5BngkDFcuIlaJ0Ule43wzrtjLplpaxXcC3kZz5bHaytuZsjP1HSsbU75G13UVh2iMXLBcHPTjP55NcTeTwpcLBNGRMnyur8FcelT2FyzS+TCrPI7YRV5JNcFaLlBRsediIy5OWx3/hUfarzWL6HcsD3G2NCc42qAf5V1ujosy739M/jWRoNj/YvhxLdl/fNueQ/wC0eTVm0eSJQ9vJhzwynow9/wDGurCaNnpTjyUoR7I2rzy5EZcYIHpXG6zp0N1EwdAR0rfk1AO3AKttO5T2/wAetZV7IGB54xXoqRzM8k1nQvJlLQg7fT0rA2vEx68V6lfW4mLggDjniuSv9JzKcJg9zSYHa/Bl2VdbYKSn7ksB1/j6V6e0YlXzFIKt69K82+D8AgfWIWba7iIqPUDdk/qK9Rt7OYyF4lDkHmLOAfofWsZ7lp6DLOBba5AA5YZp2pJuTr14oaZTqcZBIJi5U9Qc9KtSQrKQHPHevPr6yZ20vhRy2n+G9Ph1n+0Ft1Myk7X9/UV2IlEaAA8AVnugTIQYx0qKS6IXaeMdayv3LaGXLSXU4gTlpG2iupurZfs0USx5jCBQRg4A9a53RFle+N4iK4i+Xa3G7PXB9cVvxXsT6f5pYDaNjKx+6fQj1r0sHDljzdzixErvl7HmnjHRIWdx5asp6/jXkWraG1qzFAWH8q9p8QXAkkdVJwvAB9K4+9shKhZR25rtlqznR5hGjRyDJOOnSvoPiYBejgDcCK8ouNCZnG1fmBzmvWTC0jIVOCeA47e1ZT0KRLawqrB2UEL1A71oXdpbW9naSRP87ylGTHCjGQB9KbaRuGWKVNjHlTnh/p/hUeuk27aez8BpWA/75rCq/cZpTXvozNW0jT71RJcW0bsOclc8VQQRxzfukCJ2VRgAVtTupj5NZqQh5W9AM15iudxa+1+UOvJFZc7y3MiwxAtLM4RB6k9KW4YxlixyO1avg+ON9TbVblG+y23yiTGVVz3PsB37ZFa04c8kiJS5Y3NfUvDUFnoKW+VLxJ8xH8Xqa8Z8QaJG0jkqCw7j0r3fxLfK9phBkAnBPce1eWahGJJHz0PTNe7H4UmeW97nkV1pkkLkYz6EV6N8IUlVdXKnA/c5X+996ql3pAaRmUfQ10ngGyj05r1WO1rgxhR6kBj/ACqHG2pSZ2agTAuuRzgg9q0LOCLiOVR85yH252Y71Whs5HlyhG8YAB6N9a17WNnUnaVlHDJ3HtWNyjE8U2EUZ8uDMkXkhsnk8k14tq9w+k6jJJAUJKkYYZBBr3Sdy2oXCnHykL+lcxrXhzT9SZvOiUFeSw4rz51Ep6naoXgkeRWk+r+KLg6Xb20SecQZZgDhFBzk17H4f8J6XodjGkcCyzKPmmlG5if6VW8P6JZ6TE6W0QUu2WY8k10nmKsTFj261NSpzkqmlq9zPlQQSsygBfQVxPizw9DeR/ainL87v0rqb6Z52EcALSSNtUDuTU/iC2S0sIrLcJDAm1mHc+v510YCF5OXQjFStFI+dtQ0yW0kO4YwetUVc/dYZBr0nWNOWVWJUMPTFcTe6W0ZJUHg9O9d0o2OZSPom3TybRQv3Yl6E5PHSsy8SaNRtf5jyQa1rlwlqUCMC5UbscHJ5/lWfqit5G9eorysS9kd9Bbs818U+HH1CZrqBM3AG0+h962Pht4Qa18zVL5D5gykKN29W/HpW3arvypALMa6i0VILcRjgdKyVSTjymkoRvzFHUsRqfQ8CsZ5ZbSQccd/er2qzb3KKc4NZxuFnG2Tg9K6sLG0WzDEO7SJJrhJ4wynDDkY6iqDyttIcHnv61HNG8D8Hj1qMvu69hXYkcwxl3HPrTGsFnP3Rk1ZjCsORj3qhpyz3/i2fTW1W4tYv3hiEaBssqFgvsODyfSrWgjsPBOmiza5fYAW2jcBzjmvR9MtmyXUjnnkd680+G15e30F8Z5nmZVQoJDwDg+g+leu2MXlwoSvzMOfasZq8xrY5XXP3etQs+N/k8kd+TTJXd1BVsCqvi2cjxUkfAH2dT+poVy6DnC4rz63xs76fwIsQzguB1qjqkhCEr1NJHIVBI6DiqV7OSAe4NYJXkkaPRXLmlapJpjeVMD5bHJ9RWnfmOS3+1206rIR94dGA7EVjia21GHY3yyAdfSsyV5rLdGX+U9uxr24+6rHlvV3IryUzSncOSegqrHEWfFPLZbNUtfuZ7TRnnt5Gil81FDr7mquI2bXR1ndcr3ratIixRVP3cYH0rjXvby10qC/07XtRkX7R5BM8aosxC5Z4x12g/Kd3qPoPQNKjMlx86YQAHIPJ9eO1Z1Hew0asMDOUjdQ0ZA496wfGsRtm01JJQ6qXKE8MOnB/wAa7e0hHlIWQA9RntXnvxQlMWo6UGYhGjlHHrlaxqr3Ga0vjRTlcSQK5bGBnFQ20u47+2KoQT74Mn7oHA9adBJhc5615zO4ZrExQYXBBruvBd/ZWOiRWM2EkbLszdGJ9a4OcLLIgf7u4A/TNegavo9vdW4u9NIDBRlF6MP8a78DFO7ZyYqVkkZniRVtZHW2YiMnPlZyo/3fT6dK46UGTJx3rRuLqY5jm3ZU4G7mqSozNn9a9I4wtrPzWAwPxrpNP077JCrhcBz29v8A9dcNpt3JdeMpdNutUurSF5diNDLGip3JJcYxjPHXOK6zwzPfveahZXlxcy/Zpdka3ONyctwQOM8DODUTmuVoaWp2WmWu5wwOM8c1rx2ryAktslQ/K+M/h9Kj0mFltkZ1BkOMkcAetauAMnAyetYFnn7ux1TUN+N/2hsgHIB4qnfKS2R0HX3przMmv6ordDcsR7c1HNch2KE5NeZUXvM74bIbDNtkxjGRSXFziJkDVBIjLHvU84qlvmnnitYl3TysEUepNSk3ohM3NE024uI5dVRVZLY7Y0Y4Lt3IPYiszWrtbl2YAjJxgjkexrSg1O50a2bTZ1OxcjB7HuRXO6hKssxfPJ7+te1Rp+yp8p51SfPK5kzoG+Ujg1k3Gl+YchQeat6/LLb6Y01vI0cgdRleoyag1bS9c0TRtLvbu8ulmvC/mRFMCHG0oGOPvENnHb86q+orHpOouRDaD1lOfyqG8/49m+lFFePiPiPTofCUIY0jmJUYOBWg0jKnB7UUVhE0kYVy7byc881nNySaKK9DD/wzkrfGIXZgATUZUBvqeaKK6jAtW8annHOa5mS9l0vxbcXNvt8yORtu4ZAyu0/oTRRVMR3nw5/dvcovTEf9a9ktzmBD7UUVj9op7HnHjTnxnAO32Rf/AEJqaZG2qAeMUUV59f42dtL4UMjJ2H61n3pO00UVlD40aT+FlJZGVsg4PqKllneWL5yDgUUV7C2PMG26h1LHrux+lVPFaKfDLkjP76P+dFFUthGJc+IH1ZYYZNPsYPJjVI2gV1KoP4QCxAHOenXmvXPD580oG/i60UVlPdDOxHyRcdhXnHxXjTdob45VpgPyWiipq/AzSl8aOMidjEMntVuL7goorzWdy2El6D6iulhvri3RPLfAOBjtRRXoZf8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", "info": {"video_id": "181735", "label": "pretending to squeeze bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "750b2348db46ecc7a5e2d6ca5e2dbc47c4eeeabe7d5c0ab99963be010245df8a"} +{"episode": 49317, "episode_seed": 298198442, "split": "train", "timestamp": "2025-10-13T03:21:44.387063", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 298198442, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 waste scooper 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', [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": "178947", "label": "taking waste scooper from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "178947", "label": "taking waste scooper from floor", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7855e677156836ff2b7ab5f99030481e4100a71725461cb51c838cd0137c0af4"} +{"episode": 49318, "episode_seed": 2289310721, "split": "train", "timestamp": "2025-10-13T03:21:45.775963", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2289310721, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 big leaf so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175777", "label": "poking a big leaf so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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/ec8fh61Sd0ebiU1VYkyzPZ3kWACFEoJIyADhv0P6Vz7/AHuThR0z1Nb1rJFBePlFZnjkRXfoPlOeOntznrWHOyTuZFjxK3zMu75fqB/SiLsYtdSMsW9QoHFdLpGoxtpcfmE71yn5dK5eRnbGWAXHTcBWjpDApJCxOzdvG3k+laXtqbUH71jcjujJIScEDr6Goby7lt8CJhuIzn0x0/nVdQYhxuyeADWdd3LrOGZDuXOecccZqZyfI7HbFanrvgbxM17YvY3cqm4tiArZ++h6HPt0/Ksz4kwiS0N3bhTuRhK/oQvy/wBa4HTtVNjdpdQuU2fLIDxwa7O81C21fTXhmTzMA7lDY3cVnCd1ZmltTO8Ca952ix2d7sUwALuQ7XHTqDwevqKg1Bkj1K5ELh4/MO1mXr+FcdZSvYa48XQSKGA+n/1q6RJRKdzICW59P5URlc58WvdRM1z8jDZD0/uDNZ2rSecYp1GPPTdIf9ofKR+n61baZgpWFEGOrBBgfiajmaF9FLTSSSvHP1wBs3Lx9R8vTinezOC10YQbnewwOwpYrpreeOf+4wOKY67JAdxlHY4wKjfzHzuUgemMVogR2c19EIv3bgkj17VAsvmJkgbuoJHIrLtcTWUbMzB1wuAuelSSO8cbBMtgZNNSPRWquZwkt7u6gdLWG0Rcl4kyBtPHHrjg+ue1XraCW1YQOVyFwHU46cHjt2JHvTo7WKTTLeSAKz27hmmX5JEAB4I5DDcRhuo6VVjuZ7hW/eOqxsTvblvunCn8ufrXAmpL3TdxfNcreJEMixzkgupHI74rZ0yGa8gikijJDDIOMj61dsdDTVBp8kpLKV824jK8D0XPv1+ldgIViT5EVcDsMVcG1qWqCrK0tEc6lvDDGspYlk5fNcu05uNWd2+RJkdeOwwa6DXp/s6TRjIMnArmSVW5Qdgj4/75NaRvZtmGMcVKNKK0RmsxHzbu3b6U8SZTfketUpJ8AD+Lo49KWGUCAbiMDgmtYvqec4u9kdHoA8+K4CyoCXXCM+3dx2PStiWxkjfEkbCIL19K5fR78WMjKm2RZR84Y4Ax6VuWOvkhY1nRQRnaDlR+B/8ArUX6nbTi1FJmfPcz6c6yWpVLlTgSMMlFPUgHjOcDPUZpIVa7vZ1uTIkpTDAnG3bgq2T0OccdSTRrF4tzeWzNBGCu4uUOVZfTHUVYv7iG4gjkSRZJY4/KWGQb2jGc8Hqw54zkjp0rmqWUttzoScoWJYIzEzKXOVOUIXHHX/62KwtTP2bWI7r+H+I46A1qx2F2rW6yo63BKBQ55VQeeOvTkmn65BasbmW3BWLdGoQ/NkAc/r6ehqNUwk+W0SzaAztH5WCZMbcVqW1jPbyPNOg2ldoCtz7mrXhvT44rYXbgAOAIs/3fX8a1p1RgRjIreUtLF4XCJS9pLe55e8jSJqa5JBkVx7/Of6GsrzTGxJI5P51rX0D2M+qRLkbGUKSccZyP0rm5pto2juMg1cWeXUhZu+5tLJxnt25re0KAXFnjfGT5p+RnwccdPWuUSQNbjPcVq6ZqjWdlLAXiZCd2WycE4HTuOKtvoOgnzXOhurGREl81GGeEP/1qw0a7YW11d+bIhkyk7Ej5885b/JAHFa1vr++J1S4UgDhXO4H2wecfQ1Utr61Ni0EhaJ9wYCLpKy5xvXnnJyG681hVdraXPQpq90S7LWBlkhkXyCxU7W+UE8jGe3Xj8apa3CLq1URrkkgJg56+n+e9WItPuIo2vbwBY2kwgk43nOM7R7Dj86vukdvpdrBcqv8AowMs0oHI3cD5hzwcDjPbNYtNbBJOEbdTI0e5aS12yIQ0R2nJyD1HHtxWj55kOFIwDy/Ye1ULeKSG1RGiMaknbkZJBAOQfTrxWrDYukKyMoDdQp6D/wDXXTB2jqclShOpWcYrsZ944W/WNOFRvKB9eeT+Oc1kt8r8HpkZ/MVbuBINZjiII3ur4z1Pf+VYtzceVO+eVYnac5zzTjIyrUlCTiujLowYwVH/ANatLQXzqEqERFXj5EmcHBHTHesO2n3Q9e5FNWcxFmdQyZA54zzmtG9CKS99HoASyl2qxaJ0PABLDP1HP5isjVLS2gZL+do7qFDzFG+C5JwMkdFz1J57d65yDWpvPAVYx824Z4yfrUramL2YOVCSg7Ww33weufWsp6xtc9KOkkzSjjivrwLHFHbh4/LMcanhjyCo5zg8fTOa07dZY3KuyqwAYFM4P4enWmSQwvp8E8IRvIUh3T93KcjAVgOD3+bg88mqUZup7MTnzDtBEeM8kkHk9/QeuK5k1L4S+VqVylrQ8jU4rsdjubA7d63LWVJokkHzKwBGOM0mtWluUl8piCluocHByxPzY9On69qrRuv2eJYvlXYPuj9MVpRbb1OTEy5ofMvl/PPlKcIo+Y4wFHU496y5Zt0V2oOASr49gcD9DWokfkLl22MUIC+meP5ZzXPl2kS6X+JY1UhR1Icf4Vs3Y5/YtQU31IyxCuDkAtk8+9DKAeRn3qjJdADax+bmrHnF4evBANaIxsdBoBR7SUyJuEcv3lk2kcDtjBH5VqPBaSK5iuAjPwRJwPp6frXCrfG2iYlTubOOSMg8dKmt9elCudiEAYK7scelS3qehS+BFizkLXtqhkZUeRQcnoCQfyHNaUurNJb26QWsUFnA/lyGLB3kZAz3weoHfnmsTG6OPn5gCM+uT6V0nhlFn8SSLFHG1q8ZM0YQ7MKRjuedwGPxrFo7E/sne6NavbWEbXAAuJFDSAdAcdAO1XJiAppiSljyetNuG+U1LOqmrKyOM8VK0jQ7R/FzXJW16f7Tnt2JXYhDH8OMe/I/Ou81SETA+tef2l2bPxDfzJKnleWSySICpbdx164P0ou+VpGGIoRclPqzOKW6ahDJKHGU+YCM7QcYGfTn8MkUgjXF0HmbEBJJ+9lSMgcd+oq5bX8V1q8qy2osz5ZG6In5N3zZHseMio5tMv7XUruO1iE0zoJ/l+YOgyC+B1GD09xSTb02OOVBq/Kyi5eLBdgCwypByCPY02CUKWDYORjDDofWoszxXMInJnjxhFU4XI6nn05/GrHhbTV17WvsF1fyWqMkpiMce8u6oWC+w4OSfStIpiXMviLunspiuHaQFk2Kq+xJzWhY3BtLiVk3iRYSItnP7zjZj8hXOaDM0y3MbhXLBD8wyR16VuxzeVcpONwZDnKnByBgYIoa7m8HZXRdmvrwquqvcNILj915ijHluOdpA6D07EGrFhdvcapp5mRZFD+UFBwEDtgkfic1UsJWOn6rbFsQSwqfLJzuYMMde+Aa2dA0treEXkq4Zh+6XH3R/e+vpStvc1jG8ro7C6kjJCxOFRBtVR0AFJBIXUg9RWN5jK4OeK1LSdGO7IA6VLZ2RVjnfGEQit0mHAZxuxjoOvX2NcFDBCUukNvIibv9b1VCB09uueeufau28Xa+1vPFa2txGszkqEfBDexz9RXLaRImqWey42wySOfKdRtGSMbTjqCcD2qE5K7PPxNKM53XUz12Pp9vMrFTKQBjlAQDk/mP1qGbdCzQvkOp5Bq0dK1CGwkZCI7e2laKfC5Zdp3fd67Rkc/7QrHuTPbw3SNkyBlLSFskZOQB/P8AGtbNu9zmVOUS8koEJQ465yw5Fau/iJ+OXGOehA7/AIVFrWkWFr4cttV03U724D3P2XNzAsa3BCbmeIddqnCkN6jvkCUAiMIR6ngcc9Tirs+ptTZqlbrVb+SFPPWXLT2Nu54ZD821fQkcj6Y9Kox3LzCSJmZeSPKPGw55HtSQzE31tIhEPlug8xTggDAzn8KkuVN7qlwLRfM86R5F2HsTn+tSlqatprmZ0miSyatDm6Vf9FCneowH6jBHTPAq7JNI8u1sFM/w9qzLOGay00wsxDyv5sgz/FjFXNPO2XbIMhuBmk7bHVTh9ruJq+krNFBcpxJbuG6447/0rjb/AEyd71LfzVKkOwaJlk3jluBnn0xwcV6Trs6ad4cvLogMUgYgepxxXjunXIk1JbtS0W1NzZbgSZ7fXioSlumYYmnByvbUswMttdyxOf3IjDJIwwc5HOD6c1V+0RSCGGFt85JBcD5WA7k9uhNdRJb2eoQLqdxEjCKJhdQKdrSjChCMcj5mQH6muY1KKGO5WMQyCPzF2l1AYx992OhyOvcVa95XZxuhFaxGow8yRVf5kfaR7/5FaOkxNPNM+V2xpvqt4Qg0vVvEf9naldTWsF0wRZ45YoggzyWMnGMZ46k4HeprWB7HXdWspFu41gdoNkpVZRgkANjIzxzjIquVocE+axsWUkf9o2wmcpEWwS4ztX1/DpVuXWL27hh1JyiQW48rbCCPJYjAJHbPY+2OKyiARGCeQMH3ycn/AArU0u7La1cBcGC7ikWYMgwVIJ6AeuCKmS0OlP7IxtUlk8mWVEkEMvm+WOAxwMn2yMVtWKR6jeyTqjJFnLBv4ccYrko/3KCMDgcMCCfrmuv0h4LHw9EhJea4ZpZDn3wv6DP41SSjsT7NVLReydzRnjjlARMEe1cxcaJdJc30USbo5UBjGQT1yeD78fjXSWEe9xImdhPIqj46eOx0EXEgO4yrGCvUZzyPyrJ32iddWlGcfe6HET2M8k80suIUDhcOhHJ5xn17YP51XjuQdPLMRFIjkESHqBjj2JzVjQ7xrdriWRvPikl8vbJx5i54/wD19qvXmjadbiSW4ZzFOwa0ZBvOduXDr3xlR2+9mqi3flZ5jw8GYUkiSyzCBi0cS5csOhx0z370xJPkDK4KkVTvSI5GwjRuE+dR0D5wR6EY6fWtvX/DGoeGPDGjX12JkmvWkMsJjIEBGxkDH+8VbOO3HfNWoO2guVx2L8gCzYA7f0r0LwNaQpof2gL+9mc729lOAPpRRT6HXHc6NhtPFNl5jNFFZM60Yt7wrH0rxdD5+jalI/L70GfYy5NFFVT3MMVsv67CaZM6REg/NI3lFjyQoHGK6/z3bRk2ny5EkhjWVOHCMzsVz6ZjQ/hRRQ/iMF0/rqclqjPDfOwdmKqZfmOcsw+Yn61m6Zq91o1+mo2pQzxFgu9dw+ZSpyPoxoorSBM92aXhniW6PcKg/nXQXEarZRyjO5wSefRiKKKT3HHYu6HaRXmqQxzruQAvt9SPWu6cDGMdqKKiZ1USpMAAcCud1rV7rStJuLi2KeYo+XcMgEnGaKKiO5vPZnBaxNJPp+m3Mrl5ZTMzs3c7hzV60dkaWJT8lvD5iLjjcRzn1oorSpsjzYav7/zOm1CIXpt5J2Yn7OSQDgMTIwOQOvAUfQCvPr7MdtuBJ3sAQT2HQUUU18Vhy+FF/XvFsniCCzil0jTLVoFSOKS1SRSiLnCAFyoHOTgZJ5z1rpLeJZYLqRxkxKhX2y4B/Q0UVcxUykTtEmPU/wA66nQLeJLSSZVAkLsufYYooqSnvH1LisZFDNyc4p2drrjs1FFZM9JbGR4t1O5lSfTmYC3OntKQByW3KP0ya85VNmmu6swxNjGePr+lFFbR+E8+r/EZ0tne3CCwYScXaI86kDDlTgfz/QelY+qzSNrmoMzljArrHk/dAAA/maKKmOwVCtpniB9Je5VtO02/jmdXKXtv5gVlzggggjqcjOD3BrX0e9uNZvNV1K+k826mlSV3xjLMTnjsPYelFFavYxj8RpyAZY/h+n/1qhH3Op9KKKzRsdPpFrHHp24A7piQ5J5ODirEyKGCgYAGABRRSnsGD+OfqaWjHEwT+Hriue+LEjf2fYIGIUzEkDvhP/r0UVEN0ddb4Ged2d1JFd220jCsExjjBIrqbC8laa8tDt8qzjcxcc5LDqe/GB9ABRRVPd+hyx2Xr+hx7yvLp8ty7EySTgMe3Rj/ADqa+8T6vqmkW2l3t7NPbW8ryoJJGYlmx1JPONvHpk+tFFbROdn/2Q==", "info": {"video_id": "175777", "label": "poking a big leaf so lightly that it doesn't or almost doesn't move", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "598adde26253ed9c5760ca30340204e1865dc9f46fc47adb9c90488167479915"} +{"episode": 49319, "episode_seed": 3070159722, "split": "train", "timestamp": "2025-10-13T03:21:47.255429", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3070159722, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cfl light to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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"info": {"video_id": "67566", "label": "showing cfl light to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "67566", "label": "showing cfl light to the camera", "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": "03ef88be00c07ecb945265ee127e200b3dc2a13f1fd3c12a533fde7123bb65ab"} +{"episode": 49320, "episode_seed": 2375763830, "split": "train", "timestamp": "2025-10-13T03:21:50.528153", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2375763830, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a dumbbell with another dumbbell'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "97227", "label": "hitting a dumbbell with another dumbbell", "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": "97227", "label": "hitting a dumbbell with another dumbbell", "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": "77e6c21c062234367b314b283a8f212b08e2c6104a564de698ce2fbc7a16fa64"} +{"episode": 49321, "episode_seed": 3822216343, "split": "train", "timestamp": "2025-10-13T03:21:52.708263", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3822216343, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 round box away from pen 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', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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"info": {"video_id": "26874", "label": "moving round box away from pen cap", "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": "26874", "label": "moving round box away from pen cap", "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": "a601283e66d334c8d149c695731df7620c71a76539a8c3c996cf5d7d456c8858"} +{"episode": 49322, "episode_seed": 752534033, "split": "train", "timestamp": "2025-10-13T03:21:53.721962", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 752534033, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping a coin next to a banknote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "124519", "label": "dropping a coin next to a banknote", "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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sducc11djeiaIIVI44zXGiCaEkgAgscjP+fWr2m384co/97I/lWikzpsjyTQFMTI/fOa7hWXnGeeuR0rC0DTYprPzWJBUZFbqyRrKoLjDcAgcVmovc6a2liyki7FXYSeD+lTpuDkllUNjpUEbRqh3HPsc0k94NgSJduByQetPbqc4lzb28kkkjSPI6pkgNjgkCobXRbKKWYrCFIYjc2SF49DxTNOM5lvJNxLlVwBkH73TityBVkjmwqlt4BB9f8+tNamMkm2UkhVQSsu5V4ICgU+CGF9XtnkDcI3O7uCKmMbqCQF6kEE4B+lIIx9ojlzwqsCB3yKGrENam3LbxsGIfv8AnWVseGVG3AEH5s/Wr1sY5LX5iQdtZ7xxk5Dnk/ezyMGg6EVfGZEttpeSDjzOg/3a42WNUUuxwByTXVeJHV7axCn7u/j06V5v4o1JkC2cJ5PMmOw9KyavI7KbtBHQ6LfQ3MkqSKDGT8pIzuHTmrDaFFLIs9sTF0yAvB/DtWZ4YgaRInUAhV3N9K6pJoYQ5OTwMAHqapK5FRuMroU2KLYtH5qqCMscfMagm0eGW4QNNOWV9hw23PGar3dxLIVjQDBYZ7V0SHzLt0cYKz8YA/p/WqRyVNZK5VTTo4SPLaNSQMF8lj9eakuIybOdGZhmM/d47VcmhxLkIASThuuTUTRl1cMm1ipGcg54qmrGLjoamm20Q02ELITj5vm5wTUF3bFZMBgRgjOO9JYfIY4mcjEahsflUt8gLgLK2CMkA+lLobQ2Rb0aVhw23IB6n2rzvRJQTnOD0/Wu3sGEU7fPjIOMHpntXn2n6dqEc3yrtTd95qmR1UrWaZ1KSAKcybuPWuc1/Q3vNQ+0WbAluGDfzrftgNpRipfGTjrVvy4xFl2BPtgU7NmexS0HS2063aOQqZHOWbt9Knu7LfLJK04UBRwgz3pbm6jUERAnHDEjvVfT53ka9klTcNqcYz/F6ZFHkZVFeLIrLQ0SWb9/PJhioVnwDx3xzWhHZ+QAFSEIODtyTV+GNWSdxkgkE7evNQhQm4hGx0YAciqSMXEryQme9s1ad1G5lIH0zzXRTWYYk5U5AJ96xfKPn2zIOFkyc9hitazZpoP9aCMYHvQiqa3M5o3ikLBRuD44/SrV87vDblcKATn36VBcLLvbMvA4GB3/APrUFmWGNScHLD1FJ3sbCLvIyWI+goy+AcsTn0oad41UfLg54x2qD7YQWII25xj0pW7gI9gksqSSxCQjGNw5FJJKlqCrbBjqMU2a7Yj5WB2+n+NULiIvF8xLd+9Dt0AswT/a4hIhVFMrDbn7wCjp+NSRwAWa74t5/ukdDUGnQuLOExKwAkcnBx6cH8q044y1mm4FCM5Ax6+1OKvuYPVsoiJAm5YghPBC1JYOseqO8irt8lSQR7n/ABp8kflYJYg8ZxjBpu0bnkUZfy9vX3psVlc2JvIdCePYg1lYWOVMSfMvBx3Pb+daEbI1qy+XnA9KzmWPCnaQD83v1OKlm6OI0m4utPtpoZ4gUK/KwNWbd7meZcRLsz/EeP8AP+FWtUtXMWIyGxwCKkhjMOk/aI2+VeTnqM8VVmzSc+bUmS3ukiDO6Be/BqWKFFQ7y2fSo7LUTIiRk5DDnjofetdwgGGI75wOvpR7N9CLmZYMoe5aKAy52L5Z7jNbdtK5jJaAxEk5Q1it51s7PBIY93U4BBp8VxfORun5zz8oo5WjKUbu6Nhx5isCvygcCs5Wu11MxCLdbheOOR75qaT7WGKJOCPUoO9EZ1FGQCZDvzgbB+dDTFyM1bJx5WduM8Z65pssCOyKAFJPPHTJ5/lVFYpvLYqygnkHOMewrkbfUNUvPF91pj63dWkYMnleUobcyoSF9hweTSszVuxseKk+zrb4bKEvt+nHNeWG0k1G7lnA+VmLE+g7V0unanqGtxP9uuJLhY0BQOfu564/Kn6JZsjS2+FYBgwBHNSo6nRColETw7dSadIsTwO2fkYBedp71sojySjeQnr6GmW1y1tdNGy4aMZIPXNbtpFFMnm7Vw2TnP8AOq5GROpzGdLBHHJGDIdxYdPrW3FcW8t1sEMm8SMdzAlQR3BqldWygo6gBlw2MdKVdTvCwXZDg88A0+Vrc55pvY2nkBGQvOMVnag72kDzQpubIG0nAp0Vxdvb+bth64xg0gmv3clYocY6MDxQ7kcrZasZRMsbPE4LKPlPFaUyRyfOQPlB5/QislZbico7IqEYHynkjvWR4r1HUdO0Z5beZ4W8xcFTzU2NVojo1tDtDK6lixXGccDv/OuNllihhBJOd2OPQVV1LWL210aHUbDX9SlBuPs4M8aos+F3M0YHO1ScHd6j6Bb9D5qKBgN69qGrFwkT2920s5dI3YheCB7cVpBrh1G+FgPU+tRFhp0MbPHhivUjrWjFcQ3SpHswwwcZ5OafKx3IIoGeIksvXBPWnWPkRC6aaXEWUG7HQ5NXXtE2cKeQTmqEDpYtIGg80OVIGemM0+WSM56rQ3LKSBld4W3ozcnOeR6UrhWyoJB6lu5rNi1ZTwloy5PQMMVYe+8s4a3fLDjkU9TK0iBr1be9jt3DHPO8DgexrXsfL6A56jHaspLuEzxyS2L7l4DnBxVhLhlDlEZUYZCkc9elSXBNbly4t1AZ1J5bdgn0HNV3tfLIWRsEDIrj4daub7xrcaZeard2du82yMxSxxrH0JJLjGMdupOK0/C9/ezanrFrfzXMrW8ojVbkDzEGW4OOM8DOOKFEu5YmjE1z5Zy2OMDirS2tpAdrYyT3FWntSt0kiD+LnjtWTrD41RBBjdGoMmO7elV7PuFzRa1TcPKCAY7etU7wzJAQMA9OmDSWFyWR/MPuVPb3qeZw5Zfl+Y8kDin7NBcr2iTS2kPl3awsocMBg5JPHFaiMyxgbsnGCR3rEmscsTtBHrT7S0QyDIO3p1o5WZuF3c1SpKnPIJ6YrPtbW+iuLiR33QkEgE/y9qYbIscCRxnoAx61KlpNDIVW4l27Q3LZ3fSk4sFA17aceUBuTLDjbSvFHJKuQQg+8R/d6muU8UyXFj4eea0uWicTLhk68nmsTV/+En0HRNMu7nU71ZrsuXiK4EIAUqCcfeIbOP8A69KzLvY6OzUSQJu5yuaZqiiDT4YIxhHclh9ORRRWyEzNjQQ3CvHww5rYjkaSP5jwM4HpRRUFFmMDYgIznHX8KbEq/alGBgsQaKKoktOSzOTz979KnjJeFMnoA348UUUwIo5GKZ7ljz+NeaaxqE+meMb29t9nmxzPt3DI5TaePoTRRUsTDwrxLNHj5TtX8MGuo0+2i/tFX284x/WiihFLYyJ/3tzLI3Ds7EkfWuh02V/sicjqQeOtFFC3GWovnl2knBAz+tLLGuzIGDk9PwoopiLS/JaLjuoYj3qaE7XfpwmefeiimIQORJGoxjn+hrE8ac+GJSe08f8AOiipYHDav4hbWI7eOTTbC3MKrHG9ujqVQA/KAWIA5z05PNdxfW8UsGWXnaOlFFCHAXXFB02yTna7kn8qztGkY6jsJyB0PcUUUPco6OWVvKVuAWTJ96a0Sy43D8qKKokjRFEmAOByKvzcMzewoooQiVkU2u8jlSD+dPViJHxx0P50UUmM8y1rVf7M8SaqhsbK7jkuNxS6h3gMo4IIII68jOD3Brb8B3c+oX2rXtzIXuJ2SR26ZJ3Z4oopLcg7eeVo7OSQfeA4JrFhhRk8xhlmXcSe5ooq2CFaNAwXbwCwqSNRx7c0UUFEkuMuMDBUfyplmMiUnniiikArDEQYdd6/5/SpnOUJ79M/hRRTA53xkx/4Rs89Jo/61wl7rmo31hDp9zdSywQO0i75GYktjrk84xx6ZPrRRUsln//Z", 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", 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", "info": {"video_id": "124519", "label": "dropping a coin next to a banknote", "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": "bd333ab6da7b88cbedc5f4b529a649f0c32f2442ee674d6d34f7af3bf8867924"} +{"episode": 49323, "episode_seed": 676900528, "split": "train", "timestamp": "2025-10-13T03:21:54.786460", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 676900528, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a lock behind a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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lB4t1SLG945R/tp/hVKaFyHY6yudGvPaIn8uf6V55obeV451+Lsbt2/M5/rW7N4wNzYzwS2gDSRMgZW4BIIHWuO8MX73ni++uJWVpJSC7KMAsAASB2zilOScbAotSuekMgYetVXiCPkDrVwdKhnGNtZFkQAqVRnpTAKlQc0hBeXyaXp1xfvHJIsCbtkYyzHoAB9SK1tPCJYW8aurbIlB2kHnArF1ZN+iXY9Ez+RBrhkkkjb5XZfocVpCVkJxuevUh6V5bFrGo2/8Aq7yYe2/P86vReLtVj+9Kkg/20H9KtTQuQ9CI4rhPiPDnRr1/SCF/++Zv/sqsReN5xjzrSJvdWIrn/HHiX7fo7LFEIleJoZQ/zFsspXB7YK5p86sxOLOh0PFxo0Dd9opbq368VV8HS+boUHfC1uTxb14rA0IlOQMdD3FSqKprE1pkxgtAeTGOSnuvt7flV2PDqrKdytyGHIIosIniri9ci8rWLn0Ztw/EZrss4NZGq6HbanKJ5GmSVV2ho5CvH06H8aBo4+aR4wpjhMuTyAcYFQtqMKAGVJY8nHzIa3JfDF7Hk218sg/uzx8/muP5VTk0vWIfvWKSj1hmH8mAp3GVYLmK4UtDIHAOCR2qO/m8mwnk7hDj69KlMd1ETv027j9cRZH/AI7ms7VxcXVn9nt7a4Lu4yDCwwBz3H0oA0Ph5JtuZk+lel9K888EaVc2l67zrtyOlW2vr+88aXmmf2zdWkIMnkrGobJVNwX2HB5NJK5Ldjq9QlaExybN0QzvK8lffHcetJGQyhgQVPII5yK5fwbql9qgumvbqSfZsK7z93Oc10oja2JeJC0ROXiXqPdf8KdguWV7c8VM214XQ9GUqce4xTEAaJJo2DxOMo69D/8AX9qDwMc0gPOXngS4eAyoJEYqVJwcj60yVLjzN8UyhcD5GXg/jXe3mnW12MTwRyg9Q6g1jy+ELE/NbtPbH0hkOP8Avk5H6U7jOVaa9jPNqkgwOUfHPfg1YidpIldkKEjJVuorWl8K30efJ1BHHpND/VSKqvomrxdUtZB6q7L/ADFFxnM+JptlgkWeZH/Qc/4V13w9l3aQFz90kVzup+GNU1C5iaVYoo41xjzNxJJ69K0xbXXh3wnK9tO8cwmQB168nkUhM7yZNy1Vt5i7mORdkyjJHZh6j1H8q4/UtQuodGhv7LXtRlVrj7PmeNUWYhcs8ffap+U7vUfQdq0AmjUHIYcqw6qfUU2rCuSqKnQ4NQ2xaSb7NIAtxglAPuygf3ff1X8qlI70rAcr4oR0v0njtppEdMM0abtpHriudaa3uh5YuNjAg4DbW/I816SVDoc1SuNJtLxdtzbRSjH8aA0XGcE0N2i4juQxzx5qZ4/z/Kn27XWWFwsQA+6UJ5rp5PB+nnJgNxbH/plMQPyORVSTwpcIf3WpOR6SxK38sU7jMW6mEFpNMf4ELfpWL4JkI11cnlhzXS3/AIV1C5tXt2u4QjYyRGQcZz60/wAP+Fk0zUEk3l2A6mkB3IHyj6VXupkjeFXJAfIDds+mfeuTXUZ7jxvcaXc6teWls02yNopY0WPoSSXGMYzx1JxVrQZ725v9XstQluJlt5fKEd0F3KMsMEDjPAzjinYm+p0Sj161Mg5qmubRcOxa3HRzyU+vqPerwUjGRkEZBHII9RSsAsyLLaTRHjehX8xXnHnRNI0ayozqcMoYEg/SvRiSBjNZt7othdnM9nDJnnlBn86Exo4aVLnzC0UqbeMI6/1qJpb5G/494pF45V8H9a6uTwfZHm3murf2jlJH5NkVVk8J3af6rU93oJIAf5EU7jMdGZo1Zl2MRkrnOD6Vg+KJsRW8OfvMWP4f/rrrn8O6qg4mtX/4Aw/qayr3wbeXl2s11PGFVdoSMH69TQBveAJN+iopPTIrr8A9a4aaGbw94RdrKZ4ZRMg3qecE81DrB8S6Lo+m3lzqd4st2X8yIrgQ42lQTj7xDZx/9ehK5Ldju0UflTbNFj1q2tlH7m7LiROwIXIZfQ+vrRRTQE7d6Z/AKKKgaHAD0o2jpiiigBrxIf4arvBGeMcUUUDC0iVJSR6V5zrV/NpnjS+vLfb5sczbdwyOV2n9CaKKqJMjW+Hygfbx2AjH/oVd5GoJwaKKGJDYAINXtLdB+5vZdk0Z6Z2k7x6Nx17980TDYSB2Peiih7AhBzzTgPlzRRUlDtoppjU9u1FFAFeWCMn7tc54vRY/DEu0f8t4/wCdFFNA9jjtV19tYjgjk06xgMKqkb26upVB/CAWIA5z068161H90UUVciESTW8c0W1x3BBBwVPYg9jTbad73SEu5sGfz5IWcDG8KeCff1ooqegxg608dB70UVJQo704gc8UUUAMaNW6imLCgbIHNFFMZ5lrWrHTfEuqobKyu45ZwxS6h3gMo4IIII69M4PcGtrwTdzahe6td3T+ZPOySSNjGSd1FFW9jPqdooHpSacoXUm04D/RmgedV/55sD/D6A9x0+lFFJDHN2oHIz7UUVJQ4D5c0oA60UUgAouelQvEhHSiimM53xoix+GH2jH76P8AnXA3Wtahe2ENhc3UssEDtIu+RmJLY65POMcemT60UVUSJbn/2Q==", 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", 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", "info": {"video_id": "143370", "label": "pretending to put a lock behind a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "143370", "label": "pretending to put a lock behind a box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "423d86aab86963c8ee929259f10658162b5201d58119af770e211c04121f29d6"} +{"episode": 49324, "episode_seed": 541634869, "split": "train", "timestamp": "2025-10-13T03:21:58.347960", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 541634869, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil box from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "27622", "label": "pushing pencil box from left to right", "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": "27622", "label": "pushing pencil box from left to right", "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": "4d5a0b94a56cb795586bddaf3d63c736c8df7493f062c95db39603097d9da2c5"} +{"episode": 49325, "episode_seed": 3224098690, "split": "train", "timestamp": "2025-10-13T03:22:00.766420", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3224098690, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 handle of grill cover'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "20543", "label": "moving handle of grill cover", "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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cv3ul0+bysmZYm29gTjir2jme41+xtpXAZ7mOPCjgjI/+vUc0m9zRKKT0PYLq0tdD8JXUdrBHCqWuzCDGTt28/nT/AAfbrH4Us1IBEis5B5zlj/Sqfj27aHwvcoFbbIyKHBGPvZI9e1cBF471q0s4LOCaKNI1EabYgTgDvmvRhSlUp6dzkckme0AADAAAHYU1pEjXdIyoPVjivHotV8V6oyD7fOglBKZcRhgOuMVnXGm6qY3lmLTqnBcSF8+49ayVOF+VzRr7Opa/Kz1y81G0n1PTbaG6hkczlmVHBIARvT3rnviBolqunT65EWjvl8tN27KsMgcg+xrnPB2lXsuv2U5tpY4UbzDI0ZAwAe/vXTfFSPUpfBhi0qRY7l7mIbmbACgkn+VTXpqNopkwbuefXOu3Wl6FcTJD54ijy2EA3AkZBOOlcdZa+tx4nvtZWS3QzRrBHEwHyLjkEHjPA55HNY/iF9asrpbS/wBa86UjEyxlmEYPQc4ycHpWV4W0K217xSNPuL6S2BSRoXSLezuqllGO3TJz6YrKilB8zVwrXnHlTsb/AI+8R3esLpGmy2CxrpkZRHjPEoYLzj+H7tchsnMJl8hljBCltpIB9M13/h+wtNa33etZnnCoSWJUEnOc4xn+nSumt7awhthBAiQ2xkLxqBgZz1qZ1FfRGtOk2tWRfCzwlqWpeH0nEKwxyTSYnkXGcYGPXtXWWnhj+1NVvdKurry47OM+bIgODz26e/5V3fhCEReGLIqAA4Z+D6sf6VxB1gWmneJL9eZrub7NF/wLcSfoB/Su2FWUqb02Ri4pSMnR9PXTLK2somMgjjEYcjBfBJz+tdjBFsgcKxO1ACc9+5rzW18S3NrdxySnzoUJymACB7H1Fd8upwtbQNbyB4rjBDjuDXkVISjK7PapVYTjaPQmtPhzpmpRJeTSXtsrHKwxS4GB0JyCeetZ+ofD60fQJL3ShO17Gzgpnf5wDlQPYgDtXYt4y8PQIFGoo20YARGP9Ks+GZUn8P28qNlXLtn6uxru5Goao8mU25NnkWirHY6n5Vz8jkbXikDKVYevFWtcnh0/Tru6juo0hjhLMpXnfzwCevOMVB441vSbLxnqoub1I5FKAqsZZvuL9BXlfi/X4by4MmnXEzxPCI5Ef7pwT2/GufkvI050keheCbjXZ/D2kpp10sjTzFDHdygIoVmY7cKW5AI75z7V50ngjWJ7GO7WOMiaQqI3fa4GTyQenT61sXPkWfhy11PRNY1I+XP9mhaWIQ+eUTczwY+YKpIU7v7w56gd9Bfw/Z4WO2QyIJDtbONwyP51rVlytcpnRTmnz9Dc+GPw/isfDFrJqT+ZIzyloV+6Mkjr17CsbxP5NvrV1DanbbxSbEVWOBgev1zXey61BoXgeBjOiXUluDChPzZY9cegzXk906SoziQsTnJB5rdVJuNmyLJPQ1dF197C4WC5YvZuep5MZ9R/hXY2N4l5rUVpNGHhk+QowyrA8Y+leUiQ7Tzkj0P9e1egaJr1np72d3exySyLFmNI8dcYySa5p0eaScUdtHEWhKMj0+10vT7EYtLG2tx/0yiVf5Cq9qqz3+qxuMpvRCD3/djP865SX4lx9ItMb6tMP6Ctfwfqz6wNRungERedW4OR9wDH6frXS6U4xbZw3OG8T6EvhrUraC0uN0EymT98FJQg4xmsXW/GR022t2ltwySs4XbH8qtt6nA+nFbPxbuvECeJdOh0Sy84/ZGYyGMEBt5GMtwOleKaxf6ve3T2mtXYkWFt7okgbJHZSMgHt6VzezvI257I6Dw1NJHDrE17FHctqDMuBJ8hxnLAjqMnH4VueKzpvjs6XbaFZCwtNITybiORBHt3sOEAyG6Hn1rhfAdvZ3/i+OzvL64so5NyxOk0aqmeu4yDGNuffOMV2en3DaHqEukyPdeWb4QBJseYuN5+bHHbnBxWtSaUfdWplSg3O8noxtp8NLCTW4ALm4+zmSPCNjLHIzlv/rV7/fWlppfh+/W1gSJPJc4HrjGa808M3T3viDTVCkxPMrgHqB1/pXo3i24SPwzfAOofYq4zzyRRh3KTSb6ousop6HDX1/8A2b8PbW2j/wBbeXLSe2xG5z+IFYej+Jmtr9RqBDWzkK7qMFOevuKzb2eadAhclUGFBOQB1wPbk1jiQrMYzg454/zxVV4RnN3HSqzgvdZ7XDAl3qscUkmbeWNhlT1BH+FdBdarplhamNry3j2ptVPMGRgcDFeRWmqO/hiCEMTIS0Wc5woP/wBcCq0UMkr7Y0Zm9FGaMLhtLyZeJqqTVux7FYWdpqfhqxhuoY7iFoIyVYZGcV5XcwS6frmoCy84RQ3Dxocnaqg4wSTXq/hy3ktfDtjDKMOsQJHpnnH6188eL/D+qnU9X1TUNaEFn9rkKxJudjlztUdAOP61nVinJoyg2jP8aeJLoyXejzzrHbuqvG8bBt529G9RnuDxjoa0vDXiaXw/p9o2myW91FYSZ2nAEkjA5BfqM7jivN7iUx6bLHgNNK43yONxCjkBSeRz19a7CPwhqXhfQtLv7uS4SS+8xprVo/lhIC+XuyMbyrE+3T1xcWqcbWM6kXUad7WHWOv3mo6/bWcwiELtyEXBP61reDJ55vjJZ20k7tDHeyBUOMcIxHb1oorCH8T5HdNL6un/AHv0Po+fT7S4sTZzQJJbkYKMM/5PvWE/gXw5HmQaeCVU4DSMR0+tFFdEZyWzOJpM89SeS1tLySI4aDSFaP8A2SQST+pqO6vrm00zSI4JSgkvEQkdQNw6UUV5/U99fCz2wDAFc54zbGmW4wCDcDr9DRRXXLZnhx+JHydqlzLNqly7nLPIxY/iai0O/m0rxJaX1tt85HONwyPmUqePoTRRWr2J6nb6KAsMoHYKPyzTtFlkk0y2LuzZgDcnvub/AD+FFFc7N0fQukyG28M6UsYGGtU6/wC5mvC72WRkZN7BS2cA9z1oorsh/Cl8jnfxGNvbzSM5yR1rrNBd/wCyZPmP7mUlOenGaKK56mx0Yd+/8iqrEuAe4Jr2bwSip4Ss8fxbyfruNFFd2I/hnP1PK/HHhzSDrPiHVprJJ7lQ0n71mK5CjHGfavErzatrIqogUuGwF/TPXFFFcMOppLZHRHxS/iIRxz6Rpds1pEqQyWsbqURQQEALkBeSTgcnk8129tClpZWoiHBt4hz7IKKKipuVDYzLq9udTw9xM+/ayhlOCoUcY/KodIupbrTvOmIZ/MKE46gY6+9FFboyZKqgKxHHYDsP84raI2rx/DHkfpRRW1HdgS+WpKf74r1fwJbxw+HA6D5pJWZj9OP6UUVtiP4ZEdzD+JEjW0F1dRHE0NkWRvQ5PNfNM+C7cc5xmiiuCn1NZbIveGdXbStUu7Y2NjeQTfOyXcO/DJ90g5BH3jkZwe4Ndpps0mo6rJe3Z8y4lm853I/i2P09OtFFRV2Lpbo6nwDI03ja0RsbU8wgD2Q10XxF1W5XRdOhXYou1Z5SF5OMYAPYc0UVdL4SZ7nken3k1wZ2kI3JtwRxnPrUlx8sm7r047dcUUVozM9f+HGi6dd+G1ubm0jmm89wGkGcAAcY6V38MEULMsUUcY44RQP5UUVLbGTV87/Fmd1SBFwF+0TEgdyOM/rRRUL4kUtmeR3DNInzGupsdf1O+8PW1nd3k1xFDNJIvmyM5JbA5JPONvHpk+tFFVMUdz//2Q==", 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", "info": {"video_id": "20543", "label": "moving handle of grill cover", "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": "6040f781a1f6b3b1ac3c413495629d5c6aad52be0bdaf5766a593f59812f9e23"} +{"episode": 49326, "episode_seed": 835591094, "split": "train", "timestamp": "2025-10-13T03:22:02.517762", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 835591094, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning steel glass so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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rWrp2nQz3EiSyOPLAPyjhv8KpIzkrqx2sfiXStM+1zyWltfSNEVhEh4jb+9juabpGuta3kOrNazXNojZk/wBGyuO/XiuM1xbL7cosI3SPb8yuc4b29q7/AMNss3wtvVxyjNn8CKUtAUehBe+LmvL2WWzsJJI5yQEkhRAB7EdKm8NWmo6kl8otmMSsrOgy6g4PXjGayrae2lis0hiMbpnzGP8AFXpvwm1MW2m64Au79+u3JwM7KKfxBJWRwd9plxpxW5ktzHHKTtLRnaf0xXF6tpwkViVKSJ86cYyhPzL/AMBJz9CfSvpDX9Ue906OOSCNkUqdpPG8Hg15d8TNU3Q20YgjWeK6Z1IbOcKFI6dCODWtREw0PJTaAdyaB+4UhTyx71dukSN1eAkwSLvjz1x6H3ByD9KoXLfdrmTd7M6mo8t0BuHHYflU8U0w2skYHocdaphsjpmtA3Qa08vBDZGPStLGBuwR67NYzzvLsSJd212AJX1APUVd8M2Gr+JNK1oQXCbLS1M0ocgZUZPHvxXPT6081ssYG3AAPJrqPh34h07Ro9Zivo2cXlk8KbTjDHvVadBW0L2h6S114Pl1f7ZcJcQkmMo+MYxisqS1vpYop7y8nYStgMZRnr+db3g6Yt8PdWQnOEcj2IArl4b+RkQSylkjJIUngc1k9NC7aXPQvhloOk3mtaoNRLukMKlN0h+YknP9Kv3vg3QZb6633kqwmVQieaBtRiMg5696x/h3fj/ia3QTIaZEB+ik/wBa0td1h4bO5lSHkyAjp2BraPwGXU8l1S3VZ51jbzPsshiLk8smcI35DafoPWspsVYa7aK6Mzjer7hKv95Sef8AEe4qCVdrkBtwI4b1HY1jOPU6YS0sZ444qRG259xg1FSg1oYk/m5UD0p6osiZ/iqqTzT0faaALtnmG9TnqCKlLsLS4GeCy59+aqQ3QhuYpSoYKeVI6irD3dv9mnUKNzOCvNIGafhuXZfW5yATMDz9RXq0t9LtH75Cf93/AOvXjmjykXdscf8ALQcevNd3Nerx+5xwfSrT0JaH6tqU3kyoZEwzjt6ZrzuVibgHjpngVv6tdLkgJjg/yrmi2ZWPtipGiCYMp2Z+XOQKYpwwI6in3B5WoRwaRRL5hHWnQuAeeTUJPvSA80AWm2gZWlgfa789eah3nFPjVpJQqgEkdKAJlx5Dt9K6fwLIsd3fSFC37lVGO3NcqM+S69/StzwzN5EV0xk2bioyKEJnX6peIuWEZACkfpXBanKHnbjHzfyFbmqX2+IjzS34VzE8u+fOc5YmmwQk4LfMp+ZTkGqfOc1bJqnmgZai3ROSG+7zn15p/wBqkWRnViGbg4PWqpds59aEfD5NAEyzMZQSec16B4Qvwng/V7RjwyyY/wC+Qf6VwDFSCcDNa2j3UkWn3iK+M4OPXIIqWC3LZvfJgQr1yRXdfDm+8vRrtzOUaS5JxkdlAry1nYwo3bcRXb+Crt49DKqgIMzMST9KqGjFLU7u/wBUDRIpuiBu/vCvMfGNz9o1J5PO8wAvgk/7VdLf3rtCDsXjnrXB6xcGV2JAGRnj3NU3clIoRuwHkMflb54/Zu4/H/Cqs/VD7VLKu9AO4GRVeWTeqnv3qGtbmielgR9qMOxIpzSZwahB4oJpiLKorp1+anxyNA3BqtG5B71IW3HNAjtPC+qCz8O6jE/SQSJ9Mrx/KudluMRBR3P8qnsBKdBunVcx7wCR64qhMgWxikyd7SMCD6AD/GotqVfSx6D4Jm+z+Hi3mhDLO74454A/pTNa1J/s0iGfILk449DVLRrh7fRbSIIvCFs59TmsvWLsszDAAKnpWhmtzEkIadweRtxUCOR+6b+H7p9vSnbsu5qKbkBh1FK1y07Mqg0dqaKU8CgQZxTlNMFP6LQA4H51x61KBmKY+mP51Ap+YfWrsERktLxweEUE/mBQD0CwkC3EPXhx0rpHvRkfM+MHrXJwvskU56HNXTeFu56UATX9xvJ+Yn61nq2WanSy7gee9aPhTR7fX9e/s+6vZLUNFI8ZSPeXdULBfQDg8n0oAyJznFRZpCzNjJzRjjmgYZ5pV5pvNOXgUCH5BoDHzF2nB9aYp5p0XMgz7mkMcZnXcMcnvmtHSLloo5hkDJHWso/eNSQSMmcd6YjYu7oyAjIPBxisvOXpWlJ6ioHYgEg0ATk1V711OuaHpNp4at9W0vUb2YNcm1zcwCNbghNzvEM52qcKd394e4HKg8UMY7PagHmmZ5pw5oAlDkcZrU0m4t0hukmGWZRtPpzWRmk53HB7UgNKSRRYKM/8tSf0rd0C5EemYy4+cn5TXIENjJJxmtfTbkxWpTcRyaYmjoLu8BgwHk/M1y9zLvbGatzXRZAN1ZjnLnnvTAmLVUmG189jW/4SsNL1jxHFp2rXU1tDOdqzRzRxrGe5YycYxnjqTgd6ydZtG0/Wb2xZJ4/s87xBLgASKAcYbBIz64JHpRYCmDRmmijNICRT3p4NR9FpQcDNAyzBqMltBLAudsh5wf6Uk14JbeKMA7kLZJ6c1W6inMoEaMByc0hHTw3a/ZYcA/6sdDWZfTbySM9aqxXREarzwMdaZJLupgKjcGgnNQsxCccHNdH4i8H3/hvw9o+o3nnLPfGTzYWjIFvgIUDH+8ytnHbp1zhgcup4oY5FFFABSnpRRQA1TyK19O50zVc84hUj/vsUUUEy2MsdakU5ooo6lDT61PperXOianHqFps8+LcF3ruHzKVPH0Y0UUICkDgilzxRRQwFFLRRQAClQ/OfpRRSQxueWpyE4NFFMQ49KY5wM9aKKANvX/FsniK3t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tc/RRQxgTTloooEGeacv3zRRSAkP+p/4FSxuwGASBRRTAcZGIHNRkkmiigDQ0rX30fz4zpunX8UzK5jvrfzArLnBBBBHU5GcHuDVPUNQutW1G41C9lMtzcyGWV8Yyx5PA6D2oooAqmgUUUAOJ4o/goopAAPFW5wP7OtzgZy3NFFNCZXQ8U40UUDGEnb171pX/AIm1fVNJttLvb6ae2tpXlQSSMxLMF6knnG3j0yfWiigZ/9k=", 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", "info": {"video_id": "20843", "label": "spinning steel glass so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "20843", "label": "spinning steel glass so it continues spinning", "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": "70ca3bcddfae5b981248b86ad7bb68a84d19c0fbf9125b5e313d00f8989172e7"} +{"episode": 49327, "episode_seed": 3488335851, "split": "train", "timestamp": "2025-10-13T03:22:05.017030", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3488335851, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting a card underneath a box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "49340", "label": "putting a card underneath a 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": "49340", "label": "putting a card underneath a 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": "b5309299d9ad9fddefdd8e8859927c7b12b89d38de48d7694ba7c2f4940b3a34"} +{"episode": 49328, "episode_seed": 1889327388, "split": "train", "timestamp": "2025-10-13T03:22:06.498469", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1889327388, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 an earing away from a shell'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "185332", "label": "moving an earing away from a shell", "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": "185332", "label": "moving an earing away from a shell", "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": "2c10f5f31a8f7a8fdbedec530c9e1a2338d59d4566f0177039f4cda3964108d2"} +{"episode": 49329, "episode_seed": 2492578769, "split": "train", "timestamp": "2025-10-13T03:22:08.261438", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2492578769, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spray paint 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, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "103737", "label": "poking spray paint so that it falls over", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "103737", "label": "poking spray paint so that it falls over", "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": "55f692a18495ff9610819a6744f950cc63125401cfd2c1e5c33c8b5a75093e1a"} +{"episode": 49330, "episode_seed": 1824073513, "split": "train", "timestamp": "2025-10-13T03:22:10.108182", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1824073513, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend a spoon so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "137303", "label": "trying to bend a spoon so nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "137303", "label": "trying to bend a spoon so nothing happens", "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": "b823401d14cd17771189548e0714e8eb460006f8493301b3690d576108eae0f3"} +{"episode": 49331, "episode_seed": 4015978037, "split": "train", "timestamp": "2025-10-13T03:22:13.222163", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4015978037, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'cough syrup being deflected from card board 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, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "200924", "label": "cough syrup being deflected from card board box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "200924", "label": "cough syrup being deflected from card board box", "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": "5b9363b16d307a8b64119c967493b719bf3b000ac18e0291ce6cc898f0361fa4"} +{"episode": 49332, "episode_seed": 2953598148, "split": "train", "timestamp": "2025-10-13T03:22:13.999844", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2953598148, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 deodorant next to dove lotion'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "139922", "label": "holding deodorant next to dove lotion", "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": "139922", "label": "holding deodorant next to dove lotion", "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": "261d9cf7026b38267a35164dbfcbc3145942ae2cb18d6c1d96ca40e6dfbc8931"} +{"episode": 49333, "episode_seed": 2508157900, "split": "train", "timestamp": "2025-10-13T03:22:14.634094", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2508157900, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 computer mouse with smartphone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "166563", "label": "pushing computer mouse with smartphone", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "166563", "label": "pushing computer mouse with smartphone", "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": "f32171a37dddef75235adb049cfef031aebf618498fb2abc394137741e444d8f"} +{"episode": 49334, "episode_seed": 4062083018, "split": "train", "timestamp": "2025-10-13T03:22:18.247549", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4062083018, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pepper grinder over spice jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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//Wr11rK1jEwVT++BR/mPIzXlXw1i26lcvnP3B/6FXp8s3v3pz+IiOxX1ECGzijjTEYOAAemO1c9OWku0wwTac5IzjArUvlvLto4raXBDZO8ZGKw9SY6bdPFeTRJIjbSzHaM4Hr7VF9S7aHX6n4k8JmygtLLXJ3WORnbyLeR92TnsAD39uar/APCZaFEsSaZYazJ9nj8hWaKNOO4y59/Sufv9F8R6dpxuLmzs7W1VxuMkqmTJ4A+Xt7VlfZ71lBLyBWBOYYfve+W6CtVLsZcqvdmn4h1Y6za28cenS26W2fL33CPwRjAVFAHQdz0qbQTMI7K5nCqVfauFwSoIAz6/WufkgAdVlaZyf+ek3H5LXpVposa6bp6seIoEwFPB4z/WuavFuOh10KnLozoFwyhu44z7V51q9sl18UX81YTDBbRtIZpVRVXaeckjuw6c16DFuEWO+a8k8dDd44vg4BAhix9Nv/66Ka1JZa8UWNhqmr2VtPM6qLV2jeJhyN+OM8HjBqbwvarpVq8Mb7wsj4Z1HIJ7iql/ZtNq2kzYUpFY4Knr/FWXba9Z6VpcEDgyl3cOkTAvH8xIJFbatWMdL3O2e5TexeFCCMYUlcfTFYOseJLCxsLvy5PNmidS0KNyqkgdcYzk1DZalFrEsdvpc7ST4P7naQ5/4Cax/GPh3VNLknluoQiXLRBMOpyc7myAeoxVRim7MG2tjpPDnifVtHM/9mJZl7nYXa6UkrjOMYIHc5q1N4r8SwSzCHUbG2Z5MS/ZbVMHseSTnH5VU8J6RpGq/bW1WecJEqKkUMm0tnIJIAJx0/Op7zwzptve3LW/kWtlGwWPznLueB6n1zUqaWgON9SrN4o1J+JfE1+x/uwyiP8ARAKraRaHUNaWSMz7EVpXaRWBbHXk9SSa1Lzw5d2OhWGrpL5lleRiRWgAQRk9AwxnNXPA0Uc1/dtImZBBgMTkjLDNFROzRVOVndHQeGG2wSRnhQ/H5U/xm+3wbq56fuD+pArRihSNsIoVQegGKyvGg3+CdXOesOR+BBrlpx5bI2lLmdzj9C1a1bRzp0EFwGhtpJZJZXXBYqchQB0z61i2F7FeWmlGW3/fMw2yGNScqDn5uval0GSKJbwyyKiG1KZY4ySMAVWE0VpNpttaxPLLEzjyidp5DY+Y8YxzmuoxkrO51zXCLti53bR29qpalrMlrpzyxlrhUx+78zAHv+Fcppmta/fag1ra2hv5N52xCPLqM/3l4x7mvQ7bwG15o8x1WY2kksRHlRMHKH3bofoKdrbi32PPm1m61XxBK7sqwmCOTyl5CuwGcHrXs+q6RNa6LaWHmWu0grKzTbNoJyOcjA5z+GK8N8qG01zUFhkZ40KwqSMZCYXP44rbMNn5alNHupW3czvGWQjHAG7v1703a+hLTaPT3vdD0uBIJNb0h8W4ibFwoO7GC3AY5rivF17pl+tidPuYZxbRmNjErgYyCCSyqCc56VjxM9upENtDCMkkyOqYPpxzQ73M4KmeM5/hSIuf/HsCiTuOn7p1Xh26kmu7G5dWRWGArNnkZGR3rvQu4g5OD1Ga5u30U25s2GFEEaAgLj5sDP610UbHy19elcKUrts66klKx5pcRfavibqcIlKBgOAM7iI1wKx/GGi3Oq68Pszw7orSMbJH2nksc5PFSa3qd/Y+M9f+xXc1t5k4RzE20sABgZp+qvcDxXK6O6INPTJA4JHPf612RbRzVEX/AAjD9j0WKOdWD7NrBSMg7jWw3lOW/f7OeN6nkfhnFc7p+oJDptpHLdRR3E0YcByF3+uO3erM148bKGTcCASRxR1BbFjU7uGz0xDPIiLJIQu5tu44Ixk96seDZjBFrNwqM7QpCBtIyN28d+O1eaam0pvGgmklkA1BB+8cnoG/xFdFpuqXFjc3/k61PpodYvkhYqZ+W74PTJ9OtU4KLRLba0PRNO8Ho9rFdXumPM8kzfOUbd5XGDhQeuTxxWd4m8OWdp4fvJorBo5kmV4maLbsjz05wenYVyEuovcOxuNX1G7U4AU3UjZPfgGo9kQbemlyFuzyDaR+LHNOUmyKcVCyNLSZ1OnpEH/eRPyFfBAJyOOhGa9Qt+baN1AJKgsT9OtedaBpb/2TNdomXkm2BVIfAX3H1r0LTSy2Uavw4QAg1wyb52jvlJSgjjfiG7Q3mglAGYSy4BOM5Cj+tYnja0uB4agtvKZpftYLKg3YAVs9K2PiNcRwatoMkkCzonmuYmcqG+73HI/CsjWtanu9M0m/8mOOR74r5cbNjAUr1PPeumm3ZHNUWhk/DuNkubosNmJEB3DHY/413sqSs+1QHOCfkIbj8K57TLpp7y9kZCHjfYfmzuwvr+NWpL1Au5sqM459apu7uTFWVi5IAba6SZOCm1lYevY1514wKfYYkG3b5pxg5GMHFaXiPxDewxX1pEyJG0AkSVSd5OQAc9uprI1OF746ZbMxZnI3Me/Ayf501Fx1YN30PSNa8VacNMt5F1Fbq5kKO0TnIRgCScDoMY49Tirnw61C517xi9wjLLbR2kizRsAAqvjjHfkfrWVrvgWz0/7PBYwQ3zyOxBnGwkDGc7fvDn9a6nw7pNlYQLMlmtoWUB47dsgHuC3XrWbqU6Uubqy1SnKGuxk+NfBx0yVtQ09C1lyXjHJh/wDsf5V0tod+mWfr5KE+w2itqyT9zJuXEUh4jZt3GMHP19K5nxhbDTvDupyw6mYWSHdbQCJSRjquepHp6e9DfOtCbcrscve/FLT7HWJLQ2skscbbPOjYbc+/074rm/F0jXni53jG5p7aHaFOc5z0rjMxMojwTKz/AHsV1GjeRpt/Bc3GZDHsTe7E7AeOPoCa0lTUFdF0m6kuVGrPp1xf6dbSee6XLxZ2PkBBkgAdxx/OuThGn35g026uEtJoZpNzSLtDEk45NenxabJrOiw6pZEidkO2InhgCePY14nrKSy3ksjrtbexZSecljxRC70G7KcpNbdD23w34r8I6dF9itYF0qdDsct86zkcZ808n8ayfHTNrQVpHYRWy+bG6DKOTxjNecxLCWSK4kaFdoDMUJ28dx1xSW2o3NuzW0NzILeTKsgPysPoelLl1ujNtHWeG9cvtHuHaxtY7l5wUKO2Bzx1+mePpSgeJtVvbiUacwVmPmEj5F5479gABXS/Cwq1rrCOisCIjgqCf4+meh962NJ0S3sbk3nluJ2JWdRKSFzyFx3xjvWdatCkuaS2LpUnO7udfpcmnR+F7PSzbTNCsIjlEi7lyevPpk1gWnhs+HdbuJ4nDWM0e2MseVbcDtP9D3+taun3ov5lRxMsSn5Q+FDnnsOePetm52G0lEkInTaSY2XcGxzjBpQrOrHm6CnBQdkeWePfFUmk2yWmmy4vpWJZ1/5ZgfzrkbbxpfX2h6rp+sXJeR7dltyFwCfQgDrWl8TtP1F9SHiR7AQ2koWIlV5Rl4G769j3rktLHmRz3UgUsDnPpzW8aceS5Ck+ax1Hh7TZY4k1WTAjEcmI3XJ4XAP55rO8RxpYR22o2CxpMsvI7EYPb863/Cd/PceIrXTyweEl23bshsoMf/q96i+Kuiw6bb297FKIxK7B4AR12n5gKzi3c6asLVIxZzegeOZdMiLaTEbS+z+9YYaOVMk4K49TXWL8SodRtmt7+D7DMQcSxZaPd646ivK9MhBkmaJhgIMA9/xqzPcq1usQgVZFOTICQxHoR/WtJRT0MHNy1Z0mqiAXkDwNA/mIGaSE/K5zyf516l4p1ES6Xbf2m6vau6zIkT9RtJwe/HOa8O085Tt9413Gt+D7nTjapqV5eySuSD5J84Y6cZ6cdj2qZQTVrkxvfRHW+ErTTdf8Q3dlJpyLaizby5Iz8yNuGGz649awvEWg3ehar5dyS8ZBMU3aQf0PqK6/wTpP/COQTmwvmEVyql2nUBmA5Hynp1rpZ7OHXdMktr9fNjZjsk27T7MPQ0lUi0oocqcleTKT4KxnsVH5YrHXxfoY1B7H7fGLhTt8o53FvQCm+Lp9X0bw3fXiW0KrERGJBMPmVsAMFIyOT0rwfyiHinSUm48zOSfmDDnOfrShScgc0jrPEsg/4THVm6Bpkbp/sirurSag6C8jhUrNAMBfmwhA+8OxwM8etVdJjW+1x7zVZEaSVcGMJhSQmMn8Aa6O+hktbFL9Yw1g0Sgbf4V245HpRezsazVoX7nAnSZdWj05beZ5VMX73e28R84OFAJ49B6V6z4T8J6Ho9mt1bX/APa4I/1pfMaH0WPJx+OTXgjXtzp1+JbCaSDvmNiBz0FbllJqENy8mnSyxzKCx8psEgdeO9aSTsRJQWi36nZ/EKVtR1aC4gjTybcnzTxnccYJ/AU7woltdaRq63NtDLMIh5MsqBvJzuyRXKSeJptRgkt7qCIzyYzOnyk4/vDoeKu6a2rHSL1NOkjSFtgn38Z6kDPbvmocZNWJTR1tvpumyapp2nG/mL3cyRPJENoUHPTj14qr4m8PXHh7UPs8kYZGb93MAcSL+Pf1FWvBGjaja61ZalqKwXlspaWOKKTdknODkccGvT9Rht9fgksdQtSisu9TuBKn1B7EU1KKXK3dicZXvbQ5jwyFbw1bMQOC/b/aNaybUA5GW4xVG1tDoFiNOmcysgklXahy6ZzkfTIyO1eN+KPEV7resTXNncyw20IKxmJypI9Tis1BzlZFcySudl8Ttv8AaGjMOySqf/HTWKLiBtCsUaIyGCYyMccKSeBnoGwCayn1K61600q2MbGe3MiyTMQFYHaN319a65bBdJsWhj3yQNMWdiMgcADP/wBeq+HRl2Ti5HFXt9dyWN5NaMI4mulIILCXcQMYI4rrfCvhnxLqsFvdatJHFpso3I865mcdioX+bY+lcNruoy6Nrc8lk6mFnRvJI+QnHtWpp3jvW7Nzc2UwggmGWtCN0Q7cA9OmeK01toRyxUbt69jpviPoGj6dpUclqkzXL7YHbzCflzuJPYHgD8a5uwT7TeQJGAs+diSHnAI5GKvT+MLXWAxvEe2uDGybQN8Tk/qD/jVLw6d2r2+ezFvyFQ2+XUSt0PbprI6gvnREJMh2q7DPHcfQ1m3NoJZAhtJXZWOIhnaSfUdxWvZXwiRgFDDdwQeMVqxyeaivtxkd65qmHhUknLoaRrSgrIr6as62qLcgeZj5sdKq3kUMmu2iyQK52Z3MOnJ/A/8A161SuRg9D6VCbHdOsonYKowU2jn8etbmV+p4/wCO/hx/Zl+db0aMtp7Nunt1/wCXc/3h/sH9PpXIXPnSXcnkZdFVQ6hd3Pb6dK+mkjQKVKggjBB5zXjHxG8ASaT5+r6NHI1pMf30KE/uCe/HJXP5fStOa6sx0pckrl3TfEM+geHoNISDbfRxiTzHTMSKxJxn+8OOD614pqklxPfy3MgbdI5L5/vZ5z+Jr0R7ySTSoUd5BcNGA5dfmJ+h7elcXqOn3mm3C+bzFMwO0/X9D7VhRq3m0/kdk6S5bvruTXSliAwztGBjqKpQqRcDnIGeau3B+c07wzpsWueJG0+4v5LUNFI0Zjj3l3VCwX0HQ8n0966UrnDJ2PSfhUSX1Jd2FJhB9/vV6hdaUspMkLCKQ9WC/e+teOfB+ae4j1Ul9wBhPJ5B+bpXsdisrMXZm2+561jUgpaMqMmtURWmjiC4FxLM0koBC54C1eunAtZU3YPlkbj0HFTgYpwAPBAI9CKSSSshOTe5l2ttbXeimxuo47qCVSkin5lcHtXj/jLwbJ4Pima3DzaZcNtikPJjJ/gb39D3+te7KEQAIoUegGKjvLS21CzltbyFJreVdrxuMhhVqTQup8+eGjbW95cT2V1tvIos2wMZADHOWI74Gfas7xtcS3kkT3dwHmckykH5ST6DJKgdh711Os+DLjwjrct2lwJrScMsLEfMV67D2BB9OtYWoaOl7btNejy9wymByfc+1c06nLVV3oj0KceeDl1ZyGmWzQC4DEEHbgqevWnTqGHPzAfmKlt7WSyWeJ87dw288Yx2qpfsywEqcHNdid9TiqJJtJWLln8kajOf/wBdfRN5atPNFdxoZAg8sqp+6pIJI9TXg+qaTYWnh+11TStTvp1a6+y5uIBGtwQm53iGd21ThTu9R3yB9FWFzAlsqucHpjFRWhdWYqdTld0YUskkKxhbvbEnVVXLN6DJ6V1NjIZrWN2UoSoJU9qalpabxIkEeTyDtqxg4wmAa5qFBUkXUqc5z2taPa6/evp19NM1vJFzEpwBxw31Bwea8Q1zwjf+FvEq2l2N9uxLW9wB8sqf0I7ivoUWs/8AaPn+WmNuPM38/TGKXVNFtNb057O/XehOVcfejbsynsa6oT5TJq5853UxWeaEKwUNkOp6HHevU7bWtM03wVai6XzZRbhHt8jI+XPz+gxg1534j0nUvCGpvb3kUcyvIJIJNm7zlBH3fTjgg9DWlqc6PFJexwobm4RdzIQMjHTJ6j2rGtU5Nup2wXtYqLeiPM5Zy18qbfkLrt4rUulAlJjGzB6dPy9Koqqi7jjmhKMJBsf8elaNwcs2eRXTc5qi1v3KdtxcYxggdDXpHge1S90zVIpY1eASQtKGGflAboPXpXD+FbTTtV8Tpp2p3lxawztsSaOWKNYz1JYycYxngck4Fen/AAltntdW8T2MwnUW06RBLgASLhnHzY4zgDOOKmrFuLIpz5ZJnTWka6XbEWVopRyGQQnaOeeTW/pEiyws5C+cSBIQd3OOmTST6LFNIWWV0U9VXGPwq3aWUNkgSFcDr7k+9cVGlOMnKTubVKqkrIh1W6vbaBBZbBI7FSXbGOO1fPHi/wANal4V1c21yS8FxlobhV+WRc5I9iO4r6D1TbL5Ak3IBJnhSc+xxUmraNaeItMk0/UbfdA/IPRkYdGU9iK7IS5Wc7V0fPSvHa28AdgodCAT0z716P8AD+T+0NI1CS8kQ4m+Yv8Ad27QOfbiuM8UaDdeG9Zjsr2J5LfYfInjH+sHqM8ZHcds1a0y4hfQLdrOee3gG/7SmeJjxkNxyBgflUVZqPvM66d501TRx/jZbC28S3kNk3mWu/MbZyBlRnHtkmq8G62tbaSByGCg44yPcf8A16h1n7PcapcAvs3tuU9Rn8asbNlrChHIQDI+laRd4oyqwad+m33FVpmnvPNbaHZ8nau0D8O1dN4ebbqIb+7Gxrk7klSGU/MDwe9dTqXh3VvC+h6XqNzNcR3F8solhMZAgACFFY4+8ytnHbp1BpuN4mPNZnvdrBG8oBXj0Fa44GB0oorMbHL1p69KKKQhR1pSA25WAIIwQehFFFAHj15YW9rqmqsiZNvcNHFu52jNchfjz5Z1k+YLnAPr60UV58f4jPZXwHOz/fNULHVLjRdZ/tC02efCW271yPmUqePoxoor14njSPWvghDGBrI2g4W35P8AwOvYF4xRRWU9wWwq9aUnGKKKkB5PIoB4NFFAGF4xhjl0ItIiuY5Fdc9jyP615Dq7tLdbHJIwDRRXFX/ir0PSwn8P5mDrsSRSRKgwPLB/U1zF+cQZxnkUUV3Yf4EcmJ+Nm7deJj4lNvb3GkaZbG3iVIpLVJFKIvRAC5UDnJwOTz1r3+1jXcic7eBRRWlQwib6qFXA4Apc0UVkMkB4pQaKKBGT4l0aw1rRZ4b+BZViVpYyeqMAeQa8Yt7WKa78plxGiZVBwBjt9KKK5sQ3+B34PZmJrsMctxHMygOjKARxxnpWLP1NFFbYb+GiMX8ZW0/XW0eS5jOnadfwzOGaO9g8wBkztIIII6nIzg9wa9M+FuoXWpal4gvLuUyXFw8U0rnjLNuJ4HGPQdqKK6p/CcK3PX7H/j369zVvHy5oorAskQmnDrRRQIy/EWj2Wu6HdWd9GXjMbMCDhkYAkEHtXg1kDbaWiRsdrMTj047UUVnW+A6cL/EKHiLTrYaKt1s/fMfmb1rKfiGIf7A/lRRVYdtw+ZeKXvGbc/xfh/Or0viPVtS0xNLvb2ee2tZHkTzJGYkvjO4k8428emT60UV09Diluf/Z", 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", 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", "info": {"video_id": "133359", "label": "holding pepper grinder over spice jar", "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": "133359", "label": "holding pepper grinder over spice jar", "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": "0633af58b7a1bfdaf6290a9af5f429dd4fc080bee9fbc2859f7d02cbbc7a6cc2"} +{"episode": 49335, "episode_seed": 987413466, "split": "train", "timestamp": "2025-10-13T03:22:19.893977", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 987413466, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tissue falling like a feather or paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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9PasDxVcLfx6ZNDIhaHToonUuAxIyOh9B2FEldDg+Vj47mG7MzwW0FsgYJ5cAIU4RQW5J5JBJ9yayLTT21C8ijupWQvkLjnaccfyp2lzeQqoTkfxf41Jpc2/VrY9Pn4/I1Dk2Eo2Z0+miDw/Ar7rmaezhhZfIUBiBcbnYMwwhHyAZB5Permo+K9Uu7eb7Hs0qK4YpMYHaS5mAP/LS4f52+gwPasrUAGa4YqDi14Jk24/eL0H8R9vqe1VZHLwOAejk/ma0WquQOsIYY55iigHbkseST7nvWrKq/ZZuQCynb79Kz7MDzpB0+UD681fnmgazLCVdsgIiIPDnI4/IE/hQ0NMh8UDOjtJ/deI/nI3+NdKmipJaSxbflhMzoQOOJrYEf+Pk/jXP+JU3eGLhxzjyifwcf411OozvDpDGJyjm4uuh6gfZGx+lSMxiP+Een8R2ygMI7ZrXHQBftYTj0+ldTfeJZX8Rs2nwSyRf21PMj7TFkm2C455zjJ//AF1yN9ctcSa/cXhHmS28jN8v8ZvAf5mszTvEEltq0DSpI0S3bzCR8k/cK4I78Y/KqgxNGnouu6ZpPhueO3t9KF9NaSRSyi2eacZU5B2jCknqSTXI34j/ANHZwCVXjPPYVv2OstJoDWtraXk5SF1cxRYVc7ickkDufyrAvbf7RGvzH91btLx3xtH9aU9UJaGrocudPl7gSN/IVDMGmv7O5ulkecwQ/NLL5jYBKg/7PygDHYAU/wAJwvdxvbpy8lxsX8QBVefZG8AjMPECj90CBkO3X1Pv9KIDZJOcSzYzhicfrWhbpmCNOo8psiqMwDkkf3c1aiuWgNqoA2yMYyCM8bSf6VVriRo2hI1EgjkDA47ebHUGjRj/AISi7BXI+xWR/N4f8aNNvGfXJVkC4im8pcdwJI2/Pk0aNKkvie9ZA37uztIzkY+ZZIAfwpFHV3wsmhuLVpAZ4CkYDjkn7dN0/wCAkVyialPYabsEqpFdaMkHzLuB/wBIYkf7J4HNbN+i3OrXD7k3pcbtpPJBu5QBjv1rkdVmlaw06LKrGtgnblszSZz+IFJbi6HQ6jHNJNM8d00sp1pVBuCVQkxfeIXkY9u2KztbhnjltHnntpGfeSIoChHA6szFm/GsaOa+giEUM4JF5kO67jnYefyrW1K0mig0+5nv5blpgx2Miqq/KDxgfhVO5Olyp4YkLLc8/wAS/wAjSTFvJt9xm2lrjaZMbfvL93+uaf4Kt2u7ySBOss0a/wA6NVSKG7dIljAW4ul+V8tgSADcO3HSs4FdSRgZNjZySansHjVVMjBUUgAk45J4qvCcpFUTNjTpGU4xLF/6GtaCNN5EW+CiQF8PuXP3R5TY/Pn8qkvk2+Jojjg6ZfAH1w01ZkxxrspHVoIz/wCOOKvXBJ8UWw5zJY3KgZ4GfOzSsUdbr9/dRavfCFz5bu6sOoAMsEhOPxH5VyGuTCDSrHHmCby7xMoMYAuePw5PFa/iS+u7bUJHtwjCRW8wMucKfsuSPfBHNZHiIZtYkJA8uXUU6DtMp/rSXQZz+syf2iJr6WPyrzz9rBfusu0Y+h4z+NVbK4PAzhh0NaLzNGJP3Yci5iO314AH86yLy1msLtGaMxxyjzIwSDxkjqPTFTUj1RVOV9GaOooJtL+0FfmSYRn2ypP/ALLW5Y2ZufB91Kd2LeyEmR1zuAH+faseYl/C8zf9PsP/AKBJXZWNqYfhTfzMuPtFtwT0wGA/xqU76kzVnZHM6gCNT1JCHB8x+HfcwO7ue596bLJuskHakvCn9sX4j8vaXfHlDCfh7VWLFrdR71siTXViNcgjxw1uAf8Avs0vhcn7LCc/wqSff5v8KjUk+IbfnpECff56k8MuF0rOMlUyPfCzH+lDBF7wpO8sGsu7bneW/wBxxjJa2kz/ACpdVv45TqlkICkkaXUvm7s5HmxLtxj/AGc/jWb4T1K1gn1G0uJRFcy3NyRCecAwSr1Ax94gfjVrU3Rn1br5g+1nr/C3lN0+opdWNGfr6bPEuonb8n2644z1yM/1qlZzWsd1a+dGz7rdFKqhYsN3PT2wK09bVm8U3yhAR9ukJBbGcxg4/LNZlqsqTWckcMjF4FKhCvKhh1yeMkiqRMtGZNxD9g1C4gZZAEJ2+YhRivYkHkcVqT2xtfFkUJwCrRE4/wBqIH+tHi0y3Woy3jW7wlVRCjMpIG088EitK4tjefEa2gHWZ7YfnClYtWbNG7pM0vENotpY22Qgkk09pGzGWJzMuAD/AA8Y5/xrBg+dZc+v+Fdh49zHcCP58LYbfkYBceaMZHfpXHWZzIw9VBrSOxmi7a4W7K9yR/6EKqBidG0lmJJ+0f0erUTf8TGL03D/ANCFUmONF0oelx/V6roPqWfEzOPDsWWYDcuQD1GFIz+ddXrk8kWkybMbvtMo56fN9jzXI+JmZ9BhIICDYWyOuEj6fnWzd3pvtCuoo7S4hniLSmOQZYKfspBOM9kLfQ1PYCC4u5r3TtQurlEjuJ7OR5VQYVWF2hIArERjHfxjAIFy+OMZ+WtvV/MW0vxJEYZPsdyXjZdpVvtSEjHY5rIWGV7lEyuZL0qPlPGY8/yNNA9i3oV7cR6berb2DSL5DAsZVQcbucHk96hsgskV5kZxo9wRn1ASptGF5BaXPkR2+xoih8yRugZh0A68GodLzm5H/UHuh/44tEiY7mz8MLcS3M0xxtikJyfUqAP61h6gXaa13GU5tsDzABxvfpjt/wDXrsfhMqnQtUfA3C5HPtsriJWDTWxG0fusfK27+J+tREpluH95bs3fZ/Wl4LWHf/Scf+OPUdo2bF/YY/WpbZHmS1ZQMJcBjz0G1h/UVotyehJpoDa/e5yMXBP6xU7RJEXxRqiqdwaCEZB6ESQk5/KotPP/ABUV4P71xj8zHUU+nSWer3032iWLbpyXieS20MS0e0NxyM5P5VK2KZs3tqs3i9pjgSW9wjDnsZp1P8xWHqRX7NadMjT05/7bSV1i6OZ1bW2uyCsUcrKV+9/pjoec/wC0DXI3yq0FruABFgMZ9RO9FxoqTJIshiV3U/auSvOBtzn8q19StRBBpUnnXMm+JuJZSwHC9AelUZorcLcM65UX/RcjK7enWnzNYubX7LEUdVIfdnJ4HqaroRZ7nRfCq0Mt7dXOzcsLJ+ZBH8s1haxJvuV+bP8ApF0cbMYzJ6/xV2PweUtZ6rxn9/Ef0auH1Bt8qN8/35/vEY+/2rKO5T3LNucpH9DURb/iUz+zx/8Aoa1JaN+7i+hpLXymsZRP/qzIAecf3cfritOoiUfN4gT3t4v5OP60uoXLW/izTmaF508mRI4oF3SMWDds88t+VSeWR4ihcLiMpHGvfkOePyIq/fy26ar4WneeGII8weSRtqr+6iIyfxpJldC5fSnUrdL22gklV7afOFzjFvbE9P8AcY/QVk64jSQgq3L32oRjjPVY2rc8LXBTw/Ekm1QUmTcxwPmsZB/QVWi0a41qzj8q6hib+0mHmSA7f3tqHzkZ/wCeZGOpyKSGcu8UmyaTcreWttIAy4B3HHJ9s1NqkE9zo1pA72ZEbuIzGWLjgnknjBxV5fDmozaPdXcMttIg0uG7IO4EKHK4wQMkHr2560/VvAmv+G0W9vvsJt45QjGGYFtx4HGfcVTatYlLqcxbTmbwxfDsl7b9++yWvT5Pl+C8b8j/AENBwP8AppXmk1i9pptw9tkWclxEZVOMB8Ptx36Fv84r0t8N8GVi3hQbeMc5wP3g5NZOydkU7tXPP53ZtXui7MzM75LDBPTqKrjOzb/tVrXOh3sckt6FV4DI3zLIGPULn1wTj86zLlXhmaEjbJu+63+Faok3LeGNtQFwWPmIoULxjG4c1V8OkrYupUgqjZB/3Jx/UVlC9njuWkKKzgFAdxXjIOOfpW5p87GOMIjMXHzEn7oVST/KkCB4ltLrXmgj/wBH/txfLZehQrNtI9Rgmuj8QlJPDkywwgSSOcttAJzYQntz1WsNrBbjULe4iUvOG8tPLi8042v0BOz/AL6/Doa2bXQ76+jj82V1DqoXzZ8kFrAupCqAOiYB6jgHvSbXUpIyNQ0zVX1+WaCxllSe6hZGTB3GSAFB16nB49qyTY619m01LfTL5pDBJs8tCMhHAbHByAcA+hr0zTrG3eW0e6f7R++0OQCUKVUOpUgKBjpx64q9pzXQufD0NhcWkMpXV4y9zE0ibRcqcYVlOT654pc+gdbnjzrePFeQ6jbzRTMmAs4wSMHB6DvWtaAj4o6UT1JtT/5ASt34mpqEfiG3k1Gazld7TKta+YFwHYchycH6cVzOh2J0/wCIGlW4feQYJMgbfvRBv60pMEr3Oi+JYCayqkR/8eKkZPP+s7Vx1if3oz3QV3Xj2KGbxAkdxvjU2cQ3Iu/CmU5yPXHpXKvpsEFywtLtZwIwQpUq/UjGPwB/Gqi9CRiH/iYp9P6iorvy5rKzNttEaTh8ZxxucfzNVLpLkEyuk0LDg5GO/wCNQoblvkMse3dwZEyF56/Lk96YHS3nl/8ACC6mrkb/ACIyoPX79v8A0zU+m3KT3mszwOk1vJYSKskZO3iBMjOO2KxtSMh8O3INypAgQskURYEfucbmP3R059RjvW5baDO+nTF4wka2ssg8+Ut0s0kGFXCjIGQevQHpS6ajW5d8Q2r614l8QJBLH80d8wOdygKUlPTnkBvxrHg8OatJqSQxNazSpewIVSbktJH8nUdOxPrXUvoljaXV4JJA42alEAq+WCRbRSLgL7seOnFb9s8Ud7BtG1BqGjEADAH7nFSpdgaPLYfBni2e3kvLTTRJGJJVykgzlJGVs4b1B7VmRXU1q4EUXmNLYzwsME4UoMnj0A+le4aBptxe6Xeldd1G1RtQvQIBbwSxKvnv0DoT7nnrXjFlNFbXkonlCBrC6iDEdWMZCjj1OKOa6Za3Vzs/hE3/ABJNVBxgz9SenyVwxtLnZav5LlRECSE6As5BJ9xXb/CdhHoepMYy373PHb5KzNGt9QS0hWKcwloEkVDKBuByQ2xuD+FKMktyLanN2z7LWTNMh1FYY4lJKbX3NuHBHP8AUj8q6OLQrnUILdZjCjCOPaXlNucEDHJGP1qz/wAK8vDqM9vLKYY44Y5fNSJp0wxYZzGCf4TVc6DlZz1ldQf2s86vGA3zk7+pBXnmnX1899rBSBoXQ6XFbzfu2cgBlyFx0bkcniuvtPhpfSsZdKv9I1IqMlVdd4OR69OnQ4rCutPfT/FdzYayk0E6aSAseQAWDKQB5eQU69fx7U010CxopfPFZmwFu65VYg00gRuL0nO3JOexH1PNIdFtr/w8sg05/Og0y+m86UlB+7uBjofmKgsOgGW74roITp8RlOmLatEhyDEQcqNUUryOvy4x7U+7kkTTb5QoVBp2sKFRegNyDUcxVjM1bwRods90t5JLb28WtWsEpjkZ1VJLcOxGVJJ3Hjiub8QeHvDmiyW02h6ubySXcskRK5QYznjB647d69H1O9kh1W4kIllkGv2EipAgaR/9GXG1cjJ6d6yfifrqapp2mW7xXsVxHO7st3ZSQnGzHVhg/gTQpNkvQo/B9tljqTdAZkzgcn5TXJpokuoqr200G4eYxVpMHLSEbcHuMfrXV/Cd2j0i/ZduTMp+b2SqWhaEb63hmKtKjxF8pCJdmXbIOCGHTpg0lKw7XZzBR7OFPOXHB/nj8Kzt06qEVsozZ2lMj9Pwr0DQ/DZvLVNjyum0krbTxsR8xGCj9DxWkfDmhx+IbGGZolV4Jt0erRtApYFMYZSAc5PTOMe9P2ivYOU840+e5kv7dgtvvWRPvSbM8r6+5H6+lW7i3e/1DQreRluPMuNiwQIGbJSMYBb5STwMdiDXr7+EtACI0/hY7Rysul3vmY98Eq3YdjXEeJrbTdM8R+FItAuboyDUg32bUICgibMYBPyqSMAA8np15pqaewNWGaR4bkvIbI3AjiSQQoDITM2HtpccH5QMx9OccYNb2hWdlBqOmSkCWZr3SpxuGcCW3Ibjp1HXGeBWinh/XdNmt4ltbK9jt5ITiGfy2cRLKOFkXGT5vr271Rt1udINkNQ0jUrcQyaZvkFt5ifuNwkO6MtxhhjuanmvsOwOwXwrOq7t48L3ca/9s7k4/KtTx3ps6+Crud9d1i4VPKfyLvyWVvnXqQgbvng1z0erWEti1tFfQoV0jVoirOEdQZd0YKtgjcOg61TOnTanf3WitruqW1k8O6OIXEkqOyxiQKVcnAyCefSmrtkuxxN3cwroE9qxbzpLuGRABxtUODk+vzCu/wAsfhLBCNgV44lLE4xmUV43NfSskbSMWBwee1eiX2v2sPgDSbUys3mBTIsRAcKr54PrzxSkrMa+Eu3fh9otNuJ33IfPC+Z5ZRSfMAz5ikr+YFaVn4TjmRZbxrvydxBaO3jnX8Cp3fpUWhC913R7saQ9rdqLptkMcohvDGHDBnQ/JITg8cc10VtcwXV69vFhNQXJa3YGxu1+qnAf6jiobaLVmZeheDNGu5b4eRBqJju5EVYr428pUYwfLYYxz3I6VevPA/hSOKQTnWNIznmaISRAkH+IBl7/AN4dqSzVJ59RhnFrcS/bZCIb2Lypidq5xIMjd/uj0rSW4aw+Q3t9pmOAl+vnwfTzDnH/AH2tJzYcqOM8K2t3P4w8SrpgtdQgtbyG4MyS+QrqpcYQYIGd3c8Yrdjj1CyW2+26TqESRmANLFGZkxHZvCxzGW6sy44/KsTw+scvxE8Vvc297dOWVxLpLOBGSfvAK+4g+26u7spzO/laN4qEkwILWmpRKZB9eI5P0NVKWokjl7HUNPiW3jW7hjnQ6Mpgc7G3oxDrhsH5e/1q/YxXFzfaQtpdyWubvV1EkMaOxHm5xhwVIPtW9dS6q6P/AGr4ctr+I5y9rMj8f9c5QP5muL8S3fh7T7BbzSrW60XUo3ARlSazIBPzbQP3fOBnFCd9gZR+J1te22r2IvtQF6XsyUb7MsLKN54O0kH68Vy3hzUH1Tx3plw6qrDyY8JwMJHsB+uFFaPjgGfRbLWU8RajqJ842kbXioBMAu5niK87VbCndzkj3Fc94K03V4/EVndLpl3JAkgJYxlVA57n61bjoTF7no3iGO3u/FflSOzTC3t/LBUt1kOeFIbv2/Gh9CguNTeNYxKqQxkmJTOo+Zs7gcOPpzXG6/ql/Brt4mo2HlRTPGd2MSxqj5BicdMjIJHXNd3pE+m65cG50PVI7y4KBf7P1aTyblQCTiO4Xr1P3gT05rN6IaH3ulaZBos4hs7eUo8bGS1nYSp+8XrFISP1rot+mAm3WTTizHAttW08QOfo6AA/Xa1c/r14gspLPUFmttQyhS11OMRyt86/6mdflf8AAk1rTytBIYJZvJB+XyNTXzYn/wB2X/Ek+1Td2K0ML4iadp9t4P1GVPDL2FyUQC4s7jdAcuv3hkcHH93qBUulaNNqnh+0fTtfsLieexCyxSRD92WthCRmM5GF9V68k1W8dW623grUI/sN3ZF1TC28xktn+dTyB938VX61qaUo/wCEa0L+1NA0+/jltoooDbyqJx8nHD4ORjkhu3Sr5nyitqJeaTrlvLcyz6L5oYXTE2U6P/rLdYlG1tp6pk+xqnLqsFpOi3K3FmTdaUf9KhaLmJdsjAsMYHrmttJ7CKY29h4i1DSbhiP9D1EFhx7Tcn/gLGtKa58R2AUSWen6nC5Kg20jW+76q+5T69RST7hYz/C+jWmr215dw39+DJqN0fPstQdOPNbadgJTp7V4DrUv2aSEhiSC6kHqfevSAbDWPG8tlqkVzpKSTFY5ohFb+T3O6ReMYz35OKxNB8I2er67rNlqcV6w06cxRxSPtcDcw+fbnnCjocVqlZXZF9Sz4B1aHT/B+q3DOoIkAAJ5JK4/rWn4Ovbq5snttPil1OCOzieU2wUmIksChgf75GOSvJGDit+28G6BBYS2KadEsMmN2CS2R0O4nINcZrXgTV/DtwdS0KaaSGP5g0JIkjHuB1HuPyrPTUq52ugzA6ZHFbu5kijVJo4GMhjYDkSQSfMPwqSz3prt49mJUK28RL6Y/lEHdJ96Fu/tz29a42w+IsN88MHi/T/tUkQ2xalbEw3cP0dcE/T9K663tJtRmbVdHvYfE0TRLHtZ1tr+FVLEYYYVz8x/uk8VNikzU+0y6oxWVbDV5UHIZPs93H+Y/wDifrXIwSzWnxhU2k7Wch00qv8AarmTGR90Nv6HtgnvxW/bX1vqcz2jhLu6g/1ljqERt7yH6HHP1A/4FXNrFI3xaVRYvdY045t9UcnC46bsNu9jyPenG6vcHY7W8sEdTNrPhWG6JwwubBlduD1Iwsg9eMkVnnTvD96ZLPT/ABBd2DPBJbm2uZMMFkILgJOM8kckGp1uLCzAMUt/4dct91mD2hPpzui/9ANXbmfUfIC6hp2m63avht8W1GP0WTKH8GpKVgsUZtA163uknEum30cl/Bdskm61kYxJsCDO5eRjnNYnxK1Se50nT7SbSr2zMFwzFpnSSM5TAAdWIJ/AdKj16bTdL0tpdMutT0S7eYAW8u+FCp9FYGI/8BNc9450/wAQ6V4Z0m41PUbib7VK7PE8O3ySFBTcRxuKsTj/AOvWkU27kSa2LHw+neHwtqjoQCrgjI/2MU/w/O9h4j0LS1xJDqFikzySf6yI724RhggexzRRUdx/aOl0uUifTLCZI7iKcSfPKg3ph2+6wwfzzTfE95Noeo6bPA3nh4Z18q6/eqBmP15/XtRRU/aL6HTW+i2hEEtt5tlLLGJGa0kMYz1+6PlP4g15r4y1G51HxhoOj37rc29vfLtMkahmDOgIbAAI49KKKKW4T2PW08LWMaTvYTXuntHJhfslywXof4GJX9K4NfHGs2HixNDd4Lq2B+/PEA5z7ptH6UUVUNY6ilueiXdvb31izXdtBcg8bJ41kUcdQGBrxDW5Y9D8S6jqGnW0FvLbGQxqikJyhU/KDjoxoop02+YmWxR+Hmiabqhv2v7OO5NuI/LEnIGc5479BXplx4f0q+s/sE1jCIEX92EQKY8/3SOlFFObfMyY7Hil7G2latKtnLLGYpCEcNhhg+or1DwF4iu/GTnRPEkNtqlrHjY1xHmROequCCD7jmiilPa5USfxS0ng7xxYeHrSaS90zUz5ksOonzijHAyrcN0AHzE9K29bkl8OaLLfafNJhHKfZ5W3xEfjyPwIooqHui47HJ6D50XjjxZNZ3MlkYoI5gluFCMeOCrAgjk11vhvUz4z8OPPrVnZztHKYwDFkcd+ScH6Yoopz+G4luTatYvoOkzahpOoX1q0IDLB53mxHj+7IGx+GK42PxXe+J/A9099BbI0M8agwqy7huPUFiPyooqo6xuKW5yPjLXhqsVjE2ladbNEoSOS2R1KIvRACxULkknjrzXsEKgpk84wOfpRRV1OhEQ1HSbHV7OW1vrdZY1YBc9V9wexrwzXrGPR9cube1eQLDIVRifm49xiiipiNnc+BfF+qaq40HV/I1PTmA/c3sQlx271v/EGE/Dr+ypNCmmNpfS+VJYXbmaBR/sbvmX6bse1FFTH4mi5dBfGenRR+A9VuLd5bdREhMETfumyy/wnIH/AcGsG1s47bXPDUFmzWvmWtqTJDgMGKHLDjGT345oop0vh+8U9zqfDeuXWu3Or6ZqUdvcQ2p2qXiGXH+0v3fyArTsPD1qLmX7BcXemFFLAWUxVCf8Armcp/wCO0UVntUsit4nk6+Lb2LxXqlpdWlhqEbz5Y3VuCSy9D8u3HXkDg9xWPYeItTj8T3Wo/aWa4urjM5PSTLcggdvT0oorq6GHU9mtZWbyBwA5wcVqPI0Ky7T/AKtgBmiisDQ4nxx4c0yXSrvVBbiK6i2ktH8ofJH3h+PUYry2C8utJvVlsbiWGReQVaiirWwj0HwCY/iF4+uv+EkgjumOnoiuCyPGVIw6sDkN7irFvo8X/C5rrTL24uNQhs7Zo4nu3DSbRtxlgASRuOD196KKH8L9Brc6a+urjQfFel6VDM9xaX/yut0d7IPQNwT/AMCLVu3nhuxgWSWwabT5eWY2j7FfjPzRkFD+K0UVjLSSL6M84l1+913wvq8V55eLW6jjXYCobDHkrnbn6AVxvibWb+90i1sLi5lkggneRQ0jMSWAznJ5xt49Mn1ooreOjsjKR//Z", 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", 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", "info": {"video_id": "45679", "label": "tissue falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "45679", "label": "tissue falling like a feather or paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "39eb75ee6216795c9f3b3c14b744563e70fb92aebc9016c0a6a185c1614ee476"} +{"episode": 49336, "episode_seed": 2347099744, "split": "train", "timestamp": "2025-10-13T03:22:22.069277", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2347099744, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flashlight from behind of staple'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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hPscd8cLB7zwRbLEhaRb6PaB7q1T+GvGGjaB8ONHS/u0F1HZqv2ZTuk3DjBA6dO9Y+tnVvEhS1u7tzCGDsEwqgjsB61hw+EbywvVnhgSUo2VEkDSD8c4Bq1dq6RMoW0bPR/DWuP4l0me9eIIomKIApXIAHr9etOu4uvFHhG7+0eH91w8QuTK5kHyqTyADtHQdqt3adab1Ipq0bXuc7PHjNZU425reuFxnIrD1MvFayyRxmR1UkIDjd7VnKNzVOxFb6nZYAN3D7jdV1NTsSf8Aj8g/77FefWstuSMXMJB9JFP9atRzQiUqJYfr5grDnLSPTrPUbHP/AB9wf99ityzvbMvG66lDHg/Mu9SGH+e9eV2s0H/PWD/v4ta8E1vx++g/7+L/AI1SmDia+q+GdTu9eu7yw8R2aQTOskcUjA7D3BGDkenNTx6R4mjgZBrmm5P907cf+O1WikgP/LaAf8DFPaSEL/rIv++xWirE8jOX8Q6frmmRhruRLxXJJkR/NCY7H0ruNDliXw5YGSWITNApf5xn2/Q1hTvCQTvi/wC+hWVcpGV4aM/Qiq9vpY5aeCUK8q137x1t3PDz+9j/AO+xWFdXUIz+9jz04YVx04KO6+SXyxIYEYwaotbqNzPsDNyeeB7Cs3VudfLY6O5vra3uAZZlXd0xzn8qcNbsOF8/OPRG/wAK4xngt5h5k0Ue71cCpG1CxjdR9ttsepkFS5gkd9a65YAgea5/7Zt/hWvBrelSoUlMrL14jIOfb0rzWDWdMT72pWo/4HWnB4h0cDnUoD9M/wCFCnYpRO21yy8K+Jbizurw3omgQoCkYwVOeCGznr1qnbeEPBkOAj6odv3fmAx+lZFv4i0gKP8ATg3sqk/0q0PE2jqDi7P/AHwar6wl1D2Mn0Lep6DoH2OUWFxqEdwRhGlAZffPQ1V8MTr4dgvEuUeR5XXa0eMbQD6/Wqcni3RiDi4kbHYR1m3PizSADzOT7R5/rT+saWuYSwUXWVZr3lodRd+LLTdtFtcbiCccf41hXnimMMoFnLljgZYVy194q0x8Mn2oMMgERDp9M1my+JbBDny7qRyO6jIH07VLq3NuRo6S58Qlgc2rZ/3xj+VdFb6xp+ATdpwPQ/4V5bJ4ntJCQttN9SQK6O2u7MjH2236f89F/wAalzCzO7j1nT2YH7XH19/8K17PWdOxzdx/r/hXmkV/aBjm7th9ZRWpbanYLj/T7P8AGZaFMfKeqWGr6StxHKdQ2kDBUE7W+oxXMzeErSTU7q6s/F00AlmMqKA3yZzlfvAEZPpmsa31TTiRjULT8JVNakepafwPt9t7fOKtVrCdNs0B4flEGw+MncHOdyt/8VXJa5ol7pe0Wd9HfRHLu8RwwPoQea6F9U09Uyb+2A9TIKo3Gqad3v7bP/XQVccQ073ObFYJYmn7Od7bnR2eqafb6PZwyXkQkSBFbPBzge1Z91rWmgk/bYcfWuWutS03tqFr9DKKwpdRtUdo0vLNl3EgmYZ556VLrXN40uVJJbHVXOuaccgXcZP1qPTtXsRNKftKkccqCfWuLe909A2b633E5Y7x1p2n6npsc0m6/t1zjHzdah1B8p6amtWIHNx+an/CrlvrFhnP2kf98n/CuAGr6Z5O4ahbE+8gq3ba1pmBnUbQf9tRU+0HynqFrrGnZXN0g59D/hT9VXTtY0KfTo9YeFmIZJskshByMdMiuDt9a0ogZ1Kz/CUVq22qac33b+2OfSQGrVWwnBsvWnh24tceR4tYKcEqQx5x7tTdR8P3t2Pn8SQyY5CuzKD+tOTUdPI4vrY/8DFRTajY5x9tts+nmCq9vfqJ0nsZHhgXNt4pJ1PZFGI3JL4KnjAANdndajYsCReQf9/BXJzXtixP+m2+P+ui/wCNY9/c2rIDHdW7FWDAeavP61U6/NqcuDwMcLD2cNr3Opu9SsgD/pcH/fwVkXV/auCBcQ/99iuXnlinBDyW6p3/AHqkmqdxJbEH9/B/32Kz9odXKeaW2kyugdZ48Z6bTnpV9/Ds20H7TD83I+U1rQWqxhJFwy7uSO+c0yxeS6mdZI1CQnbnseeOPpRyoFJlKLwzdABvtER/A1Jqmk6hpOmRX0MkM6swUhcgjOf8/jXT22I2GQNpIG09Me3pUmsRxXfh6+jQqHRd4UHrgg5HvxSlTja9i4yd9zgU13WYwAYkA9S3/wBepH13XJUwIAy98Nx/Oq8aAntUhRcheK5W4X+FHSlO3xHQ6XYavqenm7WW2ChCxBJJGB06Vk3S6gpCvFbux9JTXZeFLy00/wAG37TzxxvJK4jDHlvkAwBXEaneLLIUgcpGuCGAwSfrW3LTUU7GTdS9rlZkvlmJMEe7/rsaqTi7XO+MZ7nzetS2NysV5iaRmVhj5jnBrQ0vSbXxH4mOm3F89tG0crxeXHvLOqFgvsODyfStIwi9jGcpLqY8NvNdcM6JsGRzuzWkmhF4mdrpRt4I2dP1qt4cjNwlxGSMqBgntnNbEjym/jgwqrIATuABHrir5UiVJ7la28OCQAi749k/+vWpbeFxLHIv2uRZAPlBQYNW4dq7eQNvocGta2ulGwSZK7QThefY0ci6lKTPMd+po5X7TjBwcf8A6qk/4mDLgXzZ9xWjq0At9au4u3mFh9DyP51CcKv+JrmlOz2N4wv1f3lvwzp76jqyWl1dTP5mdoRsdBk1qa7okNjfyxRTXACgf8tOBxzyag8K30NjrkV3ICyxK5ITk5KkAfrTvEuqS6jdSyJbmKKRg3JyeBjBq4zjy+9uTKDvpsc7L9kwAbq5ZiefmOKkn05I4TIXmwBknzO1ULmdVJUnDDtSyawz2nk4O7GNwPatI3fQynZdStH5M8pTa4443Nmti30lmVXFwuOc/L06f41Z1rQdIsvDlrrGk6heS5uvs265gEa3BCbnkiGc7VJCncP4h7gbMVsI1R0AKlSDtHt1/SrlEzizKl8OMpUG7TJ6fJj+tWY/DEoAb7Upx6Ic/wA6s6a73JaSZUGw7OMcn3FbtqwjdRkYJ+71H/1qnkTNOZnM63o95pFjBd21zHMrttOVwRx9fasdNT1hQB5kYH1rvddEV54duQhXzY8SbR3APJ/KuFjUE9RWNTlj0Nocz6sH1DWnH+tiI/3v/r10+maNfaho8l8L9QFQkqIycEDoTmucKqWx2+ldvomqWVh4Int3k/fyvJtRVJPYc/lU03BuzSKmpJaNnIXEF4GCi5t356mM9apm3uvMbE9sT0yFNS6ndC6lbhhEp+VTVGyuo7O6JIwrcGtI8jeiMmpW1ZHcxSxACSWD67TzU+m2huid82FGNpVOP88Vo6HaaP4i8Vxafqt5LDbzHZHNHNHGsfOSWMnGMZ46k4Hereh2Asta1fTpI54xa3BjWO5ADrhmGGxkA/QkelaOCsY87vYmtvDqyEobth1I+Qc4P1qSPwukkp233Tr8g/xrQvmlsYFZFBAkI+YfKQf/AK5rStYgkSq23zMAkg4/KpVOJXMyhZ+FMzeWb5lJ+6fLyD+tc5f/ANtaZqtxaRTW5WKTAJIXI7HmvSbe4RE+fDANjkckY6VyPjGBV1xZo2DRzRKwb1I4P8qirGMI3SNabcna5hJq+vHjzoWbnviremTazeagkNzcQRB+jA7ufTg1XVVC84q5pKR/2vZFmCj7QmSTgD5hXJGcW/hRu4yt8TNrV9F1HTxEGvoG3IWO9CO9c5La3zo5/wBD255IBGa7XxprtnPchrVjKUQhSFO0HPrXnF2/mFneSTJOThiOfpXTJUlKyRivaPdk8lreiMAi02DsC2D+FZ7rcJNkfZg3puNakmpRto4COEmQqp9aj8Q+D7/wvomj6tdmdbm+aUzRNGR5GAhQMf7zK5OO3TrnGsacWtDGU5LqV7PXNQivwfP3BmAIZRg847V2dlaxR3e8KCZn+fPPpxRRVomJtRWMDyJ8u05JyvHasrxVO+l6EDaAI7v5RfGW2sDnmiiiWxZ5wt1Mg4b9Ka15cE/60j6CiislFX2KUn3OzsIE+ygcnArJ1WFFbIGMnBoorij8R6D+E5KV381huJwSOTVnSdWudF1OLULTZ58YYLvXcPmUqePoTRRXrI8ZvUbYzzQOTFKyEkcrXWafdPe2qXc4VpkcorY/XHrRRUvcqJ1EbbrFXZVLbe4qte6hJYWbvBFCrNGedp/xoopM1Rif2PazSmSXzXdzlmZzkmnnQdPAYmEnA7uaKKlCRJpdlbxPII4woDHgVPewoUbIoorz6j95npU/gRyk0MZuMMit16iq11GiRgqijp2oorrpt2RwVl7zNHX/ABZJ4hgt4ZtI0y1NuiRxSWqSKUjUHCAFyoHJJwMk8+tR2Or30FyGE7OGcKyvyDmiit2c6Oz0+KOG88tEGHO5sjJJraezgWSPEY5B9v5UUUGyMjxWzQ2drawsYo5g4fZwSBjjPpXIrYqBxNMPow/wooqGkwba2EfTkIyZ5z/wP/61dHa28YtRx2oorlxGljqwrve5iatCg6Drwa58WMRBJL/nRRV4duxni1qi1pmtHQvOiGm6dfwysrGO+g8wKy5wQQQR1ORnB7g1Iur6hfXd/qE91Ibm8kEk7KcbiST0HGPQdqKK6Z/CcXU6XRb2e+aSyu386KOMSAt1znpkdq7XSES5tgJEXA4HA6elFFKJrHYvWVrD5mRGMq7Afnjp0rzjW5Jr3VJmlnkxG7Roq4AVQx4FFFKeqHeyM10fH/HxL+Y/wq9oduGu2LySPgDG49KKK56sUoOxtRk3NHQ3sEfk429q4PWowv3Sy4bHBoorCh/ER04j+GzGkj2hTvbP1rRv/Emr6rpNvpV9fTz21tK8qCSRmJZgo5JPONvHpk+tFFeojymf/9k=", 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Q7XdjsdY8V6HoERGoajFG4GRCh3uf+Aj+tedat491PxSZNP8ADGlyrGAWlnlbB2j1xwo/Gsmy8MfaBJNcxATTkkbnTKjPqXx+hqa78Kw2VmwiuoTNwBD9q3k/984H51ryytdGNTk5Xz7HoOnwyroFgJzmX7Om764qjdRdavaXq1vqdhHHCJWkgRI5SyY529evTg1HdJ1oktdSaUoygnB3RzlzH14rHul2g10Nylc5rls9xZOkUjxyA7lZGwcisnG+hqnY6GDWLHGDOcjr8h/wq3HrVgxx9oH/AHyf8K4G11fSztA1G3/77q0msaaJcf2hagepkFc7maWPSrTWNPzzcrj1Kn/Ctm21XTWKN9v2Mrfw55HoRivMLbW9LH/MSs/xlFasGr6W3A1G0J9pRVKoHLc3NU8PQahrdxqFr4lkthNtYRjcQjDGSMEA5x3qUaRqAgK/8JWGz1yCP/ZqpRalp5A/06356fOKlbULAJn7bbY/66CrVfzF7Jo57XNG1Kwj3w3sd+shy5jfLLj1B/pXXaFeWkHhyxSa5gSbyhvBIBGSTg/nWLPf2JH/AB+2/t+8H+NZ1xeWWOLy3Pt5q/41ft7x5TjhgYwxEsQr3ludRdahZDP+lwf9/BWLcalZ5b/SYT9HFcpPcxLI6pJbuGbIPnL3qk7W6lmee33t1/eD8qydW52cp0rahaJPlrqFQe+4Grkep2IX/j7h/wC+xXAPLbCUf6RAP+2gq0JYPJDefET6bxUuYJHoVtqVlnP2yD/vsVvWmoWBKj7XBj/roK8rtp4Tj97D/wB/BW1bzQYGZYB/20X/ABpqZXKd5rlr/bHhuSxs9dgiug4eOd2XjB6HHX61g2nhvxDbNmPxDproSCN+GI49dvNVraWDB/ewf99iryyQEZEsJ+jirjWsQ6bItT0PxPcAMdYs3C87I59mfboKw/B7znxTJHfRrAohcsrgLnoB9a25pYTn54v++xWbP5THG+Pj/aFWq9rructbBKrVhUba5TsLqeE5xNH/AN9isO8uIQD+9j/77FcdqMfAZAGKtkqCORWPPH54wYti9ySMmodU6+Q6y8uImVgHQgdfmFQ2+saeAM3aYHsf8K424iTB+5+Yp1td2Z4+22//AH8X/GocwSO7j1nT2YH7XH19/wDCtez1nTsc3cf6/wCFeaRX9oGObu2H1lFaltqdguP9Ps/xmWkplcp6pYavpK3Ecp1DaQMFQTtb6jFczN4StJNTurqz8XTQCWYyooDfJnOV+8ARk+maxrfVNOJGNQtPwlU1qR6lp/A+323t84q1WsJ02zQHh+UQbD4ydwc53K3/AMVXJa5ol7pe0Wd9HfRHLu8RwwPoQea6F9U09Uyb+2A9TIKo3Gqad3v7bP8A10FXHENO9zmxWCWJp+zne250dnqmn2+j2cMl5EJEgRWzwc4HtWfda1poJP22HH1rlrrUtN7aha/QyisKXUbVHaNLyzZdxIJmGeeelS61zeNLlSSWx1VzrmnHIF3GT9azl1ax84n7Uh/3QTXMPe6egbN9b7icsd461XjvbIzHbeQY9d4FTz3HY7ka3YcL5+ceiN/hV+11ywBA81z/ANs2/wAK4FtQsY3UfbbbHqZBVuDWdMT72pWo/wCB0uYdj0qDW9KlQpKZWXrxGQc+3pSa5ZeFfEtxZ3V4b0TQIUBSMYKnPBDZz161xMHiHRwOdSgP0z/hWnb+ItICj/Tg3sqk/wBKftbD9m30Ne28IeDIcBH1Q7fu/MBj9Kbqeg6B9jlFhcahHcEYRpQGX3z0NVB4m0dQcXZ/74NVJPFujEHFxI2OwjqliF3InhnOLhJaMueGJ18OwXiXKPI8rrtaPGNoB9frVq78WWm7aLa43EE44/xrl7nxZpAB5nJ9o8/1rBvvFWmPhk+1BhkAiIdPpmh4i/UmjhVRgoRWiOpvPFMYZQLOXLHAywrIufEJZTm0bd/vj/Cubl8S2CHPl3Ujkd1GQPp2qlJ4ntJCQttN9SQKj2lzTlZTtdFEigi4cMDgqUHof8K0X8NRGJX+2nD4Iyg/xrWgtl2o8QyQwOMcnPb9ahsXknu5ll2BIGxnjJyeM/hRyIlSZWh8KEKCL0nHon/16drWhXWnaKt/ZXayEOAyyR4xk49fpXS27CNwRgAkfKOh/wAKn1QRXuh38ClfN8slAP4sc/mMUSpxSvYqMne1zzSPU9eiABmtwpP8LA5/KpTqfiCRRh4Cvu+P5mmxqCQeKlKqSBkY9q4XUjf4UdShK3xM6TRNJ1HVdONyb+JSqksojJwcdOvtWPd21+CFaazlY+qmut8JajZab4XvxNMFkklYIoBLH5AOn41xmrXonkMcZdIlwfQk10fuuVNrUyftOa1ytJZ3yzEkWZYfWqFzBdIDvFtnu25smprC7itL7MjMUYbTuOcVcsdNtfE/ic6bcag9vEUleLy037nVCwX0A4PJ9K0hCMtkZTlKPUxY7aa5ZEaSFQPu7cmtODQZ5cr9oiBHP3TyM4qr4XT7R50TnIj2lVPvmt66kksY49qBm3sh7ZB6YNXyJaMhSe5nx+G7h3O25hx9DWhZ+GLp5fLFzCrYJAKnn8a07WAxoAVAk74rYt5Y1Ubwpw2Nw4P/AOun7OL3LUmeeT3esabfzWqwoxhcrkNwf1pyeIdZI4iQt6Bq0fFtusXiB3Uqyyxq4Yd+MH+VZKooXJxXLPkTtynRDna+IuWF9rN/frBIscTP0Z2PP861dU03VrAosjWrBk3H5iMc4rO0ONTrunkkAfaI85OBjcK6nxvq9jJej7PNHMUj2qFGRnPSrgqbi21YmbqJ2vc4iVL5lY/Z4ducHEpqvIt75YBhQIOoE3WormV2LEzyDJzgNgD8KtS3cb6UChAlUgH1zVxjB7Iyk5LdmazXCyZ2Ln0MlXrfSWZVcXC4Oc/L06f41a1rQ9JsvD1trOl6jez7ro2pa5gEa3JCbneIZztUkKdw/iHuBsRWwjVXQAqVIOB146/pWjhYyU2zKl8OMpUG7TJ6fJj+tWY/DEoAb7Upx6Ic/wA6s6a73JaSZUGw7OMcn3FbtqwjdRkYJ+71H/1qORMvmZzOt6PeaRYwXdtcxzK7bTlcEcfX2rHTU9YUAeZGB9a73XRFeeHbkIV82PEm0dwDyfyrhY1BPUVjU5Y9DaHM+rB9Q1px/rYiP97/AOvXT6Zo19qGjyXwv1AVCSojJwQOhOa5wqpbHb6V2+iapZWHgie3eT9/K8m1FUk9hz+VTTcG7NIqaklo2chcQXgYKLm3fnqYz1qmbe68xsT2xPTIU1Lqd0LqVuGESn5VNUbK6js7okjCtwa0jyN6IyalbVkdzFLEAJJYPrtPNJb2slyP9egCrlflrZ0O00fxF4ri0/VbyWG3mOyOaOaONY+cksZOMYzx1JwO9Ns9ONpq+raa0c0X2WZo1W4AEiAFhhgCRnjnBI9K15dLmLk72GJoReJna6UbeCNnT9amtvDgkAIu+PZP/r1ZkeU38cGFVZACdwAI9cVrQ7V28gbfQ4NHKiuYqW3hcSxyL9rkWQD5QUGDXJb9TRyv2nGDg4//AFV6dbXSjYJMldoJwvPsa4bVoBb61dxdvMLD6HkfzqKiUdkaQvLqZ3/EwZcC+bPuK1vDOnvqOrJaXV1M/mZ2hGx0GTVQ4Vf8TWx4VvobHXIruQFliVyQnJyVIA/WsYz11Whq4aaMn13RIbG/liimuAFA/wCWnA455NcxL9kwAbq5ZiefmOK6LxLqkuo3UsiW5iikYNycngYwa5K5nVSVJww7VrzJytFGTi0ryL8+nJHCZC82AMk+Z2rIj8meUptcccbmzVmTV2e08nB3HjcD1Fa3iHwZf+GPD+jandeclzetIZYTGR9nwEKBj/eZWzjt065xskYSaFi1a/t7iWdLuUsgzhjkH2Ndtp7Dz4Zti+ZcKGkPr04+lFFZQ2CJ0UtrCPJfyxlm54x2PpWZ4qd7LRYUtWMPmyGNmX72NpJwfeiirlsaHnwhKD5ZpR+I/wAKieNyT/pE3/fQ/wAKKKx5Y9hqT7nY6fbRraLwTx3NY+swxjkDnNFFeetz0vsnEyRZndfMfAJxzT9L1O40PUo9QsyvnxbgvmLuHzKVPH0Y0UV7EdjxpbsWyuZ7SKXyJSm8ru4HOM4rrtIuJNYsjHekOInGCBgnvzRRUvccTqrKCKW3XfGpIOM47Dir0NjAgjfaW5Y7WOR1x0oopmqPMvEWoXE2tTozDZA7RRqBgKoNZZvZ8Y34/CiisWk3qNSfc0tCZ7i5cyuW24x7V0F7bxmHlc8UUVy1tJ6HdR1hqcZqo8vlSR82Ky9xyCTn2NFFd9H4EefX+NnQa/4tk8RW9vDNpGmWpt1WOKS1SRSkag4QAuVA5JOBknn1pbHV76C5DCdnDOFZX5BzRRVSMUdnp8UcN55aIMOdzZGSTW09nAskeIxyD7fyoopG6MjxWzQ2drawsYo5g4fZwSBjjPpXIrYqBxNMPow/wooqGkwba2EfTkIyZ5z/AMD/APrV0drbxi1HHaiiuXEaWOrCu97mJq0KDoOvBrnxYxEEkv8AnRRV4duxni1qi1pmtHQvOiGm6dfwysrGO+g8wKy5wQQQR1ORnB7g1FNq1/fapcajPcubq6kMsrjAyx56dB16UUV1vY4jodPunvbVLucK0yOUVsfrj1rqI23WKuyqW29xRRSRqite6hJYWbvBFCrNGedp/wAaxP7HtZpTJL5ru5yzM5yTRRSY2POg6eAxMJOB3c1JpdlbxPII4woDHgUUVhiPhN8P8RPewoUbIrlJoYzcYZFbr1FFFYUX7xvXXula6jRIwVUA8dBU9/4l1fU9Kt9Lvb2ee2tpHlQSSMxLOBnJJ5xt49Mn1oorthsebLc//9k=", "info": {"video_id": "35607", "label": "pulling flashlight from behind of staple", "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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Q7XdjsdY8V6HoERGoajFG4GRCh3uf+Aj+tedat491PxSZNP8ADGlyrGAWlnlbB2j1xwo/Gsmy8MfaBJNcxATTkkbnTKjPqXx+hqa78Kw2VmwiuoTNwBD9q3k/984H51ryytdGNTk5Xz7HoOnwyroFgJzmX7Om764qjdRdavaXq1vqdhHHCJWkgRI5SyY529evTg1HdJ1oktdSaUoygnB3RzlzH14rHul2g10Nylc5rls9xZOkUjxyA7lZGwcisnG+hqnY6GDWLHGDOcjr8h/wq3HrVgxx9oH/AHyf8K4G11fSztA1G3/77q0msaaJcf2hagepkFc7maWPSrTWNPzzcrj1Kn/Ctm21XTWKN9v2Mrfw55HoRivMLbW9LH/MSs/xlFasGr6W3A1G0J9pRVKoHLc3NU8PQahrdxqFr4lkthNtYRjcQjDGSMEA5x3qUaRqAgK/8JWGz1yCP/ZqpRalp5A/06356fOKlbULAJn7bbY/66CrVfzF7Jo57XNG1Kwj3w3sd+shy5jfLLj1B/pXXaFeWkHhyxSa5gSbyhvBIBGSTg/nWLPf2JH/AB+2/t+8H+NZ1xeWWOLy3Pt5q/41ft7x5TjhgYwxEsQr3ludRdahZDP+lwf9/BWLcalZ5b/SYT9HFcpPcxLI6pJbuGbIPnL3qk7W6lmee33t1/eD8qydW52cp0rahaJPlrqFQe+4Grkep2IX/j7h/wC+xXAPLbCUf6RAP+2gq0JYPJDefET6bxUuYJHoVtqVlnP2yD/vsVvWmoWBKj7XBj/roK8rtp4Tj97D/wB/BW1bzQYGZYB/20X/ABpqZXKd5rlr/bHhuSxs9dgiug4eOd2XjB6HHX61g2nhvxDbNmPxDproSCN+GI49dvNVraWDB/ewf99iryyQEZEsJ+jirjWsQ6bItT0PxPcAMdYs3C87I59mfboKw/B7znxTJHfRrAohcsrgLnoB9a25pYTn54v++xWbP5THG+Pj/aFWq9rructbBKrVhUba5TsLqeE5xNH/AN9isO8uIQD+9j/77FcdqMfAZAGKtkqCORWPPH54wYti9ySMmodU6+Q6y8uImVgHQgdfmFQ2+saeAM3aYHsf8K424iTB+5+Yp1td2Z4+22//AH8X/GocwSO7j1nT2YH7XH19/wDCtez1nTsc3cf6/wCFeaRX9oGObu2H1lFaltqdguP9Ps/xmWkplcp6pYavpK3Ecp1DaQMFQTtb6jFczN4StJNTurqz8XTQCWYyooDfJnOV+8ARk+maxrfVNOJGNQtPwlU1qR6lp/A+323t84q1WsJ02zQHh+UQbD4ydwc53K3/AMVXJa5ol7pe0Wd9HfRHLu8RwwPoQea6F9U09Uyb+2A9TIKo3Gqad3v7bP8A10FXHENO9zmxWCWJp+zne250dnqmn2+j2cMl5EJEgRWzwc4HtWfda1poJP22HH1rlrrUtN7aha/QyisKXUbVHaNLyzZdxIJmGeeelS61zeNLlSSWx1VzrmnHIF3GT9azl1ax84n7Uh/3QTXMPe6egbN9b7icsd461XjvbIzHbeQY9d4FTz3HY7ka3YcL5+ceiN/hV+11ywBA81z/ANs2/wAK4FtQsY3UfbbbHqZBVuDWdMT72pWo/wCB0uYdj0qDW9KlQpKZWXrxGQc+3pSa5ZeFfEtxZ3V4b0TQIUBSMYKnPBDZz161xMHiHRwOdSgP0z/hWnb+ItICj/Tg3sqk/wBKftbD9m30Ne28IeDIcBH1Q7fu/MBj9Kbqeg6B9jlFhcahHcEYRpQGX3z0NVB4m0dQcXZ/74NVJPFujEHFxI2OwjqliF3InhnOLhJaMueGJ18OwXiXKPI8rrtaPGNoB9frVq78WWm7aLa43EE44/xrl7nxZpAB5nJ9o8/1rBvvFWmPhk+1BhkAiIdPpmh4i/UmjhVRgoRWiOpvPFMYZQLOXLHAywrIufEJZTm0bd/vj/Cubl8S2CHPl3Ujkd1GQPp2qlJ4ntJCQttN9SQKj2lzTlZTtdFEigi4cMDgqUHof8K0X8NRGJX+2nD4Iyg/xrWgtl2o8QyQwOMcnPb9ahsXknu5ll2BIGxnjJyeM/hRyIlSZWh8KEKCL0nHon/16drWhXWnaKt/ZXayEOAyyR4xk49fpXS27CNwRgAkfKOh/wAKn1QRXuh38ClfN8slAP4sc/mMUSpxSvYqMne1zzSPU9eiABmtwpP8LA5/KpTqfiCRRh4Cvu+P5mmxqCQeKlKqSBkY9q4XUjf4UdShK3xM6TRNJ1HVdONyb+JSqksojJwcdOvtWPd21+CFaazlY+qmut8JajZab4XvxNMFkklYIoBLH5AOn41xmrXonkMcZdIlwfQk10fuuVNrUyftOa1ytJZ3yzEkWZYfWqFzBdIDvFtnu25smprC7itL7MjMUYbTuOcVcsdNtfE/ic6bcag9vEUleLy037nVCwX0A4PJ9K0hCMtkZTlKPUxY7aa5ZEaSFQPu7cmtODQZ5cr9oiBHP3TyM4qr4XT7R50TnIj2lVPvmt66kksY49qBm3sh7ZB6YNXyJaMhSe5nx+G7h3O25hx9DWhZ+GLp5fLFzCrYJAKnn8a07WAxoAVAk74rYt5Y1Ubwpw2Nw4P/AOun7OL3LUmeeT3esabfzWqwoxhcrkNwf1pyeIdZI4iQt6Bq0fFtusXiB3Uqyyxq4Yd+MH+VZKooXJxXLPkTtynRDna+IuWF9rN/frBIscTP0Z2PP861dU03VrAosjWrBk3H5iMc4rO0ONTrunkkAfaI85OBjcK6nxvq9jJej7PNHMUj2qFGRnPSrgqbi21YmbqJ2vc4iVL5lY/Z4ducHEpqvIt75YBhQIOoE3WormV2LEzyDJzgNgD8KtS3cb6UChAlUgH1zVxjB7Iyk5LdmazXCyZ2Ln0MlXrfSWZVcXC4Oc/L06f41a1rQ9JsvD1trOl6jez7ro2pa5gEa3JCbneIZztUkKdw/iHuBsRWwjVXQAqVIOB146/pWjhYyU2zKl8OMpUG7TJ6fJj+tWY/DEoAb7Upx6Ic/wA6s6a73JaSZUGw7OMcn3FbtqwjdRkYJ+71H/1qORMvmZzOt6PeaRYwXdtcxzK7bTlcEcfX2rHTU9YUAeZGB9a73XRFeeHbkIV82PEm0dwDyfyrhY1BPUVjU5Y9DaHM+rB9Q1px/rYiP97/AOvXT6Zo19qGjyXwv1AVCSojJwQOhOa5wqpbHb6V2+iapZWHgie3eT9/K8m1FUk9hz+VTTcG7NIqaklo2chcQXgYKLm3fnqYz1qmbe68xsT2xPTIU1Lqd0LqVuGESn5VNUbK6js7okjCtwa0jyN6IyalbVkdzFLEAJJYPrtPNJb2slyP9egCrlflrZ0O00fxF4ri0/VbyWG3mOyOaOaONY+cksZOMYzx1JwO9Ns9ONpq+raa0c0X2WZo1W4AEiAFhhgCRnjnBI9K15dLmLk72GJoReJna6UbeCNnT9amtvDgkAIu+PZP/r1ZkeU38cGFVZACdwAI9cVrQ7V28gbfQ4NHKiuYqW3hcSxyL9rkWQD5QUGDXJb9TRyv2nGDg4//AFV6dbXSjYJMldoJwvPsa4bVoBb61dxdvMLD6HkfzqKiUdkaQvLqZ3/EwZcC+bPuK1vDOnvqOrJaXV1M/mZ2hGx0GTVQ4Vf8TWx4VvobHXIruQFliVyQnJyVIA/WsYz11Whq4aaMn13RIbG/liimuAFA/wCWnA455NcxL9kwAbq5ZiefmOK6LxLqkuo3UsiW5iikYNycngYwa5K5nVSVJww7VrzJytFGTi0ryL8+nJHCZC82AMk+Z2rIj8meUptcccbmzVmTV2e08nB3HjcD1Fa3iHwZf+GPD+jandeclzetIZYTGR9nwEKBj/eZWzjt065xskYSaFi1a/t7iWdLuUsgzhjkH2Ndtp7Dz4Zti+ZcKGkPr04+lFFZQ2CJ0UtrCPJfyxlm54x2PpWZ4qd7LRYUtWMPmyGNmX72NpJwfeiirlsaHnwhKD5ZpR+I/wAKieNyT/pE3/fQ/wAKKKx5Y9hqT7nY6fbRraLwTx3NY+swxjkDnNFFeetz0vsnEyRZndfMfAJxzT9L1O40PUo9QsyvnxbgvmLuHzKVPH0Y0UV7EdjxpbsWyuZ7SKXyJSm8ru4HOM4rrtIuJNYsjHekOInGCBgnvzRRUvccTqrKCKW3XfGpIOM47Dir0NjAgjfaW5Y7WOR1x0oopmqPMvEWoXE2tTozDZA7RRqBgKoNZZvZ8Y34/CiisWk3qNSfc0tCZ7i5cyuW24x7V0F7bxmHlc8UUVy1tJ6HdR1hqcZqo8vlSR82Ky9xyCTn2NFFd9H4EefX+NnQa/4tk8RW9vDNpGmWpt1WOKS1SRSkag4QAuVA5JOBknn1pbHV76C5DCdnDOFZX5BzRRVSMUdnp8UcN55aIMOdzZGSTW09nAskeIxyD7fyoopG6MjxWzQ2drawsYo5g4fZwSBjjPpXIrYqBxNMPow/wooqGkwba2EfTkIyZ5z/AMD/APrV0drbxi1HHaiiuXEaWOrCu97mJq0KDoOvBrnxYxEEkv8AnRRV4duxni1qi1pmtHQvOiGm6dfwysrGO+g8wKy5wQQQR1ORnB7g1FNq1/fapcajPcubq6kMsrjAyx56dB16UUV1vY4jodPunvbVLucK0yOUVsfrj1rqI23WKuyqW29xRRSRqite6hJYWbvBFCrNGedp/wAaxP7HtZpTJL5ru5yzM5yTRRSY2POg6eAxMJOB3c1JpdlbxPII4woDHgUUVhiPhN8P8RPewoUbIrlJoYzcYZFbr1FFFYUX7xvXXula6jRIwVUA8dBU9/4l1fU9Kt9Lvb2ee2tpHlQSSMxLOBnJJ5xt49Mn1oorthsebLc//9k=", 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Q7XdjsdY8V6HoERGoajFG4GRCh3uf+Aj+tedat491PxSZNP8ADGlyrGAWlnlbB2j1xwo/Gsmy8MfaBJNcxATTkkbnTKjPqXx+hqa78Kw2VmwiuoTNwBD9q3k/984H51ryytdGNTk5Xz7HoOnwyroFgJzmX7Om764qjdRdavaXq1vqdhHHCJWkgRI5SyY529evTg1HdJ1oktdSaUoygnB3RzlzH14rHul2g10Nylc5rls9xZOkUjxyA7lZGwcisnG+hqnY6GDWLHGDOcjr8h/wq3HrVgxx9oH/AHyf8K4G11fSztA1G3/77q0msaaJcf2hagepkFc7maWPSrTWNPzzcrj1Kn/Ctm21XTWKN9v2Mrfw55HoRivMLbW9LH/MSs/xlFasGr6W3A1G0J9pRVKoHLc3NU8PQahrdxqFr4lkthNtYRjcQjDGSMEA5x3qUaRqAgK/8JWGz1yCP/ZqpRalp5A/06356fOKlbULAJn7bbY/66CrVfzF7Jo57XNG1Kwj3w3sd+shy5jfLLj1B/pXXaFeWkHhyxSa5gSbyhvBIBGSTg/nWLPf2JH/AB+2/t+8H+NZ1xeWWOLy3Pt5q/41ft7x5TjhgYwxEsQr3ludRdahZDP+lwf9/BWLcalZ5b/SYT9HFcpPcxLI6pJbuGbIPnL3qk7W6lmee33t1/eD8qydW52cp0rahaJPlrqFQe+4Grkep2IX/j7h/wC+xXAPLbCUf6RAP+2gq0JYPJDefET6bxUuYJHoVtqVlnP2yD/vsVvWmoWBKj7XBj/roK8rtp4Tj97D/wB/BW1bzQYGZYB/20X/ABpqZXKd5rlr/bHhuSxs9dgiug4eOd2XjB6HHX61g2nhvxDbNmPxDproSCN+GI49dvNVraWDB/ewf99iryyQEZEsJ+jirjWsQ6bItT0PxPcAMdYs3C87I59mfboKw/B7znxTJHfRrAohcsrgLnoB9a25pYTn54v++xWbP5THG+Pj/aFWq9rructbBKrVhUba5TsLqeE5xNH/AN9isO8uIQD+9j/77FcdqMfAZAGKtkqCORWPPH54wYti9ySMmodU6+Q6y8uImVgHQgdfmFQ2+saeAM3aYHsf8K424iTB+5+Yp1td2Z4+22//AH8X/GocwSO7j1nT2YH7XH19/wDCtez1nTsc3cf6/wCFeaRX9oGObu2H1lFaltqdguP9Ps/xmWkplcp6pYavpK3Ecp1DaQMFQTtb6jFczN4StJNTurqz8XTQCWYyooDfJnOV+8ARk+maxrfVNOJGNQtPwlU1qR6lp/A+323t84q1WsJ02zQHh+UQbD4ydwc53K3/AMVXJa5ol7pe0Wd9HfRHLu8RwwPoQea6F9U09Uyb+2A9TIKo3Gqad3v7bP8A10FXHENO9zmxWCWJp+zne250dnqmn2+j2cMl5EJEgRWzwc4HtWfda1poJP22HH1rlrrUtN7aha/QyisKXUbVHaNLyzZdxIJmGeeelS61zeNLlSSWx1VzrmnHIF3GT9azl1ax84n7Uh/3QTXMPe6egbN9b7icsd461XjvbIzHbeQY9d4FTz3HY7ka3YcL5+ceiN/hV+11ywBA81z/ANs2/wAK4FtQsY3UfbbbHqZBVuDWdMT72pWo/wCB0uYdj0qDW9KlQpKZWXrxGQc+3pSa5ZeFfEtxZ3V4b0TQIUBSMYKnPBDZz161xMHiHRwOdSgP0z/hWnb+ItICj/Tg3sqk/wBKftbD9m30Ne28IeDIcBH1Q7fu/MBj9Kbqeg6B9jlFhcahHcEYRpQGX3z0NVB4m0dQcXZ/74NVJPFujEHFxI2OwjqliF3InhnOLhJaMueGJ18OwXiXKPI8rrtaPGNoB9frVq78WWm7aLa43EE44/xrl7nxZpAB5nJ9o8/1rBvvFWmPhk+1BhkAiIdPpmh4i/UmjhVRgoRWiOpvPFMYZQLOXLHAywrIufEJZTm0bd/vj/Cubl8S2CHPl3Ujkd1GQPp2qlJ4ntJCQttN9SQKj2lzTlZTtdFEigi4cMDgqUHof8K0X8NRGJX+2nD4Iyg/xrWgtl2o8QyQwOMcnPb9ahsXknu5ll2BIGxnjJyeM/hRyIlSZWh8KEKCL0nHon/16drWhXWnaKt/ZXayEOAyyR4xk49fpXS27CNwRgAkfKOh/wAKn1QRXuh38ClfN8slAP4sc/mMUSpxSvYqMne1zzSPU9eiABmtwpP8LA5/KpTqfiCRRh4Cvu+P5mmxqCQeKlKqSBkY9q4XUjf4UdShK3xM6TRNJ1HVdONyb+JSqksojJwcdOvtWPd21+CFaazlY+qmut8JajZab4XvxNMFkklYIoBLH5AOn41xmrXonkMcZdIlwfQk10fuuVNrUyftOa1ytJZ3yzEkWZYfWqFzBdIDvFtnu25smprC7itL7MjMUYbTuOcVcsdNtfE/ic6bcag9vEUleLy037nVCwX0A4PJ9K0hCMtkZTlKPUxY7aa5ZEaSFQPu7cmtODQZ5cr9oiBHP3TyM4qr4XT7R50TnIj2lVPvmt66kksY49qBm3sh7ZB6YNXyJaMhSe5nx+G7h3O25hx9DWhZ+GLp5fLFzCrYJAKnn8a07WAxoAVAk74rYt5Y1Ubwpw2Nw4P/AOun7OL3LUmeeT3esabfzWqwoxhcrkNwf1pyeIdZI4iQt6Bq0fFtusXiB3Uqyyxq4Yd+MH+VZKooXJxXLPkTtynRDna+IuWF9rN/frBIscTP0Z2PP861dU03VrAosjWrBk3H5iMc4rO0ONTrunkkAfaI85OBjcK6nxvq9jJej7PNHMUj2qFGRnPSrgqbi21YmbqJ2vc4iVL5lY/Z4ducHEpqvIt75YBhQIOoE3WormV2LEzyDJzgNgD8KtS3cb6UChAlUgH1zVxjB7Iyk5LdmazXCyZ2Ln0MlXrfSWZVcXC4Oc/L06f41a1rQ9JsvD1trOl6jez7ro2pa5gEa3JCbneIZztUkKdw/iHuBsRWwjVXQAqVIOB146/pWjhYyU2zKl8OMpUG7TJ6fJj+tWY/DEoAb7Upx6Ic/wA6s6a73JaSZUGw7OMcn3FbtqwjdRkYJ+71H/1qORMvmZzOt6PeaRYwXdtcxzK7bTlcEcfX2rHTU9YUAeZGB9a73XRFeeHbkIV82PEm0dwDyfyrhY1BPUVjU5Y9DaHM+rB9Q1px/rYiP97/AOvXT6Zo19qGjyXwv1AVCSojJwQOhOa5wqpbHb6V2+iapZWHgie3eT9/K8m1FUk9hz+VTTcG7NIqaklo2chcQXgYKLm3fnqYz1qmbe68xsT2xPTIU1Lqd0LqVuGESn5VNUbK6js7okjCtwa0jyN6IyalbVkdzFLEAJJYPrtPNJb2slyP9egCrlflrZ0O00fxF4ri0/VbyWG3mOyOaOaONY+cksZOMYzx1JwO9Ns9ONpq+raa0c0X2WZo1W4AEiAFhhgCRnjnBI9K15dLmLk72GJoReJna6UbeCNnT9amtvDgkAIu+PZP/r1ZkeU38cGFVZACdwAI9cVrQ7V28gbfQ4NHKiuYqW3hcSxyL9rkWQD5QUGDXJb9TRyv2nGDg4//AFV6dbXSjYJMldoJwvPsa4bVoBb61dxdvMLD6HkfzqKiUdkaQvLqZ3/EwZcC+bPuK1vDOnvqOrJaXV1M/mZ2hGx0GTVQ4Vf8TWx4VvobHXIruQFliVyQnJyVIA/WsYz11Whq4aaMn13RIbG/liimuAFA/wCWnA455NcxL9kwAbq5ZiefmOK6LxLqkuo3UsiW5iikYNycngYwa5K5nVSVJww7VrzJytFGTi0ryL8+nJHCZC82AMk+Z2rIj8meUptcccbmzVmTV2e08nB3HjcD1Fa3iHwZf+GPD+jandeclzetIZYTGR9nwEKBj/eZWzjt065xskYSaFi1a/t7iWdLuUsgzhjkH2Ndtp7Dz4Zti+ZcKGkPr04+lFFZQ2CJ0UtrCPJfyxlm54x2PpWZ4qd7LRYUtWMPmyGNmX72NpJwfeiirlsaHnwhKD5ZpR+I/wAKieNyT/pE3/fQ/wAKKKx5Y9hqT7nY6fbRraLwTx3NY+swxjkDnNFFeetz0vsnEyRZndfMfAJxzT9L1O40PUo9QsyvnxbgvmLuHzKVPH0Y0UV7EdjxpbsWyuZ7SKXyJSm8ru4HOM4rrtIuJNYsjHekOInGCBgnvzRRUvccTqrKCKW3XfGpIOM47Dir0NjAgjfaW5Y7WOR1x0oopmqPMvEWoXE2tTozDZA7RRqBgKoNZZvZ8Y34/CiisWk3qNSfc0tCZ7i5cyuW24x7V0F7bxmHlc8UUVy1tJ6HdR1hqcZqo8vlSR82Ky9xyCTn2NFFd9H4EefX+NnQa/4tk8RW9vDNpGmWpt1WOKS1SRSkag4QAuVA5JOBknn1pbHV76C5DCdnDOFZX5BzRRVSMUdnp8UcN55aIMOdzZGSTW09nAskeIxyD7fyoopG6MjxWzQ2drawsYo5g4fZwSBjjPpXIrYqBxNMPow/wooqGkwba2EfTkIyZ5z/AMD/APrV0drbxi1HHaiiuXEaWOrCu97mJq0KDoOvBrnxYxEEkv8AnRRV4duxni1qi1pmtHQvOiGm6dfwysrGO+g8wKy5wQQQR1ORnB7g1FNq1/fapcajPcubq6kMsrjAyx56dB16UUV1vY4jodPunvbVLucK0yOUVsfrj1rqI23WKuyqW29xRRSRqite6hJYWbvBFCrNGedp/wAaxP7HtZpTJL5ru5yzM5yTRRSY2POg6eAxMJOB3c1JpdlbxPII4woDHgUUVhiPhN8P8RPewoUbIrlJoYzcYZFbr1FFFYUX7xvXXula6jRIwVUA8dBU9/4l1fU9Kt9Lvb2ee2tpHlQSSMxLOBnJJ5xt49Mn1oorthsebLc//9k=", 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", "info": {"video_id": "35607", "label": "pulling flashlight from behind of staple", "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": "794509ebbc1c25ef669d021c7b30fbeb50f2b5ab9d626e118c3d920c3b390c04"} +{"episode": 49337, "episode_seed": 1054934453, "split": "train", "timestamp": "2025-10-13T03:22:23.362536", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1054934453, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 container upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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SRcV2d1Odu0ck1z1+qucOOtJ2LgeRWOmMniS4idf3s0hOSeNp5rsb3T0Ob+NJI2acKyHoORjHvxz9cdqpapps0Wore2nEsPTjtVyy1FrprW0mUiUyB5CTw5XJAA/Ku+lVUlZ7nJWpOLv0JvEiXFvZ/abZiCpKsO2D0P8An1rM0rSntTG0jZeUguc/ePWuyuESWAhlBVh0Pesq5jzNahF+RXycdsDihvQxS1ILieF2aJmCsGC/N3JrGvY9l9BtHyjdz6U/V5orpbltoCxkKkg6lx6fjVIah50StMdsseVkHvSsO5rLNHBJ52NzMMKo7msB7O61GXzN295Lh9+TjGOB+AArV0/EtwrP1GOvYVd0/QpX1G5uJbhorYuWVUbls989qtEsjsrf7DNZ2cbBpTMJZWH8IFdR5QEInUcZ3fhWOiQjzGt1VUXpzye2c9624B/oo3cZWmByvjWJJre2hYBhv3lc9R6Uvhm0LQvNGowilUAHHPU479qr+KZHXyicgRcsxHTnGf5VY8PX5eJrO34ZMsy4xkdjn05NdCpycOZbE3V7Gm+mR22t2hgQxrIhYpu3AEAg/wBOfXNY2vWN1Jq62ayMLac+ZyfzArqNNzcajNM0aokQ8lAo4GTk9evQVYvI4zIrFQSpyCexrGTsyrHPabaCz3LwBGudo5wDTJ5YLrG1huK7thPNXSwt7m7nl+WNVXn25NctqMzIILyOPy58lgg7p7/hWVrj2NvSbUIA5GBWvNfLEnlwq0sh6LEMmszS7QfKZC0h9XOf0rp4LWKAh1Cgdxikx2KkNgFhNzfEDA3sp5wAKwJm83RmmbKtPIX46jJzxWz4iv1Wy8hT+8uGEYX27/596zruJ4rO1VN6nzFUbevpXPWd2onbhY2vIittI+wfZrmQMY5ULFO6H0/L9a1y5kKSj9xGflSEvlmHHLVp6lBENPVI3/exj5U9T6Vxd3NMNR3K5UxsWbI6Z6CupWjE59as7LdnZ6MJGsA54IZgR6/Mat3ShFEgzjGGx6etQaXMqaegx820EqO2RmrTuvkPuYY65pN3M7WZSwr5BIKgZz2IrlvEmnPexPPbEK6j51P/AC0x0/GupMTKpYDch/hHas29jeNvNjUlT95f61AzI8DXAd7uJG+WNYxgD/erut+FyTXB6bdWukS3Dp/y2fdgdc+n61sLqN1eR/u02KfU8muWpFym7HXTajTVzbkvo4zguKjfUflyqOR7KapRoqqPXuTVuJt42nkdKuNDuyHiLbIpvaf2iWlk3Kq9Biq40u4jiKsUZASQCOlbMeyOJt7YRWPFDXMRzlXVsZAYYJ+nrXTCCitDCpUc3dmZbQGCNEU4YdPerrKzxbl4deQB2NQy/ubyIyuAzggKO3tViKQO3H3TVMgqbgwyPut09j6VlavaMYQ1vxdR5K++eoNa0kZWVmjXPOWH+e9U7pW2+bHlmHUHuKzGkefRTNZecJU+eSQK6uQOnX+de7WEYSJR0GK8i1Kwt59QW+wGwMsuP4h3NeqyXsdrb72PAFZVnsbUVuXby7hs4S8rBR2965m51+Vrny4oSR1I9PrUc88lwTd3HY4ij9PeqkSAhjn5mOSfeopw59WXUlyaLcmm1y4aQIls5Y1Ru57142m8nCqOcnk1ZXcLlDJ8qgH5hzmiWVmV4xtRCDlnrVUImft5dDmjfMXO+N0JzgkUjW4nAKYLrgj1z7VFdTeTJKgAY7vy46Vo6dpxMMckkjBn5G307UnRs/dNqeIT0maNrNLLaIZB85HIFU7+WeC1mkiXJUZz6A9/w61e8s2wCAfJjg9waZcuEjxjg/fOOK19Tkdr6HDtIj6hDZxtugi+fP8AePU1Rjhkm1SZWBBDZNXta0/+zZt9sjsk42BQ3Q9x+NPtP3Dqs5Jmx0AzV3JsbunWqQx7mx6nNWb2+Lwra2yks2AdvUCqUZu7pRFbIEz/ABSdvfFb2m6bFaKqn55Ccu7dSaAsO0/R49sctwu4j7q9l/z61pRwq0K8ZycAe1KxZFO0bh3HenxOI7VCDufHT0ppiOe8Q6b56umwMHUDngdwR+RP5VgaHYXOixXiTPuBYLbuOpQDv+J6V2Gqsz2rNLhRtx9PesNTJe3SRJgBuwOe1bKtKMHDowsr3NvRy66erSsWkkPzMfXt/KnzsXU8VZghRbPyFHCjAxVbJY7WGD/F/jWEnfUaOf1mRpEjt5cRwSZZnJ+9t52/1rmEuHvDdXGMmNdka/yrtNVgiv4mt5MhDgqRwePSuBmiuLO7+woJGkWQtkYAI7E+2KE9AaO/05cIvpWm9wzERxAu36Csm1csAi8Ad61VCqmF/Gs7lnP6jEf7etUdtxADE/if/rVtahGGtYyuQUYMCOMVj32X8TQr3EK/zNdBdR7oCh6Vx1G1M76NuRGvE1pHZfaRtWIru3elcHrG8yG4AHmXE3Ce3p+VaflyiPZ5shgB3eWTxn1rKupRLe7yf3VuOPdj/wDW/nW3P7VqKJUVRUpHSaTLcTW3nyhS8T7WCdMen5VoXKBcSRN8p5C9jWR4Yuf9Oe3b7syZx7jvWzJAYZXhYn+8n09PwrokcBBDdAkqTw36Gq17nkBhUbKfP2jo3GfeuNMt7feM7vSn1i5tIgZPKEa7ssqFgvsODyfT3qUrjNC6QG8ViozzzWtauIIsFuK4Twtqd1fS3D3c7zFQhXcemc12tuoZQW69hQMvRu8jg8hBn8avK/lo2ARx17CqUTbm9cCr0i7YeRxjJpoknsIDtWaQkk8gHsKtMiO4kZR8mQPrTYhiNF9FFZ2s6kLe1aCNsSvkk/3R/jVoRj6tfiS8CK2Ikb5iP4j6VtTQNE/7uQlsblZu6+/vXDCb7Rdlh/q0HFd42ZNMtJc/wqGPsQB/hTkCKsM4Q8jGDh+eue9OuflUsoGDVW7HlPu9P5VieK7y8sdBaa2meN/MUBl64JrLqUh2oRBmJHyuf4h/Wukkna5lUZ+UV5prVy8OiQahZa3qEytc/Zs3ESos5CbmeLHO1ThTu9R7gdpLeGG0OzmVxhR/M1jWi7pHRQaSbZavb1WkO0/u4/lHvToHZmHHymsiFc4aQ7n9OwrTiPyg7iK1iuVWRzyk5O5ceZFdAAWfPCjvTjaCZGe4CuccLjhf8+tRWY3TyO3VRj6Z/wD1VdkJ8tz/ALJrREmMbVVJbaNi8Lx+Zqvp97LcpKwRfLjbauOuOafrmpLbW628Q3SOuGIP3AR/OqegkulyFHEaoT9eabWgG0ZkuCuOYwAC3v6UksOAUJBT0NVJT5Mhdfuv1H9alF2pi2v94Dg+tZsaMe9i8oBWHmRqcq3daxdPw2oTgtnD5/CiG5W/8aTaZeardWtrJLsjeKaNFj7ksX4xjPHUnAqvoqzQa7q1vcmfdBN5YWcAOMFh82OM4644poLnb2ypEFYcHGKtpOGY45bODWRDK8h2qMD+8a0bULGTg855PrVXEzWiYMgZuKVJNy+VDguDyxGQP/r1UeRlTHHrn0rQt0WGBFAwcc/XvTQFW5s0VQ7gu2Mncc5rPuJF0+E3BQb1IIHTJram+aWJT0wa5XXL+K4uhbRNuWN/nPYmqQjatroFI3dTHvXPPuKAolywyrDlfpVS2IuNOt9wyHjKj6gmmpcNG6qxyy9D6iokMdeQtLH2Rwcg+9cvqIG+SQoFuNm3PqB6Vo+Lr6S30Np7SdopDIg3KecE81yniPT9d0fQ9NvL68uvMvDJ5kLJgQ4ClATj7xDZx2/OkhnVWEjMypnAPpW3FIcMvAAOAKKKgtmZcKB4wVewiSugn5GPaiiuKp8TO6l8CMu5YiFhXLAmSRAxOCA34nmiit8LuzPF/CjsPD8EayWM4XEjmQMfoK6PV/kgSVfvq64/E4NFFdMjhiYNwSs7gdOteZazqVxp3jC9v4NnnRTNt3DI+ZNp4+hNFFTHcsr+EfknuwOgCD+dd3ZuxUk84oooe4ka1kMysT2OKv3XECj1YD9aKKALkPKfhXFeJpGS4utp6yAfoKKK0W5LKGm26TW7Bs9Gbg9wK76zQHw+inkeSP5UUU5AjMvOTGe5HNYHjLB8JMSPuzIB9Mmiisi0ef694jbWRbRSaZp9uYVWOOS3R1KoOiAFyoHOTgcnmu4aVmumBPCgAUUUp/EvmVH4H8i1Ex8wDsD/AErXtlHlKe5oopmZYs/vTH1kP6Vcl/1bD2ooqkJnn13I0mXZiWd+T+NdB4OQNpdw5GWkfLGiitJbCW5PcAfZvoSB+dV4kD2vPJyRRRWLKR5zqesHSdc1GI2FhexSzhjHeQ7wGUcEEEEdTkZwe4NWfDV9canquo3l3IZJ7h1kkbGMk57dqKKroCO5iPA9qvWpyq0UUITLsoHlD3YA/nWmhy9FFNAZ+tTyQWTSRnDBSAfTOBXD3blGlZeqpwaKK0WxLO0hiSHRLAIOiJj8f/11n337uYFfUUUVlIo57xou3QjjI/ep/OuEv9f1O/sINOuryaa3t3eVRJIzElsZzk8428emT60UULYD/9k=", "info": {"video_id": "146773", "label": "turning container upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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SRcV2d1Odu0ck1z1+qucOOtJ2LgeRWOmMniS4idf3s0hOSeNp5rsb3T0Ob+NJI2acKyHoORjHvxz9cdqpapps0Wore2nEsPTjtVyy1FrprW0mUiUyB5CTw5XJAA/Ku+lVUlZ7nJWpOLv0JvEiXFvZ/abZiCpKsO2D0P8An1rM0rSntTG0jZeUguc/ePWuyuESWAhlBVh0Pesq5jzNahF+RXycdsDihvQxS1ILieF2aJmCsGC/N3JrGvY9l9BtHyjdz6U/V5orpbltoCxkKkg6lx6fjVIah50StMdsseVkHvSsO5rLNHBJ52NzMMKo7msB7O61GXzN295Lh9+TjGOB+AArV0/EtwrP1GOvYVd0/QpX1G5uJbhorYuWVUbls989qtEsjsrf7DNZ2cbBpTMJZWH8IFdR5QEInUcZ3fhWOiQjzGt1VUXpzye2c9624B/oo3cZWmByvjWJJre2hYBhv3lc9R6Uvhm0LQvNGowilUAHHPU479qr+KZHXyicgRcsxHTnGf5VY8PX5eJrO34ZMsy4xkdjn05NdCpycOZbE3V7Gm+mR22t2hgQxrIhYpu3AEAg/wBOfXNY2vWN1Jq62ayMLac+ZyfzArqNNzcajNM0aokQ8lAo4GTk9evQVYvI4zIrFQSpyCexrGTsyrHPabaCz3LwBGudo5wDTJ5YLrG1huK7thPNXSwt7m7nl+WNVXn25NctqMzIILyOPy58lgg7p7/hWVrj2NvSbUIA5GBWvNfLEnlwq0sh6LEMmszS7QfKZC0h9XOf0rp4LWKAh1Cgdxikx2KkNgFhNzfEDA3sp5wAKwJm83RmmbKtPIX46jJzxWz4iv1Wy8hT+8uGEYX27/596zruJ4rO1VN6nzFUbevpXPWd2onbhY2vIittI+wfZrmQMY5ULFO6H0/L9a1y5kKSj9xGflSEvlmHHLVp6lBENPVI3/exj5U9T6Vxd3NMNR3K5UxsWbI6Z6CupWjE59as7LdnZ6MJGsA54IZgR6/Mat3ShFEgzjGGx6etQaXMqaegx820EqO2RmrTuvkPuYY65pN3M7WZSwr5BIKgZz2IrlvEmnPexPPbEK6j51P/AC0x0/GupMTKpYDch/hHas29jeNvNjUlT95f61AzI8DXAd7uJG+WNYxgD/erut+FyTXB6bdWukS3Dp/y2fdgdc+n61sLqN1eR/u02KfU8muWpFym7HXTajTVzbkvo4zguKjfUflyqOR7KapRoqqPXuTVuJt42nkdKuNDuyHiLbIpvaf2iWlk3Kq9Biq40u4jiKsUZASQCOlbMeyOJt7YRWPFDXMRzlXVsZAYYJ+nrXTCCitDCpUc3dmZbQGCNEU4YdPerrKzxbl4deQB2NQy/ubyIyuAzggKO3tViKQO3H3TVMgqbgwyPut09j6VlavaMYQ1vxdR5K++eoNa0kZWVmjXPOWH+e9U7pW2+bHlmHUHuKzGkefRTNZecJU+eSQK6uQOnX+de7WEYSJR0GK8i1Kwt59QW+wGwMsuP4h3NeqyXsdrb72PAFZVnsbUVuXby7hs4S8rBR2965m51+Vrny4oSR1I9PrUc88lwTd3HY4ij9PeqkSAhjn5mOSfeopw59WXUlyaLcmm1y4aQIls5Y1Ru57142m8nCqOcnk1ZXcLlDJ8qgH5hzmiWVmV4xtRCDlnrVUImft5dDmjfMXO+N0JzgkUjW4nAKYLrgj1z7VFdTeTJKgAY7vy46Vo6dpxMMckkjBn5G307UnRs/dNqeIT0maNrNLLaIZB85HIFU7+WeC1mkiXJUZz6A9/w61e8s2wCAfJjg9waZcuEjxjg/fOOK19Tkdr6HDtIj6hDZxtugi+fP8AePU1Rjhkm1SZWBBDZNXta0/+zZt9sjsk42BQ3Q9x+NPtP3Dqs5Jmx0AzV3JsbunWqQx7mx6nNWb2+Lwra2yks2AdvUCqUZu7pRFbIEz/ABSdvfFb2m6bFaKqn55Ccu7dSaAsO0/R49sctwu4j7q9l/z61pRwq0K8ZycAe1KxZFO0bh3HenxOI7VCDufHT0ppiOe8Q6b56umwMHUDngdwR+RP5VgaHYXOixXiTPuBYLbuOpQDv+J6V2Gqsz2rNLhRtx9PesNTJe3SRJgBuwOe1bKtKMHDowsr3NvRy66erSsWkkPzMfXt/KnzsXU8VZghRbPyFHCjAxVbJY7WGD/F/jWEnfUaOf1mRpEjt5cRwSZZnJ+9t52/1rmEuHvDdXGMmNdka/yrtNVgiv4mt5MhDgqRwePSuBmiuLO7+woJGkWQtkYAI7E+2KE9AaO/05cIvpWm9wzERxAu36Csm1csAi8Ad61VCqmF/Gs7lnP6jEf7etUdtxADE/if/rVtahGGtYyuQUYMCOMVj32X8TQr3EK/zNdBdR7oCh6Vx1G1M76NuRGvE1pHZfaRtWIru3elcHrG8yG4AHmXE3Ce3p+VaflyiPZ5shgB3eWTxn1rKupRLe7yf3VuOPdj/wDW/nW3P7VqKJUVRUpHSaTLcTW3nyhS8T7WCdMen5VoXKBcSRN8p5C9jWR4Yuf9Oe3b7syZx7jvWzJAYZXhYn+8n09PwrokcBBDdAkqTw36Gq17nkBhUbKfP2jo3GfeuNMt7feM7vSn1i5tIgZPKEa7ssqFgvsODyfT3qUrjNC6QG8ViozzzWtauIIsFuK4Twtqd1fS3D3c7zFQhXcemc12tuoZQW69hQMvRu8jg8hBn8avK/lo2ARx17CqUTbm9cCr0i7YeRxjJpoknsIDtWaQkk8gHsKtMiO4kZR8mQPrTYhiNF9FFZ2s6kLe1aCNsSvkk/3R/jVoRj6tfiS8CK2Ikb5iP4j6VtTQNE/7uQlsblZu6+/vXDCb7Rdlh/q0HFd42ZNMtJc/wqGPsQB/hTkCKsM4Q8jGDh+eue9OuflUsoGDVW7HlPu9P5VieK7y8sdBaa2meN/MUBl64JrLqUh2oRBmJHyuf4h/Wukkna5lUZ+UV5prVy8OiQahZa3qEytc/Zs3ESos5CbmeLHO1ThTu9R7gdpLeGG0OzmVxhR/M1jWi7pHRQaSbZavb1WkO0/u4/lHvToHZmHHymsiFc4aQ7n9OwrTiPyg7iK1iuVWRzyk5O5ceZFdAAWfPCjvTjaCZGe4CuccLjhf8+tRWY3TyO3VRj6Z/wD1VdkJ8tz/ALJrREmMbVVJbaNi8Lx+Zqvp97LcpKwRfLjbauOuOafrmpLbW628Q3SOuGIP3AR/OqegkulyFHEaoT9eabWgG0ZkuCuOYwAC3v6UksOAUJBT0NVJT5Mhdfuv1H9alF2pi2v94Dg+tZsaMe9i8oBWHmRqcq3daxdPw2oTgtnD5/CiG5W/8aTaZeardWtrJLsjeKaNFj7ksX4xjPHUnAqvoqzQa7q1vcmfdBN5YWcAOMFh82OM4644poLnb2ypEFYcHGKtpOGY45bODWRDK8h2qMD+8a0bULGTg855PrVXEzWiYMgZuKVJNy+VDguDyxGQP/r1UeRlTHHrn0rQt0WGBFAwcc/XvTQFW5s0VQ7gu2Mncc5rPuJF0+E3BQb1IIHTJram+aWJT0wa5XXL+K4uhbRNuWN/nPYmqQjatroFI3dTHvXPPuKAolywyrDlfpVS2IuNOt9wyHjKj6gmmpcNG6qxyy9D6iokMdeQtLH2Rwcg+9cvqIG+SQoFuNm3PqB6Vo+Lr6S30Np7SdopDIg3KecE81yniPT9d0fQ9NvL68uvMvDJ5kLJgQ4ClATj7xDZx2/OkhnVWEjMypnAPpW3FIcMvAAOAKKKgtmZcKB4wVewiSugn5GPaiiuKp8TO6l8CMu5YiFhXLAmSRAxOCA34nmiit8LuzPF/CjsPD8EayWM4XEjmQMfoK6PV/kgSVfvq64/E4NFFdMjhiYNwSs7gdOteZazqVxp3jC9v4NnnRTNt3DI+ZNp4+hNFFTHcsr+EfknuwOgCD+dd3ZuxUk84oooe4ka1kMysT2OKv3XECj1YD9aKKALkPKfhXFeJpGS4utp6yAfoKKK0W5LKGm26TW7Bs9Gbg9wK76zQHw+inkeSP5UUU5AjMvOTGe5HNYHjLB8JMSPuzIB9Mmiisi0ef694jbWRbRSaZp9uYVWOOS3R1KoOiAFyoHOTgcnmu4aVmumBPCgAUUUp/EvmVH4H8i1Ex8wDsD/AErXtlHlKe5oopmZYs/vTH1kP6Vcl/1bD2ooqkJnn13I0mXZiWd+T+NdB4OQNpdw5GWkfLGiitJbCW5PcAfZvoSB+dV4kD2vPJyRRRWLKR5zqesHSdc1GI2FhexSzhjHeQ7wGUcEEEEdTkZwe4NWfDV9canquo3l3IZJ7h1kkbGMk57dqKKroCO5iPA9qvWpyq0UUITLsoHlD3YA/nWmhy9FFNAZ+tTyQWTSRnDBSAfTOBXD3blGlZeqpwaKK0WxLO0hiSHRLAIOiJj8f/11n337uYFfUUUVlIo57xou3QjjI/ep/OuEv9f1O/sINOuryaa3t3eVRJIzElsZzk8428emT60UULYD/9k=", 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", "info": {"video_id": "146773", "label": "turning container upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b1644106fa2532f95c279a6c66b5a7966f219fe6521de3d0875fcde367bca76b"} +{"episode": 49338, "episode_seed": 451666319, "split": "train", "timestamp": "2025-10-13T03:22:25.497101", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 451666319, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 earring in the air and catching it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "51103", "label": "throwing earring in the air and catching it", "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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P/tl/7NXrEJ4pokx/F3mWcFtrFvu8y0f59vdT1rql1J5/CEOogjLQsWx26/41zsl9HfyXemzKPKk3Qq3o2O9ZujarNbWA0Rxk7Hj59fSuapJKfMuuh3RpudNQl01PN4fEN1NcTwM2E3b4/qDn+VeveCtaOpancs7ZZoEA98V4TrA/s7VmiC4McpGPrXpHw2kltNUgNww3TqVVc9B71lPRpndDWMonpd0g+YYxXLaoMBvU11+qrsk4/iGa5HVOjcV6EXeNzxKitJo8u8VJ8hI9a4AfLefWvR/E6ZgfHavOJflvF96hbjvobtm2ME17VphLWkLpHK2VH3EJFeHW0nI4r6P07/UoPYVUSSm1zJ5Tr9lu+V6+ScVX0PVJEdjJHNx1whJrqY1BGKgtNP8AIugy9iacrgiJfFVjGTveaM+jQP8A4U2XxtpKHH2wZ9NjcfpXQGPIqvJbKxJwPyqrhY5i58daVt4uQTjpgj+lczqnjrTirBdzfQV6FNZxgfdB/CsPUbKEk5iTn/ZFO7E0jw3xP4iivVPlxkH1Jris+ZKM9zXtXiOwt/LciKM/8BFeU6jGi3IKqBhuwrNvUpLQ1rLACgdAOK6vQIzJPI56KAB+JrkrBskD2rtfDuMTgf7P9aUPiInsdpZD5Fq/Iu+0mjBwWjYD8QazrUkKK04cNweh6/Stegkzh0s7i30Szu9OdJpo45FkaThYsrkfjxWMumW8unqYnji8yAtxnKbeeB0HU4x3Jr1zwjpFhd6O2lzwK9vHO4lXP32yRz+BrK8W6LB5VvpsEMY23A2vGoBZP7px37V5bTie0rVJK5N8IvClzpXh0z3cgxdnzEjH8KY4z7mukvV8i4liU8KeK3tJtZrazRXiMaqgCg9uK53VH/4mNwD/AHv6V2YfR+pxYqXN8jNvDuU+mOlcpqudreldNcNlTg1zGqfNuwcCup7HAebeJk6NXHIdty1dv4lX9zn3rhZOLk1h1NlsfUMBOAavRMSKz4OgNXIix6cYODVIkvK2cYHXpStJgHnJqKJstsC9envT4Hiu9LNzCSJI3ZJEPYg4pSmotJlxhKSbXQaZPeoWfg80hY7iOfxqFmJz6VRNyGZsgg1z2pH5W5Fbc5yDg4rn9Q5B9MUpEtnnvihRtUjsa4WXi4zXfeJhmDjsa53w1olr4h8RnT7u8ktg0UrxlI95d1QsF9hx19qiJfQ7b4Sn5tT/AO2X/s1esxHOK8f+ETndqmT/AM8v/Zq9dhbjIqkIxZt1j4nMOzMd/iRW7KRw345wfxqHV4o9M8RPdEjO0Ofr6/iK2dbhaTTluYgTLbN5qgdSO4/Ksq/tBrvhaGR2KXrMIFfuUJyPy5/OuOquVtdz0qE+aKfVaHlviGNb7Vm1NRiLftB9SO9bvhvUXFxA0Y+aGQZb+lZvia2OlwyWDZ/dHK+9afgPS4ryZPPZsI24hfXFYyd43Z2Qag7Lqe3XI+2aPHcKfmVQTXGamScjPPeu9S1MeiFFbcpjzmuD1Ebg2Oo7124dtxszyMUlz3R594iXMEvsK8xu+J0PvXqmvR/uZR14NeW6gPmFWtzFbF62f7vPevpWy4jX0wK8C1bRdLs/DlrqulalezK119lzcwCNbghNzvEM52qcKd394e4HvdnxGp9hVxJNeJhV63eJruG3dvLabOz3IFZkbjGfSp9UiDaXbahayZ2BZ42Htww/ImibstDSnG712NCO42apLZSD/WQho/8AeBOf6UMRn61n6vqEVpc2l9EQ5DAH1ww/xFXhKg1OOMDPDSAH2GR/MVjGpZs1lTukQzHjFYeodyK1ZZC3zdzzWTfEFTXUjlbOH11AUce1eQayuyR/Y17HrOCrV5Jr64nlFYy3LhsGnvwGrtvDL7jOP93+tch4KtdP1bXbfTtUvJ7WGfCrNHLFGsZ7ljJxjGeByTgd66jw5DLZ6zrFlILhfs0/lBLgASLgsMNjjPTODinFe8TI7q3bCgVpwscDvzWPbvwK07dhxWiIOh8LxxyTXoc7US4LYzjcSAcn2qO81aZ7l723hWNo2YQuy9h1x7mueg1K4tdfltYX2NPtwx7ZABP5A11eoIJdILr/AMsBnn0rzKqvNxPXpW5E2U4vGOvR2skq2yXwU4ZNu0++COvFQyahBqcjXdsxaGY703DBA9COxB4/Ctnw2gfTmEkYDqMZ9a5KDdFqmr24TYkV2Qo+qgk/mc1vh2+ZamGKjHldlYsTN1rA1FSwbsDWzIx6Gsi+6Edq7nsebc8/8Spi1Y+9efXPE5NeheLSV092UkHeMkVh+J/Bl94d8P6PqV6JRcXxk82FoyBbgBCisf7zK2cdunUHGHU2i9D3OEkAVbUnaD70UU0JliCeSGezlQ8/aFTHbBBrLmvJrPxxrFrC+2EmGTb23NjNFFcFf4merhV7i+Zs3zbr2ZsAZYniqbE80UV6EPhR5tT4mU7liEyOuKxL0/IT3oookZHA+IOYGrjrLVbnRNZTULTZ58W4LvXcPmUqePoxooqImnQ7n4SnnVD/ANcv/Zq9dt+gooqiTQUAqQelcvDIy3cUAOEiWRlHuHCj9CaKK5sVsjuwXxM4v4igPr8II4bGffAzWp8NXIm4x8zHNFFc7+E7up7kAP7MbjgqeK811DhmHvRRXVQPLr/qcTrYBik/3TXlWocP0zg0UVqtzFbGvrXi2TxFDawzaRplqbdUjiktUkUpGucIAXKgc5OBknn1r6GtT+7X6CiitESzRg6irmhgT6Jd28nMdvcPHGPRckY/Wiion8UTan8EjnYUVtFFwwzIlxsGemBg/wBK1NKuZLnX4RJg7I5VHHbatFFcZ3Pr/XQsScDFZl8fkJoor0VseVLc5DVgNuK8n8RqBdzCiisZ7lUzO0XXm0eOWM6bp1/FMyuY76DzArJnBBBBHU5GcHuDXW+FtQutU1LU7+8lMlzcyLLK+MZY5PQdPpRRViZ3dux/KtW1OSPpRRVohlLVD5PiDT5U++y7T9M//XNdzA5a2ZTyNuMeuaKK8+f8WR6tH+BEt6QoS0jC9MVh61EkWpO6KAZAGb3OMfyAoorTD/GY4r4GY8xOM1kXhO0nvRRXazzDhvFoxpz4/viuP1PxNq+p6TbaXe3009tbSvKgkkZiWYL1JPONvHpk+tFFZdTeOx//2Q==", 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", 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", "info": {"video_id": "51103", "label": "throwing earring in the air and catching it", "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": "cf76eac4fa1180a676313c7fb27d1b5d0fb0b3e32062928746891f379e2df3e8"} +{"episode": 49339, "episode_seed": 1361452767, "split": "train", "timestamp": "2025-10-13T03:22:27.474680", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1361452767, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 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": "27673", "label": "moving key up", "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": "27673", "label": "moving key up", "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": "a0d3e6770434d80ae917bba96605a822a2c02d0e325c68a209709629e25e4764"} +{"episode": 49340, "episode_seed": 4185293692, "split": "train", "timestamp": "2025-10-13T03:22:28.955543", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4185293692, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'removing towel, revealing book behind'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "42917", "label": "removing towel, revealing book behind", "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": "42917", "label": "removing towel, revealing book behind", "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": "f2fdec01f441cc1bc3d59675aacd32803006c341cd731cd248b3e12420fe0d25"} +{"episode": 49341, "episode_seed": 3036832421, "split": "train", "timestamp": "2025-10-13T03:22:30.362722", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3036832421, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a candy'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "110558", "label": "holding a candy", "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": "110558", "label": "holding a candy", "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": "2b38d8803fb365dabb562b0834cb57bde7310763233cc89a2fea3466ec5f4700"} +{"episode": 49342, "episode_seed": 2834629749, "split": "train", "timestamp": "2025-10-13T03:22:32.260208", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2834629749, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 marker, 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": "154052", "label": "lifting up one end of a marker, 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": "154052", "label": "lifting up one end of a marker, 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": "f2ebc01543af8b4bd126998df2f03f17b9eeb0357b3a78ea56fd41e1bd968592"} +{"episode": 49343, "episode_seed": 2397619274, "split": "train", "timestamp": "2025-10-13T03:22:33.732479", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2397619274, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ointment in front of lotion'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "146624", "label": "putting ointment in front of lotion", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "146624", "label": "putting ointment in front of lotion", "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": "0f3446d6bf6ef611f83893e3ff881255451f0f7da0444df698180e7d3db9418a"} +{"episode": 49344, "episode_seed": 3276770616, "split": "train", "timestamp": "2025-10-13T03:22:35.359822", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3276770616, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 foil 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', [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": "78840", "label": "tearing foil just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "78840", "label": "tearing foil just a little bit", "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": "4bfe7e5a6b34c07120ab837bd26c4940f204dedb552e3f14ce65cccea1a32b5b"} +{"episode": 49345, "episode_seed": 729929082, "split": "train", "timestamp": "2025-10-13T03:22:36.526351", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 729929082, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sprinkle air onto black sandal'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "1512", "label": "pretending to sprinkle air onto black sandal", "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": "1512", "label": "pretending to sprinkle air onto black sandal", "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": "3e6f1c37aa42ace08ce7220b90e178f0a9c88ec682538a5e5178dd40b197b0bb"} +{"episode": 49346, "episode_seed": 2777999136, "split": "train", "timestamp": "2025-10-13T03:22:39.673481", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2777999136, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put candle 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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", "info": {"video_id": "99308", "label": "pretending to put candle 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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", "info": {"video_id": "99308", "label": "pretending to put candle 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": "e20b12e881b0daaed03eb308a89d715d35e08ed536501710e139e7959d34c090"} +{"episode": 49347, "episode_seed": 63083643, "split": "train", "timestamp": "2025-10-13T03:22:41.163201", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 63083643, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scoop yellow soup up with ladle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "37419", "label": "pretending to scoop yellow soup up with ladle", "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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LcdgemfT6U+HX721MUdm7xw2sDQW4YDMQb7xHvnPPpVwehlOOuhka3Y22l3f9m27LIYTiaRejP3A9h0qKy8yAJ5ZKOrEqynBpzQhnJJJPTnvVmOEFsjNDkEYHY299Pd6XZQazaJqVnchhE6ZEkLA4IDdm6H0INU7rT7HTZoksJpHMrE/vo9rxr79j161R07xPP4YugWiFzZTAM8LHGGHG5T2OK6CXxF4M8Sy2sl3PqNrJBGV2BOuccFgDmlZyZnJcpA2lzXt99ktAJpGQ+WePbcD7DOaZ4i0oXmvtHbqTBaxx2yPjg7Vx/PNPu/Gmm2UDad4WtJI5Zm2Pdy/6w5/u9/x/Suj8mO2tYoiMlUAyfUVShYcTzq80yWOTYEJGcYA5qvo9lmWa4mtyViGQgOGPbNdNrcq28kEjHHLtx1JAAH/oRrlrq7k3s0jojP8APtDYYg/wmspSfwo6IwT1ZoWiR3CnCkDJK5PJHY1l3enNqGrW6ag4ht7cPJLMo6oMdB/ePQD1NTaZOq3gkDhY8FFj6k+mKt6wWYoivtB+8MdcHiqi+5M49iPVJo4rLaiCO4njCrEhyLWDqqZ/vN1Y/wCJrBgtyXVycbSD9avONx28lm7nrUkMZI6dapyJUDT0S8jsNRhubh5khU/vGhYqwGMZGPTrj2r1K1Sa9somv1tdUjwTFcRjBYDpz/OvKIoQ0bK2ACpBrHsvEesaHM6afqE0AQnKKcqfwPFCvLQmcbHd6Yup6i1wq2ly9y74DKpCR89OeABV67063UXGk20qtez7Jr9kOUj24AjX8eT9BXN6p4u8UHR4Hm1OQRz/APPNVQkY6ZAzWl4DGNOvbl2zI7AYPUDGf51bgk9TOElLVD7rQ0jt9gX5s4+o9a5mfTEkihlWUlCxAjHVuePzxXe3zGSCV+hCNz+Fed3Mp/s2K7njcQhQkK9MkAc++Kym2nodMEnuXLy/RrhDHLKbWIZUNwFPp71PdWqXtrHMjFXChlYe4rmPtysB8pEeclM5GcV09lKW0kTBQsZUhFHZRxSjFocmmYD2kLrHuU/KOgOMg9Qfaml0ZtuRhecVPdy7jsToOpHeqSoVUk455zTJSRdhK4Vc8n+daEQbyGeGUpIvzIy8EMOQfzxWRbxtIcLk5q3c/uINoY9MkZoW5TSSOjs/Fuiaqif2lI2m3obMrrEXhlPrgcoc9R09K6K18W6JoYWT+1oLpQrYht4nZ3J6cnAH414jLIFuWBHIb86u3t9bzrCIYPK2j5vnzuq1Rhfm6nJJtNKx6vpuu3GvSXerTKI4ywht4lOQqjk/Uknk1T15oxpN1LLnbtBOP94VleDLgvYmJjhR8w/OtPW5GTSJixBG4cEdRnuKbNlocffXHAurgunnZEccfyjb/FVJbqKWSMSs/lLyvADdf51T1PUbu/uf9I5KLtVV4AUdMVMsFu+nwrlhdOQ5O8YC5xgj1rJRslc0c7t22OgvyZ4IJGj++pO084B9azWUhVRBjsABWzcOHjUZ7VS2r5uQcFen1NDBK+pBDCNx54+6B7VejVUOTjA55qLKwkBjjHc0s8q+R8pzmjqVsjB1pl+2sy/dcDI96lthA+kSzS3yiYcLCxJY1n6sCQH9GxVBJXAxniuiDsctSLkdx4Huo4dYLyfM5jKL7Z//AFV3hYF8OfmbpXlnhdtl+r56Efzr1JzhfMJBwPyqXqabHnuq3VnaG+3PJJdzynap4CIT8x+vFYOnwyX0zRpJGpxuLyNgDHTn1q7rSJcanPGxw3mMA2cYyf5VmzyfYpJYonA3KFfaAc4wevpkVHI9Wuoe0V0mdP4cBGnylx87yEc+g4H9abIpUH2qLRbn/RwGPJw1XJmVWXI75pS0KhqQLEqEBuoH61ZiKHoRxVGdz97PWqs92IkwOpqNzbREuvTrJbAD+A8Gs3SdQjsrozPCso242k1Fc3XmxGPGTjFZoyK3g7HLUjzaM3bG8UaukyqAfN3AenOa9eW5N3Ck5zhlB4rxXS13XkZ/2hXsOknzNKiGegFF7saVkjD8UT2trdW1zcxtJFEpbaO+SBz+lee3F415qBkwAzv0988f0rtPG7gPAT90qV/rXGSrBBbpJGcOzbsD+Gp5Nbg6llZm1YWn2bXYAJRLEFLEgYw3oa1dRUSXAx/drmdFu2a7Z2Yn5s8+/Wt6ecee554Uf1qWmlqWnzS0IFjALMe/A/rSC4AOAOlMMh285wKpPLtDY6VBsjQlvgUCKcN1NcveyMt2x7Ng1M9xIW3LkntiqtysrBZJB7VrHQxnqSteyPGqFmIXoCeld34Fncq8bN8rAk153GMsK73wgwhkjz0Oapu5EYpI7W8JWzuMHgI2D+FeS6vdXdzOsbOWiBxH6LnrXrOpsPsb+jA9K8k8/wAi7cSAHbkfN3oUU2JyaVwtZbeKwmhmSNppWKgnqgx1H4108Eix6EIx0SLFcI0zSz5zwWzXUrc40yUbsYqXGw1K9jnItTaZvm4Gavi53FVUAk1zkCuzAKK3rC2ZGDt97tSaLibtnGIkyxxnrUF628N37U1ndV5qCTcV6UkhtmFfptuc9mFRRjkVfvoTKgKj5lqlCDu6dK1Mnud/4OcIyg+h/nWx4j/5Bk6Lx8vGPXrXNeH5TE0OPSuuvohcW2GGcrg0g3Z5itwghld0ywGF5+6ap2ku67Q4AA9Ks6ja+XPJGRhlPH0ql4esP7W8Ttp02oS2ilJDEY49xZ1QsF9AODyfT3p30ItZnXpMXhjORjHWk8xY+f4q5XRNWIjc3tyxBClQ3b1rT/tqyPJl/DFYSTudcLcquXJWd3LMelU2vCknX5R1qOXWLRkwsh/75rKmukdWCtyT6VUUyZSRo3bRyQlSwGRmsdOtG8Hq3FPDQDGGbPvWiRk2je0NtkhbuMV6Yk5m04c84ryOy1BbfJ8tmB9K6S38amC3EQsGYepf/wCtQJtMoeIbeSDUzKOrcjPeuck3PKS3UnpW5q+vNqQBazEe3uCa5zULxktS0XyuCMEGmrkytfQ6bTi8UYP+zWkzluTya53VjFaeHYNS0vWL+ZHuTaE3MKxrcYTc7xDrtU4U7vUd8gQjxTkn5V/Os5xbNaUorc6KQZ5Y8YrMcedcbf4V61RbxGHUqUX/AL6qJNaSPcdi5bjrSUWVKoraGv5aYGFArLuYTFKSB8p5pP7cDAAKvFI2ro/VVrRIz5jR0kAXKH8a9P8AD05az254FeR2eoMZC0CqSo54retPE2q2ibYhGB9KLA2mdL4vtTPZmTrsOcV55cLJlQTuUdK3bvxLq15GY5BFtbqNtc7JdkMQQMg4PFCuTJo0tLiZQW6AmtTzd11PvYfKFH6Vz3hy4i1HxQumX+pXNnbzPtSWKWKNY+5LGTjGM8DknA71kaveXthrN9aTPdbop3jK3GBINpI+YLxn6celKUWyoSUXc7onNUb5yEKqK4tdWuCMmR8/7xp/9pTN95mP/AqlU2aOsmddFCFRBjBIyeaSRBIhVufWuVXUJyCdxwPenC+l9f1q+WxlzGyLZo365Wuq0OZYmg3SKuOuTXnhvpR6VtpCpAyzcj1p2DmPX7i/tHtwDcxdP74rzTX4oBfyeW6MjcgqehrOMKAkbm/Oqt4giRSmck9zStqLm0JIYF84bnAUH1rUuriBbF1SRWYkcA9q5O9mljtSysVO4citLXvDmq+HNA0rULyW4We+8zzYTGQIAAhQMcfeYNnHbp1BptCTMJbmQdxUy3UowQx/M0UVSQrk4u5tud5/M0ou5j/GfzNFFCQXJRcy5A3H86dHM7OATRRSAuRyyr92Vx9GqU3t1jH2mbA/2zRRQFytLLJnmRjx3NY8Wq3Wka4dQtSvnxM23eMj5lKnj6MaKKBGcruigB2wOOtSLK+fvGiimhjw7f3j+dSRDfLtJOME9aKKYmCk7eppxPBoopDN3TT/AKDH/nvV3uKKKhgQ3ZP2Z/esC/AFoT/tCiimtgJ9b8Uvr8FtDLpOm2pt0WOKS1SRSkag4QAuVC85OByeaxV60UVUQJkqRqKKYExAEjfhRRRSBGjo3+sl/wB0VtdqKKlgKKxH6k9zRRQhMpQ642kXV1GdO06+hmcOY72DzAGTO0gggjqcjOD3BrP1G/udU1Ce/vJDJc3LmWV8Yyx9h0+lFFNbjGLUoooqgJF6E+lP7iiihiQP1/CuliJ2A+wooqWMlzyapXxPmKO2KKKSAyr/AP48z/vCor7xHqupaXBpl5ezT21tI8qCSRmJZ8ZySecbePTJ9aKKbA//2Q==", "info": {"video_id": "37419", "label": "pretending to scoop yellow soup up with ladle", "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": "febc9cb8e9f4c0b3332cfc772fd9c0c1bd7aeb91291706066bce99e8efe7486f"} +{"episode": 49348, "episode_seed": 2276250901, "split": "train", "timestamp": "2025-10-13T03:22:44.295683", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2276250901, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'picking a remote up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "210911", "label": "picking a remote up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "210911", "label": "picking a remote up", "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": "59be9161c7459e90e95801fea53998c1025c79e6aee203edc5818e74967d95bc"} +{"episode": 49349, "episode_seed": 4049727896, "split": "train", "timestamp": "2025-10-13T03:22:45.754566", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4049727896, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glasses down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "41175", "label": "moving glasses down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "41175", "label": "moving glasses down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3ee516f644a8233be364a0dafecf02e30f45445c187a18e708d39911c0fad967"} +{"episode": 49350, "episode_seed": 2785545881, "split": "train", "timestamp": "2025-10-13T03:22:47.798270", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2785545881, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scoop sambar up with ladle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "122631", "label": "pretending to scoop sambar up with ladle", "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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q242kbTlWG5G9RXC6PN52nNETyuV/wrqPC2pwlPsl6GaE8ow+9E3qPUe1YYmj7aFup0Up8jub6rml2VtW/h28uVDWmy5jPR42yP8A6340snh3U432m0cGvDlhayduU9BVqbV7mEYmcbVGWPQU2+1aLTZ4NNkyHkQu/P3QPuj8Tk/lWxa29v8A2qLEXUL3rqcJn5UI9T3P+z3rM17RNE0a4OoXepy3eoLIPMjeLyxF7nP8q9XBYZ0lzS3ZxYispu0djIvbWZtLLWvF1ajfH/tcfMv49PqBVDT9W+0xR3CS4JHT+Yro9JkW+0+KVMgyZZSep5P864PW4H8O6+7BCLG8/eAD+E98e4P6GvQOZnaJfNeW6ea21I8nc3AGff0rntX8ZrbI9tpr9Mhp/X/d/wAal8f3AtfCfhqGF9iyJM0yqfvN8mM+vWuLMWmSRWSf2gUlmci4d4iEiHUYOct+QqINcugppqWps6BrssEwtWkJjkycE9G610NrdiTUGic7RMBgns3avPWR9PvhuZWIIdWRsqwPQg+ldHcXAYQyg8ZAJ9jT3VmOJ3kQbG1hhl4YehqbZx9ab4eu7bVrRIbp1hu14W4b7rgfwt6H3roz4X1IReYsHmJjIKEHP0rw8Tg6kZXgro9KliItWluYCpxxWdqWkjUtqhXLgjBQc9eldJ/ZN8GINs4A6s3ygfWp9IsUvRdRWt9C88P35QNwiyOqqOWPv0FGFwtRzUpaJBWrwUWlqZc8VnNo62n2ouF/cyO3PkS91PqKxdZ+HL6wTeRTiG5X5GXGQ4HQ/lUtzZaP4buGSDVTqDXHzSsBtRmDZC47kkn8666V/s9kupWT5teElgJ5iJPUe3NexWclD3Tgp2crSPKdIN14O1w2l8P9Gn+UuBx9RXZpM5Jd2VYgO5wFGa2PEeg22t2ZkVQwPOB2I7ivILvW9R1+5WwtVKxu2FhQ/eI7kn/9VLD1faRCvT5GdLr/AIyiaSC2sWYrHKHeQHAfb2HtVybXV1HTPMjOAw3AehB6V5pc2t1biWRo38tJDAZMZXeOoyOM1s+H7nNvJCx+6cj8a2uZRV2dzbSCVUlX7kgyPY9xV4LkVzPh3UEFw9ndNiBnxvHJjbs3+NdrLps9uRkeYhGUkTlXHqK8bHYeSlzxWh6OHqq3LIoheacw+UipWhI6g0gRpCFijaVs87O31PavOhTlJ2SOqUlFXZFYRxpKJmADpyWz0X/9eK6q90a313RmSSPfDMvcf5wRXIa5pGtXtilppmnTtGzb57hEIQgdBu9Aec+1dT4P1Z7WFrC6kEokUM7Z4DHOcfpX0uHp+zpKJ5NWfPJs8YvtNvPCXiEI+7CNujfpvWvQrjUFvbS1urbDJJH97HTGM12PivwOviPTGjCj7Qo3wyY6H/CvJtViv/A2jWf2kq1xds5jhPIhK4zn1zkcVs5JNGKTN+51u10iAzXTYduVjHLN/wDWrH0LxSbu3aOZ2a4DM2WPVSeMfSuB1CTUbsLeXImb7QSEdlOGx1wehx7VHpt20OoRtnAJ2/geKTeo1qeipcebPNzko5fH+yf8K0YxlRiuSW+ayv4ZkAbPGD0PqPyrtra2E9il5aHzLZjjA+9EfRhXm4+g5+/Hc7cPUUXyyIttSotP8o46UBQgyTj614urdjvurEI2pcKW4Ucn6UmqgzxwLn50lUlc5wSRx+VWRDMYjKtjLMwyUiCEsx7cDoPc1hWGn6vYyXMurRyQySt5qxyjDF2+XdjsOf0Fe9l9B04XluzzcTVUpWRmaXdnwb4xjkClrGf5inYoeo/CvarrT7d4Y5baTfBOgdPYHpXlniPSDd6VujG6W3+eM9zjqv5fyFdJ8KfE39oqNFvHztGYST29B9P89K72cp8+5KxySBgQq9veqcN26PgMQrYDAHqM1HJO/l7A3yn+VQiudM0sdbo85S4ePPDDP5VsaZc+RrTQs2Fc5X6muW0+bE0EucZwD/Kta6VmmWUDj7pPoe1bIm+h7BoV/JZXSyrI6MBjKnH/AOutbWdVub63YS3c3lY5XeQP0rx/TPHl/psrRXtvHdxRrkOTscjIwCeh69TWzffFQXdibPStCWCdvvXNxL5hX6KAB+dHUlsr6lfppnmiBybhyRGM52+rfh/OsaabU/EV3FbvPcXUhwo8yQtgDuSewqlFHcX14iZaa5ncKCx5Yn+QH6V6t4T8PRaVZSK4VrveVmk9SOw9qtqwo+8yayhNtbxoTyigZAx0qn4q0yLXLDarKJwRKpI+64PI+hH86170eSQFGS2cCuQsZZ77xjPps2rT2sRMnlhEDbmVCwX2HB5PpUSdkapamN8S9RTU00mZY3hAjkBUrjLDaD/KvPbxjEIkLAnbnj3rf8X6vc6h9hE1002wMV3EfLnHTFclJI8j5ckkcVy0lyxSNKrTlc0LKYvuQk4AyPauptpPtGjlT97bj8RXGWb7bhR2biul0yQhJI89810R2Mludf4Tu2mhK7iXTkj2r0/RddmsrMwxTOvcAdK8Jt57vTJWmtJDFOmShHIIPYjuPY102lfE5IIkOqaUZCSc/ZZAvT2bpVuxCbZ3HiW/uryJ/tN9MykHCGQgH8BxXBXOuTaXJHFp9zJFMhy8sbYZcdFBHfuabrnjyXxADHp2nDT7ToXd/Mkb6HoKzNH0W41e5eKHiOJd8z5+4ue3q1UlpclvoaOgw3+ra4l7KzypAxZnfoGI7ep5r2Hwp9nNxcQ3OMSRfLnoMVl2elW1jp0UFtGEjVeB/U+9c74pvLqx0yRrOaSKZXUFkOCAc5H4ioqq8GjeHutHokNv5Es0MTBrcx+dF7DuK+V97+eCQQCT+X+RXsV/rV3b6FbajYa/qUqeebYNPGqLN8mWeMddqnAO71H0HiP2wx7mAyWyM/WuKhFwua1pKdi1DrV1beaiSHypAQ8Tcq2fb19609JuNl2vPEgx/WuVB5rXspiqQyDqh5/CuqLuc+2p1qXJttYQfwyYOfQivVfDWu3VkY41ZWhJy0cg3L9fb8K8bvW3mKT+6cZHvXT6J4w0+ERWmqb4JgAqzKuUce+OQf0+ladBSetj2fVdasJIt/8AZMMkmOpfA/QV55rGuajc3YtkEVrbjny4Pl9+T1q+dc8Opp7XD+ItOVQOF87c59to5rzXWdf/ALQuJFs2kFs3G9xhnH07CiMV0Jcn1Ot1r4oXt9aCCKNkYZRpYpSizr6smMflVjwbJNJpi3Urs0krfgoHAA9q5bwp4abXbkyTgiyiPzEHHmH+6Pb1Neki1S0QRxoERRgADAA9KpJLYcbvVnpXhrUPtumhXb95H8pGe3avIP2ikWKTw+8Ywz/aN2Pby/8AGotF127/AOE3n059YvLO2kk8tGhljRU6HLFxjGM9OScVxnxU1XU7i+tbbULu6mFvJOiLcbd68r1A4zwM1hL4tC0ccdcv7eS1mS7l8yEExEtnZnjAHQDFNe/+2zGcRpG/G4IMDPqB2zWXdTiaQFRgAACn2TYkZfUUKWoNI7GaYyWCXI5KEOB/Oux8I6vNbIs1u5UkYOeQR6EdxXA2Evmac0R7ErWh4f1uLSiVvQ/2ZuC6DJjPrjuK0QSZ9A6fq+l3mm7r3S4vM7mLjP59K5fXdchskkbS9Jijk6CSZ9xH0HT9aoaNf2GpIps9TtpAfWYL+hxWL4y1qwsWNpBfwXlz3jtnDqP95hwKSjG9yHJ7F2w+INzoNu6XSPctdkvlZNkkfGNyt6Z7dK52HX7/AMS+JITczSkY3OzNuZ9pyAfQZrlt1zqF2o5luJSEVR39APQCvT9C8Lx6PZh2w924HmSf+yj2rSyQK7Nu2VZUZG5Y8p/vf/X6flXHJaz6D4ujmtAwjdvOiKj7vPI/A/zrS8SXtxp+kmW1maKYSJhlPPWsjxJB4g0HQdM1G8v7pbi6MheNkx5P3SoJx95g2cf4GolKw+W5528EXleV5a7cY6e1YHQ0UVlIpGhaE/Z1Po3FdXIgezZz1TaR+YoorSIdGVLi3jlYqwyCMVNb20UZCIuAW59TxRRWlPcxnsbmkWkSWP20A+c8jJn0A6AV6boq4tupO7axz6kAmiihmsNiC3Y3ELXMvzSO7D2ADEAD24ryTxJrF1o3jq6u7TYJLeR9gdcr8ylTkfRjRRWc9ijnbWFAN5G5lX5S3OKg1ZF2q+AGDbcjuKKKyWwPczYyRIpHqK6XTSfthHYrRRVwJe5sTRKsykD78W4/UEiqD2UMkpLKTtz3/GiitOpD6lkIqW77QBtA247c13WiWUVnMLaHcEZV3HPJzgnNFFaz3JpnaXUzwaTJMmN6RZXPTNcn4vjEfhxyCS3mISxPJOe9FFZy2Zv1Oe1PX21rTrVJNNsLcxIscbW6OuxADhQCxAHOenXmvO7Swhnsw77snPfpRRXJDdly2Rk960LDmFx2z/SiitYbmctjpUOdN39/L/pVW8iQhJMfMrZH5UUVq9iXuZthAk067xnC5+prYhiWS5giOQskmw4649qKKuHwmcviPZ/D+0LGioiIlsihVGBxmrepjESgcb3Ck+1FFBt0PPZtWbS/E1/ELKyuopZwxS6h37So4IOQR1PGcHuDXK+PrubUL60uLl98szyO7YxknbRRXLL4yuhxUqBJCo6Cn2xxcJ9aKKFuI6HTOXkXtwanmjRmmQqAucYH0oorZEPZGHOigKmMhVJGf941pWcCR28e0Y3DJoop09yZ7Hb+CIYjbX9y0atLt2qxH3QGHT0r05gDCo9qKKouOxxHiznSZm7idVHsAa8/1vxFqmox2mlXd5NNa2ztKgeRmJZ8Z3EnnG3j0yfWiisqo0f/2Q==", 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", "info": {"video_id": "122631", "label": "pretending to scoop sambar up with ladle", "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": "fd7dc0e81aee7aa39f83a8c0a0bcd325fd5d31e2f36ccbf9181f12f6af90cccc"} +{"episode": 49351, "episode_seed": 228597373, "split": "train", "timestamp": "2025-10-13T03:22:49.854703", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 228597373, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book closer to a note'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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WoJfubdQZRtwhDEY+Xjoe9YkulXem6zbQSMNoRLjMTDa6EZxz3zkYrrPiSt7L9ilurS2t12SRxiGUOexwcDApt7f3GowaBdpCjH+zxJI4X53ZTsbJ9toP4mt42UL3tZmOIpyny8l7+Wv/AA+xsWt3HFDHJJcraxBdzNIhOM8AHHSota8Ow6r4Vv5mkubm9t/mR5Zy6vtwTtHAwRn8qsWMUE8EyzR+akkQDJ/ewcjHvnpW9pmWtIyyEEoNyN9OQa6pt8x1uN9zwUblZghwpGdueo9K6fRZCdu5CB/fz39MVmeINObRPENzaAfLFJujz3Q8r+hx+FLb3+xy4G4SAhlA5U+orKatK5xTVmVbZ/nXBPHQGvdgtva2qpqmtS7goBjDrBnjsqfMfzrwK2EcVxCs8gWOR1XJOMZIzz9M17Vpmo6bb3syeHtPa5QkDzLWAsPr5jYGfqTXFJ6nWovl/ryEs3gjvLltG0eWVvNOJmhVey/xynPr+fvXN/EUaq1tp096IBh3CBJjIwOAfmO0AdO1ddEuqXep3c22ysZFZgTIGuJFXC5wBhfSuc+IWnyxaNb3VzqN5cTLMAon2InI52oAMfWrUXa62IUk52e/39DzBkydxPPqB3prW5MEoyeI+fr1/pU5O4bR35NX7SEGynLfMzgqx9M9K0i7STOeO5pwalb39w19Mnk3DwwuMNneyARsT9dua7O0Rrq2a3WUxlgCGAzxxkV5/pOnpP4VvLxrgQyWjlfmGdwPIUD6nr2rotO8W6ZFChu7i3hMXC7WyXGOuBya1p6SnGXc3pycf3Uklu0++vX0O6SJLi3kglXKSKUceoIwf514Tf28mkatcWshxJbyGM+4B4/Mfzr0O2+JmlWdvKPJvZ33FlwoAOfcngZzXE+Itat9d1O4vhpphllC5zPnGAADgDGcCn7TfTcqs42tcrLKWQbWIQ/MFzn61ZjlULjtiqCRFtoj4B7HsKnwCrBD908471zydmZQV0eoeGBoh0gnUGaaYzN+4DSP6Afu14OfU1rXF0lreWradoT2i7JAJJUS1Xqnrz27jvWX4N1G6ufCtl9g0u5mkaWSQyYREzk4+Zj1H0NbN7b63NdWMd5JaQB/MxhDcOD8p5zgenbioir6M2qaNu/3lTxPba3P4Z1FrmW0WJYd7RrI8rEAg9cKo/I15AkG5hgHLNxz6V7Zrekb9KuxqOq6hKPKYZlnSCLOOPlUDP0Oa8g02NTc7j26Z6A1VmnqYtpw07kulai9srWckayW9teef5ZHzfONjc+nC12uhTgxCWMMEjcr06DP+FchpJsU8USf2lMkNrNGwd3bABwCPxyKmsPEkGlXc8FuZ3s/Mc+WF3Fgfu8kjPQGt00qrk+qRcZyg+V/DJ3807fkeo2UMUBEVvt2kFwueeep+mTXB/FLTPs93Z6mqgCZTDJj+8vK/oT+VUn+I94l0JrPT41Crt/ftk/p781k6p4z17VlzcXSxxBvlSGIAKfXJyfxqudp3RU6kLWTuZFtMWUI+8bSCAOtd18PreG4nuXkhml2Iu2OONmByxJBIIHbvXCxu7LI7N5hDE5PU5616Z8M4L1tPupLeW2jikmUHdE0j5VewBAx83euarsRRdlJnXuksclubbS7eHEgOXKqeFY8hcnt61V8RzyroV+LvWraIvBIBDDEBuO37u5iTz04xUuqi1tZYEvdUeQ7nbyvMWMcKcDamD39aztQ+z/2Lfmw0HKNbyZmFttwMHnfJgn8AaySRpvZ/wBfieQ4aUBcHAHaq52528571c2Fox5eRxkmoGjyOhw3Ga2vocsl7zL3hiWODxNpLS58sXapkH+9wP1roLHT7K0168itpCwiuW2sF2hj0I9SAcj8K5Fo2ige5iBDROrAjsQeK6yz1Nbm8aaWNRcTz+cXQYUiQbiPzNbKSXJdX1KjCM5R53td/Nf0zqIYr4m3Uui20ic/L86SZySCOxArF+Jth5qWWqKvY28p/Vf6iums41mjj3sRJASyjOByMc1Y13SzrHhq8tQhLtGWj/315H8sfjW3wvU62rpni1ihUiUNsUEKTnOD61qavL+7tAxyw3Ek8ZzjmsOGcRSgEcN1Bq6Q8wTdIGEakD2+tYVFy3RxJWkSRz/L6Zq5FIzOM84U8/gapJChjMhfOB2qJ7iRbQzRE5UE47H1/SsG7G0Fd3PbNEvNXGkWFtBpqRgWse17q62rjaBkKinr7nNRG21SfWZbae8gjabYw+y2pkX7nqx9vSlsdK1a+srVrnUrO1iW2jwIbcuQoUY5c4zj0FO/sa0XVbgX9/c3MPkxsZJrzyl/jA4XaCOPw5oir7jm0rtP8L9TnvH2kC002yZr+eeX7Rs8uUxqACp5CqBjpXCaLNPBE0kRKm3dhIeoCMAPyyD+ddz4sfwzHokkFidNF4HUp9my78HnL+n41xuj67/YF9fMLUzGdcLkgBGzkN3z1q7JwlBu+w2rxi7uNtnbt5Ha+H5xJp9vOkqmQAZTkMB0z9O1dTazxyXcqEBQoDbt3X1/LivEbbV7+2V5LeZIWwVDiME4/HoapTzXd47S3VzNM7cku55H06Vs6l4pChXSguZe9Y7n4jtpF/qVrLb6raCaOMxTqGLnAOV4UHJ6j8q4i23Ig2yEr14ODmoPL2QptHOeRip41/0aTdwQc5Hepu3uzGc+ZjWkWP7LOyq5hkSTYehIOcH2r0uL4rCWyRbKyd7mQZZEbiNvToePbH414rqOriI7UwTzgVo+HZbhrFkMu1M8qnAJ98da51C5u6sU9Vc9BvPGevTNNv1COwWZy7JCPnHAHbLdvaucnvFnlLO1xcSnOZp3x+nJ/WqTIVbA+UD71Ryz7EBABUHmr5UTKvLaOnoWo5FEgV04x1HOT/SrrXcaxKiJ1JHFYLXQKMOgbgKKPOeM4RhlegHOKdjC5O8RjkOTh2zxknFNYYiWMDGSKsTbVfeCrtjOfWl8tSA/UAjrTuBVaMAY/Klli3Op9VwQKsSRjcMDPuKqaZavqnit9Nm1Oa1QrKYvLTeWYIWC+gHB5Pp707hYnLsIEKt8w4JFN0+XzInd26msXS7+Vw5ncyAqpAPY1ckuUsrNVzzgsazqG1J2uztvDHjnUNHjGlQqJUQFoEC/cyxLZI7c1ZvvFes3U4eXU0tdhYqkBO4buD0yfzNeZ6Y9xc3ZnYsFYYAzxiugEgRCqkEgelCiUq/KtEjQub6OZ97tc3knd5ZMf4n+VPjvkjRxGiggZ256c+tYguxxn5QvUioxMCoIYAsc4HX8arlM51Zz+JmjeDd++kwfl4AHWodpTcw6n1p0Tr9kzIxLBiPbHbFSxESg7jkDv7UzMrKmIwfwp3lg27Ht1xU+5TH1wwODxVTVTJDoskkTlZA6gFfSncLEoBiDDAG4DmvQ/C9vYWvhO0u768lEVxNI5ga68uIqDtHG4cnHXn6V5nrFvDB4eh1HT9Xv5la5+zZuIljWchMu8QHO1Sdp3eo9wPQfAviLwtpujW5ubWFb23XZLK8QZnbJwQeT07Csqutjeg90jrUvNPmltYtG02UNtc7rKHbn7v8AG20H3IJ7Vf1eTWLrS7uNo7GyV4HUrLKZ5TkHjC4A+vNczefEmC61CCSz02S5aGN1G4lBuJUg4GT/AA/rWJq/jXWrtJYpLq20+KUENHAo3sD2PVv5UlZqz1NZUpJ3dl6s5TeNgXHcgYpmC+Mjj+dM+UMzDcVJO0kc/lT4rnyWLuQU456Y/Crscs2nJtF94wujPH0yvOfzzVlLzSoPDenzCfOpQyAPGhyVUE8sO/GMVntePcBUDAArWayLvKLk4AJPvmqvpYG04uLW52g8exRWn76C4ubl02s20KpHuSfT2oPxR1FLaOC1023jcDbvkkLY+gAH864sqWcA9BQq/vBjqO9W5N7luvNqw6W6a6nBaC2TLHKxR7eT19zT0HmTLGM8dRVHRobbUPF503UL+5tYJJNqSxSxRrGepLGTjGM8DknApIZrqy1zUrSTz98EpjUXIUOgBI+YDjOMZxxU9LGd23dmpdxGGymcED5ScVBaupsQH6kdTTJJnmt5DI4PG3ArM1PUVtLYxp1CgAVjJam1N2i2dRpfiXUkgltU1NoY42yG3lm5HQdSB+VEt3BIxeeS6upO5kO3p7nJrk9LdlhZ9+Wc5PvV97shSzckjj2q+RAsTNK0dDX+3xun7qCKMZ43Auf14/SoJwP+WWDuILNWesqyEbQSAME1aFyqQRRAAlRjHr9adrGUpyl8TuSPEQCB1z270rRYQYxxU8EUhg3bCQAcY9KiMjEBWT7tO5NhGTEAOOMimzx7EZwODxj8Kbqlw0WiOYXaNw64IHPvUHiDSNZ0HQNLvb25uRLemTzYSmBBgIUDHH3iGzjt9c00wOJlO66yecLxXW6V8kS7QB3oopLYHuXL84hI/Gs/zGMZJ55xRRTQMgcbh9B2qzCAFUY7E5oooETxsXnG4k84rcltYvsm4AjHvRRUMpGYSUUEE1iPqdxpOvSX9ts8+GRtu9cj5lKnj6MaKKoCvpUamQqRwpUD9aj1lySw7ZA/Ciiofxmq+A09MAFmGHUipI3IJXPABx+dFFaGIxmLE570+3ABYgUUUATNyVHQH0rZ09/k2lVI9xRRUPYaGSRoZ3G3ABxWdrAC6UQOm9eKKKoDN13xK+uW1tFLpenWxgRY43tkdSiDOEALlQOcnA5PNJpsotVNx5aSySNg+bkgfQZxRRQVFtao3oLm4uID5kz7f7i/Kv5DFRbFMvTocfpRRQTuQ3EjptKmoi5K5PUtRRTRI6MkTxfMeXGefersnyykDgb9uPUUUUmMfsAYe4NMQBpgCPaiihDMKTWTpOrX8R0/T72GWYMY7yDeFZOhBBBHU5GcHuDRZXs+o3mpahdv5t1O4kkcgckk547fSiin0EaPcDAAAJ/GuV1hi9wqk8Ek0UVmvjNZfwy9p7HyRyevWrpJ3AZ4zRRWrMUS27HJHYGnhz54HtRRUjNGO5lRcI2PpUkRLSrk5yeffiiikMq64T/ZxA4G9f51h6hr+p6hpcGm3d3NNb27vKnmSMxLNjqSecY49Mn1oopoGf/Z", 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", 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", "info": {"video_id": "160949", "label": "moving a book closer to a note", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "160949", "label": "moving a book closer to a note", "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": "6f184d8825e46ba1615d78c1901dfdc7b5cc87f9981035a42aa6d835e7f63ca6"} +{"episode": 49352, "episode_seed": 4175468788, "split": "train", "timestamp": "2025-10-13T03:22:51.363835", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4175468788, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 phone 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, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "109692", "label": "pulling phone from left to right", "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": "109692", "label": "pulling phone from left to right", "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": "ee0f12272414d2310266816e13677744ae1c2e3973565fb744de3e45c88ad6ba"} +{"episode": 49353, "episode_seed": 886872085, "split": "train", "timestamp": "2025-10-13T03:22:53.218873", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 886872085, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 towards the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "9515", "label": "moving key towards the camera", "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": "9515", "label": "moving key towards the camera", "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": "fd437eee67da0d6a0e3969b13ea8733da298adb1f86395f6485c81d4f3a4a51e"} +{"episode": 49354, "episode_seed": 2740883892, "split": "train", "timestamp": "2025-10-13T03:22:53.663838", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2740883892, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shoe next to another shoe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "197566", "label": "showing shoe next to another shoe", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "197566", "label": "showing shoe next to another shoe", "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": "179c37d9f91e202f205901ef593c23f32fa015adb67387bbf34026a6c1ccddd4"} +{"episode": 49355, "episode_seed": 1329006305, "split": "train", "timestamp": "2025-10-13T03:22:56.745844", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1329006305, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pour water out of a mug, but the mug is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "138143", "label": "pretending to pour water out of a mug, but the mug is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "138143", "label": "pretending to pour water out of a mug, but the mug is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "30869be2997143836c732fb8b3faab95d576f75e6fa306951c6b36dde9c99d6a"} +{"episode": 49356, "episode_seed": 2167458236, "split": "train", "timestamp": "2025-10-13T03:23:00.281336", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2167458236, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) jar of lateral'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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j/XUU29Dxi9Ylm4rDuV610WqEeYccDNYF10NenHcl7Fzw7nyZx23jFd5pa/KK4Xw9/wAe0h9Zf6V32lj5BXiZm/eY6HxGwB8tef8AxIGTpv8A20/9lr0H+GuB+Iil204AZ/1n/stceU/75D5/kzpxP8JlH4dRzSa7cJAT5n2VnUDvgj/GvRL5oLu8gGjtsu3UB7d4/mLdx/PPNcv8GrSQ+NpWZPlSxkJz7soFe3W2h2dtfi9RP3oBAPpnrXq5pmtDDTlTes0rpfkZYeolTszkPiCJNN8K6fYo5YBghY99q1yPh+1W0jbUpNp8o/u1YZ3N9K7f4oJnQ7Rv7tx/SmaPo+k33gBZ5wVnXOGVsHNc+QLmw/M97smctEeeeKfEWo63Kv22cSCMYQBAoUfhXEXa5zXU6zbRwSuFJIB4rm7gda9pN3IsrDdAYrfSR542k13mlDO2uE0Mf8TGU+kf9a7/AEgcLXk5n8TFSXvHQxj5RTJelSp92oZuhr51bnpdDyrwtpk134r0eEIcPeR5PoAwJ/QGvqgV5z4M+HsulakmpakqLJCcwxhtx3YxuJ+h6V6MKOJMbSxGIjGlK6iund/0jzqcXFalPWl36HfL6wP/ACNeX+BtZbSHuXU43pivU9S+bS7sesL/APoJrw3S2IjYiu3hqd+f5fqaWvGxa8SXhu7mRyck81xF11NdLqTZ3GuZujy1fU3uxJaFG051i3H+1n9K7zR/mk/GuCsj/wATmH8f5V3uiff/ABrgzLb5EU/jOti+4KbKcCiNhtFRTvxXzCV2ektjg/H4LtYY/wCmn/stdv8AAu2ZNK1i5K8STxxg/wC6pJ/9CrnNftJL6e0SJWZ8sAqjJJOOBXrXgjQH8OeG47Sb/XSSNPIv90t2/AAV6eZ4iNPJ40r6yf5O5501es2dIK8l8eny/GyOO8SGvWc15P8AEUY8WW59bdT+prxcgn/taXkzRdSTXddlvrNUds7VwK851E5cmuluifKxmuYvz8xr76TuQlYw7w/Ka2tA406D3JP61h3n3DW3oJ/4l9sP89ayxX8L5mUviPQdMGIxWkx+Ws3TyBEtXXkGK+Rqq82ejT0iV5z2qTT/AIU3MmGvbyOBeyRjefz4FVZX+b8a9fX7o+lKeYYjBQtQduby7f8ADmNeKla5S0fSLTRNOjsbNCsacknqxPUn3q/SUZr5+VaUpOc3dsyPOPiiMTaY3++P5Vy8twxtAuTgLXU/FM4/sn3aT+QrjpTm3H0r7zIpXwcX6/mwkc9qB5NYV0eDW3qB61hXR+Q17EdyXsaPh/8A48s+spr0HTB+7Fed+HpFFoAT/wAtDXf6bOpjG1ga8XM0+Zjw+5ssRtrk/Fds13JZqoZiN/C/hXSNJxXTeB1SSS+ZlUsuzBI5H3q8mjifqcvrFr26euh1VlzQaM74Y+FZdKim1W6hMUs6eVEjDDbM5JP1IGPpXooptLXhY3GzxdeVee7/AAOVKysjjviYufDMbf3bhf5GuMsNTlh0cW4Y7euK7X4k/wDIpk+k8f8AWvN4D/og+lfX8Ozvhm/N/oVLZGTqjl2Yk965y5PBroNQ6GueuTwa91bk9BdC/wCPu4P+yP516DowyimvPNBP+k3P0WvQ9HYLGv0rys03YqHxHQjharTNwak8wbaqTyZrwIR1PQb0PXaM15dN8R70/wCqtIl/3iTWfP4/1qTO2SOMf7KVyf2FinvZfM5LLuer6gwGnXRJ/wCWL/8AoJrwnSXzF+ANWLzxVrNzG6SX8u1gQQOARiqOkN8h/wB2vocly+eDUud3vb9QdraC6g3DVzFweWroL9+DzXOXJ5Ne6tyTOinS31SOR2CqM5J+ldhomt2ruVSTdt6kdq8/vmzNVjSLn7NeIxPyt8rfQ08ThY1YXe9jmU3Geh7TBexSICsgNJLKCOtcTBevEcbql0WabWvE8mnS6rcWkbJIYvLTduZULBfYcHk+nvXgwy2U5Wizs+spLU9Z8A7Gk1BiFLL5eCRyPvV2+4eor548G+L9UsY7wpMJDKIyTIM469Pzrdn8a65L/wAvmwf7CgV5eLyOvUrNpq3/AABc0Ze8e0llHUivJfiRKreLLYKwOLVc4/3mrnbjX9Un/wBZfzn/AIGaymmklvQ8js7Y6scmurK8nlha6qylfRhp0Nq6bEQ+lczqB+Y10F0/7ofSubvmyTX1BBjXh/dmn6brsNlbxRsrsyZzgcdagvmxG1Yyda2VKNSFpHPUdmewaXrMTxru4yMgjvWx9sicZV68x0a7L2YTPzRHH4dqv32pzw2JMUjI4Ycg14NbL06lkdEK7S1O2kmBPXvXoTeOtHiXHnO/+6hrxfVvKttAg1PTta1CZWuvsubmJY1uCE3O8Q67VOFO71HuBpN0onksJq1Z7dgdZT2R6TN8R7BP9Xbzv+QrOn+JrD/U2A/4E9cCxqCRqx/sPBx+zf5jUjX8S+KLnxDPaefFHGsJbaE98f4VBI3+iJ9Kw55RGVdjwDWn9oSS0XawOBXq4WjCjTUKaskJ6mPftnNYV2fkNbN6ck1gX8gSM5NdcFqTLRGWs8qttWR1XPQMRXZaLqcn2ONg53L8rc1xCctWvpFx5VwYyflkGPx7VWKpKcNjmg7M9Dh1lmUBmzXoPw5vFm/tIk9PL/8AZq8b8Opaan4pXTdRv7m0gmfYksc0UaxnqSxk4xjPA5JwO9aWkXWoabqusWIuLyHyJ/KKTELIMFgNwXjP0OPSvExWU+1otRdrnTGtd8rPotriFPvSKPqaqTa1p0H+svIV+rivD5by4k5eeRvq5qq8hPU14/8Aq5H7U/wNLxPRPiB4h02+8O/ZbW6SWYzodq+gzmuJt3zZZrFnbK/Qg1qWz/6F+Ne/luDjhKXs4u+txMzdQbINc/cHg1t3zZzWDcnANejFakvYzrfUmsJ5SqBi2Opxiuv0DxBJLDvcAFWwV9PSuBkOZm+tamj3Pk3QQn5ZBtP17U8VhoVINtanPGTUtD1aHV4pEGeDSvdI/Rq4K9vJre0LRSMjbhyOtaeuaTrfh3QdJv7y5uVnvTJ5sJQgQYCFAxx94hs47dOoNeNHLOZc0WdP1m2jLbHmmE8Giiu+QIgkPFTaTI29x2GaKKdPcojvjya5+6OAaKK3juT0OcuSTcHNOjoorsexx/aOot5Ge1iZjyVGaowapc6Prn2+12edEzbd65HzKVPH0Y0UVw0fjZpLYv8AhrhLgegUfzrcJ5ooqavxGsNiJyapyyMkqEetFFZQ3NDWnkZrdSfSsK7PJoorpQjntTYhCKzUoorrh8Jy1PiNbSXZbvaDwykGtDUji0J/2hRRXJU/ioa2Jda8VSa9DbRS6TptsYEWOKS1SRSka5wgBcqF5ycDk812LdPwoorokFMrvVaTpRRXHI2RkasSLc0ui3EktmQ5ztOM0UVrD+GH2hbsnJrltUkYzBP4etFFaUfiJq/CU0+9U6MVIIOCORRRW8jnibNvrz6TPcI2nadfRTsrtHeweYAyjIIIII6nIzg9wa19Bv7nVL7U7+8kMlzcussr4xljnsOn0oorGX8NFw+I2X61C54NFFccjpRSuiRExHpT9KuZXtQGbIIooqqewMiuz1rAv2IjbFFFbw3FLYwV5OasRkg5B5FFFdUzkRuXzlrBWPUlTTLzxHqupaZb6ZeXs09vbSPKnmSMxLPjOSTzjbx6ZPrRRXLR+FlS3P/Z", 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", 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", "info": {"video_id": "72331", "label": "touching (without moving) jar of lateral", "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": "72331", "label": "touching (without moving) jar of lateral", "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": "c58f5ffc930c9326325fb0b44ba212607a9812ed7fd9ca711cd9a4f6244d953e"} +{"episode": 49357, "episode_seed": 3887198706, "split": "train", "timestamp": "2025-10-13T03:23:02.840019", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3887198706, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dinosaur toy so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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sy8fANXpWxWTeP1rNCSMXUH4avIviIF8qKUAB1Y8juOBXql+3BryL4kS7IIhn727+Yq3sXBK935/kL4Q1zZppidstE+F+h5/xrrU1BZ8N0ryPw3clJZcnjiu7t5laJXDYPpXl4qnabaPXwk1OCZ00kxMTBTnIrN0Gym1HW5ZHDCCFxgnOGf0/Dr+VJb3H7sZOaL3xHqOizWc1ssT20Qb5Txlic8mooWb5WdFTnSvTV2etyeGkSximgjke9QBlfOMntxmuC8Q+M9d0nWIIb6ze1mcfdLZSQexoPxj1V7PEen2ofGNxZjS+Pb5NR8C6Nd3S/wCm+VHciQDjLcEV7eXzj7VQaujxMdhsVCnz1tL7GjoPjRDrttDIxEVwQhz2J6frXoU7cHNfM0Wo5uIZIzhldSD+NfRv2jzrWOU9XQMfyrtzOhCnNOGzPOwk5Ti+bcoXr9a5PWSrxspAIPY10d4/WuV1dsoa8+J12PIk8P61IAV0y7YFs8RGtCPwrrzHI0q6/wC+K9ctnyoyavRP8ua5nhIPqe9DMqkHdJHiGpaVqOjRJLqFnNbxudqs68E+mazDewY5f9K+g72zt9U0+axuo1khlXaysP1+vvXhXirwwmieIZrCCZpIdqyIWHIDdj649axnhFHVHXTzerLSyKuiJcalfx2FlC1xcOSERcZIAJ7/AEr1r4feFNX0nW5dR1C3FvH5DRqjMCzEkdh0HFc38KdOjtfEcs23c4tmAZh93JHSvZPMxXUqUZS9o9ziqY6sqXsOhO78VSnfg095flxmqcznBroPNsUbtzzWBfNkGti6bgmsO7bOaaA808bOY57XHJO/+lcxBfNHMuc4zzXR+PGImssDn5/6Vxsk5DbG61z1UnJjVTk1Otg1PEWM8g4qzbattcqTkZ6Vx4uj0zV1ba/TT01X7PJ9h87yPP8A4d+M7fyrn+rpnWsXY2NYjSymhni/1UnIAHT1FdHofhLX9d06K6stP3W0udkrSKqnBwepz1HpXNwTx6laLbSZPzBhjtivpTwxGtv4X0uJUEapaoAoGAOKqMFKCjLodE8fVoNypvf/ACL2iWb6ZoVhYysrSW8CRsy9CQOcVZkfrTfMxVeWXPStrHiyu25PqVrqQ4NYd2/BrVuH6isS8bk1ogOd1bmNvoa+fbQg6guem/NfQGpk+W3HY18/2Q/0gv6UT2M38cUbrXEi881safqfyoSeoxXNyyvHGHzkHtTobrCjBrllTUkelCryM69dU2yqQ1aCWE+t3EB0+LzbpzsMYYAtx6muHEssgbYCxUbjjsK6Lw5rLW13byIxDpIrLj1BrF0eXVHXSxLvo7M9c+HvhHV9G1qXUdRhS3QwGJULhmYkg546DivSGeoBJwCeMjNI8uFxXVGKirI8rE1p4ip7SpuMnk44rIu3OTV6Z+DWVdNkE1aMrGRfNkGvHvigdq2Q9S/9K9cvGyDXj/xTPz6cP+un/stW9iZu0WcpoziOOSTuSBW5aakROFLdawNOPl244yWOeam89fNAxhlauecebc7MPNwgjuIdQXyQQ3NTJdxXsDW8p4PGfQ9q45b0hcA96mtb8rcAFuOtczw/VHfHEq6O40vwX4h1K2WS2sN0LMQsrSqqnBxnrn9K2/iTEbHQtE0NW867jtfImEfToCpH/Alrd+FusNcwXlkzZVAJk9s8H+lXBpUWq/EPWri5AYW8FskYPbKkmu3B8sXz+X/AOTMMTVqtUp7I+ftMkb7WiOTxKAQe3NfT8Mg+wQhe0YH6V84avZ/2d4uvbcDaqXJ2/nXuWjagLkGMHOFr1MX71OLPHoq05IuXb8Gua1PlTW/dNya5/UDweK89HUT2042Crq3H8INYtiZJIl+Wr4WQcEDPuad0dljUjuOK8+8WW/2rxYHZcgwxjn8a7iGN9oGVP41zuqW/meJF37SghUkj6msqjTRpTdmHgqNbXVZtg4MJ/mK7szHbk1xHheBk1q4UMceW2O/GRXWnA4Z2GfanGSS1InuWGlzg5qCWXIPNKqoyZ3MR0qGSSDawBJx15q1NGbsU7mQYJJrBupQ27nIrYup4QnylT7Fq4aGWXVfGFzpj6rPaRHzDCIo92WVCwXnoODyfT3o5jOc4xVzlvH7gTWOP9v8A9lriryGeK58ueJ4nA+66kH9a9T8GONYvJZb6NLp4QjRNKoPlk5zj8h+VdZ4j8G2Xii1X7QvlXKD93cJ95R6H1HtUvV3M5J1I6bHhWm6PqGpyBLC1muCGCt5a52k9M+nTrXsXiTwodN+EKaZF+8uLN1upSv8AE2fn/IN+lbvhDwnB4Ysnghk82WUhpZWwCx7DHYCtrW4mPh++5XmB+/Xip5ki400lY8X8LaN5cC3M2fMfov8AdFfQekzH+yLIAf8ALBP5CvKFswLWHs+4bvpXp2mow0myJYjMKdB7VmpdzWpa1jTM/JFRtLxUKlC4+dsntSymGPlmPXHXvVcyMXYrzSZzzWNeyjpkZNas81uGwSB/wKuO8Y6jJa6PJJayiOQSIAyHnFWpktpDL5wUbPXBrw/T9E1a5szf29jPLa+Zs3ohOWr0rWrjydCi1Gx1vUJla5Ntm4iVFnITczxd9qkhTu9R7gd5pEAgsYYYIlijRQFRRgAU277kwtN3XQ8P1Pwrrllocep3Nm0dszYYH76ehYdgazdJ0i71i+jsbFN9xJnYpOM4Gev4V9KSQGSNo5URkdSGVsEEHsRVHQfB2kaFdy3Wn2qRzS8Es5baPRc9BUXSNt3dnlVv4TutHzb36qtzNECyA52A5wM+tTfDXwq2qeJN14WjtrJg7Jj/AFjKeF+nrXe+Ibbf4jBbaUECkkfU1Y8GW5TVrgA/8s2PrxuFZqWrNm/dVjvjMduTTGkzjnioCMZDOw/CnKqMmSzEH1qudHO7DZZMjqRWdcyDaTmrsksAVsHOOuWrOu54RH8hQn0LVSkTdGPdShs8jFeSfFQjzNMx/wBNf/Za7GO/+3eNp9Lu9VurS2km2RvFJHGsfQkkycYxnjqTgVk2uhHXfFc8WrPczR6XMyrBchQxJPAfHH8IyBxVXMpNT9xHm9iJJHSJI2MrEKkYHJP0pt7BcW2oSw3ELwzI21kcYIPuK+kINLtluPtS2cCz4/1gQBsfWsfxN4FsvFLJMz/ZrtOBOgBLD0Yd/apbR062SPErOwvrrBht5XQ5HmBCVGOTk9sA1r65p/2GxsmRfukozepxn/GvaIvD1t4f8F3On2hyqwuzMx5kYjkmuRv9MhuNPijmjVvmDMDUOWqsaxtys6H4T6Je6dps2pXqeW14iiFCeRGOdx+vH5V3EVskWpXd0PvzhAf+Aiq2lRsNFscsQPIToP8AZFW1Klx87ZPamppGU3zO7PHPFehm4167u1Xl5/l/Ouk8HF2vLpmJCqMYro9Y0y33LIQeMk5Pf/Jqj4eggtUumbALOB972rtlieany9jnUEpcxbvJRnGeT0rDvGBBz1pPGWoyWmjSS2svlSCVAHQ5OM81yviGDX9D0TTL67vrsTXhk8yIpgQ42lATj7xDZx/XNcykNzimaNveT7Rh8Y44qyb+5jjXEpO71AoopWOsvWt7dGMN9ocewAA/lTQ7PqDO7FmCLyfqaKKJJWHHchsmZdVkZWIJQ5wfcVsF2J5Yn6miiqhsKpuNZyFJqJpGY44oopyMzmNa1u5sQfLjibjPzg/0Neav4s1Gx8QHU4FgW4VmIBTK/MpU8E+hNFFRdmFb4ToPhvfTl9QGVGBGBgf71ekR3U/H71uKKKVtRw+Elt7+6luMGYjHoB/hVq9uZ20+dXndx5bDn6UUUJItbowpP9UqdsA109i7ixgG9sBFA57YooqYl1NibOKjaVhu6cUUVbMTO1S8ktYC6BScE4YcfpXl/inxXfXFo1u0NsE3K2VVs8fjRRSTZD2MLW/HV3rsFvDLpel2zQKsccltE6lEXOEALlQOcnA5PNexWt3OUT5yBgdKKKJCo9S019cxoNsp59QKu211deWrfaJOewwB/KiipSRv0KN87PfO7sWYRDk/U0zRCV1B3ViCUIOD7iiiptqaP4DoNzN1Yn6mkZyBnAooq2c5G8jHP0rj9b8RXdiGEcUDcZy4b+hoopXY7Hmk3jW8tdSvHk07S7tLiQSNHdW+9QyjgjkEdeRnB7g10XgXXdQ1XUtYvruYSXE7JJI+0DJO7PTpRRVPYyh8Z6BHdT8fvW4qSC+upJ8GYjHoB/hRRU2R0Fq8uJ3sJ1eZ2HlsOe/FYF//AKlV7YzRRUyVjSnsdPpzv/Z1sN7YESgc+1T5oorToYy3I5WJjkGBwtZFzcvY2e6JVPLHDfWiipbZJ5v4s8VX09m1uYrdU3KcqrZyD9a5W98Za5qOmwaddXjywW8jyJvYsSWxnJJOcbePTJ9aKKqJlPc//9k=", "info": {"video_id": "106459", "label": "pushing dinosaur toy so that it falls off the table", "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": "106459", "label": "pushing dinosaur toy so that it falls off the table", "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": "2192b03aa17cb180e69b2f28bb3b55a88e06e0a01ec6c789e4c3bbae5a1161b5"} +{"episode": 49358, "episode_seed": 3093175689, "split": "train", "timestamp": "2025-10-13T03:23:05.553748", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3093175689, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plate with fork 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', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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xjS4JOAHC/h1/wrY8XWP2S/F1EvyXHPPQN3rl7u4MEEUmWYFmJCkDJIwCc9gMmuyUvaUk0efThyVrPodPa6vc20O+0nKbhzjoaWLUxJoeqLdSGS7neNkYnJGwkn+dcl/aNxAYwikRvkYYdQO49KbZXklxqIBOEwRj6g1lSukjaulzM6/SdTltAfKIAbqDVkaleKqFi8hMZjcg9cZ2n9f0rJtkUtgHj19a6GyVMKo9ciu1KzuccajRJY61qtzpl5azRsXlOIyByM9aJI5NEgjl1FmUuh8lc9VX/wDXXU6SkSsp2jNber+HbHxPo72V2NrAExSr96MkdRUVafMmbU60eZOx5R418J2WrWi+KPDlyJYJ1DXMSEnHGCw7/UV55pd+dNvCQ+drdc1qXut6l4S1CbSYJButHeCUfwy4JzkVy13cwzztPAuzzMsyehrCUbo7IPl03R7houurdWiNnJHWtK4sFvJN0LBXfg5FeP8AhzXfs7iMt2xivXdEvVuLeOZCDjB/KuTmcJXNJwU1Y6200620+yEMEYGF5bHJOOTXyWLuaB3TZG43FhuGcHNfYEkqG18wdCmR+VfJptY57hVUfMzYA/Gu1M4pqxpaI0wtTJIdzynec/kK6G3k+cBTz0rLXbEqpjAUbRirEU22QYroicUtWdfpsxBUk5rstNuOFJNec2N1iRAK6zT7suNpBDDn8Ksk6bVEttT0yewu1DwTxlHX29fqOtfN2s6ZLoWpXGnyHc8T4D/3l6g/iK98a7zHknpXm/j/AEn+0Auo2ylpo02yKP4lHQ/UVFWHNE3w9XklZ9ThrSIvFJKAS+OP611/hGZxsc8AsUNcjp0rREE/dBwwrrNEbyomUdpgwrzay0serB6npKKLqweI8nGRVjwfeWtrdXUVxIscrqoUt3wTkZ/KqenSZUEdxWVeIlpreZZxGjqZIxjuPvD9aww8rTFWXuHU+NkXVtHaG2ZWNswncn+7904/76rz/RtOOs3wtYU3MJPl/u7BkEk+5BNTx69NdajLaJLj7Uphz6L1rs/A+hf2fqcwd2LRwqgBA+6T6jrzmu11IOSpy3Zz0uelerD0OmS2ihijQgJGgCovTA7VZjtLaRCrQqQfaszVD9rSe3I2hsgH09K5KOLU9O1GNYLyRzG4O0MxA749KuyT1MrtkHjnTE0zxNp89ncqkJVvtEcXzMDkY4Hc9K9K08Xk+lLLffu9o2CAHJA9WbuT7cD3rL1nToNQng1RYCszhQqHjcwOc/pWvb3g/wCEcWaYojtgEA9D6VrGy0REm2tTjdfwsj7AMmuesIFvLiSHbhiABkdec8e9busSB5M1y9200Kw3MD4aOUuRnhsDp+NaSehilqaEWmyXt2Y1BVnfpIBwpP3lPf6V3Vpa29hafZrKEiNOMqPvHuSe5rjdK1Gyv9UtbzznjkZwDCykEccnPTFd/dOsUJxgYGBWEux00ktz5etUXzssST14FXr6RltFjjA2l8YNRWUSqm7aWYdRn8jSX4aK0TO4s27HoKm1kYt3ZgXRDyNk5rJkHzmtZ0J5xz796ypx+8NXEtoj71NCQHwe9QDrVu0gaWYcEjPYVT2BOzudZoTpIz5wDGm0fjxXZeFWeOQ+ZwfMKY/DNcPb2c+nX6xygiKZcoxGM8Zx9a7HSLjLb/Vlb8cVwVVbQ74S5tTs9dsRqWgSR4zIg3x4HOR/9avJbm7gu5ZrPLFkTa64xkeo+le02rh7YV4p420l9I8TSvCSgmPmwv7+lGGd702/QVRcslNFZppLWKOKQs7sSxc/xZ9PbGKbp1wyXqyOMASbQPXnism7vHvETMXlyxE7ip4J47dulTaUktzeq8jMwjGa7IxfU5Kkkm2j0GCUYx0xW7p0hypz0rlYJCo5PtW5p8hBBJ966EcR3umS/dNdZa3YWPrXCWE5wvoBW9HdgIcGq3BM8e+LGmmw8af2oiZt71hKTjjeMBh/X8aybfSNITT7u6lOd6Ewj+7xxXp/i/T4te0yW1lxu+9G/wDdbsa8TuHntVa0myGjO1h7iuatFp3R6OFqKS5WZwZo3DAkEV6r4E1VmhETtyK8tlO9wRXSeFb1rbUAM/LkVyVY3jc6oaOx76NQzpojzyMgfSvnbT4T55cKWxnGOte36ddI8ZDjcoGcV45aB41d2BCgkkDp7U8PPmjbsc2KVrFh/lKKGBI+ZvrUaufMOTxmpnXZF5xHOAMkd6ooSXbnnPSu6Gx57R0Nm+SMHBJ4rp7SdUAJ3dMfjXH2BIcDP3a3YixIUt3q7kNG/LcgQqS3B9OayLlx1ycUK5UAlsgnpS3KhoccbgelHMKx5rqUXk6zdRLwDJkfQ81u6cxjhDn+I4qj4jtTb6pFMeki4J9SKsWsgNkMdQ2a8+utT2MPK8Uz0XRZ90Kc9q534joXbS2XIZTJ8ysVIHy55FXNCuMxJWT8TLoRW2mkn73mD/0GuWiv3y/roa4j+E/66nNaddvFrcEpl+YMVUseMkED+dev+BdXu8mS++aYny5m4BBHT5ewz+deBpOqXPmGRJCxG1VOcn+lexeF9csRask4VJVUO7KuGlx0Oa9BU05czWqOFTt7t9z0+9KxqZlAO8/L9TVC1iUs082FhTLMT0J/wrhj43mmbMd7FbwvEJI42AOCv3k578VFe+NH1jwzc2++C3laQRLgbfMBI/IetVKi/iewK/Lojtdb1YySxRpcLGmFIYdw3/1ua8/l+IEb6Ytv5qmJTzngnH86hW8SxtpdV1GaSSQDcsWMMQMLkA9uOvSuN1vQ7IwSavot+0+lsxLqy/vbZjztdfT3rCKlJy10OmLUErrVnomh+Ixqty8bKHjVQATWpqenu2nsts/ABO0ivJvDOtNYTou75ScZr1qw1NbkJkgqwrNzlB6FypRnucvbRGOUEP0RiWHf0r0Mawb7R4ZAf3v3JPZgP69a4rUrM6fdSlR/o8oHlnHTJ5H6U+wv3spAwHmRsAJIyeGH9COxq/apyTMqcOTRnnqOBJiIng88daZqsz/Z0AZsK3OeoqeNfsiHKq8mQQ2MjPb8qr6pN8jJGTkjJPvW5wrcwpF3E5I6dzWXOP3la7gGIyNncDWRKQXOOlVE0GIuWArf00eSJAmPM6g/hWLD98Yxn3rah6orYGcHp19KUxGpcXpuLO0DMSYZQASegIwa6HT3CRJjjDVycigQsiJjHzZHPSug0x/Ns8g981y1UdVDax6Vo84kgAz2rC8f6MupaSs6jMlu2fqp6/41Y0GceUnNUHkudY8V3ujzatcW1u4lEaxqGyQhYL7Dg8n+tc8Iycrx3R0TklHU8xltmiXMpVs5AYdWx61o6ZbiG2DD70nJ+lZ1sks8myRmYg457VuKoij5PbAxXpwep5lR9CzHJlc9zWpZ3BHXnPFYW7ARc1o2TZ47Dk1ujnaO20+7YIh6r3rWF0VOAeDXM2T7I8E/eGa0o7pXU84wKaZJNeXgwwzzXmXjKw/0lr+L7shAcDsfWu4ncMSwrHvfLlQxvgowIIomlJWLpzcJXPN4MeYuelaulRNHq5i9QcfzFU762FpqTwqflHI+hqT7TJGIrmJykg+XIrgmuh60JprmPXdEuy0MTE/eXBrzyNlICPnIzjHcc1sXDLY+H4L/AEvWtRkT7SbYG4iWNZyE3M8Q67VJ2nd6j3AxbeJiqySsPm5HPPPSooU3TbuYYmop2sT3kicfOxyv3cdKzVmAc8cD1qW+kjRQZJPnxjGDWI92yE44BPcV2Rehyctzr9OkUlmB4PStSORuXDkngAetcbp2oFcJu55ro7a7WUb3bZ2G3nPvT5iHFo2o3XyhIWJJ4Az2zVhpgdhRflzuOay4j+4CBgTjgn+E5qRmfZgSAsMZxUtiSMXxSpks4pcZKOOfYjFZ+nOGt3UHJzmtrV08/R7gBcfLn6Y5rk9OuDHNjPDcVhVVz0MLLSx23h+fgqTyKzfiaxeLSv8Atr/7LVfwo8F74s/s691C5tIpm2pLFLHGsfcljJxjGeByTgVl+MJbtdSazupLlvss0sapcY3rg4+bHGeBnHFZQpNVFI1q1U4uJhaVB5l8pOAE+Yk12VvIyAFeHxkHpXPaTHtiLY+Z24OO1a8b7VPOcnFd8TzZvU6GF4LlVE8EUrZJJZcHn3Fb2mW+nqse22hB7fLnn15rjraUgfLxzXQafMChXBJXnNXZWF7Sa2Zo+KfDw8Q2peGYQ3qJsU/wuoOdp/xryq+uXsDHbxRfZru2UxTMnVznnd617JHPmNcnDAda8p8V2zaZ4qe5ZA8Fw/nAEcMD94fz/Os6kVujfDVXfkkYEU+19wAXBzgdBXfeG/EKhkjZwcEcVi3Vho1roNxJGrPcSkNE5PKDPC/lXO28jQ3ClCRzXJOKmd6bhoe86lGt5orsp3NGPMU/Tt+VcdNrAtbbIgkmfGQqDrzU0etXA8KGSGZo5Q6KWXrjuKy9c0PWfDGk6de3F3crLftKZIthAhA2lAxx94hs47fXNYUabe4qs0tCgjeZEjMAThjVOYZtsnqAKKK7UeazHumOzbxjGelZLD5jRRVRNGSW/MmK11J+V+hKg0UVMwRYdykaovAKkmtPRnYBVB4K8/nRRXPU2Omj1O10Fj5J571i6hqE+meLLq9t9vnRytt3jI5XaePoTRRWVL4ma1fhRzSRql5kegH6VfADO6kcAgUUV209jz6vxMruxM5+taNpxRRXQYs34iRxk9KnBI24PrRRSILC/NHz/drFuVG5x7UUUAcbrqgXSMOpTn86oZ/0LJ5w2aKK5qnxHpUf4Z0N/wCJ312OCKXStOtjAixxPbI6lEXOEALlQOcnA5PNLL8sgx/C2QPfAoooW5hU2Rg37s9y4YkjNZkxIAGe9FFaIS2JbdiSea37R2DREHgjp2oopS3Ezp7dyGY/WrvkpsDY5YDPNFFKRkU7pso8eAF2lfwNcHB8sy4/vUUVM9jqwu7Llprr6Rf3MR0/T76KZw7R3sHmBWTOCCCCOpy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", "info": {"video_id": "150148", "label": "lifting plate with fork on it", "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": "150148", "label": "lifting plate with fork on it", "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": "719e12bf3fe6aba27eb98351a426a9f8523756611149801e270e099a901903c8"} +{"episode": 49359, "episode_seed": 412466649, "split": "train", "timestamp": "2025-10-13T03:23:07.586063", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 412466649, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card 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, 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": "16571", "label": "lifting card up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "16571", "label": "lifting card up completely without letting it drop down", "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": "3d190567c6dff07b0c6e8a99fab6cef589d3333461697d138292fa622bf065c5"} +{"episode": 49360, "episode_seed": 2312964902, "split": "train", "timestamp": "2025-10-13T03:23:09.696211", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2312964902, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sponge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "5648", "label": "twisting sponge", "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": "5648", "label": "twisting sponge", "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": "589911521dd6c6368b81cf07106e269185cf72aaaec29efe3db37803d4cce29b"} +{"episode": 49361, "episode_seed": 3625096800, "split": "train", "timestamp": "2025-10-13T03:23:11.545998", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3625096800, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a wrist watch with a pencil'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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ntrVHdDuAnHDe2K9Oj0K1tT+6t0U+oFS/Y1B6VVkO7OHlsHZNxGVPX2rIvdBdzvj4PWuysiGUqwyKunT0lUGPHJIwa8aNWUWes4p7nlO270y5HmqQhBHsa9P8FavZPYxWzbEKfLu4AHpmqet+HJrq0by0V+M4HX8K43T1utOnlWPKScpyO/oRXdQrp6nLWpdD1fxfqKWmgGOGQb7o+WGU9E6sfy4/GrfgvSTY6BHI6bZrk+a3sD90flXC2Nlcapbw3cz7o1OHjA7A5bHoTivZ4IU8lNgwm0bcemOK7YSUlocVSEoaMrCLFNeLjpWj5PFRPFirMkY0sXtVKWEVtzRVRliFICx4dg3G59gv9a6CS3O3djjFZ3hpAPtgx1C/1roCMRYP3Wry8T/EZ6VD+GjOKMhyOoqO5uFhkxnCSrkGtKSIRSnPQiuZ1zeLOQIMy27eYo9R6Vz3Nzk/FWsxXF7BYhvnY7hxxxVjRdONrZncvzO245HOO1Z1xpfmIJgv75WV1J6jmuxSH2r0cJBb9TkxknG0e5UERUHFBiBGCKv+Vx0prRH0ruZ5/UypYBjpVGWHJ6VuSRZFUpYeaQzHMWD0rr2AC+xGDXOvEQc10hXcuOxFedmH2fn+h24TqUXvTaoY2PSubu7tbm5Bz91SCfrWnrr+XbeYByPlNcgZZbVdzpuUtnIPU15kY3PQgjTvU8yGOH/gVdJosLSWySvg4XYv9a8/lvNQmullWLMK/eUHkj2r0jwtcR3mkoEG1oyVYfrXoYSHvamGNbjCxoiLjpSmKr6w/L0pDDz0r0jyTNaKqk0VbDxVUlipFIxJYhWHrVr5qxDbuAzniupli9qs6Tp8V4Zg4B27ev41zYx2ov8Arqb4b+KjwPX9LWOYyRKV9VxWBJHvjKE4NfS2teC7O+iYGNQcdRXjuv8Ag+fTLs/KWiJ4auGhiE/dZ3zp3ehz2n+EZL1BIbpNp/uc10o0PSNL0lk8gvespUSk+tQ6dp1za3IS2bazqdvGRn39qvWtnf61G5LrHPA2GXbXbGvFrQ5nQZp/D3SEn1C5uyg8q1QQRfU9a9KW1jMbRSRqyMQSCM8jpXPeAbZrTTZ7ORcSI4dj6k//AKq7ARcdK6E7o5Zpp2ZmmziCjZGo7DA6VC1vtHtWs0eKglj4pMaMWWHHaqzRCtaSOqskQzSGclDpkkc7DpzxWtbWbIR7NmrojUyKMck5zVxYFVs+teA2z12yrLafusoAGx1964LV7Ff7UMmBuLg8DvXqBj2xkY7da4LWUVdZmUdNyt/jW1J2kS9VYn8NxCOO8t8ZUPuX8sV6na25S2iQjBVFB/KuJ8F6W93evcsD5CNkn1PYV6SseBXr0Fpc87FSTaiim0OKheL2rSMdQyR8V0HKY8seO1UJkFbM8fBrzxri9vvGt5pbaxc2kIMnlLGobLKm4L7Dg8mpbsNK53vhxcSTnt8oP61tyqANg71wXwp1C81JdUN5cyTbRCV3npndmu9mTd8/QCvJxL/eM9Kh/DRA7+dC6E/OtcvrlyEh83/gDe+a3LmQwsZF6d/pXEeLZJJLcx27H5SJjjvjtWUVdnQlqWVCyWyqOXchR+ddAkNY2g2TyQQXcpXDIGjAOeo6mumjj+UV6+Hg4x1POxlSM5JR6FbyvamtFx0rQ8vio2j4rpORGXJFVOWL2rYkj4rl/GFxcWOhPPaytFKJUAZeuCelRsMfLFzWoJ1jQg9RXBarczQaNDqFjrmoyhrn7PmeNUWchcs8ffap+U7vUe4HR6vei3j3k4yOa83Hu/L8/wBDuwkd0c54t16KGVbPd80jBj7Csx7tZxFGOm3NUNRg/tG4klkGS3f2rNt0uLaVZI8yKONp9K5oxVj0I3ieiaPZLNCWZRyOK6TwxaeRf3SqMK6KxHuDiuX8OamksG0cMByp6iu78OIZJbibHy4CA+p6n+ldGH+NGWNd6bubQi4oMIq0EpSlekeKZskVUpo/atiSPiqM8fWkNMxZl61p+HY8vcYH93+tcEb6W58cXOl3WrXdpbNNsjaKWNFj6EklxjGM8dScCuq+GUl5LqfiG1vZrl/ssyRotxjevL9ccZ4GccVy4rWk1/W5vRfLNSOxktd8LDua43W9NDMVljDA+or0KZNi5FYWqRJOvvXjWsz0IS5tTzD+zI0mG1cFWyDT9Osl0/xXIv8AyzuF5/nXQXNr5FzuAzniqF8mzU7WQ4yp5NbQbuWbmk2SpqE7gYJjAP51teTz0qDR4vMWW4/vHaPoK1fKFexSXuo82trNmc8NVpIq13iqrLFVEGLLGKqSRiovGdxcWGgPPazPDKJUXevXBPNclraeI9G0fTry61G8Et2X8yIrgQ42lQTj7xDZx/8AXpMZ0SDLCr6oFUgDtmiivn2esycf6r8K8+1ceb4kkjYkBsAkUUVpT3A9a8P2MFjpcEUKkKV3EnqSa2gBgUUV78NkePP4mIQKhkAxRRVmbKMyjBrxzXL6bS/Gt9eW+3zYp227hkcrtPH0JooqZ7FR3Os+D4CjWAOgEI/9Dr0eT/j3f6UUV5GJ/iM9Kh8CMO6JMTVxqgSvOZPm+8vPpRRU0tzqhudNoiKmk2qgcLEoH5VsRgYoor3FseHPcmAGKjcCiimZleQCuQ8eADw0/H/LaP8AmaKKmWxSOC1fxA2sRQRyabYW5hVUje3V1KoOigFiAOc8DrzV/wAUXcoaGPPyseaKK83F7x+Z6OE3ZnKx8pv9w0/ToY327lzxRRXMtjvlubL28cCxTxrtkDqMjuDxXrmm20VraJFEMKBnnqTRRXXg92cGYN2ijRUUpFFFd55pDIODVGcDBoopAePa7qx03xPqyGxsruOW43FLqHeAyjggggjryM4PcGu4+EF3Pf3niG8uX3zzvDJI2MZJ30UVz1/gZvE9SdQVINcxqPyTMBRRXkVNzsodTnb05dfrWTqfN5GD0xRRTp7nQd9YRrHYQqowNgNXAKKK9uHwo8qp8TGsBVSYDmiimI4z4gceGJP+u8f8zXml3rWoX1hDYXN1LLBA7SKHkZiS2OuTzjHHpk+tFFSyj//Z", 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", 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", "info": {"video_id": "112370", "label": "hitting a wrist watch with a pencil", "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": "112370", "label": "hitting a wrist watch with a pencil", "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": "017f623620aa2a282717c90022203d39a1e2c55bc621dc62d76d7572f28c837d"} +{"episode": 49362, "episode_seed": 2101957518, "split": "train", "timestamp": "2025-10-13T03:23:14.065087", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2101957518, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ruler down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "211419", "label": "moving ruler down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "211419", "label": "moving ruler down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "6bf34f006b572b0b00dfabe89a0f76b5f0720737ea971151e3e3f969a9994cd3"} +{"episode": 49363, "episode_seed": 4234660292, "split": "train", "timestamp": "2025-10-13T03:23:16.594991", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4234660292, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 torch behind charger'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "186009", "label": "pretending to put torch behind charger", "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": "186009", "label": "pretending to put torch behind charger", "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": "1ca227af9b01f750708622d77fc7ecee8b6ac634aee095059444ca382d387396"} +{"episode": 49364, "episode_seed": 2685032611, "split": "train", "timestamp": "2025-10-13T03:23:18.283701", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2685032611, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the calculator 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, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "24282", "label": "pulling the calculator from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "24282", "label": "pulling the calculator from left to right", "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": "71ca08a36d6ec7d195a6160f678115990018cea172cac9902dd88191542a0aaf"} +{"episode": 49365, "episode_seed": 2717683373, "split": "train", "timestamp": "2025-10-13T03:23:19.323149", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2717683373, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning a star-shaped fidget spinner that quickly stops spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "39122", "label": "spinning a star-shaped fidget spinner that quickly stops spinning", "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": "39122", "label": "spinning a star-shaped fidget spinner that quickly stops spinning", "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": "db384da584374ef53ed9041a420b30804c28c90e4559d66ef6903bd69a2538e1"} +{"episode": 49366, "episode_seed": 1078759689, "split": "train", "timestamp": "2025-10-13T03:23:19.784394", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1078759689, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic ball roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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"info": {"video_id": "198433", "label": "letting plastic ball roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "198433", "label": "letting plastic ball roll along a flat surface", "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": "52cfac319b335746c1ebfcf235eb1edcae8d2049da0d3b4953e1bad8f2641ba2"} +{"episode": 49367, "episode_seed": 401782889, "split": "train", "timestamp": "2025-10-13T03:23:20.768427", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 401782889, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering a coolpad'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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FVeh5vp/h/VNQA+wWc1zGOrqvA+pqnqWl3em3DJdwmNieATmvZvtdpodtFbrIyoBshtozgD3Y9/xrn/E+jLrFmbiFlaRRkleRVSxsoVeSasjqhTjOHNFnlT8gD0Nd5DKJYlcHt0riJ4JbeVo5AAwPSungnEcq44jlGR7HvXt4OS95+hyV1saDtshdgfmPC/U8VQmj33q90t12r7sRz+lWpn/dxk9BICarsf33Hc7m9665amKIH/3T+dV5Dk1YZuKrvycAZPpWUikS2SWe27N3c/Z2a3dbdyDjzOOpHQYzz71uLc38GjGyuI0kuLpWnieRMjChWCsRxnhsHPp60XWmv5VvpVvZxyX0ESzq8iZDOzDchzx0I/Ks3xZqJltYTHv8li6gIdo3I2CCPxHHavicZXeJxC5dn+XR/Pc+hoUVQotyeqt/XyMLX/Lk1q4EY2sOWHq55P061lH7pHoa04NHv7pg4UMWO8uzdc+9aVv4VmacPcSxKnXapJJr3cPSdOjGLPHrYmm5uTZBo+gW95GJLiWQ5GcRjAH1Jrp9HsbPSpJEtnc+cBu3HOCP/wBdV5bmCxRYB93pkVLGkYQrGWLt84PuO1XQ93FQ17/kyFU9pTbsbvUYzVS+maNZ5I+TGgRB/tH/ACKS0uPPRSTz0NRysMSg84kLf4V7jZz2KkUAtbeOJRnb1Oep71C56jBqyzEIuTz1qvKazkMpupc4AySeBWzYru1WzfRbvzreGCJruNl6Mp+cYPrkkEdelGgw7ZbrUmi8xLKIuFxkM5GFFXdOSTT/ADWitoreDUNv2PbHhgxQsVJ9jgDPWvlM8xTv7KC2+67/AMlr8z2ctobTk9/6/MyvEd/9t0q8vZoEWOdI3iXbh1l5Q7vUj6DIrhShi2HO5D0PvVi+upby9mbMmxSJWV33E/8A6smogyy27xjlgNwroyyg6dNt9TDFVVOSS6FaQYkf61G3Qe1TNhgGzyRzT4LG6ujiCB5PUgcV3swvY6+T5lZAeSd6ex7j+tTx3PnWy885wRVJZNwIzg9QfQ1CZTFJvAwjcOP7rV6KkcxomTLMxPU1Az5FRebkZByKYz8YpNgamiavHpGomaWMtG8ZQkdVz3rYS6ttSeRorgSoTwVPKn3B5BrjZGpLOeK2vhNKp2MNjlThgD3BHcdRXJiE+VySvYXsFUlvY6ldQmW8tLO2OZ0uFluXA4VVPI/Gup8XRs+lSonIKkjFeTNr+pWlxcLaXkbqoLNK1uuX546j0r03wlrH/CTeGEW4KteQjZJ7+h/EV85mK51GokehgoOk3Bnil2Ct1IPeoK6Lxho0+l6u7tGRDKcqe2fSofCWiWviHXBp91ePbBoZXjKR7y7qhYL7Djr7V006idNMc1aTLfhHO282nDgoV+vNdLDP5N2CvEc3T2PpXKeFn2/avfZ/WuimIdCucBjkH+63/wBevfwU/wBzH+upxVV7zL8kmd3P3jUTyZxVNLneNrnDrwRSmTmuvmM7D5G7mut0bVrK50i3tpZVilt1Ksp4yPWuLd+DzVWRu4ODWFRcyInT51Y7+6nsHRit8Iwv8cUuCK5PVNWMJ8u18QXlxIxwEVVOPxxVCa9099KKXTCG43gExQ53L2JHTNImmWEcJvFvVkiRQ442nPpg8ivNnJ3siI0PZ6yOit7G3utNDSsZLsrhmkfcQe/0p/heO8jtLy2lU+TESFZu9cRo/iCSDXTJI58iRsYPb0rr9f8AEIi0jZp8jIzMMlK8bE83M09me1Qsoo4HXsrqkn+9Ws/zqyg9fnT2PcVL4n0XTI9Ag1mw1G9uC10bUm6gEa3BCbneIA52qcKd3qPcCqr7gR09D6GvcyybcGn0scmJ30Lcdx51uuTz0IpDJ85JPJNUfM8uQvjCtww9DUnmA8jmvU5jlsSFuKLSeKC/hlnVmiRwWC9ce1Ql8ionbg1jUXNFx7lxdmmbei6pe6Sk16921xaQRbEVpD98sMcdjjNUfEckstpP9qcO5uWaEqoUBWAOcD1GP0qrZXa2twfNLeRKuyUA87T3HuOtU7iaS5mMDXLXEcStsdgRnJHr7AV8zLAyp4hLpv8A159+56yxMZUX32/r9DpNHz5Sc8bR1q/c3G1Cqjn1rL0o7UVWyPlq5cSJGp5ya9rm0Pmpx98yNScIhJ5b+ta9ojrpsDscSEZB9xWfoFrp2ueKU07V7ue2gnbakqTRxrGepLGTjGM8dScDvVqXzrTUb2wl+0KLWZoljuAodAGIwwXjOAM44rmpVL4mPz/Jno04ONJlmGbybvK8RyjI9jU8kmd3PU1nykMpHQMeD/db/wCvSR3JcbW4deCK9tSM2i279KgkfimGSonfINJsCf7S/wBmtksrmS3u0aTcQ5VX3AAcjoRjFbtxrF/Na22nCULNYNAbh8BiSRhsehB9Ouc1yTkYIqa+1dks4biO6kS8h/dugBIlUD5Se2R0/KvmcywMub2kNb7/ANdvyPVweJSSjLp/X3mNcrF/a1+YRiPBCjOeM8/qKpWx2kv36CpV+ScKe9uM/XFQoMQ+9ejRjyQUexxzlzSb7jMbfoa6HQpnNuUU1zshOzjrmuu1TwtqfhTw/pOoXLzxz35kMsHlkC3wEKBj/eZWzjt06g4mdVQdmRODlErISRSy9UJ53fKfcUUV6K2IK9sxDumSVB4zU7dKKKfQGRPVWYnpRRWcikQyH/QZz6g1e8E6hc2XiayWF8LP+7kU9COTRRXnY5fu5ehvS3R03xYupAdOtVwI5EaV8DkkEAfhXnukarc6JqcWoWmzz4gwXeu4fMpU8fRjRRXk4b+Eb1PiNDw4xBuB67f610a8gqeQRg0UV9Jgv4C/rqcNX4mUrhiFRwfmDbc+oq0pLKCfSiiuqJmMfqagbvRRSkCKXWYA92xVHUc/2ky5OCnIoorlrfCbRKRRfLY46VsROz6QN3OGFFFeXjEuVHRS3NPxN4iOvafbxy6Tp1s0CLHFJbJIpSNQcIAXKgc5OByeaylJxRRXTlX2vkZYjoOc5Kk/xfKfcVBbsd7JngHiiivU6nN0JnOBURNFFJgivKaY3/HtJRRWM9maRJtNvrhZBHvyuOM9qtXt/PHGSpXPuKKK4/smc0vaFbS/EkumGcSafpt/HMyu0d7b7wrLnBBBBHU5GcHuDWla6ldatdXWoXsvm3NzKZJXwBlifQdPpRRXLhf94Xz/ACOua9wvqcgqeQRg1TnYgK4PzBtufWiiveZyFlGLLk+lRsTk0UUMEQyHg1Ublhn1oorKRZSvTjU2x/cxUP8ABRRXJ9p+pp2IpOFrQvvFOsalpNtpl5fTTW9tI8qeZIzEs20cknnG3j0yfWiiuTEfEaR2P//Z", "info": {"video_id": "1668", "label": "uncovering a coolpad", "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": "1668", "label": "uncovering a coolpad", "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": "4e8d6258e4996dbb7b3bc62e6a62ad7c2e5cabda04bd68b37b8fab8ecff56897"} +{"episode": 49368, "episode_seed": 685870364, "split": "train", "timestamp": "2025-10-13T03:23:23.231571", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 685870364, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lipstick from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "60862", "label": "pushing lipstick from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "60862", "label": "pushing lipstick from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "476413b474082858e53d4c1d46eba6eb2b8442059e2f1125343bef63f4c75b44"} +{"episode": 49369, "episode_seed": 2527152190, "split": "train", "timestamp": "2025-10-13T03:23:24.267046", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2527152190, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "43932", "label": "pretending to be tearing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "43932", "label": "pretending to be tearing paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "72926cb48b8cf2acef634e1dcc750c692b448c0f907d3425d33207f8f8e12526"} +{"episode": 49370, "episode_seed": 1814909430, "split": "train", "timestamp": "2025-10-13T03:23:26.168536", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1814909430, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 starfish next to globe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "56681", "label": "holding starfish next to globe", "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": "56681", "label": "holding starfish next to globe", "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": "3cc36141ec10c63b5084d1241a53ee96976ff00692d13ded8808087a33a1936e"} +{"episode": 49371, "episode_seed": 658142066, "split": "train", "timestamp": "2025-10-13T03:23:29.046435", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 658142066, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 figurine with correction tape'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "119604", "label": "pushing figurine with correction tape", "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": "119604", "label": "pushing figurine with correction tape", "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": "2dc272a9fb315c6e510a3107da5b6ce4d578b13a98faa065808c9ee5c87762bd"} +{"episode": 49372, "episode_seed": 2232655391, "split": "train", "timestamp": "2025-10-13T03:23:30.275835", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2232655391, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ball 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, 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": "214099", "label": "rolling ball on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "214099", "label": "rolling ball on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9837adec073f09be70e22ec75c621d8bca7800e44bf578470997d5df908c8cee"} +{"episode": 49373, "episode_seed": 218507207, "split": "train", "timestamp": "2025-10-13T03:23:33.068043", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 218507207, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "181591", "label": "folding paper plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "181591", "label": "folding paper plate", "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": "b52e5aab7e51c185dd258cff09d7c72bc835f97070b52e8e0fcfe7c9dbbe3bf2"} +{"episode": 49374, "episode_seed": 3332339328, "split": "train", "timestamp": "2025-10-13T03:23:33.545022", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3332339328, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sponge in front of ball'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "94573", "label": "dropping sponge in front of ball", "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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7LGv5sKpXME2k3zRRyNlMbWHBIPSphWpylyp6lNdEdLPa+VgowZT2NRp97oVPp2qGwvZbxUMuPlyMjv70GUyXjYPVsD+Vax3F01PSHjlhkymR6g1Zt5SsbYGXPWr93Ejrn9R1FUIcRvgn6H1ro0OPU17K3j+xyTyNhmHye3vXififK6rdbsEFj8wHH417Ql4TAyHnC8H0rxvxP8l9MP7xIzUVdjWjucJc2JkmzGMZ7dqt6XczWc4ROmcGNulXI7OZ43kjAIVsBT/F9KIVVyPlO9T/ABDkGudyZ1WRZvLkxW8kxPzN0/HpUGjrNdCT5yFUDGRnmq+qtkrBkgDkgfpU2m38dj+6ePKNySDzn+tEVoTLyNFY2imG6PBzwR0NW7m7ZvLQDpmoJrlJ5EMTBkC9R61TaYmfGc44q4rUTelzv/CCvLb3Y7LsPTpnP+FdLEXVlWQkqDxWb4FVRb3cbDaVWMZI/wB6tu4hVZMrx7VsmrHNL4izbq11cLGQVHrjoKxfiNHGumRrAflU42nvW1a3Plcoe2DmsHxxJ59ghIxgdKcthQ+JHjWpRrNlSPmH5islLV7ch+ev3h2rduUa4uAF+8WCimSwSWs22QblPAkUcH61yNtHZZFi1u5bi1VJSCFOc9zj1rPu7p2vtkbEFflGPWroxBbPIBtVR9P881k258uczn5nU7hu9aI6u4npsdHJayoiniTgZHcH2qzaTmCLgcVVg1eGa3fjZNt4HUE+xqKaQpDgHGRiqsK7aL9pO5cODgqc16i8UsMmUyD6V5fohyzybcgYB/GvZ7qNHT8PxFbwaMKi2KNvIwjIUfMetbFnbxLZSTSEh2HydsD1rHixG/P4GtJLxjA6HkBTg+lX6GTPF/EoK6pdZO5dx+YD+dcra2gOs20i4AEqnHbrXXeJvkvpVH8RP5VhWNs5uopUI2iZRg9+ea46j3sdsdlc6ZIwrdBUhK/3RT5F25quz18ym2WiQEbugqpfptkVsd+Kk8wA9ah1F8pGfauzBu1VCkQXF0zNGvTGa6jwsry290OcLsPT1zXCGUtcYznHFeoeDFHk3cbLtKrGOR1619BDSxhPVFyJpAyrLnaD1rSgDXNwseNo+nQetVp4Qr5Xp/dq1a3Hlcqe2DnvWunQwMT4ixommRrAcqp+7/hXjGpRLPkEfMPbkV7J44cTWMZxjA6V5Dd/vZgR1J2gVhU3Omj8Ja0fRLSK2huWUvKw3ZJ4B9hXVW37uLHTNZmjxtJYqrYLRsVJFaZ4GK8DEVJuo4yZrZW0JN5zmqGuW5ngiuETcU+R/XHarO7FIbqIxvCXG51IGOcGoozcKikIx7SfyIzgHHaktZ3Lhxwy81SmlKQ9ccYq7oxyZHK5AGD6c19FDa5Ej2e8vV88qvTpkdzUMcgLYIGe4qrb4kl8xhnb91QMkmp5o3cgkCPJ7nJNby3OZFpnVYW54Pc15T4pZPtrEEnccDAr0y48uK2x1duMsegrz3XrbzZHmHbhc/rUyV1dlwdnoZ2nLb3FqqRtyg5Xoc9zVaVV895AAI1/lVNYzHNlWKOPSnXV2Gs3hUfvSBn3HfFc7OhLUxZGNxctIc/M3f0q41tDOu6P5G7jsak0W2826d5BuVF6Hpk1curAQjzISducbfSgG1exkr59pJ8pOO4NWrLM95FkgBnG7J96XcH+V/8A69QaLYjVfFEmnS6lNaoyyGIxx7izqhYL6AcHk+nvVxdyZaI9j8M3Cw296eCTsCj860zc+Z83OAcfQ15l8MNSvL2G/S4uHkAEWwOfu53Zr09IyIRGkeVHVm4B9/WtUtDne5NE6Ng/y71g+LJEezKkjd6VrQQqGJd8jPbgVia8RcRMqADdwoHYUWuhrR3POLaaBL7dJuA5VTjofWtC9jjWEeXhi/Q5zxVLULXy5WGPkHT2qGKX7Mu5izxgdPSud+R0b6lPVW2RRwDJJ+Y4qtaJHsKyrkN39KW/Zri6aQZ2sflx+lbv9nRG2iiIwyKF3DrSWxTdjClsymXjbI9f8aBPKyqkp6dDVt1e3cqecHGfWqOqMUsTLC219w6VSepLXU7Dw0Nlmx3KWaTnB7V6nd3qmbavTgAjua8Mv4YtO0S31XSdZ1B9119l3TxLGtwQm53iA52qcKd3qPcD2W0/eOJSCxXhQBnn19q3irbnPPcsxyDdtYc9xVhpVSBueD3NVZonYgtiMk+uSaS5McVvtA+ZupPUCgR5l4qdftrFcnccDAqppz280UQRsGMjKnjv1rW1+3813mHB6Ln9a5LZ5c4IJV1OeO9YVEtjeN2jq7q8iUn5hWVJqMWeDXNX2tFmZVRs5qtZ3U9w7EJwvrXkwwMktS+ZHVf2inaodTvJDb27RddzZHqMCsKU3EY3qOM9M1dtpzPAiSjGM10U8NyTUgvclsB517CSwAMgLZPvXrPh64WK2vCcEnaAPzryHQre11DxYNN1C/uba3lfak0UsUax9yWMnGMZ4HJOB3rr/Bct5DqeuafcPckWs6xJHdYDpgsPmxwDwM4OPSvSgupjM71rgSc9hxn0NWIyrAH+XeoI0AhEaRlwOrHgE/WkghAY734z0XgVXXQhbGT4ukVrIjI3eleWwSwi+zIxA5VSRwDXpmvlZ4mWMAbuFA9K821G2EUjDA2Dp7VFRGtN3VjodH8uGS5QuNpAkBJ/Co7/AFWCIkR/MfXtXMR3o0+GSSSQ+WUKj65BxWBd6vc3TYhUop6E9TXlVMJKpWclsaqSWjOlvdcIBLyhV9M4rPtfECG62xq8hYFQR0GR1qgNH81QZXZpD3JzVnT7T7LIzso44BreGGpR31E3J+RYE8rqscp6dDXV+HF2WTsSCWfnBzxiuS1I7LIyxNtbcOlaOraLrfhbRNJ1Ge5uYri+Mnmw7CBAAEKBjj7zBs47fUGu6OqIl2PbbZzHMFTAVjgqOlOmkYzt7cCiitZGETPvpX3y89OB9KxdVhQ2iDHUf/Xooqanwl0/iOQuIlKA9CASCKzLpQYA5+8D1oorA6C3oshYSoQOzZxzmrV9/qfwP9KKKOhHUzLkASIMDkkH8KwY9TuNI8QPfW2zzonYLvXI+ZSp4+jGiiqgEjufhUoRNVAHTyQPw3V6iZ3azJJyd23NFFb9Dne5VnkZbdsHqcfhWaf3kzludowKKKX2WP7RyepRL9p6dSRWHKio4A+6wyR264oornOnoZhYwXZ2Y+VsgH610ytujVz1IzxRRQiZGUwDO2Rnp/KsPUmJ0sP3LrkfjRRRHcb2JNW8TNr8VtFNpWnWxgVI4ntkkUpGvRAC5UDnJwOTzXu9tK0ciBcBWwCO1FFdKOeRJNIxuG9jgVnX0r75eeh2/hRRSW4PYxdYiQ2qjHtXE3MSsPcZIIoornludEPhOav0XJbHNS6S5O6MgY60UVL2Gy/cqNoHbH+FSyAKYVAGGBz+FFFTEOhkprj6Tf3kTafp99FNKGMd7B5gDL0IIII6nIzg9wa7n4e3k+pXut6hdv5l1cSRySORjLHcePT/AOtRRXVHZGEj0Yzu1lvJ+bOM1VmkZbd8HuB+FFFN7iWxluPNmbdzhcCuM1aNftB465oorKrua0jnLqFGjaMjKMucelYMYEc4wBwc4NFFQaHTRgFQcds06KNfLxjOQM0UVmhsytRYnTg3Ql16VHc+INU1PTLfTby8mmt7eR5U8yVmJZ8ZySecbePTJ9aKK6YbGMtz/9k=", "info": {"video_id": "94573", "label": "dropping sponge in front of ball", "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": "f1592e169eeec410bb5739ccc5cdb37bd7cbd501ef5df89ae25c420b5ad21d91"} +{"episode": 49375, "episode_seed": 3215989600, "split": "train", "timestamp": "2025-10-13T03:23:36.356619", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3215989600, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering hair conditioner'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "152967", "label": "uncovering hair conditioner", "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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oYwQRlACD6isLSLCCbVkt0D/Z3fzJI8BsBemT1Iz/AD9q6p7drTUZ42IyNsgwMcGuXEzVSPMu56GCnGS90XOGZfy/CvRYihCknHFecTHbIGH1ruGm2LycCsMO9WdVfoa4Ebr8759qy9Tv/wCz4GaFQMd3Ix+tZja4Y5/LGeTjNcx4pu5XlVG5VhkE12NNR5jlTu7HSQ67LcW3mSshUddlQtrNivzEjPr61z2i3H7goavvbwRoXEa/NztHSuulUhynHVpT5nYsHxdBbvtSHeP9/b/Op5vFto8eVlSCTH+quVKE/Q9DWGLS0uxsuLZRnow4xULeG2LbY7jfbH+B+o/pQ5ST0VznkqkXtdFPUUvfEl7tBGwHqnTFXYLYWwRBnap2c1q20FtpFq0UR+cj0qqyko479fxrixtRNJLc9XBxduZqw1+YB6qcUkJ3Bj7YNAYMD/tLmmW52tIPYV5VTVHowNCXqPpU4P7z/gVVpW5H0qcN8xPuKyW5RYBw4PTkU9sbCD6j/Cos81UuL8mV4rdQ+Dy3Yc1pYmUkldl+1inmghRV2kLtLN7VdtbSFt5JMjqdp3VYmVcgAld4wCO2RjNVrdvsSSCV9yhVG9jyxA5Jp6IzUnJGNcQfZ9QurcfdDbl+hGaWM5QVJcSLc3bzp0KhPyqKM/My1KetzToI33z/ALQz+IqO4OVVx3qSU4UN/dOfwNRNyjL6HiqEZ87iOwc+5rDZgF9zWnqEqx6f8xwCx5rGiKOSc8+hoWxvHcsrtCAAUO4C/Wo2baMVWnlwR7U0WyPzQJJck524AHUn2qxZ6w1pOfPXdDnG9eSB7jv9ayXO+Yn60+Jl81UwDniumMrJWOWVPmk7nfWvkXwjurd45GQggg8H2OKuWiSxqqgEkEkhzjHJ/wAe1ctpMJtpxJC5jJGCV6HHqO9b6avcwkgxROc4zytaRrRT1MJUX0Nia+EKmNCrArtJbIHp/XFcy/7soCR8uUOKmn1Ge7Jjk2JHkfIg6/U1gWCSat4pm0yXVJ7SMiQxeWm7LKhYL7Dg8n096ipNVdIlQj7NXZq7RIAD1XiplIjWud8LahPerctNK8gAQgt2znpW3JLxzXPZp2OyErxuPhga8vFVRnmvTNG00W9ooxziuN8OW4aYOR3r0m22rCM16VKHLA83EVOaZyviqAtaHjpXHQ2sdwAkq5XOSPWu88TFRaNiuSt1UYobszLdEWom2t7eFXQBOeAOOB6Vk/8ACNWFxmaJngZssNvIUH2Na2poZBFxkAnJHao7bcpVGBwsasD65BH+FP3ZaNGc6aktSfQ9EWwh2BlkuC+53xwV9B+H86bq+F1mQ84CqhJ78VqRSeXEZumCMfliuT8V38v2KW5gkKSbkAZfrUYhRVPlRrhYKD02LchzEPVTiuzuj8uPavMdUCQaHDqOn6zqEyvc/Z83ESxrcEJuZ4gOdqnCnd6j3A9Gv5NkZOecVhRXK3c3qSUrWMu4XDbwOQc1jeJDuS3cc5yDWrbXImkeKT+LpVDWk22aBh918V1ud6TMOW01cztMcRDLHFW59VijAQtuOcYrBYyYG1sDNMkQeZG2SeVOa4/atbG/s77miNQnnbYp2oeMYrRhvZRAp3nPQ1lxptbPoc1oQoCjrjoc1n7SXc0UIroTtIzFWYk881PnCg+3NVjypFSK+UH+etZ3u9TS2gzOxiP7jfpQuFd/cCsfTpI7/wAYvpl/qV1a28r+WkkUscax46li/GMZ4HJOBTrBrqPU9VtLl7gm2m8sLcYDrhiPmxxngZxxSqQajcUZpysdDI3I+n9KsA9fwP8AKqMhOV/z2q0G4P8Auj+VZI16FtiAaxri8ZZWhhTLZPAFarnOKiW3Q3CvgZOM1TbWxlOCna5OusO1rECA8qxqCo7H1/Sq5WW4JkuHzghgvYUkKKt4ePvR4/I//XqYHt6qRUvVlRio7EkoCnA4GKrk7ZMj0/lUztuiRvwqrI2CG9DT2KJnGdy9jkVWV87fcbaoeIbua10gy28rRyB1G5evWszXNP13QdE0y+ury6Wa8MhkhKYEGNpQE4+8Q2cdvzrRQcldGTmouzLsq+ZPaxkkBpOoqCdEme4BRVMZ4K9euOT1NFFXT+EqT94y3JJ+lVZupooqDoexQc9aktIxJKrEnI9KKK1Rkzq7MBY0A7MRVmUnJ/CiiokJEEzFCzDrtNcYurXVh4hfU4ShuI5G2hlyvzKVPH0Y0UVVLczq7I0fCXyx3SjoNg/nW4TunCnpmiil9s1X8E7/AECCNIU2j+HNdhH/AKoUUV6n2Ty5bnNeKmK2ZIrlLOQuGziiisZblrYugAkZGaecK/Cr6dKKKaAqahcyLGEGApB6CuX8ScaQ3/XVaKK5anxnRT+A5/XfFEutR2kD6Zp1qYVWOOS2R1KRr0QAuVA5ycDk816xqbHy/wAKKKtGa3Ry7zSQyb0Yhg1T6lK82nhnOTmiipi3yyRcviRgn7jfUUkv+pz3C5/WiisTUvr1P0q9bnLN7qP5UUUgFXofpSRn5W/GiipKWxyl3rTaVq1+h0+wvYpZgxjvIN4DKOCCCCOpyM4PcGp/D+o3WqX+q3t5J5lxPIskjYxliTnjtRRWlX+GZ0/4h1Lnlf8AParScgf7g/lRRXMbMsHoKcD9w/560UVRJC5xfxY7lx/KnZw6/wC9RRSGKD/o/wBDVaT/AFTUUU2C3MfxKT/YLHv5qGuT1LxDql5pcFhc3cs0Fu7yIJJGYktjOcnnG3j0yfWiitqXwGNT4j//2Q==", 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", "info": {"video_id": "152967", "label": "uncovering hair conditioner", "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": "6b6f8d5ab3c0be1442f6c7db8eaaedb227024d4c84ee9aad8c76fa8ea1d7a5bb"} +{"episode": 49376, "episode_seed": 2698494336, "split": "train", "timestamp": "2025-10-13T03:23:37.853401", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2698494336, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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', [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": "166243", "label": "taking remote", "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": "166243", "label": "taking remote", "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": "ad17a48c09ecae23c1bd5123377559beb88c211e27695162f09f6766facf68be"} +{"episode": 49377, "episode_seed": 832853519, "split": "train", "timestamp": "2025-10-13T03:23:38.981455", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 832853519, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "129771", "label": "pushing a box from right to left", "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": "129771", "label": "pushing a box from right to left", "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": "96907d1965c93dae8b54c8c1214a8b69e498bfdd24ad63eda49285ed610abbb5"} +{"episode": 49378, "episode_seed": 435665582, "split": "train", "timestamp": "2025-10-13T03:23:40.657916", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 435665582, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gloves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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oR+ZHcfMpXqCAAQa+dzZNWSd0j6LLailK7Vr9zlPD/FvdDoAP6Gte3YNjaax9GubvRheAW28OFBDKT3/+vWpa+IbSRx5+nAe6Vy4XDznHmirm2Lx1GlPkm7G1byyT4iB+SLgse3faPzre07WbrT4hDGVaIZwrDv8AWuesLy0k80QnYC5YK3XB/wA4rSs2huZ9olQKpAZuTj8q+4oxhDCRVXZLr/XyPyLG18XVzepLCK0m2ly9V3fruzqYPErH/XW4X6Gta31G2uQNj4J7GuffToLm3SOG9iMoPy7htGPSorOM2t2bWbbnI+6c1x8uHrJum9Ue/Tx2aYSpGOKV4vq7b9ro7CseC6dpW8x2QSXBWNXcg4Hpxz9OlacORGUzll45/SqlvZyQbA3zgOWx1xn3/OuaNldM9/EKpUcHDbr+C/zLdvcRXUQlhbchJGR7VV1ckae+OmRn86la0OF2PsKnjZ8ufrjrUlzB9ot3izjPQ1hiIc1OUY9Uzuw05qSdRbWPPbsotyW3ryK+ZAcsfqa+q9V0edMvtXPI4avlhY4GY7bhevevEwCac7+X6nrYmpBqLTNHTJyAbcDhzuz3GBXSabcnT5CV/wBW4w2ex9a5yxsJ3mVrdo5HGSAD271uW6TyS+XsTgEsC1fY4HE4WeClRxMrW2/4B85i6VaGJVbDq5vQ6hLaanBe7maHGyRe209x9K6maCFpfOR8Arnjow7VyujwBbeSxuo1Yr88WTnKf/W6VqWbSGAW7OcRnHXtXgSlfZ3t17nu01pta/Q14LiSNEmgI862YSRk99pzj8eldJq3i+6bWYYdNkJtpLATsscavIGPTGe/TgiuZjRordZNuUGQSO1VZTbQRXSyQNIlxF5fytt28gg8dQCOlbYRUvaXqq6scmZUqs6d6W6PVdJ1KK7t1ie8Sa8jQNMu0Iy55GVyccEdCRWZ4p8QQ6faPaRyE3kqEKq/wZHBY9hmuNGq6Zp0E95p961vczBI4sMXZFUY2uCNuB7Vi3OovdeZIS0ryPksRlpGJ/8A1YFc9fDU/aXg7r+vlY58LGpJfvFaxyWvaVcWDRtOQ5kywYd/XrVKztGuZ2IdVOxcBz1610/jnSNStprQ3inc8G8IoyEOeVPvXGNB5qqTIImjzjPeuSfI5NQeh6znL2anuyy1lcrK/wC73DJ+6c1NHFIpG6NlHuprJtbPVA2YLrPPHz9fzraiuteslG+ESIO+3d/KtvZdE0cf1tx+KLO7+DHlK+oXEmDJOVkOfqy/oFAr2TTgsCyFRwz5r538BapLa67hsRrNJKrIOAuW3D9c/nXvOjXbOpV/mVj1/rWt7SNvjp3Rc1eEXcXlo211+ZWxyp9RVK0lmvNOaC7ILo+1se3etGf5H/Cufa7+zzzMTgMST9MVXPLYKdONr9TmPiJqJvX0yHdkJAZG/wB4nH/stcBIG8xcAY45J+tbOo61pV7cs9zcyrIoCbQhwAPwrOkv9CBXM1y3Az8uO9c9WE5SbszOGLoQXLzIoqGS6X5V5OOvrUF85AG6Mg5654rRe90NpFKTzLhh95T/AIVNqA0h4X23jbvTb/8AWrlnTmmm0dNLFUpXtIw/EVstpc+c9srAnOcc16T8P9SjuLNEHAK4waxdd0tdQstyrkkcVT8INNpVz9nlyMNXQmOyTOw8U6JBqBRpC4VGB+WsKDR7GRmCXm3no2K9INul5ZK+AcjNef6lamzvnXbhWORXPi6lRJOLNKWHpSk7rcmPh92itUju0KNNkj1FSW5kgkeEuC8blcjoSD1qo03lpbMoDMGLYrW8NadJqOqRqwzGh8yZuwGcn86+k4c+sKjOtW+C2nm7nwvFdHD1K0MNR1qt/cv61PVUJKKT1I5p1eceJ/F0k9w1vYyMluhwGU43n1+noKy9I8ReI5bpbKxuHnkxuCMoYAepJ6Cs8Ty4eym/efRbr1PbwdaeKlL2cfcWnM9m/LuvM9brlPiBBLN4ezbttmWVSpBxxyDXN+INb8VaWyG5vBEG6CJFH9K5q48QapqFuy3d9LKNwJBOOnTp9TXkY3FR9m4W18z1aOGk5J3MmK41HSpZxK4PmMuNxz65rf03U/MbEtvE2BzkVy7s80s4dyQoDDJz61r6QCU3E8YxXFTn7vMdU6UU+V6nVx/2ZMP3unqD6pW1pdtpK25CW7xgv1BPpXNQngVu6cf3I/3j/StKmIqKFk2ZRwdFzvyq50lvaWBlQxyMCD0JrO1PTobGzFxDNvf7QWz9eo/SpLeVY5A8jBVHJJ7Vk3l9JfMsManywxKqOrE969XJfbVanN9lbs+V4qnhMNh3Ces5L3V1v3+R1ukytPAZSchgMVo1gee2h6RFB9+7l+6vXB/+tVMTXAbzJZm830U4AP8AjXbiXCnebenTzNctrVJqGHUbzSTl2jfWzffyOrormG1G5wR5zgcd6rNeTGRczPjcM/Ma8542C2R7v1WXcXX9KlmkuJEuVXJLAEnjivkiG2tpHP74r83cV9Vaoxa2lJOTg5Jr5OtjmT8TXNhasqjnLb+mXWw0YKKfU3tPtXtLhJ7a7TcOx4yD2rpFa3vh8xCugwcnBGfpXIR9BWhaR71kAYq2Bhh2Oa3dRr4hU6CWkToYLe6stSt382R2BKkE5XBrq7EhZtmAWkQkZ9c1z+lXf2uRYpgPOjGCR39DW1CxSa3kzho5NhH1ptppWNqceXQ6bTlZo2EhUAscr17VSurZYg6D7mflPp7VZtpPL345If8ApTnjNzujx97pQthvcpQ28cisjICcVoeGItDsNRmv9Tu4Y5LdttvFIehxkvj15wPxqpHmFA7/AMKHP4V51d6ncz3MkwkIEjEgYBwO1TUl7plODkrI774k6wNVgtW0mbzXWRw21P4CBg8+9eQX0t26MlypBUELkYzmunbULloE/fH7o6AVzd9cvI7GVs7TkcVzU3rsVGg4K9yrYMRMgUkeuK6a3vbmMDbM2Pfmub0tMlpT+FbsYO2tKm5UUraj7G5ZPFBdm+Ysj5+vGfzr3Pw5cP8Ad3Hb1APavBG+TWLV+gdGjP16ivYfDd4SYW3Y3oCQfWrvsxx6o9AllyvPYVxfiO6MUcgHVjt/Piumkuh5eSc8VxfiW4WS9gjwPmO8/gP8ac3ZNjiuhz11Ho0V3KP7Ozk5yef61Vkg0NsMbMg7T0+v1pL1t11J7/4VTb7o+hrmjUnZamMsLSf2R1xYaG7EhJU+matXFjoxjOGmOR6n/Cs6TBHtU8h3W6n1QVnVqTstSqeEpJ6I6nw/cJf2UQJ7VavdJCzLKq456iuH8Eak8VtCsj5LAGvVrKWO7gCt1NdNrOzK31NTQGf7J5cnTtWT4m0wyI8qr8w6YFacEgt3Cg8DgVo3Ma3UBHqKlqLdnsUm1qjyu0geWVI1UtJIwUDuSeK7HV7y28NaQdFs5PM1CcD7RIv8A7/pxj0Nc/q2n3dvqG+1BGTkMDgqfUVgvqltBJIJxdtKWy7uoyx9eTX1mZZjThRi6HvdorZdr+S7dT4jKsmrSxNT6wrd5Pe3W3m+/ReZLfO8dugiTzJXcKi/32PAH51634S8Ow+HtISNiJLyUb7mYjl37/QDoB6CvO/BtqniTxLBNEkos9O/fSs6gAyEYRRz9Sfw9a9A8T60ukaPc3bSCNUX7xr5bDOom6lbWTZ9lVjCKVKlpFI4z4i6zFd6itpCQy24w7D+96VxMMmYn9c1SutYspppC9/CWY5JJIyfyrO0VxrHiebTv7ae3iZZDEYQH3sqFgvsODyfSsK1CpXk3axtTrU6SVnc0pCzSyqgJLBeB+NdHp6mKFFI24x1GK8ke9nu5I3lnMhAyDuBxn6VtWOs6hbhRFe3CDPQSHFdVDK5TpJ82pz18eo1HpoesxMCOK3NP/1C/UmvKrbxNqqgZu9/tJGrf0rs9I8R3TWMTSQ27kgk/IV7n0NRicsrQhe6ZWHx0JztZnR30jF1jz8oGa0NDFtaxzajcsMRHYi9y3tXPf2gb6dAsKxvtI4YkHv36d6m0++iWFbqSAyMXKou7AXHfpzXv4WUKWXxg91ulvv+vc+DxuXYurn8qyjeL1Tey0WvnZ9O50Ks9zdtezrtduETP3F/xqvI5Dsfc1VGvpuANoOv/PQ/4VjP4st1lkV7KXhiDtlB7+4rwp0sViajm18uyPtcNChgqaguurb3b6t/15G+78/l/OoJJsSAehFZL+J9OaMnbcqQBwUB7+uawPFHim3i0V5LG6uIbjzEAPl4OM885NR9Sr9Ym/1ui9pHaaic20o9jXylajqT617LrGszR6DHqFn4i1GVHnNtm4iCLOQmWaPHO1SQpz6j6DxSG7jQ4ZXx7YNVhcNOkpJ9bDrV4Ts0bEfatGybG/8ACsOPULXAy8i/VM/1rV0+9syrZuVByPvKR/Sqq058r0ClUjzLU2GumsZ4btR/q2w49VPX/H8K6eW4UQGVWBWQKy49f84rkpZreWEAXEDgnlQ4yQeOn41d0W9Ywi1l5a2cgH27VtSof7Mqnm0/uTX6hOsvbuHkn/mei2bSiUmVQN2DgHPatKOULIp7ZxXP6ddsYwCeMZNX3m4TB4zmoKE8QzC10S+mHByUT6txXmBI2iu28YXJ/suztlbJklLkZ6gcf1rhW3FAFGfoc1nUQk0ty0r/AOjr9K5nV7lIJdrqxD55B6V0HhyG21PxIml6ne3VrBK+xJY5Y41jPUljJxjGeByTgd65TxNBLaa1dWcouFNvNJGFuABIoBx82OM+uOKqhQald7Cq104cq3L9hqVisYVpinrujP8ATNbMF/ZPgLewZ922/wAxXBIcVZRs4rreEhLqcqxE0dzOYvsH2xJonMNwGIWQE7cbTxn3zXovhm6SaGMSPh17bsDFeLW3OmMgGWdiqj3OBXqvh2yubSKBlWJyFAywwa5qlJU9LnTTm5K7PSJZo0gG0gZFcdqk/navIc5CIAPx5/pXQXUl01nGGWLgc4JzXnut6vdW2rSi3kVVZVyCityOO4qKkHNOKNYyS1Jbp83UlV3OVH4/yrmb7xJqKX0g3Qnp1hX0+lRjxXdYAkt7ZvcBl/kaccBV5VaxhLFQu1Y6OV/u49M1LuzbJz/DXF3nii4a3wsCRvkfOjtn8jmtvXrHWvDvhzR7+9ku0mvvM82ArgW4GwoGOPvMrZx26dQcZ1MFUtqXDFQuQ+HJGOnQvn5s9fxr17RJX8pDnsKKKqp8RUNjYlkYTLz2res2LRrk0UVi9y+hJPaQuNzIM1yuraLYSygPArZPeiiuuHwmHU6rQLG203RPLtIliUnJwOprzz4y3UsWhWcCNhJZvnHrgZFFFOH8WJm/hkeGzsdx57VU0/VbnR9Y/tC12efEW271yPmUqePoxoor0anwnJDcjsuGIHQACtiNiAKKK2w/woxr/EzWtmJrutJGbK2X1UfzoopYv4F6l4L+I/Q2tOJ+1KfQH+VSWzH+yrf3dz+tFFca+F/L9Tep/vMPR/oDOQ1c1cH/AEqcf7bfzoorowfxMWO+FFR2OG+lYHiJj/Zb9/nWiiu2fws86O6K2t+JH1u3hil0zT7cwRrHG9sjqVQA4QAuQBzngcnmvNe9FFeWek9kKKvWX3G+tFFOXwhT+JF9elalhK8erXCKcD5T/KiisVszeXxRPStLUFP+AitWRQpUDptoorBnQeZ/EWZ3vdPRjlVhYgf8DP8AhXDv1PAoorvofAjz63xsv6Tr76Ok0Z07Tr+GZlcx30HmBWXOCCCCOpyM4PcGqGq6hdatqM+oXsplubmQyyORjLHk8dh7UUVL3EtiotWI+ooorWJLN3TutiPWf/GvXLd2WSONThQBjH4UUV5+I+M7qHwnW3ChbLjsteP6q7PfyMScg4ooohuWczqBzfN/ur/IVTb71FFepD4EedP4mVLkkJx61eu/EurappFtpl7ezT29tI8qeZIzEs2OpJ5xt49Mn1oorGqOmf/Z", 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KPuglvc1L8SN2kx2hnt1lRvMXr0+7Wd8OdQgaUxxIUBY5U1x4JSjTvbQ7K9SDnyX1NjWIZhqKoigKRy57f41v+HvEU2h2ogjtbaQckuVw7fVhVrXdODWRlQfOp3VyUV3F5vl+agbuCw4r77AypVMBFVZXS3u9j84ziOJo5jJ4dWb2st+56RD49QkebYMB6pJn+YresPEGnaiVSKcLK3SN+D/9evLUt3lUeS8UjE8BJBmnRbkl2OCrqcEHgg1zrD4HEprDzV12d/wIlmubYG0sVC8fNW+5r/gnslchZ63e3d1IPtDLEbxo4iFThR1yDgkcjpzWr4fv5b3RjuJeeHKHPVsDisOz0q6g+xx3ll52JmZWIIZdwAHIyBjqfpXFSpxg5xnuv+Ce3WxUq8KNWjfllq9/JWdvn9x2FtdQXkImt5VkjJIyp7+n1rnPH80kfhiUIxUNIivj+6T/APqp9vpuqWVrHHaILfYWykMgZX56ncPl69R6dKt+KNMl1bQp7aLAkOGAPQkHOK8vMYpUpKDuevga0pSTqRs1a/b5Hz/coEvN3Hr1rzdTkmvUtU0m4hYv5Dr1B4rzBEgYnbcL1715GA2l8v1PaxcoqxpaZOQDbgcOd2e4wK6TTbk6fISv+rcYbPY+tc5Y2E7zK1u0cjjJAB7d63LdJ5JfL2JwCWBavscDicLPBSo4mVrbf8A+axdKtDEqth1c3odQltNTgvdzNDjZIvbae4+ldTNBC0vnI+AVzx0Ydq5XR4AtvJY3UasV+eLJzlP/AK3StSzaQwC3ZziM469q8CUr7O9uvc92mtNrX6GvBcSRok0BHnWzCSMnvtOcfj0rpNW8X3TazDDpshNtJYCdljjV5Ax6Yz36cEVzMaNFbrJtygyCR2qrKbaCK6WSBpEuIvL+Vtu3kEHjqAR0rbCKl7S9VXVjkzKlVnTvS3R6rpOpRXdusT3iTXkaBpl2hGXPIyuTjgjoSKzPFPiCHT7R7SOQm8lQhVX+DI4LHsM1xo1XTNOgnvNPvWt7mYJHFhi7IqjG1wRtwPasW51F7rzJCWleR8liMtIxP/6sCuevhqftLwd1/Xysc+FjUkv3itY5LXtKuLBo2nIcyZYMO/r1qlZ2jXM7EOqnYuA569a6fxzpGpW01obxTueDeEUZCHPKn3rjGg81VJkETR5xnvXJPkcmoPQ9Zzl7NT3ZZayuVlf93uGT905qaOKRSN0bKPdTWTa2eqBswXWeePn6/nW1Fda9ZKN8IkQd9u7+Vbey6Jo4/rbj8UWd38GPKV9QuJMGScrIc/Vl/QKBXsmnBYFkKjhnzXzv4C1SW113DYjWaSVWQcBctuH65/OvedGu2dSr/MrHr/Wtb2kbfHTui5q8Iu4vLRtrr8ytjlT6iqVpLNeac0F2QXR9rY9u9aM/yP8AhXPtd/Z55mJwGJJ+mKrnlsFOnG1+pzHxE1E3r6ZDuyEgMjf7xOP/AGWuAkDeYuAMcck/WtnUda0q9uWe5uZVkUBNoQ4AH4VnSX+hArma5bgZ+XHeuerCcpN2ZnDF0ILl5kUVDJdL8q8nHX1qC+cgDdGQc9c8Vove6G0ilJ5lww+8p/wqbUBpDwvtvG3em3/61cs6c002jppYqlK9pGjBrc7XEnmLG4ViBkV0lrd20sa+dYwtx6f/AFq4mNcXgAPLDJ+tdTajaqj2FCk42sXKlCW6N22ttGkuI/8AQSDuHQ8dfrXSw2+mMSRvTJ9TXJ2Tf6RH/vCt+FjtFTVxFS61ZEMFRSdo2NdtLtJktwJyFSXeBx8x9Ky7BjbahcWUb5UOQpz6Gn3WpLaQRCPDTAk4/u+5qDQLWW5vzduSI4yWdz3NfSZZGp9XlUq6Re3mfCZzVoPMKWHw2tRP3rdFazT/AD8rHZduaK5m51Se+ncQN5dqnyh8csfUU1byaFSI5XAA4+bNYYipGg+WT17dj6TBVZYy86cfcWzfX08vM6iqOrW5ubExrIEO4EE1hS39wxJM79f72KhFxJJCweRm+b+Js1w1sbHkaSPRhhG2rs4bxzpEqRorMswOSB1x09a4PwxexWWueV5IjbOOO5r0/WFEt0Y253KcV53qOiy2mqrdxKdobmuWjJyhdnRKmoOx7G2y90pTnkrjiuBm8P2NrcS75njaSTdk9M11vhK7F1bCNz2707xNpebfei8rzV1pz9m1FhGlTlJOSOes9CheeIxXik574pF0yaxh+0POkm+ZlOCc+o/l+tQWbATqWwBnnPaiKRpFVMYRWLD3Jrp4e+t1sWpR+Fbvy7fM8PiiGDo4SSqbtOy8/wDgHoHgeRnN6Ccr8h/HmuwribK6Hhbw358yj7ZdndHG3Ydifbv+NchP4m1NblrlL6VHUlixbj8umPavcx/IpSrSdlsvNrt/meTks6lOjSwkIc0rXfRRTbav526HstIcYNefWOp+Mb3TDcxuqRYyskkQ3MPy/pXLXHi3XzKYpNSmA3bWAAH8hXjVMXGMbtPU+njhpN2uVvGllqI1jUDbyHyRKxQbxwDz0rw2C2tpG/1xXnuK9f1i+uZ1mlkmdpHJZm3dTXjFqSXrhwE3JSa02N8Th1HlTdzf0+1e0uEntrtNw7HjIPaukVre+HzEK6DBycEZ+lchH0FaFpHvWQBirYGGHY5rrdRr4jOnQS0idDBb3VlqVu/myOwJUgnK4NdXYkLNswC0iEjPrmuf0q7+1yLFMB50YwSO/oa2oWKTW8mcNHJsI+tNtNKxtTjy6HTacrNGwkKgFjlevaqV1bLEHQfcz8p9ParNtJ5e/HJD/wBKc8Zud0ePvdKFsN7lKG3jkVkZATitDwxFodhqM1/qd3DHJbttt4pD0OMl8evOB+NVI8woHf8AhQ5/CvOrvU7me5kmEhAkYkDAOB2qakvdMpwclZHffEnWBqsFq2kzea6yOG2p/AQMHn3ryC+lu3RkuVIKghcjGc107ahctAn74/dHQCubvrl5HYytnacjiuam9dio0HBXuVbBiJkCkj1xXTW97cxgbZmx781zelpktKfwrdjB21pU3KilbUfY3LJ4oLs3zFkfP14z+de5+HLh/u7jt6gHtXgjfJrFq/QOjRn69RXsPhu8JMLbsb0BIPrV32Y49UegSy5XnsK4vxHdGKOQDqx2/nxXTSXQ8vJOeK4vxLcLJewR4HzHefwH+NObsmxxXQ566j0aK7lH9nZyc5PP9aqyQaG2GNmQdp6fX60l6266k9/8Kpt90fQ1zRqTstTGWFpP7I64sNDdiQkqfTNWrix0YxnDTHI9T/hWdJgj2qeQ7rdT6oKzq1J2WpVPCUk9ES6cjveNKVOB0OOK6a3cdzzmvHLC5mtzmGZ4z/sMR/KulsvEWqqMC/nwOzMG/nXpPKZv4ZHP/aCW8T1Ky5uI/rW3vMduzDqFJrzbRvE2ovfIsjQyDBPzQrnp7YrrY9fd4yktrEQRglWZf8a5K2X1adSN7NHTTxUatKXLoy3GjTzqmfmkYDJ9Sa6W8njjtxpFjyqgCaUdvUe5Ncck7GS1Q9J2257jHWtWPWIbdPLjs8KD1MvJ9zxX0+YYhRgnS1fTt6v07H51w9k+I56scRHlT0k/tNdUvXq+23dacoWK3REG1QcAVXMnBz6Vmah4ljhhjZrMkF8cS+30qkviuxbPmW9wnHUFW/wr5qODxM1ztXufoar0KVqa0S6G28mFY+9JBJmN8+orCl8S6buYFrgDjnys/wBa5W11ybVfGF5p0OuXdrAxcwhIs5KoWC+w4PJ/rUzwNZppqxUcXSvo7m/rt2LfW7NWPEiv+mKvGwS7ticAkivI5devdR1eyknvpJwis3z9untXqXh/UxLEnPB60o0nSiosuU1Ud0WtDtpLO9wgxz0rtL6EXVnjHUVkpHGP3ydTxWrZTh0KE9KqVha7nm2rWTW1/swQh5/Gtvwzp1qyzapqDhLK0wTnozen/wBbvkVqeI9N8+BmQfN1H1rhLpri0gAvfP8As+/IijGVJ9TzX0+CxVCjlvKnZrdLd69PPpfofHZll2IxGbKo480Xa19lp18k9bdTW1nWH1zVHuyGWAHbCjdlH+c0eDdCHiDXpZrld2n2LZKHpLL1APso5x3JHpXPNr1iucR3TN2VUBLHsAM9TXrXhLSZNA8MQQzgfa5szT+zsckfh0/CvmpVq2IrurVVorRLsv638z6qnh6eFo+zpu8m7t92+v8Al2Rp69qdvo+izTSEDC7UT+8T0FeD3NwZLku3Vmya6X4heJYJNTNlLeIgtwCUOep+grznWdVgWxaS2v4vN3DG1+f1FGJU6zSUdDSi4U07vU3dQbMEg9jXkloOMmvRNbEMPh6LUtP1u9nV7g22bhFjW4ITc7xd9qkhTu9R7geaQ3ccfDK+PbBpYPDTpKSfWxWIxEZ8rRsx9q0bJsb/AMKw49QtcDLyL9Uz/WtXT72zKtm5UHI+8pH9K0q058r0JpVI8y1NhrprGeG7Uf6tsOPVT1/x/CunluFEBlVgVkCsuPX/ADiuSlmt5YQBcQOCeVDjJB46fjV3Rb1jCLWXlrZyAfbtW1Kh/syqebT+5NfqE6y9u4eSf+Z6LZtKJSZVA3YOAc9q0o5QsintnFc/p12xjAJ4xk1febhMHjOagoTxDMLXRL6YcHJRPq3FeYEjaK7bxhcn+y7O2VsmSUuRnqBx/WuFbcUAUZ+hzWdRCTS3LSv/AKOv0rmdXuUgl2urEPnkHpXQeHIbbU/EiaXqd7dWsEr7EljljjWM9SWMnGMZ4HJOB3rlPE0EtprV1Zyi4U280kYW4AEigHHzY4z644qqFBqV3sKrXThyrcv2GpWKxhWmKeu6M/0zWzBf2T4C3sGfdtv8xXBIcVZRs4rreEhLqcqxE0dzOYvsH2xJonMNwGIWQE7cbTxn3zXovhm6SaGMSPh17bsDFeLW3OmMgGWdiqj3OBXqvh2yubSKBlWJyFAywwa5qlJU9LnTTm5K7PSJZo0gG0gZFcdqk/navIc5CIAPx5/pXQXUl01nGGWLgc4JzXnut6vdW2rSi3kVVZVyCityOO4qKkHNOKNYyS1Jbp83UlV3OVH4/wAq5m+8Sail9IN0J6dYV9PpUY8V3WAJLe2b3AZf5GnHAVeVWsYSxULtWOjlf7uPTNS7s2yc/wANcXeeKLhrfCwJG+R86O2fyOa29esda8O+HNHv72S7Sa+8zzYCuBbgbCgY4+8ytnHbp1BxnUwVS2pcMVC5ztuTWlbMcmiivpYHhyOm0H/j+z6I38q65PuqfU4oorixf8Reh34P+G/U0oiftOmDtlzQzH5j7miisZbL+uoYf+LU9f0RmauxNpHn/noP5GsSQnGfaiiu/C/wzmxn8UrTseea5RdSuNK8SXF9bbPOic7d4yPmUqePoxoop4j4DOh8ZnWxK6raIDxgj8q9I8Myus7qGOKKK8TEbnsUtj0SCRjbde1WtLkYycmiiuRnQjdCLJHhxkVl6hptrJEytGCBmiiuiiYS3MjQ9B00axHN9lQujblJHQ5612l2x3N7LxRRTqbEfaPlTxFdzXWuajNM252mbJ+hwK5u+Y+Se/I4oor1I/Ajil8TNLXvFL6/bW8Muk6bam3jWOKS1SRSkag4QAuVC85OByea4+iisEaPYUVesvuN9aKKqXwhT+JF9elalhK8erXCKcD5T/KiisVszeXxRPStLUFP+AitWRQpUDptoorBnQeZ/EWZ3vdPRjlVhYgf8DP+FcO/U8Ciiu+h8CPPrfGy/pOvvo6TRnTtOv4ZmVzHfQeYFZc4IIII6nIzg9waoarqF1q2oz6heymW5uZDLI5GMseTx2HtRRUvcS2Ki1Yj6iiitYks3dO62I9Z/wDGvXLd2WSONThQBjH4UUV5+I+M7qHwnW3ChbLjsteP6q7PfyMScg4ooohuWczqBzfN/ur/ACFU2+9RRXqQ+BHnT+JlS5JCcetXrvxLq2qaRbaZe3s09vbSPKnmSMxLNjqSecbePTJ9aKKxqjpn/9k=", "info": {"video_id": "203019", "label": "squeezing gloves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "203019", "label": "squeezing gloves", "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": "34db3a19e05f0217c03928fb3b7937368e23bb5c2ee55541f5820881ff86c16d"} +{"episode": 49379, "episode_seed": 864355778, "split": "train", "timestamp": "2025-10-13T03:23:43.288971", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 864355778, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) the man's head of a metal toy race car'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 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": "166957", "label": "touching (without moving) the man's head of a metal toy race car", "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": "166957", "label": "touching (without moving) the man's head of a metal toy race car", "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": "dfa2532f63d685b7c98467289fd2279379c036dfbd42361cbd8dd7cfccdbf378"} +{"episode": 49380, "episode_seed": 812090900, "split": "train", "timestamp": "2025-10-13T03:23:44.178061", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 812090900, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 book up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "160259", "label": "lifting book up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed 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": "160259", "label": "lifting book up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c2b51cfb2539bace71093ba578d1fcf3144154edf2b36224da980b4894b792c0"} +{"episode": 49381, "episode_seed": 3908644140, "split": "train", "timestamp": "2025-10-13T03:23:45.214808", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3908644140, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 canned drink on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "71975", "label": "putting canned drink on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "71975", "label": "putting canned drink on a surface", "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": "f762875eb93515dd1a02a7ebd1a151b57eaa9690db3d588b09658bb0d23fa50a"} +{"episode": 49382, "episode_seed": 1395897506, "split": "train", "timestamp": "2025-10-13T03:23:46.467739", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1395897506, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissors is inside steel glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "4660", "label": "showing that scissors is inside steel glass", "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": "4660", "label": "showing that scissors is inside steel glass", "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": "f35b600790e77c31e60a8ed3d26637a65f23106fcd36a515dc2054470ba37b2d"} +{"episode": 49383, "episode_seed": 3165991161, "split": "train", "timestamp": "2025-10-13T03:23:47.497969", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3165991161, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sachet of silica gel down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "181690", "label": "moving a sachet of silica gel down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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OwYFVSQaZRQ9Rp2DvS0lGaBDhT1bBqOlBpMuLOt0UiSw9gcU690+G4U5QBvWo/DXzWMg9GrVeOsXozY9vkuorWBppnCooySa5Wfx0FnIht90QPBJ5NZfijUp7rUzYRsTGmBsH8TVzs6PbzNFINrqcEHtVSm+hzHrGl6xDqFgtyxEe4kYY+lTvqVkn3riMf8CFePi5kC7RIwX0BpjSk9WJ/Gj2oHrEmu6Yh5u4/wA6qyeJtJAP+lLXljP71CzA0e0YHpFz4n0dkZWnVlPBBGQRXkHirT9Phv2m0uZWtpTny+8Z9Pp6VfkPFZd2gfNDk2BzrxFeRyK1bK6GxRnpxUDx7T0rS8KaJba54g+wXF7JahoZWjMce8u6oWC+gHB59qd+bQqMrFLW5N62/tu/pWRU9xM8qpuYnA71BVxVkEndjkYowI7V0Wn63OsAg84hB2rm6VWKnIOKGrknYpd+Zkl8/jQZwRXMwXzRggmrMOobshjWXKwNdpc1WkYMSDVUXak9aY1x8x5H50JAMuUByaplCO1WZJQwPIrVFvDN4QeUgedHNhW789qqKY0zncZ6Uyur1zw/o9n4at9W0u/vJg1ybXNzAI1uSE3O8Qznapwp3D+Ie4HKVYMKKKKYgooooAKKKKACiiigC3BetGAD2p1/OJliwema0/Bul6RrXiCHTtXuJraGc7VnSaONYz1JYycYxnjqTgd6zdYsjpus3tiY54/s87xBLgASKAxGGAJGfXBIpW1K5tLMo0UUUyQooooAKKKKAClFJRQNM63wqf8AR5h/tCt8qDXHaTO8NlO0blW3LyK67X9C1fw9oOk6heT3Cz3pk82ExkCAAIUDHH3iGzjt9QaztqbcyR02lnz/ABvI0gDESORn1HSsHWJWfWLtieTK1FFRLYwKW4+tJuPrRRUARsx9aiYn1oooAhcnHWqc3WiiqQDtMtorrUkhlXKMrZ/I1l6fqlzomrLf2mzz4iwXeu4fMpU8fRjRRWkQMtuDj0ptFFaAFFFFABRRRQAoJB4NBYk5zRRQAZNacM7roEqA/L5wOKKKAL3iHxbJ4itreGbSNMtTboscUlqkilI1BwgBcqByScDJPPrXO0UUAFFFFABRRRQAUUUUAFFFFAGto2vNoyTRnTdNv4pWVzHe2/mBWXOCCCCOpyM4PcGqepahdatqVzqF7KZbm4kMkj4xlicngdB7UUUAVaKKKACiiigAooooAKKKKANCwdltpgDjlTWtfeJNW1HTLfTLy9mnt7aR5U8yRmJZ8ZySecbePTJ9aKKk06I//9k=", 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"info": {"video_id": "181690", "label": "moving a sachet of silica gel down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "db49f10d70c8c465a328b92757cb21e8528a35169f3f83cef389395c9c49549c"} +{"episode": 49384, "episode_seed": 94761092, "split": "train", "timestamp": "2025-10-13T03:23:49.250933", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 94761092, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leaf so lightly that it doesn't or almost doesn't move'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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Sg/Ukn/CqInVhHEFAZMgtjBPt+FVBaMJNXd2ec+MbVj4kuLgEgNhGz2+TFZFiYRCnzjIbBJHTNXPEWqSXGuX8ZctAZnG0jH3eB/Kq2gojyxiQAoDvZSM7h0r0I3UdTpjdQ1LWpB7VIYpQAwLYIOQRxUMF0MYrTuLaHVrieN2kjMGBGy8/ewTkfpVnSfDD2l00l0291I8tQMbfc+/pVqSSHGXLTTZLp1vIhWV8g8Db3wfWnX8p2i2Eq5ALMg9B6mp9SvTYzxWsMbGRvvybchR6D1NWNH0mO5uZ7iYEyNglT24wRmsZb8zI5nfmkVLayXWLQZ3C5QdXGQ49yOv8/rXtbaL/AGLpFoN6ttjWMqo+6Qv/ANauU8LaMkl/FtjXyLfDuMYBI6D8/wCVdzqTedbxxngtKucfrWNSCqU22aqPtKbm/kUZIg1oqdWGAVxx07/ia8/kKvqEspdvmmbOD/tGvQ3kEcUsj8AAufoOa81tpAsqyOBt+8wPv/8ArrjiryOV20TJtYka60jUHkOXkhfdtGOoxXjz25t2Ecr7QknBx6gH+lepeIL0W/h2/njPl5UKnfGWAAryu7unvJEaXBkLhSfb/Jrvw99TSjd3Nm1jMkji3AZl+faDgkVkCdl+9lTnvxXQaZ5cNlNckBpCMpjggen6Vsm1huyIbpQyfPkMg3AjqPbnFdVMrmSbuYGkW8t8d5BEKnBb+8fQV0TpHaW5LABQpIQd8c1eit4rCwDCPbHGpCRqM8df/rmsG3t7mfULiSeQyMSp4GMg9FHsKJanPKTmnLoNhgub5UuI4thaThlOMDsfc/rXfeGLFTfi5nRGnghPzqMdTj+WarWdt5dpHGFG5RjAH6VvaPGI4J3xy7qv5An+tc1dtRZzzquWi2NmFt85OeFBPA/D+tU/FUhXSHkz8zuicDAxuH9BWhZoWRyR95gKwfGFyBDZWoPMkjP+Cr/iwrlS0SIjexgQiSRJGAyq4LcdPesTxhEl1Z2kLui7mYjccdhzWxF5iQMV4THztk9CeB+JFcT4+us3dlBn7sDN+bY/pXTTi7pGlGPNKNjl0wt2AByq8n3ArSvQILezk7yqSf0x/OoItNvcfbHgbySBznnHrj0rpYI7edYoJYYX8tU2LIOx9K607bnc5LmVjmo7raa6fTrByiyTId55C+n196ls/D9kLuK7SIBgSVjBJUH1INWNdklt7Rre1cLJtzKwzlV9AexpuXQic+aXJErahKqyRWwQySSEFiDwAOtXNFsJ3lkhljBgdthVxzzxx+n+cU/Q7Im4SSVVZkXG7HTPp79667TLcHUoPl+UPu6enP8ASsJPlWhyyq8vuxOkKLbxLBGAAoCL+HAq8wH2crgDZ1buQB/9aqMI3zoepB3E/Tmm6/dHTfDeo3K5Lx27lR6sRgfqa4Yr8TOF7nnGjs7Wak8GSV3yT6uTW3Jut/P875Sqlmz9M5rI0yPZZ2w7iIHB+lP1iaS20nUyzDzUt5MkHjOMVtBX+YW5m/U811QW+3zYJVcsuHx26YNW9Bt45SARuPllnU/Xis7TdOuNVMixYRABuds4H/163bK1n0xLhHX/AFag7l/iHA/ma7Nlqd87KLgnqdjaQJBbmaQkxxjOW71lateJLcRiOIyuZNgbPykHtjt9frV7VLqJ7a6t1YeVEAMoed/XB/SqOkiW9BuZVJOWZDx1OBk/rj/69RsXC8U5vc19HskhROOVXap9v/r1081nHFDEVnjmeQH7hyF6d6xoZYrK1M0rqigcs3FUFvZ7/UbawtMxRTSxoz9GYFhn6cZ9656jb0RhFc17o9G8rYwQHO0BQPoMVrDYFMakbwuAM+nGazoiftnIGCd5+nWqes6wmltHK2c+RcOMf7KBv54rlSY4LU5S+nW81a8uIySklwVB9QuE/wDZagM7NsLbQqE4wMZ5zz6morSQ/YbUsAGMQZvqRz+tV7+Qx6fM2MnYRgHHXj+taxRlq52XU85iMMWuSXN2hlRpGdvYkk5966eUwq8Fw8IHHyuO6kf/AF6xbnT7qS5YCHeJh0Q5IHQZrejim1C9dJLOSC0iXanmDBkPTp2GK6Z1Uo3bOmto1JFXQoA8t387/P5YXb2wSST+HH411TvHZQGSVwsrglc8kmobS2t7TzZ5NqJGuWYjAArK1m9dzbyKCJZVKFVbI2k5Ht1xRSnzxUhRftGkRxbLvVJBHCyrGwkG5s8nIxnv1z+Fdno9gGKwxsqlv4mOKw7C3IjV2XDuxZ2AwPQYHpxXbeGrFLu+TeoMdviQ57t2ok7uyHZ1KiidBZWI0yz2RbvMYhnY8bjUjSebMm48ICf6VY1GUJGQOprMglzG7HqTgfhzSrvlp2PQxCUKNkV/E062+gXXzYMkfkqR1y52jH51w6t5TFgqsAwAVuh9j+VaniDVY5nsrFPmH26fcPQRj/4pv0rIZt3/AH1muGCszyqujRheL3Z/D8kOcGSVM/QZP+Fc54dWzVTG0Ie6JJG8ZyP9muh8ReZPst4kLOUJHOBzx/IVhaUj2ly1zNbTsIo2RRHGWLEkDA/Wu6lNKNmapfuixdJDHbvBCpQiTIT0yMYrp9MgkeBPOQxhM5U8Y5JPv19fSsuysTcxrcXMPlyuN2xudmex9629ZuXWKMuBtllLSscgkDk4x7kU8PUU3JLoZScprkRn3+ovJJJHE4i2F1BztbAAJ/A1Jotk8Mcay5MuMkehPb8BVS102fU9Tu7rzFaGAqGYHHJyAR6//Xz2roI2SGVtrGRj1wOprok3YitolBGtDcxW0MsTW6s7LxMW+7+FaWlSwz6bHJCQ6M74bscHH9K5ZNF13XYZ3is2WGGUqQW2hyO3P3u3tXY6TpEtppVjaSRFPLRd/PQ5JYfma46lKTv5idCo4rQ2GmjtdOi/dgFSCzdyCRk/hXC+JLg3OvzRj/V2sSx5/wBtvmP6ba6fxbIYNCmeD777Yx/wJlH9a88iu3u7rVLlySZ7xmA9B2H5Yp1YWtY1xdNQWnYmcDcB6KBXC+Kk+0asJFIyoEQOehHP9a7nqxPqa4+8tft00m6R/ODHaw+6Of1pxkovmZhhtG5PoTWFzPc6Y08rbWQlOmQ2Mcn86s6dcOJAsiHDyRjb/e2EkZ9gcUiaROIbeBrwLbo2940jwZDnPJz06flXS6cyRW08JRCj7GLMPukE4x+dNV1OooxZUZqE24kRKafYm4YKDwFHTkn/ACax7kz3l7Cg+WEM+RwTt/i575zj8atapdM4v1wV8sbAjkdB/FjtzUmkaZPbWe+6/dtKqv8AN/EDyCPb/wCvXV00KScIOT3NnTo1ijDMpZV5IBwT610NlNb3N8zQxCFVgOIyeeuCf1rlLy+kt7INbxbwCoZiDhQTjpWt4OgdjqF5K5LSMkYLde7Y/lXJVTepgovlZ1tqMOWAzxgA1znj/UIzoVrbgn/TZUVR3IHOPzxn6V0kJaFF80FWPzHcMECvJNYv5NW1jRlMm6C3hRjju0jl/wCRX8qyhH8C6UbK76Gwy7A6+gC1l67j+ypIQOJSsfToM8/yrSLb2Pu2ayNcIxDnJAJO0HGSeMfzq4aWMqCvURyejJMmpJHE+Ekfa69iBzmtqaKSa4kigb5V+VgTnbkUun6MhlkmikliZgQPKx8oPpnNbFjpqafbeXFHJjJJZsksT1JPrU1cSuW0dzerOLlzIS/sXDiJJ/390WZwqfu8ZOCD1zgVoxSslpEkcSQbIxH8nVtvG4n1NVpYymqJZ3CbZnjQIVclYwwJzuPsc/pV1UWJMrny0BxnrgCurbQ7MVJ6JbMo3EsZieCWMzBlKtJvx5RPf8KteEkV/EVsGQYgDS8eoU8/yrEiivHuFuBGzLOGZnz8oyMYx7d/Wuk8OWoTxJeSQMWt47ZwpIwTkqBx+dZVLKAVFGCUU9TvLNtyB85IXb+ZNcF451Mrq/2NcfurIg895HH/ALKo/Ou8sU2xKvcnmvKvE4S71281CMk+aAMnoFXp+eB+Vc8N9TGDsrsvw8W8Q/2FA/IVT1+5+zQR26rukuG2qPQAZJ/lV23G9LYdjGp/SsbX7+3GuxwyOoKrsUk9/wD9f8qLtbGVK/PddBdPhWMg9cDgCtVNpbOxv++v/rVWiQRKFJAIUdaqaSkmqeKZtNl1Se0QiQxeWm7cyoWC+w4PJ9PeuamnVlZDjFzZtC1M9vPErKvmlU/ec98nGPbNFr4e1AX8V2lq1xbQMfLjuQFLjkDI9OaT4aFtburua7neZbby3VW6biG5/CvVCi4wK9ShBxgk+h6NGlanY4qLQNQnUBmSFM8+tdZpNnDpdn5UfLMdzuerGrBiz9BVeSTaMVoktzoo0IQ1RFqFznPNQowjtoyxwoG9j7dT+lUbyQvMqD+I4pNalWLRLobiPMXyVx/tDHH4ZrkxT2iZY2W0Tzq31FtR1C3lIwSJpTz0LszY/IitRBuJA7DNYel24ttQgiXOxUZVJ74B5rdhYQwzTseEUmsqlr3R5lV80tDnb+cXuqPEi/JbnyyT0Lf/AKz+laNoqxwhck+6j/GsvSpILqR/LZSyuWcA85POfxqzrEsttpfmQSFXDKMjrXJWk5VFAuV21E1gF2HAf17VbvpYoVcwYZ/JAEygEgueQP8A63pWFqohtNAh1Kx1q/lVrk22biJY1uCE3M8Q67VJ2nd6j3A07sW/9iyzQxs1zlE8zuBnJ5+g/SvSwVKVPmTe9ikvZuz3Y2zgEb4MZR0XDnszHvXZeHfDcVzGLu9Tcr/6uM8ZHqaoaDoktyY0ucmKEnc3eRupr0OCMIgAUAAYA9BXfbTUdKheo5y2JERUiWNQAoGAAOlJtRTTzzVeVsH6UmegjkfHkhg0WUjJ3MmMDodw5rzzSiRYsSckSHk/QV6T4yh+06HMpzxhjj2NecaYpaznUDG2fH6Cuet0R5uPeqRLqMslro7zRf64/LH9TwD/AFrIsYCuC3zNkEk+tXPEctw0cNpZwtLICGKqO5/z+tNtGdbVWmhMcwOWjJB/I1w1ubl905UmqZdR3HG8jHpWnp4DzmNpcMVLgkdl6/0H41zOiTW2peLf7Ov7+6s4Jn2JJHLFGsfcljJxjGeByTgVY0xpv+Eh1G0vZbiMWkrQqlwB5qjcQc44BwBnB+lXh6NSE4zZrTo8rU5bFu9itpnhXyQIsNNKxUl+STnceSO1Xo1aSGMM7MSo5Y5IHYfgKieHy9ZSC2LNAkEck2TksPr6cj8OK0Us5r0GCAfvpsqp9Ce/0HJr07Dr++426mElxJeTSxW5kfgqYEyVkA/meQa6zw9Z3kVhBEYZEMl00kjMpGAMAE/ka6jQPDVnoduRAm6ZlCvK3U+w9BnnFbPCcbRUSgpJI7fq0XbyOM8V6jJaaTqLD5pvs5WPn7xb5f615XZeYdXCOGAjmVBu74AH6AAV3fjqTZqcFtztJ8wj2zx/WuYvIvJ1CB8ctMpJ/GsJppvzOTEStKUe5pwjdcBQOBXPX3mXOsyknMMWI417E9z+f8q6JnNolxKR8y8KPftXOWllqcd4bi4iQW7kkKx+f64rnlezUTlpLRs0oV8uPGcDsBxV2KIMvSsDWL2W3siYW24cYYHmptf07xB4f8P6Te3N3cxy3pk82EpjyAAhQM2PvENnHb6g1zww1WauaQoSmrnRrAja5qDtlmEGBnttIUfoKnECTJHE2dskqRtg4JUnkUUV6nQ7an8SBXml8za6xpGGUHZGMKPpW14ZiQPcPj5niGT/AMCoorln8DOSX8Rm1qEz22gX80Rw6QOVPocY/rXm94g/sqPvlBRRUR2Y57I0bL5bG1cdRbg/kKpQ6TZTWbX00IlnZtu5+cD2FFFTJ2YUnqypeNiQx4BVRxmuai1GfStefULbb58LPt3jI5UqePoxoorahozen8R3Xwb4bWVHRRBj/wAfr1dOWoorrjsehT+Ee/ERNZdyTmiimbx2MjJN0uexNZniyRxLpVuGxG7O7AdzwP5E/nRRXFV/iI87F/xDlwijxDa4GPvD/wAdNWb1Q1pHDkhZJMNjrRRWM9jhW6IZdLs9MdhaQLGVH3h1P1Peud1tt1gzY53rnHeiiiGsk2b7yK+ueJm16CCKbStOtmgRY4pLZJFKRqDhAC5UDnJwOTzXe2dqhsZiCy4iJIXGG6dRRRXorc6Wj0bSbaK3s44olCogwBWunSiit2XER+AcVUlPIoopGpja2ofS7oN08pv5V53oqKYrnIyPMBx+FFFY1N0eZj90VYp5V8yQOQ0h+b3rL1WeSIOyscquRRRXItkY0zBtNek0yW6Elhp9/HMVkZL2DzAGUZBBBBHU5GcHuDWn4bvLjWtfu7y/lMs904eV+mSx5xjp7DpRRXZ9k7oq6SZ2SMZbsBifl3DI4JHofWu38MW0f7yTHzA7R7CiitI/CYr/AHhHU4AqtL1z70UUHpI4fxhbxvq1jKy5cRSfoRj+ZrkL5A1zFnP3x/OiisKm542K/jMn1lysqIPu8uR6msjULyWKzZwckLwGJOP1oorB/EzOlscle3ElxEGc4xyAvA64qTVPEOq6hp1vpd3eTTW1s7yoJJGYlnxnJJ5xt49Mn1oorphsd8D/2Q==", "info": {"video_id": "180419", "label": "poking a leaf so lightly that it doesn't or almost doesn't move", "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": "180419", "label": "poking a leaf so lightly that it doesn't or almost doesn't move", "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": "ee3f400d3f51f74dc26ad395dc2b198c94ec59039ffdb871553ff8927b9f6487"} +{"episode": 49385, "episode_seed": 3174221294, "split": "train", "timestamp": "2025-10-13T03:23:52.181208", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3174221294, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glass behind sponge'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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", "info": {"video_id": "95518", "label": "showing glass behind sponge", "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": "95518", "label": "showing glass behind sponge", "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": "36bd0910365db0092ab211a40c242e5bb17989efd3d6268d79c88ae26b15c8b4"} +{"episode": 49386, "episode_seed": 2733599504, "split": "train", "timestamp": "2025-10-13T03:23:54.313387", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2733599504, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pot cover away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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Q5Lme4lS6XY6kLjORj1qDxPoQmQXEYBG3OzPb1rmk2tUdUWtmeN+E0K6rLvG0g8g+uDXZy96wdVtTZTiVBsJPUVp2tz9ptFc/e6H61tGV2ZThZI1NJPzzfh/Wua8e5GqaW/bDD/x4V0ekn55vw/rWF8QYibOwuAPuSlSfqM/0rVLQx2Z0dpKq2ULuwVdg5JxV6OVXQMrBge4rmYPMvNDtJYMPLEQ6IwBVmHTdnt3rV0iGa0s1imIL7ieO2am+iBrVmb4skCG0BX5iX59RgcVk6FqH2PXIJBktskUAckkqcV0er2y3N9pm9coskhyw4J2jiq8tk0etJLZWsQkthueQrxlhjHv1puslFwCNJuSmdlpF3Hc6KqTgLIBhgT0PeuQ8T6bLbXguIflIOVIqzDdyDUI1lYQs8gLIB8sn09DXW6nYxX1hgg+Yq7gR29zXHI7YS7nkejNJN40aaVdrPzz+X9K72TpXKapAbS5WUcOGxkDBFdFb3H2m0jl7svP171vCVzKpC2qGSGuhjPSuckPNdBGeK0gc8iwD81cn41he3m0zV4RlraXY+P7rf/Xz+ddSrc1Fe2kWpWM9pMP3cq7T7eh/Cra0ITsynFMl3aBkbKSJwR6GvIPGvmJ4kdi+SY1ww46ZH9K7XRryfQb2TSNSyERv3cnbB6H6GuZ+I1vFHrFtPEBiaEkkHOSGP+NQty38J2WgL5ulBDyQBz61U1i1zE0gGWX730q14dkRLNQGBHlrwO3Aq/qMQBzt4Zc/WuGejud9OXQd4SvftGleQxy0Jx+FbMhri9OuE0jVQ4P7qXhwO1dizBgGByCMgiumnK6MK0LSuQSHiuY8Rn95bf8AAv6V0sh61zHiQ4e2/wCBf0rRbmL2MtTxUqnioEORWlpNi2o6jBaKdplbGfQd6t6EHX+HordNDssxLnygfxNbW6FRt2L09K5jS7kx2UCA/dQL+XFaBuSRnNemtjypLU6nwBY276lr6qowZon6eqf/AFq6TWNBt5YwFRQ2M9K5r4a3AOra2pP8ELfowr0CJ1uJ5OhwAK8ivFOq0etQk1BPyPC/G3gnz1M9ugSdB1Axu+teZw3MlrK1tcgrtOOeor6t1nSo5YD+7Brw3xz4PIaS6gTEg7eorBNwdjqVpo4XVX/4l0zKf4f61z9kQZG4AOOgHvVy6nkSymgfPTHPbmqViP3jfT+tdF7xZja00dn4ztvMtLe4AzsYoT6Z5H6j9ab4bvPMtPKY/Mlbl/ai/wBOntjjLr8v+8OR+tcVpcxsLrewKqW24/z/AJ4rSW1zOPY7yMmSRVXlmOAPeuq1vT7fRvDumGVgsr3sQkk/ulgwH4ZIrjba42vHKhGVIYVa+IGvPqXgxhHFIpjmjZnxwpB45rOWrSGlpc3tTt21FLaBxtCkg46FieT+WBUU3h4QqVhzhT8sgP6ipPDepxa7oFneY/eqNko7hsc10qxEw4YcY6VzNtOzN1a2hzvh/VpodXe31Fx5rH5ZMYDqAP1rqb67to9IlluHHnSn5UB+bb2AFc3qmmwztk8N2PcGqkUN9YxjzoxcxMc/vM5+mf6U73B+Rz3iCOO5hcorID6+tY2j3GC0R/iGR9e9dhqFnBcwST2qlF6SQt1H+H8q4jRNMW/8YS6ZLqE1mpWV4jHHuLOqFgvoBwck+nvWkEJzXLqdXpZw0v4f1qPxTa/bPDtwAMtFiQfh1/TNZPg+8mu1uXllZ+EIz2zmusO14yjDKsCCPY10ROeT1ON8H3261e2ZuYzx9K6tXJIHAJ4Brz3Y/h/XpVP3VfA/2lPQ129vcLPCrqQQRmoatoVvqaXjm8t9Gs/D4ABi+0NHKx7hkwT+dWrS3EUjeWdwkAbnuMVyfxIsZx4MsL2a4Lj7UFVD2BVv8KPAXi+C8jttKu2K3afJGx/5aL9fXH8qwlBuKaNFJRk0dHq9gk0X91gcqR2psGqanHbtDcOEifCGcLk4FbMVuLwKh5+cr+ta93pESWqwle1Y8xs7M8w1q2mELAt5gIyrjkMPWk8P3XmW7Qk8j5h/Wt7ULL7OWgIPlnlc/wANcJqEs+lyyNA7RtuBBHHB6itIvVA9Yu518h5rejNcZqyRwaFBqWn6zfzK1z9mzcRLGtwQm5niA52qcKd3qPcDsUPA+ldUVY5JO5KGwTT1bmom6ZpQa06GRFqOk2mqoq3CfOv3ZF6r/wDWqpqGgxfYLOO2hFxJDvDCUL3xjB/CtdDnFTjpUS2sXHe5w/2C701kmngEUJwpIIIzWlcXKSIiP2XGfSt6/tlu7GaBhncpx9e361wyS71DZzjCmuSrGzOqEriXtiwBYDdnpirejauYiLO7JH9xjUscochewFZ+oWW9t6DB6gjtUJ8rNtJqzOlcjnmuV8Ty7ZrKMI7GQsBtHQ8U3w5ffb/E66Rqmp3VrDI2xJY5o41j7ksZOMYzx1JwKoare3el6xOHublbq0neGKK4UbwpypzjI3dOn1BrsprmaOObtdEFpdLK7xkFXTqM1t6Rff2dqdvdgZET5I9u9ctYK63rkrjGc1sq3FNarUUlZm1ZXoNrCQeqg1bN4NvWuZs5z5EYznCirRnO3mvSvoea46noXw51BYtY1gs2MwREZ+rV6R4avxfRyyL/AHyD+FeOfDWy/tPxTebixRLYZUHgnd3r2GzgXTNQCINscq5A9xXj13+/bPUpfwlE6OSMSIQe9cT4i0sSGQFAeM59a7VZMqDVO+t1mhfgEladSKkroVOTi7M+U/HOgPaTPNAnBPzAenrXIaaA0hx6gfqa9s+JNo8OnySqCrb1Xdj3rzjxH4MvvC+h6XqM5mSa/aQzQ+WQIMBCgY/3mDZx2+uaKTbhY0m0ppnVoeBXG+JYEh1WTYMbtrn6kHP8qKK6kc5o6HM8kG1jkL0rvPGFvCnweuysag7YWzjnO9aKKxW6NHscB8K9QuItZuLIPmCWPzGU/wB4EDI/Ovawx+zwnuQKKKwr/EVT2A2sU1yocd6u31rEYETb8uBRRWJozktShSCdWjGCQVP0ry7VdRn0TxXNqFns8+GRtu9cj5lKnj6MaKK6Ybmcti74E4W8XsNgH612o6UUVvHYxlucx41tYmtILnb+9DbM+orM8M3c2/yC2U64PaiilMqBrePriSXwRBG5yqXK4/Jq898NSND4htJEOGUkj/vk0UVEfgZU/jR9CeEnadS0nJMhNdlqcajt6UUVxvdm3U4zxDEgjLAcg15f4wjVIkYDneKKKuG6LezIdT8TPr1raxzaVp1sYEWOJ7ZHUoi9EALkAc5OByea9KRBtHXpRRXWjjZKYxt70ixLnvRRVkFuGFc96tCBD60UVEi4jvs0fXn868yvolttevYI+IxKcD05oorGob0ya0/15FXpFDRDNFFc0zaBxc+snR9Svozp2n30Usocx3sHmBWQfKQQQR1ORnB7g1VfUbrVr2a+vJPMuJ2Msj4xlifTt9KKK7IbI55bsuRnIFWEoorQzN34c6JaeIPEUNlfeYYPLLEI20nHvXUfELwjpWgWTXGnpLG3mBNpfcMfjRRWlST9olc5ktGRfBliNZ1hu/2Vf/Qq9b1gYtVlHDphgR60UVy1fjZ1w+FFm2mdoFJPYVcQ7mIPQCiilEqR5v8AFW3iHh2VguD50f8AM14drGuajqOnQ6bd3c01tbyPKgkkZiWbGc5PONvHpk+tFFEQZ//Z", 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", 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", "info": {"video_id": "155011", "label": "moving a pot cover away from the camera", "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": "155011", "label": "moving a pot cover away from the camera", "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": "39dc564a8184a8509cbfb0e56590bed531c2ac68d78e8cc072d783a9f15a3af0"} +{"episode": 49387, "episode_seed": 324363481, "split": "train", "timestamp": "2025-10-13T03:23:55.451340", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 324363481, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hair-pin out of tray'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "119415", "label": "taking hair-pin out of tray", "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": "119415", "label": "taking hair-pin out of tray", "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": "f4b3de375bfa33426be8b191cf327d0562fddf91485e10a8768730e55e679ffe"} +{"episode": 49388, "episode_seed": 4238589684, "split": "train", "timestamp": "2025-10-13T03:23:57.171361", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4238589684, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dettol bottle to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "147896", "label": "showing dettol bottle to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "147896", "label": "showing dettol bottle to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3aea696e1d2228351e86ce2c56ce1958bf0f8e4b41a97cb69accf67dbf2455a3"} +{"episode": 49389, "episode_seed": 626640645, "split": "train", "timestamp": "2025-10-13T03:23:58.041323", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 626640645, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 iodex balm roll down a slanted surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "18519", "label": "letting iodex balm roll down a slanted surface", "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": "18519", "label": "letting iodex balm roll down a slanted surface", "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": "e4573ff8392098e4d2d45dd10476f47a661b05989c089ba3834d7806297e780c"} +{"episode": 49390, "episode_seed": 540091014, "split": "train", "timestamp": "2025-10-13T03:24:00.716871", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 540091014, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a tube of cream with a nail lacquer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "115219", "label": "hitting a tube of cream with a nail lacquer", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "115219", "label": "hitting a tube of cream with a nail lacquer", "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": "91f0e3e38bae54f83dff633db9c228653d8952d7113383f6500374b750525c96"} +{"episode": 49391, "episode_seed": 1569109938, "split": "train", "timestamp": "2025-10-13T03:24:02.683614", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1569109938, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'sprinkling powder onto 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, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "172629", "label": "sprinkling powder onto bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "172629", "label": "sprinkling powder onto bowl", "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": "b30b8fe7724ea9d6b2faf2cf556ba227d0626166e666eeb42bd1b6a0e60c8216"} +{"episode": 49392, "episode_seed": 3003625614, "split": "train", "timestamp": "2025-10-13T03:24:03.840394", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3003625614, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gas lighter next to pc harddisk'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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klZwIx8zehzgf59am0iB0tUlmIMrIFAXoqjoB/M+9R6zGk11cgjaFxkA+gBp9oWmto1XKwhQCTwW+nt71MhxROv72Rpf4T8q/Qd/zqGb72M5AqyWUJkcKKzry48iCSY87RkD1PYficVxYqdo8q6lbsqxMXuLpwTt3hB/wEc/qTVa9lZNqhiEPLDPBxVqGMwWqRMcuB8x9WPJP5k1n36hpI88gZ47GuGctDow6/eoZHJ5x7+V78bv/AK1dBpTeYuT91AIx+eT/AOhD8qwFPy1saJKDHcRMfuyA/gygfzFZRZ3Yhe4dVa8QKT15yPfPNZ2mA3F5M2QNpKknp1/WraTf6KXbhgCCPQ0mjRBLeR0XGW6Afj/M17mH+BHjzerLl/zazDzgNsRyqdWU5HP8vwNcZq53s8Ebr93EhJ5GWGMe/wDSu21Fg2nybowCSq7v+BCvP9fMdvqMQDYeQFjzx2reO6JR5TrSf2fqpjJd4fLLhT69B/jWI0ksk2/JVOy16BqWjSaldiRRHgIp+buccCreheHbLTZRNdRx3FwT0YZVPoPX3rjxXLTm7I64T/dq7ODEp2jJwcVHJMyjg16vrGg2OvzsoRYmijx5kYA+Y9AfoB+orirnwTq0MpWO3Ey9nRhz+dckaie5pzpnXREDFSytthdiu4BSSPWq8J4zVlTmuM9Gx0ei3hu9KiklXbIqhZV7gdQfwrQ02X7Tq8KueQDk+pAPSuKsNQbSNQeWV2cXMoVUHPy4rbjedZ45rcMYkTeCv3uT29eO3t716OBvzvtY8vFw5TvWjVNuHzk4FYGoks144PVn6/l/So9N1MLCqxSl0AAHlz4HAxwpHy/SqmpXYS38ssokkyTz0HU/4V6ZxLc2oGVbZSWAGByTVG4vGLAIg2D/AKaLzVdLnfGFaeBlHQOuKydTvZZ5W02w+y/aSv7yYdIR/Vj2H4141bEuq+WGiOqNO242/wBWi+0q0iv5MLEIqjcZJfYDqF/n9KwrvVbu73+XbrEP+m8mG/75Ga0J7KKwtRGLZiwHzSqwLEfUY/IVh3U3mqI1kD/7Eo5H9aw5lfQGkULTPmOT1x/jWihyBWZafKXHT5q0UPatMU71H8vyO/CfwV8/zLWnXv2bWEjZP3UkZ8x/boK6S4mMKlTklhtOO/HDf0rj7uOSaEJG+0l1yc9gea1LTVhqFtiPcZYN4UkfewP8cUqF3Ui0RioaOR3WjwpJpcD78F8tgfU03USPsQVTndMB+QJrl7K7e0aGOd9jBfkHmbMgkE7Wx6jkd62Jr9rhE37tq5Yl5Qw6fQYr3TyTKuiRf+3lj+tY+rQrPg+aVcdlYYH51Nc3hku2kSZUzwuRnjkfh61HM1vFZPPLLahVBLMep/xNediMU4T5YbnRCndXZlJNJY2uHXzJCcIFYfMew61Hb6oLeMCGOSZiSXfG1C3f5j/TNQG0nvJ/td1Agix+7t1IGB6t6k+lTNsj4xJBx/wH/CuKcru8tWacqWhqrcX88QZDaRqe4LP/AICqcRGRVVZXiJdVyD/FGcZ/DvU8Td6zbudOEVr2J5G2wuxXcoUkj1rotHuzd6XE8o2uqhZV7gdQfwrnlbNNsdQbSb9pJWZxcSBVQc/LiktVY3qw5onZ6ZJ9p1mFXPIDZPqQD0rpGiSPbh87jgVwMUk6TpNBuMaJvBX73J7evHb2962tN1ULCqRSF0AA/d3GBwMcKR8vTpX0FK/Irniy+Jj9RJaS9Yd3fr+X9KuW7qtsuWAGOSTWLqV2FhKFgJJMk89ByT/hUqXHmRhWngZR0Drj+tc+Krqkl3ZpTg5Fme7YsFRBsB/56LzWRcalE94nmK/kxMdqqNxkk9gOoX+f0qLUb2SeZtOsBam4K/vJR0hH/wAUew/GnWthDYxBfsrFwOZVYFj+PHHsK8pycvenub8qQ4391cMVhtUi9PtEmG/75AP86qzfafMU3Lwn0EakY/EnmrTlZPlVw5H/ACzlHI/HrVKYkOFKuvszZH4GoctLGlCK9orE6HI4qfTr37NrKRtH+6kjPmP7ZwBVZDjio7uOSaAJG+0l1JOewPNTGyZ6E48ysdlcTGJSpySw2nHfjhv6GtvSIkk0yF92C+W4+tcPZ6uNRtSI9xlt94UkfewP8cVfs7p7RoY538tgvyDzNmQSCQrY9RyO9ezgr+z17niYiPLOx1GoEfZFVTnMwH5AmvPfEx/4nEIJ4EY/ma7KW9adELltq5YlpQw6fQYriNVMV/ramR18tlG0EE8Akfh610zqRpLnlsjOKctEUln8tHOAW+UAZAx8oqtJfvDFloy0jHCKGB3H861buztNPspZfNttgO5mYkn6D/CubWxnvLgXdzboIsfu7cEAgf7XqT6V4+Ire2qOX2TphTUVqa+ma2tvCIo4pZ2ZiWkxtTd3O49vpmtYT6hMuUNnGp7gtJ/gKwcLCBxJB6f3R/SpEmli+dRkf3ojg/l0Nc/NYGkLG3FWUbgVSjOR9KtQnNSz2ESuiGSORlBKHjPbtXL/ANm3VneXE91rN/bRPIWQ28xIAJ44/pXUuflxVWeCK9hEcq7gpBx0q6dWUHozOpTjUVmUPsWrRXB2a5FfKwBUTlUkH1yOac13rlve29uY7SSJnG5Qu6b0JBT29a01jQNuMasD1ytWra4a1P8Ao+1AeoCDmtVjJrdnNLBJbGhcXt49thpDbB/kjjdR5rk+pxhRjk4ycVNZ2kdnbeVbm3mydznbyzHqc81mRavcTXX2phG6oDHECMDH8TfjgD6Cpm1eOTPm2iHHdTisHLoJ0J20QanF+5/493jOeWjbI/T/AArlbpzK+1Cs2OCHGGFdMGbULWRo0khC8Bt5IPtzXLWNu2p+LLnTZNTntUIk8ry0DFmVCwX2HB5Pp711UcPKa5nojkqNxdnuV7XKlwVIO7oavo3Nc/os08jTPNM0m4KQD2JzmtxTg1GJ/iP5fkejhP4S/rqWlNZGsWE1xZRRWcrQeXJuYxuVOPw61rKeM1GzbXz2NYxk4O6N5RUlZmNDa3MkEsVv4ku45YwC6XJ3x/masINXhjMiS2khUZDbkZM+444q3HZwxySsqDMpyc96mCRjB8tA46HaK2+tTT3ON4NPVEGk3eqzwuz26+aWIDxKRFjrnnPcngVft4ReXQmubqKUQHCBkwrOOuFz0Hr1J+lJLq17FEIkdd7/ACqdoyPf8KfHqZggSHyImRBtUc9KznVcnzdWSsPNKyRaurYyj57eNx/eTg/5/Gsp4PKzlpIsnGH5FWDqEbuqx2rbmONquefoBTde86x0h5Y5XWQuoGTnA7iqpUpVHoY1E4fEZ0kEinJi25/jiOB+VTxtxUesqkWhQajY6xfzKbn7Nm4iWNZyE3M8QHO1ThTu9R7gJGcj6d6uvSVNLU3wcr83yLitkCldELxuyglDkZ7VHEc1K/3MVzHec19gurS6nnudWvbaNnLKYJSQATxx/SrxtNTjnO3WYr0MAQJiqyD65HNXZoY7yHy5F3AHNTCNA2SisCMHIro+tTS3OOWEjJ3RnG61mC7ggMdtJEzDcoXdL6Egr7etdXNe3bW+GlNuH+SONlHmOfc9FGOT1OKz7a4a1P8Ao+1AeoCipItWuJbn7SwjYIDHHkcf7R/HGPwqKld1Lc3QhYaUXoatlaR2lt5VubebJ3OdvLN3PenSKFwTbvGe7Rtx+n+FUDq8cn+ttEPupxU9k7XyMyJJCqnG7eSD7c1EFKpKy3M6lOUFdiu3ncIyzY6q4wwqpMCjLlXX/ZY5xVWzuBdeM5dMu9TurS3kk2JJFLGgj7ksXGMYzx1JwKqW8t2uq6jaXUlyxtpjGqXGN68kfNjjPAzjiumphuSm5N6k4ed6q/roa8b81MvNVEODVtDgZriPWZja3ps91YRQ2Mz25jk3sYnKHHfp1qrDZXUkEsVt4ovYpYgC8d0fMj/M1vO2189jUEdnDHJMyoMynLZ5BraGInFWTOeph41HdlFV1mGIyJNZyFRkMXRkz6kYHFTaJNq1w7TywIJdxAeJSIcZJzyD3J4WrwSMYPloHHQ7BU0ur3sUXlI6mST5UO3p7/hVPEynHlZzvCOLuhwt1v78T3F3FMIDhAyAKzjrtXPQep5J+lWpbUPnzLWGQH+JOD/n8aqpqhgt0h+zxGNBtA5pn9oRvIqx2bBmONqORk+2Kw5uZhKjUXQZLbRJ0eSDthxlf8/jWdLbSxk5iKn+/EcD8q0fEZm0/RXlimkRzIgHOSozyPesjxBZa7o+i6ZeXl7dCW7L+ZEUwIMBSgJx94hs47fnXdTwbes3Y43U7EqHv6ip4aKK4z2lsTknFRqcT4FFFSwLSKCSCOKz712hgnZDghTiiikt0BYX5YAo4CgAUwfOyqehIB/Giihbj6HWTRJDaeXGoCqMAV5PfancaR4qnvbXZ50UrBd65HzKVPH0Y0UV789FofOt3bI9FG0TKPRR/OttT8woorya/wAbPYwn8Jf11LCnimycqaKKwOhix8xjNPuFARSOtFFSMoRuTevnnbGAPxJz/IVLJ1ooqmJGroMKM00zLl1woJ7VB4uONGY+kiUUV6+G/go8jF/xWcvrXiV9dighl0vT7cwKscT2yOpVF6IAXIA5ycDk81rJ0+ooorlxXQ3wO8vkWI+AKkLHFFFcTPRIlOJhjvVuNQWwehooqWIoXjtFDMyHBCnFWUG2EKOAoAFFFP7IdRANzqp6EgH867ERrBAscY2qowBRRXfgF8Rw4/aJ53qmtvpOt6jGbCwvYpZwxS8h3gMo4IIII6nIzg9wafot7calfaje3chkuLhxJI/TLHP5UUVrifgZzYX+LH+uhuqeR9KtqeKKK8tntPYZLyhoj+aMZooqRIfcKBGrDrVCJi1/IDzsjUD2yTn+Qoopx6iJZPvH6Vq6BBGzzTMuXXCg+lFFb4RfvkY4p/uWVPGh/wCJEx9JU/ma4W817UtQsItOu7uaa3t5HkQPIzElsZySecbePTJ9aKK9WoeIf//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", "info": {"video_id": "181543", "label": "pretending to put gas lighter next to pc harddisk", "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": "181543", "label": "pretending to put gas lighter next to pc harddisk", "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": "dc3cc0843cf85bab5f5cef4d5f731ad01044990eefa8125bf9015d0eb1eff2b5"} +{"episode": 49393, "episode_seed": 492183688, "split": "train", "timestamp": "2025-10-13T03:24:09.068390", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 492183688, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wrench out of wood surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "90915", "label": "pretending to take wrench out of wood surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "90915", "label": "pretending to take wrench out of wood surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "af9d4359d4cff09d7d1b45a06a3888537d736f0c7322a458bc778c2a7bdac6b3"} +{"episode": 49394, "episode_seed": 3829950870, "split": "train", "timestamp": "2025-10-13T03:24:10.438617", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3829950870, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) gear of van'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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FlmkI5kcdAPaunzBZWwQIkUMa5KpwMDtXLXGoHyH1q9ULbhs20TdAg/jP17VhOo2dVOn9x418cdKjXU7HW5ZNmoagG822B/1aKBt/HHX615Q1xI7kyNuzgc10PjjxRJ4p8UXOoszGLzCkQPZK5hlLEntVRTtqEnZ+6X7DEc8bkD944TB9z1rvI2i3x9wM9B1NcLZwia1Z+pTt6GultNT32kbImZsYfj5VrJxc5WRcpxjG7J9Y1AWsLzyEZHCJ6ntXQfBG0XUbjXZbiQLgwsWJ7nfXA6pbyzsZXZnPoT0+ldB4At9kWqHof3f/ALNXXSpcm5w1aqmj6NWzhhVmih3Mg4dvrWfPc+TbPKGC4GM4wM1594d8Xy6df/2ffTM1tNlYZGOTEx7ZP8J/Q4revJ59Wng06yTfLM33c+3UnsBzSqNp6jpxTLmhWH/CSancXNyvmW1r/AThZJD0B9u5/Cuy1K4mjspxaorThNkY6BSeM/57CpdF0aHQ9Jjsom3bctI/99j1NVNRbEbJEpCgEk1yzk2dlOK6Hjfxh1aHS9AttAtLhmaUL5o/vAclj7lq8QI4z611vxI1B9R8Y3THhIj5aj0ArkgCR9K1pq0SKrvJofCfmGe3Sui0OYi2kiGNwYk57g1z0PyzpgbsnGMda2YIriDUiYSEYAodw/p60pwc3ZBGajG7Ni+u47aFTMxY44UDnFcfd3El1cNK4wT0HoPSt5kB3biWJ6luprMuLVUfIHBraNBRRzOvzM+y9I8K2GkzC7kxPdjpIw4T/dH9avajqkVrGx3DIrjtd8cJarIEkGMcV5drvxDuJA6xucniuaU5SZ1QpJanY+K/G6WwdVl59M147rOu3GpSszu209OarR/b9evike52Y5ZjkhR6mtzRfA8+sXoiRmZA+wMRgM3U/gB1pqNtzV1EtEcelrPdSiO3ikldjjaik1Na6U/2S2YxvvkfCgjGeShx+PFfQP8AYFj4I8Py3MFqJ5k27nIwoJOOvpXl2g+Jx4b8Twz3Edtcolw6wrMufIEj7iU9CCSfzraPmcsp3eho6V8K9Su1kudZRtH0+Ab555x820ddq98DuePrUn9hW+pw3b+H7WYaXYgLEsmS+3u7Z7sck/h6V12s+JrjXZo41k3WL/L5UwDrKAeSR2GBxz75zU3w01GGDxHrOj3CBEmkZNrHJHcD34JrSFkYzbl1PKFkaCQ28vAP3Cex9Kil7j1rrfiDoC6brE6KvyEkrgVyKyKYwZGAcHHPetjJHZ/DiMrFq2e/lf8As1XtciyrAVX+HhDJqZ9PK/8AZq0dXXJb3qJdjWn3OCurqWQGEsTt4GapG0dnBCljjoK62w0VNQuJQSMpz9a14vDBuZIrC24eVsFscKo6n8q5JaM7oysjzaPTrq/uhDbxGRuhC9BXQzfDm90pLO81G6hgWW4WM7hwgIPU/hXuPhvwdZ6JbGYQp5wGEZh91e34muS+IF7pyNew6jdAxIi+VnoXHZR3IzVQV2Zzn2Oa8K/C6+1yCS/uZl061c/uWlTJkGeSBkce/etzW9O0zwpajTdDtFnmuk2XWqS/M20nBjQ9ATznHQetc/4W8WanHbtYSSTRQyHbb72y6oAchR/Dn9BWjqbtF4dnuFcoscsZ2nv83A/ma02dzN3asxni7wVcaPaW9yjb45EBJA6GuQWYzIVfh04Ir3nzIfEvgYbirSLEP5V4RqNu1nfMQMFTg4rZO6uYWs7FOWMs3416Vqqh48Y6ivODcQySOEb7pGRXpklvLdzRwQoXkchVUdzVLQia1Rh+GdP1W68TCDTVJjk4uCT8qr/ePuO1e5WGmxaVYLa2/blmPVmPUmq/h3QrfQNMWBADM/zTSf3m/wAB2q7dS7VIB5riqSTdzppxexmX00dvFIGPmFhznvXhvxb8YSkro9tNgAZm2n9K9i1hVgsppS3zlT+FfPejaWPEnjK8ubyHzrCB2M8jHgDBx/KsYq7O3aJ5+kDSxyuMbVbOK0bTRbq/kWGzhaaZv+WcYyTXaanZaTp/ikfbLBl0SaWKY+T8r7FXa6j+f/669bufEfh/RdPt/wCxNLs90iAKYVCukeMjccc5GMAmuvlOD2jWx4xJ4Iu/DsK2t6Ua/uEE0kMbZ8lOwPueT9BVCIqp+zMu0jO3Hf2r07wLFaH4hXNtfytcm5hyZJvvMzjPPoe1c58RPCx0TWZUiBVCSyEVvBRtoc85Sb1OQmPUdsVveBxiPVAB18v/ANmrng5niyR844b/ABr0X4TeHo9bn1PzpjHDF5RcKOWzu/LpTbUVdiir6GdceHNS1pnj0+yluGUfNsXgfU16v8OvDl3oWk/atZ/5Ccy7MMcmOMdB9T1P4V1dvHZaVZra2kSxRKOAO59Se5rC1XXooAV3gY561w1avMdtKnY3LvUFiTAIzXP6lqyx2r5xk8VwWr/EC2tpCC+ce9cXr/xBa5tTHbk7mzWGrOyMUjSuPCmiap4S1zXdQcxXs905sX3fwrwBj0Zs1xHhzwPrXieW4Okac9zHFgO+Qig+mTgZ46U2CS+16zma8vDDZ2kO6NOgOPT2z1Ndb4D+I17Z2EmjORLCjFrUNlQpbJckjkjODjr15rqhFpanJWmnK8R174N0rwFZiXVc3viCdP8ARrdP9VbHODI2eTg9O2e3Gaydf8K3ulWVpdPGwiuIxIjD0NamtXFzdaFfXc0rXLRFW3y8sMMMkHrg56V6PZSW3jL4Wxwtta5s49o9SuOP0rop2WhxVG3qeC+d56fMf3i8MPX3qpKpc4FXNRtms71jggqSDVcvHuIVs461ZPmja1nXnuZWVWIX61iIJLuQ4ztHU1FZ282o3Qhi6nlmPRR610ElslpbiKMfKvUnv71y06Z3TqW0O8s7OzsNOt7bT4wFnRSu07nctjBbHU+1eq6Bp9ppOlxEKoaBdhTb8288t+JNeM+Ao59WnuLeS58i20+MzSz45jjHQL6scnFdzpfiC80K9tp9RLXWnOcL57ZaEHoc/wCPv0p+xe5jKsr2Zc+Jskx0kWIcF3UXMluODt6DHqRjPHevnQxMdQkkSdZmBy9xJwifX39q9x+J8uo3zxNok8qWfkq80Q25QcncR94DgcjivDoojf6hvvGO3fyAeWqVfY0VrXPQtB1H7VZRmwtZpUtgQZZjjzBjr04HtVPStams/HD3E5CPcSbiRwNxORj+VdJp8kcNgscKrFEEwFUdq4XxSPIkjvI+RG+1sehrdRSRzuTbseqfEC6i1GyjvCGURj96+M4PpXiuqTFpztGxAeBn9SfWvQI9U/tfwz5cjFgVwwz96uL0jR4db8US6VdahJbpslMTRx7y7qhYL6AcHn296bYRXQ7P4YXXn22pnOSBED9fmrf1Js5rjvhAxKa1k9oT/wCh11+ock0m+ptFWMrTb1NP1TzJRmJhhs/pXfeGr+ztLqW5uXbnABCZRB7+5rzG7VvmwOe1ejaJfWWo6VY2dmn+jW8QMoPWSc9SfWs/ZqUipzcYnpUU32iD7ZwINhaMHvx9415dr8+nXYkms3029vVxuilLMqv/AHlwMk+1dHeaifB8MkFx5slpLEzxRqM7mP8ACPTJrl9L0fw/r+rQNJbX1oTvnKS8b2BAIB4yvvS5GpWQlNWuzj9PsdRn1KU6Ok5kzi51K5QJtHdY1Gdo/En+VX/EumzRads+0tISpfbnADfSvQr4QQwi2tYVht04VFGB/wDXrjdalVlKYzitFFIlzcmWvhz4kLaNJalgXT5cE9R61yHjGX7PqU8EbAs43GUd/UD0rJ0LUG0TxXLbk7YpGynpg1f8dvm0M0WRJuGGH601sLrc4yG4+z3a5OFLYNfW+maHaaZJ9pHzS7cKT/D9K+Vde0jTLbQLbV9N1K9nDXf2XNzAI1uCFDO8Qznapwp3eo9wPpq/1xIYgu/nA71jWm7WRcI3d2bk9/HEud1Ys+rqpZ2fp05rh9Z8Xx24K+Zz9a4jVPHckgKRNx61xttnZCCOt8deLxBp06pJyEI47muA0PWLiDRoNC0mFpr+8dprkoMnHU/korl9V1K41OXaWJBPSvTtN8NyeFfBFhrGmW0d5rF0C9y0qFvs4JG0KRyuAeT3xW0IaCq1VHQ5HxTZajcW9s97dQvZAbLWO35lnGerDsemav6NPHDYpbTzD7TG4d7dQSY14wCfUYq4lpq+uyXFyLX+y5+Yp7uJQqyjPzH6n1HXNXtK0zTdHGyzj8yQcvM/LOfWutJyd9jznJJWRhy6+kHj61uoN0SeWkOSME4HX869F+Ibw614ftb4YM+0Bh3zXkPjGHyn+1IOYn5x6Gus0nXv7V8LvG5DSGPYSfpjP1rRaMylqrnneqTfYnZIm+c9cdBXpXwd12OytNamdgpYQ5+o31wOg6Xp2qeK10jWrua3ikby0nSaONU/2mMnGMZ4HJOB3qtHcy+GtR1mwUXEIjnMXlzgCQbSwG4AkZ9cEisqsrxaOilHVM9q1r4hQwllVwTj1rzHxF49muiywMcnjOa4q71KW5cszHn3qBIXkG9she3vXNGk3udLqKKNK0tNT1qUtBE8xz6gZ+meteleCPhNJqF8tx4lbyLJASIEf5pSB93d0H4c1Noum6RJ4Y0m3g2yXlxCbm6mX/liMkLGo/me9djofiqbQILnw3rLoYfIdoHlIUqm0k4PfgE4/AdhXQ6NlzI51inJ8p534u0izjhMk2n3Is403pbxAJJbnGMMD/AcD5h6V59bXA0zUkmjWKaYNlIkbciE+pHU1va3ZxLcrc6frUFwlw7ONkpbagxwytyOT0Pr7VzmnkHUBt5JP3sVCvazH5o7bWX1E6E64jSG4+coBknBzj25ra+FXiT7NbT2rsTtXayeozxWRNPv09YmJJXpmuU027bRvEJKttQt+hroslsc+sk0zovGm211WdTGBLIN6g8hQT+prhUmaOfeSTzz712Xi+RbqNblcBuCCPftVDxJ4KvfDfh7R9SvRKtxfmTzYWjIFvgIUVj/AHmVs47dOoOFKVi6a0Nfw1bRRaGs6r+8lJLN9DgCmXZOGoopx2HLcXw9eXFtri20UhWK6RVlUfxAHP8ASvZLy2ivPA+vecuTHAZEPcFelFFWtjnn8SPKNI0iLW/Des6re3Fy1xp1swhAkwNqrhVPfaMngECuRhYm4jJPJAP6UUVyvc7IbHpVu7DTkGe39KwdXjWe0njkGVKGiit0c/UzfCNxI1pLGW+UDiqeoahP4f8AFkt7Y7POgkdU8xdwwylTkfRjRRUPY0W56J+zxpttqN7rwuVLrGsBC54P3+te9y6JpbTNMbC38zG3OwdPpRRWFQ1jueW/EnRNP0uK1nsoBC0rEOFPB/Cuf8BSujToGO3z6KK1ohW2PUfiEAvh21uQB5sMishIzg4z/QVB4qc/8JH4dnHDywyBsdxhTRRTW5kyhfsQzD1bFcTrBO5ue5ooq5Ajz7xOfKu7KZOJNxXPtWt4jmZ/D9uWAO/YW460UUnuM5jxL4pfXY7e3l0jTLU26pHFJapIpSNc4QAuVC85OByea9Q1zU7oZw/aiiuWr0N6W55hqmo3M1y++TPNZ+8lSSeaKKzOlHrnwf8ADmmahPLPd24mkMRwX5259KyLvVdTg1u2s7bUbmCK2nbyvKfBXcRuHuDgcHiiiu5L3Dy5t+1ZoW+rXtz4PhE0xbEj8/iay7e6l8wjdRRVojuZGsgT206ychkOaxvB1zKPNi3fJjpRRSe418I2bXW0bUbxDpunX8U0gYx30HmBWT7pBBBHU5GcHuDXPajqN1quo3N/eymW5uZDLK+MZY89B0HtRRWMtzohsR2cazXSI/KmtKb5SAOBRRVwImdd8O5XEFyNxwsoAz2HpXVfG6NE0/w7dKoEr27Bj/eAIIzRRWr+FHP/AMvGY/xg0DSvD83h06TZpai7s3lmCEnc52kkkknvXmelH/iYR/Wiiuc6lsdbM5x17VzutKA0Ug4bpmiitZbGUNzQuZWk0CN35b5cH05qhqnibV9T0u30q8vpp7W2leVBJIzEswUcknnG3j0yfWiiokXTP//Z", 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", 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", "info": {"video_id": "189948", "label": "touching (without moving) gear of van", "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": "189948", "label": "touching (without moving) gear of van", "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": "4b38e687c041d7006e13e8eac641737b31a4a288c67e68bdc717501d53806cfc"} +{"episode": 49395, "episode_seed": 3531758111, "split": "train", "timestamp": "2025-10-13T03:24:11.492438", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3531758111, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 trimmer with hair clip 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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", "info": {"video_id": "96149", "label": "lifting trimmer with hair clip 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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rjxj4kl1O9Z0sbQqXb7qjHIRfQf0+tetRrKqnzO1keFjMFLD2a1TPRtRmtbC1a5mVQF6Y71yd3qEGoa5bW2FZTIJmXGflXBH67ay/GfiBr25NtBnYDtVR/n/P4Vk6J9ps3ub24kT7RNgbgeI0HRQT+ZPrW2Fi5XPNU+dtrboerNexwW26RlQfzrGvNbQA+SC3+03ArznVPHtjZxv5Rkv5lbDFPuKT0y3T8q5XUPEWp6yMTTeXCf8AljFwPx7mqj7CLaT5mdXsKrV5KyO31rxpbxO0Sym6m6eXEflH1PSvPJmLPlDh+u0ng1JaW43AkdO1Vd/0IHY1xZhJy5b+f6Hp5bTS5reX6ifaw2cHkcEHsaX7YNxyfu4qhexyiT7TGM/3l9fesybUgTIqqRnjJ7V5h6EpqOjOjsNSWSFjIR8zE49s122g+KodOtiphjkCqSueMHHGfavIrWHUGha9hika3i4ZgOMd69W+H3hlNXhg1SeaJ7bJ/dLzyOoau7De1Uvd/pHFXqUJ03z7o7bwbqOqtp91rOq3LtbS/wCoib+I56r6Dt/+qsHWfEFzJev5AMt5cHyoo17sTx+A/QCtHxNrKAJa2wAhiGyNEGB6dPeruiWiafaKZVT7S3zSORyCe2fQV6MW6lVuJ80p887LZGvpOnvDp9vbNIMxoAzt/Ee5/PNTtZ21s7SPIX7/ADetUZ9XW3jJBBIHLE8CuD1zxx5kphs2FxLnG/8A5Zr9PWuj2ct5OyN1d7HY6newvIFj9OtcH4tlANtyP4+/XpSWuozlcyyl3bkk1leJLgym2zz97+lZ45pYWSXl+aOrAwaxEb/1oYkshiyxJ8vuD1X/AOtUJu9uAehzzUxIZdrZ2MMEH0rnL+aS2uDbrJuReh78182lc+hqS5EbljrKiWQFuS/yjPYV3mm6xrGv2SaRaB3aQqpkA5VM9Cey+tcHo/ga/wBStTP5iwzH/Vgg8HHAb0/pXpXgLWdP07Q7y3eA2ut2zeXcxOcsT/eGe3t2NehQpTpSU5aL8zycXjKcqMk1e34HTaxdmz0+20O2kedo1CM3VpGrM083kEss98m24lIXyt2TGg6An17msa28R2kGqXNzcyEyQplABnk8ce+P51b07VDdM00g2lucZzivSwiUrzb1Z4kYTS55Lf8AI3nlzVd5Peq73SEcGoGus13AkWWk4qFnA6moTOPWoJJ89KlstI8fS525YtWfc3Et/cqiKzEnCKoySarvKWGO1ej/AApsdIlvHubmQfbVbbGsgwo+h9a+aoUvaTUT38RXtG50XgL4dyWQS61GNPNkQFhnJUH+D29z36eue5vZ7ganFpenFYyuHuZwBiJeyDtuP6Dmt2C1ZbdvJYJKVIViMgHscVynia9i0DTGtrdjJMxBnZvvNnk5+vf8BXquUaceWOyPEq1G/ekcZ8VjEuoWuv6dIIb2HarEdZFH3WPv2/3cVyF5rl1rkcbW8DlRgyheefSs3xF4huNV1J9+ducANVXS7ptN1AIGzFLx9DXk1KkpN2PQwlBXjOpuvwLuqGN7uFjHtfbhwwxx9KittcktrwXSwpmNGjjUrxgjGcfjWprBhvtL80H95ENyt7dxXKjOc9T61m6jUeVHryotVbyd/wDgmpaXNxf37S3Em5z0B/kK6iCPCiua0FFkvHJI3KvArq04HH616eCT9ndnnYq3PZFa9by/LPPGelYd1FLHKbiBdyHlkHY+ta+qyiMREkjOf6VmXV79mtS5OTjgeprjxetZ/wBdDuw8ksOr/wBamXPqxWQqkZBxgk0yxstUv47i5s4pGitgZJGXoO/4nvRouk3GvamIIztX780pGQi56/XsB3Jr6C8OeHLfQtFxIFghVd5V8YRQOSx7k9Sfw7VrhcN7T3paI87E4px0W5xfw68Lf8JPbrdz3qLErlXjjX58j3PSvUfE2qW+h6QmmWYCKq7cDt/n+eK8xguT8OfFgubZmGg6unmwMykBAfb/AGSendSKzPFni0XTTeS5kkbIHfA+tXVcaasjhryrYhqEdb/giHUfFEVlcvJ5LzznIjHRR6kmsaTU9R1a8tFv5x5EkyqbdDhcZ7gf1rLutSSaySEAls5JrNaVmmLhj0wPQCuaVdunyt6dv63PYoYeNCSjBbdTrNc1O2cR6ZbGIhJNzeUMIMZwB6mp7SEFFJ9K5OwB+2xbQCS2DuGa7e3QKgFdWBfMm2ZYqPJZImRAAMVzRuQMjFdQBxXnrXI3E+hpY/Xl+f6F4CXLzfL9TTvLwQWhbPzEYAqv4Z8PTeIL8JhhAp+dh1Y/3R7/AMhzUWlaZdeJtYis4OF6s391e5r6A8P6BaaLp0NrbRKFjH3iPmJPUk1GEwvtHzS2RljMVZ6GSmnWeg6ZDFKgYcRpEq53Mf4FHf8A/WTXKvczfDvxDLbxMf7F1HkL1ETen4fqpFdrqe1HbVrxCi2+Uto37Z4LEep/l9a8j8ceIRq14LSJt0cZ4J7n1rtxVVQirbnl071Jcnfc0tb8QrPfRxwyFizbmZTz1rqk8RSG2gM7PLMEBMS8H6t6fjXmWgaiImaGTAcchvWtnU9X+xWGYOXkJUY6ZPJY+prho4uVJtrqenDL4LDpR6MnvvE2oa8CshENvniGM8H6nvTLWDbhqzdJTMSlhjjit2IACvQpSlNKUncwqxjB8sVYuQttA5rJ8Rzqgts553Y/StJWwMGuc8XyFFs+eu/+lLGa0JL0/MMK+Wsn/WxRa+EKlyc4HAz1rZ8E+E59bujqd38kAbMe5c72z1x6D+dcQ7ljyeleo+DfHP2OKG3vrdGgAADxLtZR9O9ebhIw5/fOnFVZzj7p3d3ZiOOGxtX8qJAHuJAeVj64z6sf0z615h491qEeJo7vTyEu4k8uVl6OPQ+uBxXpnirUbeTw081hcLiYB90QB3jp+f8AhXz/AKisq6hKX8wuWzlxzXTjaruoL1PPw9GUpc0lodZpIjuEa5Fy7tL8zBgOveups5CigZrzvQo7p5Dsyse/LE8AfSu6tpMY5qsApRvfY68Y4SjG263NtZs4yaeZM96oo+RmnhzXqcx53KTO5pnmEUm4Go2OKhyGkeL1t+HtTi00zyTM2MAqij7xzWJRXz8JuEuZHqNJqzPo/wAFeN47yzSC4m8xCv7qY9cj+Fvf0rE8calNflTbGMTHKkMeidv1/nXi9nql9p4P2S6khyQTsPep38QatJIZHv5mc9SWrqqYpSptJasxhhqfN+82I9RhmF25d0LA/wANQRh/MV2UsAfzNNmu57hy8shdj1JpizSKOHIzXCro6vc2WxpJLczRi1UMSxwQOprpNH8LDcst8R6+WD/M1yFvqN3aEmCdoyepHWrY8SawOmoT/nWkORO8tQq1qktIux0/ijT00ya11Gyj8ts7HVRxjtRa6ok8SSLkBuMehrkrrWtRvYfJuLyaSPOdrNxmtXwXp6azrwsZdRmsy0UkkRiTcXkRSyj0HTOfat44jkk7bGXLeCT3NLxGzwC1MgKH5shhg9q5yKG613UobO1Qu7nao9Pc1FqGr6hqnl/bruWfy87d56Z603TtVvtJnM9hcvbykY3p1xWdScZ1eboUnJU1E+h/Bfgyx0DToEMay3IbzXlI53//AFs8VtavHHrM32EuosLZhJdNnhyOQh9h1P4CvnlPiH4uj+5r96Po4/wqM+PfFJgaD+27vymJLKGABJOT2rqeLhslojhlhpvW52/xQ8S2uqW0dhHtbY25PVMf/W6/X2FcFoFyEu2EjHcRjn0rHmuJbh980jO3qaasjq4dWIYdCK4Zyc22zqw0PYpdTr9c06CWy+0wKiSRjLBRjeP8a5qKNpHCopLE4AHemnU70xmM3MhQjBGabbX91aPvgmaNvUdazUV1O+piIt3ijfk0i+0eCDUmUMgb94g5Kg+tdBb3cU0KyRuCGGRXEza/qtxA0Et9M8TDBUng1UivbmFSsczqp5wDXXSrxpOyWhxzvU1nuemxkMGx6da8udiSR713GsxQ6f4Yt9W0jXNRlDXJtc3MQjW5ITc7xDO7apwp3f3h7gcJRiK0atrLYmnFxubHhm4a31qJkcoxBAIbBr3Twv4qhvAlvdzIxb5UnBGCfQ+9fOisVYMpII7irNpqV5YhhbXMkQbqFPWtMPilSjyyRlWoc7ume8/EC5iFltTczKcFVP3s+3tXhN+rreu3lGM56E5qe48R6xdlTPqE8hXpubOKoSXEsrl5HLMe5rHEVVVndbFUKEaer3YsLlJgxzwKtS3Uk6IjH5V6D3qhuPrS72Hc1ztXOynU5dDrNGwLRDkcn1rbRs968+hvbm3UiGZ0B5wDUw1jUF6Xcv516FLFxhFRaOWpBzbZ6CCNuc1zXi4FltD6b/6VN4NuI9Z8QQ6dq+q3dtDOQqzJPFGsZ6ksZOMYzx1JwO9YviE3cGs3lhctdAWs8kSpcgCRcNjDAZGeBnBI9KK2LjUpuKREKTjK7MmpI5pI3V0chh0OajorgNzrjq0sUEFs7/uyxkK+hxVbUrmCZoZUC+dyCR6Z4rnPMfj5jx056UrSu3ViacneXMbRq2p8h21o2FGa14GJSvOV1K9QALcyAD3qZdb1NBhb2UD613QxcUtUcc6TkenRyYXBNSBx2NeX/wBv6r/z/TfnR/wkGrD/AJf5vzrT69DszL6uz1EScckUM9eXjxBq5PF/N+ddT4j0rxH4a8O6PqN5fXaz3xk82EoQLcAIUDH+8ytnHbp1zg+vQ7MPq7ODooorzDrCiiigAooooAKKKKACr2karc6JqcWoWmzz4gwXeu4fMpU8fQmiigCjRRRQAUUUUAFFFFABRRRQAUoOCDjNFFAHQeIPFsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tc9RRQAUUUUAFFFFABRRRQAUUUUAa2ja82jJNGdN02/ilZXMd7b+YFZc4IIII6nIzg9wap6lqF1q2pXOoXsplubiQySPjGWJyeB0HtRRQBVooo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rjxj4kl1O9Z0sbQqXb7qjHIRfQf0+tetRrKqnzO1keFjMFLD2a1TPRtRmtbC1a5mVQF6Y71yd3qEGoa5bW2FZTIJmXGflXBH67ay/GfiBr25NtBnYDtVR/n/P4Vk6J9ps3ub24kT7RNgbgeI0HRQT+ZPrW2Fi5XPNU+dtrboerNexwW26RlQfzrGvNbQA+SC3+03ArznVPHtjZxv5Rkv5lbDFPuKT0y3T8q5XUPEWp6yMTTeXCf8AljFwPx7mqj7CLaT5mdXsKrV5KyO31rxpbxO0Sym6m6eXEflH1PSvPJmLPlDh+u0ng1JaW43AkdO1Vd/0IHY1xZhJy5b+f6Hp5bTS5reX6ifaw2cHkcEHsaX7YNxyfu4qhexyiT7TGM/3l9fesybUgTIqqRnjJ7V5h6EpqOjOjsNSWSFjIR8zE49s122g+KodOtiphjkCqSueMHHGfavIrWHUGha9hika3i4ZgOMd69W+H3hlNXhg1SeaJ7bJ/dLzyOoau7De1Uvd/pHFXqUJ03z7o7bwbqOqtp91rOq3LtbS/wCoib+I56r6Dt/+qsHWfEFzJev5AMt5cHyoo17sTx+A/QCtHxNrKAJa2wAhiGyNEGB6dPeruiWiafaKZVT7S3zSORyCe2fQV6MW6lVuJ80p887LZGvpOnvDp9vbNIMxoAzt/Ee5/PNTtZ21s7SPIX7/ADetUZ9XW3jJBBIHLE8CuD1zxx5kphs2FxLnG/8A5Zr9PWuj2ct5OyN1d7HY6newvIFj9OtcH4tlANtyP4+/XpSWuozlcyyl3bkk1leJLgym2zz97+lZ45pYWSXl+aOrAwaxEb/1oYkshiyxJ8vuD1X/AOtUJu9uAehzzUxIZdrZ2MMEH0rnL+aS2uDbrJuReh78182lc+hqS5EbljrKiWQFuS/yjPYV3mm6xrGv2SaRaB3aQqpkA5VM9Cey+tcHo/ga/wBStTP5iwzH/Vgg8HHAb0/pXpXgLWdP07Q7y3eA2ut2zeXcxOcsT/eGe3t2NehQpTpSU5aL8zycXjKcqMk1e34HTaxdmz0+20O2kedo1CM3VpGrM083kEss98m24lIXyt2TGg6An17msa28R2kGqXNzcyEyQplABnk8ce+P51b07VDdM00g2lucZzivSwiUrzb1Z4kYTS55Lf8AI3nlzVd5Peq73SEcGoGus13AkWWk4qFnA6moTOPWoJJ89KlstI8fS525YtWfc3Et/cqiKzEnCKoySarvKWGO1ej/AApsdIlvHubmQfbVbbGsgwo+h9a+aoUvaTUT38RXtG50XgL4dyWQS61GNPNkQFhnJUH+D29z36eue5vZ7ganFpenFYyuHuZwBiJeyDtuP6Dmt2C1ZbdvJYJKVIViMgHscVynia9i0DTGtrdjJMxBnZvvNnk5+vf8BXquUaceWOyPEq1G/ekcZ8VjEuoWuv6dIIb2HarEdZFH3WPv2/3cVyF5rl1rkcbW8DlRgyheefSs3xF4huNV1J9+ducANVXS7ptN1AIGzFLx9DXk1KkpN2PQwlBXjOpuvwLuqGN7uFjHtfbhwwxx9KittcktrwXSwpmNGjjUrxgjGcfjWprBhvtL80H95ENyt7dxXKjOc9T61m6jUeVHryotVbyd/wDgmpaXNxf37S3Em5z0B/kK6iCPCiua0FFkvHJI3KvArq04HH616eCT9ndnnYq3PZFa9by/LPPGelYd1FLHKbiBdyHlkHY+ta+qyiMREkjOf6VmXV79mtS5OTjgeprjxetZ/wBdDuw8ksOr/wBamXPqxWQqkZBxgk0yxstUv47i5s4pGitgZJGXoO/4nvRouk3GvamIIztX780pGQi56/XsB3Jr6C8OeHLfQtFxIFghVd5V8YRQOSx7k9Sfw7VrhcN7T3paI87E4px0W5xfw68Lf8JPbrdz3qLErlXjjX58j3PSvUfE2qW+h6QmmWYCKq7cDt/n+eK8xguT8OfFgubZmGg6unmwMykBAfb/AGSendSKzPFni0XTTeS5kkbIHfA+tXVcaasjhryrYhqEdb/giHUfFEVlcvJ5LzznIjHRR6kmsaTU9R1a8tFv5x5EkyqbdDhcZ7gf1rLutSSaySEAls5JrNaVmmLhj0wPQCuaVdunyt6dv63PYoYeNCSjBbdTrNc1O2cR6ZbGIhJNzeUMIMZwB6mp7SEFFJ9K5OwB+2xbQCS2DuGa7e3QKgFdWBfMm2ZYqPJZImRAAMVzRuQMjFdQBxXnrXI3E+hpY/Xl+f6F4CXLzfL9TTvLwQWhbPzEYAqv4Z8PTeIL8JhhAp+dh1Y/3R7/AMhzUWlaZdeJtYis4OF6s391e5r6A8P6BaaLp0NrbRKFjH3iPmJPUk1GEwvtHzS2RljMVZ6GSmnWeg6ZDFKgYcRpEq53Mf4FHf8A/WTXKvczfDvxDLbxMf7F1HkL1ETen4fqpFdrqe1HbVrxCi2+Uto37Z4LEep/l9a8j8ceIRq14LSJt0cZ4J7n1rtxVVQirbnl071Jcnfc0tb8QrPfRxwyFizbmZTz1rqk8RSG2gM7PLMEBMS8H6t6fjXmWgaiImaGTAcchvWtnU9X+xWGYOXkJUY6ZPJY+prho4uVJtrqenDL4LDpR6MnvvE2oa8CshENvniGM8H6nvTLWDbhqzdJTMSlhjjit2IACvQpSlNKUncwqxjB8sVYuQttA5rJ8Rzqgts553Y/StJWwMGuc8XyFFs+eu/+lLGa0JL0/MMK+Wsn/WxRa+EKlyc4HAz1rZ8E+E59bujqd38kAbMe5c72z1x6D+dcQ7ljyeleo+DfHP2OKG3vrdGgAADxLtZR9O9ebhIw5/fOnFVZzj7p3d3ZiOOGxtX8qJAHuJAeVj64z6sf0z615h491qEeJo7vTyEu4k8uVl6OPQ+uBxXpnirUbeTw081hcLiYB90QB3jp+f8AhXz/AKisq6hKX8wuWzlxzXTjaruoL1PPw9GUpc0lodZpIjuEa5Fy7tL8zBgOveups5CigZrzvQo7p5Dsyse/LE8AfSu6tpMY5qsApRvfY68Y4SjG263NtZs4yaeZM96oo+RmnhzXqcx53KTO5pnmEUm4Go2OKhyGkeL1t+HtTi00zyTM2MAqij7xzWJRXz8JuEuZHqNJqzPo/wAFeN47yzSC4m8xCv7qY9cj+Fvf0rE8calNflTbGMTHKkMeidv1/nXi9nql9p4P2S6khyQTsPep38QatJIZHv5mc9SWrqqYpSptJasxhhqfN+82I9RhmF25d0LA/wANQRh/MV2UsAfzNNmu57hy8shdj1JpizSKOHIzXCro6vc2WxpJLczRi1UMSxwQOprpNH8LDcst8R6+WD/M1yFvqN3aEmCdoyepHWrY8SawOmoT/nWkORO8tQq1qktIux0/ijT00ya11Gyj8ts7HVRxjtRa6ok8SSLkBuMehrkrrWtRvYfJuLyaSPOdrNxmtXwXp6azrwsZdRmsy0UkkRiTcXkRSyj0HTOfat44jkk7bGXLeCT3NLxGzwC1MgKH5shhg9q5yKG613UobO1Qu7nao9Pc1FqGr6hqnl/bruWfy87d56Z603TtVvtJnM9hcvbykY3p1xWdScZ1eboUnJU1E+h/Bfgyx0DToEMay3IbzXlI53//AFs8VtavHHrM32EuosLZhJdNnhyOQh9h1P4CvnlPiH4uj+5r96Po4/wqM+PfFJgaD+27vymJLKGABJOT2rqeLhslojhlhpvW52/xQ8S2uqW0dhHtbY25PVMf/W6/X2FcFoFyEu2EjHcRjn0rHmuJbh980jO3qaasjq4dWIYdCK4Zyc22zqw0PYpdTr9c06CWy+0wKiSRjLBRjeP8a5qKNpHCopLE4AHemnU70xmM3MhQjBGabbX91aPvgmaNvUdazUV1O+piIt3ijfk0i+0eCDUmUMgb94g5Kg+tdBb3cU0KyRuCGGRXEza/qtxA0Et9M8TDBUng1UivbmFSsczqp5wDXXSrxpOyWhxzvU1nuemxkMGx6da8udiSR713GsxQ6f4Yt9W0jXNRlDXJtc3MQjW5ITc7xDO7apwp3f3h7gcJRiK0atrLYmnFxubHhm4a31qJkcoxBAIbBr3Twv4qhvAlvdzIxb5UnBGCfQ+9fOisVYMpII7irNpqV5YhhbXMkQbqFPWtMPilSjyyRlWoc7ume8/EC5iFltTczKcFVP3s+3tXhN+rreu3lGM56E5qe48R6xdlTPqE8hXpubOKoSXEsrl5HLMe5rHEVVVndbFUKEaer3YsLlJgxzwKtS3Uk6IjH5V6D3qhuPrS72Hc1ztXOynU5dDrNGwLRDkcn1rbRs968+hvbm3UiGZ0B5wDUw1jUF6Xcv516FLFxhFRaOWpBzbZ6CCNuc1zXi4FltD6b/6VN4NuI9Z8QQ6dq+q3dtDOQqzJPFGsZ6ksZOMYzx1JwO9YviE3cGs3lhctdAWs8kSpcgCRcNjDAZGeBnBI9KK2LjUpuKREKTjK7MmpI5pI3V0chh0OajorgNzrjq0sUEFs7/uyxkK+hxVbUrmCZoZUC+dyCR6Z4rnPMfj5jx056UrSu3ViacneXMbRq2p8h21o2FGa14GJSvOV1K9QALcyAD3qZdb1NBhb2UD613QxcUtUcc6TkenRyYXBNSBx2NeX/wBv6r/z/TfnR/wkGrD/AJf5vzrT69DszL6uz1EScckUM9eXjxBq5PF/N+ddT4j0rxH4a8O6PqN5fXaz3xk82EoQLcAIUDH+8ytnHbp1zg+vQ7MPq7ODooorzDrCiiigAooooAKKKKACr2karc6JqcWoWmzz4gwXeu4fMpU8fQmiigCjRRRQAUUUUAFFFFABRRRQAUoOCDjNFFAHQeIPFsniK2t4ZtI0y1NuixxSWqSKUjUHCAFyoHJJwMk8+tc9RRQAUUUUAFFFFABRRRQAUUUUAa2ja82jJNGdN02/ilZXMd7b+YFZc4IIII6nIzg9wap6lqF1q2pXOoXsplubiQySPjGWJyeB0HtRRQBVooo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"info": {"video_id": "96149", "label": "lifting trimmer with hair clip 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": "3e66ae1a574b0ba80c7f6596220ffebec73c2878bd2ba41455c9165276be5d01"} +{"episode": 49396, "episode_seed": 2636489714, "split": "train", "timestamp": "2025-10-13T03:24:13.147542", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2636489714, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a pink flower in front of a roll of toilet paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "56152", "label": "holding a pink flower in front of a roll of toilet paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "56152", "label": "holding a pink flower in front of a roll of toilet paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "bd6b3ad4864ffb8d4a7126121337eb845583f4ca30ba8b084e1af886e9a57d40"} +{"episode": 49397, "episode_seed": 257910250, "split": "train", "timestamp": "2025-10-13T03:24:15.109939", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 257910250, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 broom from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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tKsMfMOCcfhWdJE0SqzrnI4zXoF9pa/2rcvjIdt449RmrVroVrMu2WFZN3ZxkCuuGkUkZS3ZzMGkO2l2stm+ZXV/PQfwMDwPyxUVymt6bEzFf3fXgfrXp9josUe0JGACeQB1rUu9Cjl0+cBAziNtgIzk4qiTzHw5Lc62+nWz7mSXU90yp3xGuOv8Aumt/xT4wuLXVL4/2WSplYRM/QqOBn8BTfhREtxfy2zRlJrZlJH+184P8x+VevXvhTTby2aO6t43DLzkdqLLc1lJ2SPHvhz4js7641TS9RVzearF5cRjT5QwYMPoOP0roNR+HiXwIERUn+IVx+seHZPh547srxlY6a8oeN8fdHcH6fqK+hdBlTUdOhusI0ci7o2UjlT06VSirXM3Ns8StfCmreHC4mtpLizT5hNGuSi/7Q9PevSPB2sWJspBbSCS6jydqkHGQMZ7jGRXdmzEmF2fIRggjqK8/1bwZd+Drm71fw5p4uYrhHWSPbuaDPoo5KgjPHI6cippYPD1Kl6n/AACalWooNQ3PPPi8W3aI7ww5cz/MkeGcfJyx7nv+NcDaN5kirHkEZIAr0T4yNI+g+E7jau6eKYttUgBsR5xnmvKtKtJr/U7exicpJNIEHOACa3xHL7V8qsjOjJuCctzs9P2qAZJdo6471Tn0CWfVftNrdBlByglyT+lZD2+qJIyooYgkHGecGoZtU1azmHmExsOnFYmp6R4VspLbxVcPIoLRWpnIHsOP1FY9xoH2dzdv1XMhY9jVvwLLqM/h/wAQ6jHGZL6ZFt4nY8AEjPH0Fc94n1HxEkax3oaKDcDhVwr45GT3qeU2c1aNuh1XirR2vdE0xY0JklsYrk++JJV/kRXBQWUmk6ijTxskZOCSOBXp3gPXJPFcmn2d5HDGLW2ltYyvUqGRxnPvkV6P/wAINY3UZS4hV1bruUUnC8eVjqVFzKSPPvDke+eEf3iBXpPiC1tLjQINIvDMscknmP5Khn4PyjBIHOc/hXMa78PLvTdNa58KNL9oi5a3J3gj/YB7j071b8P6zb30mm6dczCXU2EnnCOM7Qy9j6cZ688U8FlkXU9pOWi6HNi8W4w91GpB8L7e3w1nqEjQMuQ7gNkY7gY/SvlQSLCH2nc2cc1902UQgsFjUHaFPU9D3FfEa6RMzybkwdxC89ea0nZOyFCTlFNi2OolSVaHcuMs2fu4rbt/EqRYTeqAHnFN8M6TeWs1z9otDsniaBtxwVBH3h+Irfj8F29whLRkk9DipLRm2uv6P526dUxnOcc11OhS2qeC5765ZbeHUL/EIY8FVBP+FcDqfhNrTXIrBZNpljMgB7Yr1jSvBUGo+EdO0+VD+4Ut/wACPehxvqVGfLddzj5tQ0pvEGnWlpOHkeb52UfKilSvX15rqvG3hCLVfEd7dxMsizFWjkQ5BXYAOnpjFczrvw5ufDWpWWp2zebarOgkyOUBYDP05rvPhfe2914atLNiHkhZ4SO4we9EY3ZTlaC9TzRfB+raNeC4it2ntifnCD5h7gV3vhG7tEvolmkKDkEMpBBwex/zxXrSadAFGEUkjjIrm/Ffw5t/EyxXsQVL+DkAHasoHRSex9DWbwlOrNObsL2sorQsXE8N3qsC3FnBc2kahds0e4hR1wM8EnnnPSvL/j/odhp7eH5NPijiW4+0EhVA4Hlkfzr0Lwrc6lfeIbmx1PTjYyQxJ5cbIwZgOGOfuke4PeuO/aTARPDTdMfacAHp/q67q9OlSjGFJaJHFQnVlJ+0PFLK3ijlBYFiB0PSuntQs1u0fklwy/cAxnnpXI2l6kbYcEgjqD0rYg8QpANqkKMjkVynUVjOuo63ILmMxq+FC9ChHTFdl4KthbPqdycyG0iMgJHUjp+ZxWBb+JbBJsyx7hnk7etdd4fv7SDwnq2t3Q8q3vbxLeEDngZJ/wDQaiaubUXZt+RyFhaXVvq/2ydmZmzvJ7knP861/iqsk2r6ZaJkJZ6bCuP9t8yN/wChCodY8TaXJNFb2gY7nBklYYUD0/OvSdS0fTfFk41TTXFzazxxgOB0KoFI59MUJO9w5lyWZ4z4SUx6xAp4bzlBHsQR/WvXPC8HmTxDGTjvWVefDk6a0WrQlkME0ZZT0ILqOfzq+97f+BNRtl1WwZmb7jQfOrDkHrjkenvXLXw1StJKCLhVjGGp2fjjRdQ17T9I0vTNheE+dIjSBQSRhep9N1YGm+CtcWQQS2YMiNyUcEL2Oa61I3vdQgujgOI1lQ4+5n7uPTAFd/BIWQK5HmqAHHv/AIV6Kwn1anGLd3bU4KeKVaTsj5g1zU7DSfs32lmE7W4Ij2k7iMjB9OlWvD73up+H7a8jSOOeTO7eCBgEjIrjPENvJfeGfDtyGLzuskZyeW6Ef1r0rwZpb6d4dtbaYkSHLNnszHJH4VhBe6dE3adzdsrbaQW//XW5apG+AQcD0rLjZUG1uo71fgbbyOKoggtrKysvG8M8NrDG1zaTB2VANzI6EE++CRXYLl8YXAx0PeuMTUbS58baHYiZDOTMrqvZWj7/AIrXbyxC1uCm47RyM+lSprncTSS91MpajoGma9p/2bVrWO5hY/dbt7juDWjpOmWmlWENjaQrFBCMIoycD8aRCXUrwMHAIq0m+PYeOOPetUZl6NQVABPFTY6VFEWPJHFTUMR4t8e7D7bL4eIGSn2gAfXy/wDCvKrDwei3Xn+dIHI6LxtOQcg/hXtXxkeCOXQfOdVaSSWOPPdjs4/SuJs/LW6+yqrlwu8nbwB9fxqHuUlfYLLRldyXHzdemc1hfEHSE0/R7a8jgD7LhTJgdBz/ADr0Wytwq5YVqfYbW5tmS4iSWMjmN1ytMRzPwxSz1LR2ntk8uNpMspHQ12Wq+GrDVbGSyuLdWjkG05HT3zT9FsrHSrYQWFlBaxs2SkSBQT61sAFkJJI6Zwapu4HhPh/wrqvgv4gRWjwTy6fM7LDMi53ZUjGezY7e1fQ9vARGFPGPfJrlPEer2EF7pNg06rdG/t5ET237T+jGuzi+Ulc4K8Uk+hUl7qZNFAqsepFUJ/DGj3Grx6q9ii3yHPnRkoX/AN7H3vxzWoh+Xrk+tPpqTTuiHruNb7h+lfLVtYhZjhB144r6lfhGPtXyH4d1yTWPGkeSIITE6LDkkMev598+gqWho7ezs0GMgE966KysgIxgDHWqVhpsFszmNTl23Ek5ya24TjAC45pIbt0OV8XfD648SXFtfWN2lrdQjaDIDhhnPbpXo3h7T5NN0e2triVJJkjCyMucE+2arpIHUAn35rRhI64DDFVcRS8T2qXPhfVEwWc2kjLkdCo3D+VZPhH4d23h/XZdas9Rna1vI95tccAt83XuOat+LPFWnaHpbR3DBprlWhSMHk7gQa6Dw25m8M6POuWSWxhOffYAf5Uk9S7PkubsKKnPGPU1bRdoxVSF8jBX5hx0q2pJAzVGY6vCP2jrVrk+HMAnb9p6f9s693ryj4zWqXMmhl13BDMcf98VL2Gj548M2m6+l+0WjyxvG0ONvKFlIDYPYEV0cHgqGcZZfyFdZZWK4BI69q6KxscJgLwecUgPE9X8LNYata2u8KLncQD2xXrXhLwnDP4SttPniVsMzscZyxqHxj4Cn8ULbz2dzHBc2+QDJkAg+46fWu98IaTcaNoNraXlwk1yiYd0ztP0Jqk9APLfGnwo8vT3vdIDGaMFmg/vjvj3q98GtdjeyGjEj7TFIT5bHB2dzXsIRSR8hOePXisa28BeHNO8Sf8ACQQWpivhkthyEJPU7emacXYHqaPieBW8H6nsQZW3L8dtpDf0rau9DsdYs2t76BZYy29SThkbsykcgj1ry/x38TorS6n8P2EEc/nWzpMWz3UjC47gc169pkiz6ZazKciSFHB+qg0k9dCnH3Uzj/DngCfw/wCI7i8/tIXdpNEIwJVIlUA5A4O3HvgV3IRQFwPu9KdRVzqSqO8ncyjCMW2kfKq+Dke00631C+c/Y87RbjAYk+p5HAAruoWiihVUxsAGAD0xWFLdrMrCPI2njim6dcOEeKbHnLk8DhkLfKfr2NYpmlrnUxzKxyCMgdfeuY8VeKHsbYwwviU8ZqzdXPkxHDc47V5l4ivXuNSYvuCjgZqhHU/Da/CfETTJbpvMkluFAZj3II/rX0XrC4lhcjhgVJ+lfI2hag1hrVjdRglobhHXvnBBr681bEtgjkEDcrYPUZ//AF1zTny1I36mzV4JlSOXyx8gyfap7aRjNl2yT61mrIVwijqKs2uQ5IJyf0rrRidHEfl2+n6085yMEADqPWq9uxxtZskc/WvMb7WNXn8dahpi65d2sCu/krGobkJuC9OBweTQxGH+0Ezf2r4OCxmX9/MfLBI3HMXpU8MW0B8ZHr61y97e6j4i13SZNRlnvBaiSRHc/LETt9B1OP0rqI5SoA6AjBFSxmhGRgYbrV+GQgAdR71ixMQ2Rzj8KvRTbmwGwKAN6B9sQZuOeKz9e8QppGnTTBsbVJzUD3RRNueR1rhPG89xcaTKsYJyO3WmBwS+Jbi78WLqt7IzNvDrz0KkMo/TH419cwyxXkFvfwHMVxGrg+oIyK+IZmKkEcYNfV3wh1ltY+HVl5jAvbFoOoJ2jlc+nBx+FTzcruzR6w9Dv0UKOKXPzEYPAzntTImBUYzj3rmvH+o3em+F3ubGeSCYTRqHTg4J5FWzI6dyPLbnsa+RfhzpsD6pNfmQM0QKBccqSeT+XH516pqfiHU7bRk1C28R6k6eaYS0yKiy4XLMnGcA8HPqPpXPaXDZaWnk21skKMckIOp9T61Ldho6TzF28Lhl9O9WbeXcTuOD6VkLKSR3yKuI/wC74OGA60kBsxSrn6d6TVdWFlbPIGA2r2rKguyMAggH/OaxfEcc9xavBESzsOuaYHlWv61caprT3kjlgknyKTwADX0t8MtVXWPhvaNFgPal4cegU5A/75Ir5WvrSezuHhmUqwPfvXtf7PWrjGraS8yjIWaOMnk4yCR7YIqJy5VzGqs4tHtdm3yhjz61oVlW5aGV4wMhScn2rSUkpkHk1rurmI4cdSK8q+LdzIuv+GLRU3xzrdFjj7pURkH6c/rS3mu6hJ48vdMl1q8tbUz7IzFJGix8A8lx0xn3zXEa02rat4009b+6upo9Nkn2i4A3KTgAHHAJxzjPSkwNDT7KWOaV5Zy4Y5RSuAo9PrW9CwRQADVNQqpuU8r1FWIZDIen41CKbubCTBo9pP51fgkA2nqMVho4yM5q+JSoXHYVQja+1IkeSv3eawPEurPBZSyRNjCk9al8xn78d8VnavaNfW7QL/EME0wPnK8v7j+02vt5Mwl8zJPfNfU/we18a54CtUZ901kTA3rt6r+hx+FfPXibwPf6ZM8sMTzQE5yoyVrs/gH4i/snxDcaFeFYlvVHlbxgmRc4X8ieKlu2pad04n0jmjI9a5bx9fXWl+GJLmxne3mM8YLx9cE4NcBrGq+KdE0azvrvWb1WnDtJGVAEQAUqCcdSDnH/ANeqMzjtx+YdBntVmGNd63AJEiIYxg8FSQcEd+QKKKzLJSgkX5uetcf4otIdm8Lhh3FFFUSjkonaPEiMVdWBDA4INfWmnXMt14D06eZy0r28ZZieSeOaKK8/F/xKfqdFP4X/AF3IVdvtKc+1adny6n3oor00c7NWCRvOX6V414lvZdP8d6ldQbfMjuG27hkcptP6E0UU5CMXT5GjZ9p+7gCtkSMy7j1zRRWb3H0L1uTjr1NJuYSsAcAUUUwLM7FrcE9TxUa2kM0BEiBsjvRRQB5V440Oys7kywIyFuSAeK7P9nnULhNa1PTQw+zPCJip/vA4/rRRWVf4Pu/MuB7/AGzHzHXsDxXL/E3/AJE9/wDrvF/OiitjM8U8ba/Lf+H9hsrOBkEcSvArAqmfugFiAPwqxds0MyXKEh4TvUZ4PGMEdxgmiipkVE24mzk+ijApPPk7HHHaiihbA9yaKRsYz1q2qKcMQCc0UUxGHrvh/TtTtGa4hO9QSGU4IrjfBVxN4d+JGm/YHOJLhYHD8hkY4IoorOt/Dl6Fw+JH1LIALmQgen8qtWjEw4PaiitKf8NEPc8T8T6m2n+LtZU2lpdJJcbilzFuAKgYI5BHXpnB71iafdTaj4j1C6upC8rRoxPTlixJx+A/Ciih7COgBO78xViMfu9/8QzRRUoZdtDuxnBz1p8jsUJzRRVAT25IAwcZrT8tRH07ZzRRTAlgsoJlUSIGBHOa0f8AhDfD1+Y5bnS4GlQ7lkA2spHQgjmiin0AqfEsbfBzAZ4ni7+9eGeLtc1Gbw0llLcySQpKT87sxO7rnJ5+7x6ZPrRRSEf/2Q==", 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", "info": {"video_id": "108155", "label": "pushing broom from right to left", "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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lvq0MQDbcN6Mc496944jU1+4aCxYJbsPtCgNN9O1Ure2iktobmM4YsFdR0z61ZPiWF0/encAeFK5xWha6rba1cWWl2UA+0XFwgLHjAB5pS2Kp/EjU8a2czWmm6dDuWNIfOkx3ZumfwH61e8KSSaf4W16Y58610yREPo74jH/oVWvE3iLQ7XWL+GV3Y27+TtVck7AF4/KovAesaXrNvren3Eqw3V+EFtCeS21923j2xUcuiRvz+9I8le1eGQFh8oIzXpfhwbtPgHpLIP1U/wBa6a4+HEd9kGIrnuKq6d4O1bSo722soluksZNzozYchkVht9ehGKzxFOU42QqU4xuel+DlS0tzdyYCRxM5J9q4UeB/En2qbUJIYpEmmZ2bzVzuJJIOOn41r+EfE41rTruxjgkiFqpZ2dMb1z2OfXtivQPC8TWFsykhYDgsMdHPf8e5+lbYXL5UaLqVHrfY46uMjKt7NHz18UdGvNHXRWurcxCYzbVbBzjYSePrXF2jeZIqx5BGSAK9k/aUZgPDYUA5+08/9+68K0q0mv8AU7exicpJNIEHOACao0udnp+1QDJLtHXHeqc+gSz6r9ptboMoOUEuSf0rIe31RJGVFDEEg4zzg1DNqmrWcw8wmNh04oA9I8K2Ult4quHkUForUzkD2HH6ise40D7O5u36rmQsexq34Fl1Gfw/4h1GOMyX0yLbxOx4AJGePoK57xPqPiJI1jvQ0UG4HCrhXxyMnvU8ps5q0bdDqvFWjte6JpixoTJLYxXJ98SSr/IiuCgspNJ1FGnjZIycEkcCvTvAeuSeK5NPs7yOGMWttLaxlepUMjjOffIr0f8A4QaxuoylxCrq3XcopOF48rHUqLmUkefeHI988I/vECvSfEFraXGgQaReGZY5JPMfyVDPwflGCQOc5/CuY134eXem6a1z4UaX7RFy1uTvBH+wD3Hp3q34f1m3vpNN065mEupsJPOEcZ2hl7H04z154p4LLIup7SctF0ObF4txh7qNSD4X29vhrPUJGgZch3AbIx3Ax+lfKgkWEPtO5s45r7psohBYLGoO0Kep6HuK+I10iZnk3Jg7iF5681pOydkKEnKKbFsdRKkq0O5cZZs/dxW3b+JUiwm9UAPOKb4Z0m8tZrn7RaHZPE0DbjgqCPvD8RW/H4Lt7hCWjJJ6HFSWjNtdf0fzt06pjOc45rqdCltU8Fz31yy28OoX+IQx4KqCf8K4HU/CbWmuRWCybTLGZAD2xXrGleCoNR8I6dp8qH9wpb/gR70ON9Soz5brucfNqGlN4g060tJw8jzfOyj5UUqV6+vNdV428IRar4jvbuJlkWYq0ciHIK7AB09MYrmdd+HNz4a1Ky1O2bzbVZ0EmRygLAZ+nNd58L723uvDVpZsQ8kLPCR3GD3ojG7KcrQXqeaL4P1bRrwXEVu09sT84QfMPcCu98I3dol9Es0hQcghlIIOD2P+eK9aTToAowikkcZFc34r+HNv4mWK9iCpfwcgA7VlA6KT2PoazeEp1Zpzdhe1lFaFi4nhu9VgW4s4Lm0jULtmj3EKOuBngk8856VwXxz0nSdJ0awktLMBrsuIjEgGwjaw59MZrr/CtzqV94hubHU9ONjJDEnlxsjBmA4Y5+6R7g96o/G+zF1pWmJ3R3cD0+6D/OuvFUqNOEYU9lY5MNOrKcvaHzHHbyOxUDkDkVf0C0hvdVSG4YRRcjzPRsHaMn1Nddb6TG7AMDjHOOK3bHw/aB/MS2jUkg5C9SOlc6Z0HEf2Vq6gNCMkAHkVDa6pqMGtWkF2No+0Rk8ejg17DZaQmzkfjXD/ABEsF0nVtNuFgzCyOu4DGHPT/GgqLtJM0dJu7vS/Bt5em0luLq91Ah84wUQtk/niuR1fxfNd3MULWwt4FcF+Msf/AK1e9eH9GgudJTcoaJtzgH/aOT/OuY+IHw0ttV0yS60uFUv4VLgL0cehosipTd/QWW00/wAbWNtq1hDIYXt44WWRcEMihTj24rmr74ZXsUy3enDEqHPlsOGHpWp8G9XDWZ0VgFuoZGZkfg7O/wD+r1Fe1pbLtG1OcduaqUFYz53e54po06aRqMEerQvZuGUlJsLkZxwehGe9ejXt0LpbWGCKKW2UZCzxhw2eS2M+nHXvV3xJ4Hs/FVgkdwAtzC26GXbwP9k/7J7/AJisHw6usReIotE1TT1tEt7bZCQhPmbT1VgNpGPoeOla4LCYaEnUlq13McVWrcvunzFPYyxbcIxz1IGa7KHQYtSsrQfZjDJDF5MmVHzsGJ3D2II/Kt/T9OjQ7VTBJyTXSWVipZcDkHrWCZqef3ngNPsrPF8pCli3pUXw60Lz9csdQba6IzHYfUZFewjTxNA8TL8si7T9DxXNeDPhtqXh3xObo6hA+n4P7sbt59OOn45qo7gzZv8A4c6dq6vJNGVeTLFgMHJ715PcaLdfD3xxZy3O42glDRzgcFe/4jvX02FUqo6/Q44qhrHhjSfE+nG01W18yEH5TnDKfUHtQt7gT+HLmLUtOiukCNFIMxspzle3+FTadb/8Vdq67cB4LSTH4SL/AOy1mNc6N8O/CjRwqVt7VCY0ZtzMfQk+prM+GfjKTxj4g1C6mgjib7HEF8vOGCyP69xuxQ2rlRi7Nmz4o+G1prkcsun3R065lyZQi5jmJ6lgMEE+oI9811Oi6c+naZbwTmNp44lRzHnbwAOM89u9aNFaOrNx5G9DHkjzc1tTxX49af8AbJPD20Z2faML258uvK7Dwei3Xn+dIHI6LxtOQcg/hXtXxkeCOXQfOdVaSSWOPPdjs4/SuJs/LW6+yqrlwu8nbwB9fxrF7mqV9gstGV3JcfN16ZzWF8QdITT9HtryOAPsuFMmB0HP869FsrcKuWFan2G1ubZkuIkljI5jdcrTEcz8MUs9S0dp7ZPLjaTLKR0Ndlqvhqw1Wxksri3Vo5BtOR0980/RbKx0q2EFhZQWsbNkpEgUE+tbABZCSSOmcGqbuB4T4f8ACuq+C/iBFaPBPLp8zssMyLndlSMZ7Njt7V9D28BEYU8Y98muU8R6vYQXuk2DTqt0b+3kRPbftP6Ma7OL5SVzgrxST6FSXupk0UCqx6kVQn8MaPcavHqr2KLfIc+dGShf/ex978c1qIfl65PrT6ak07oh67jW+4fpXy1bWIWY4QdeOK+pX4Rj7V8h+Hdck1jxpHkiCExOiw5JDHr+ffPoKloaO3s7NBjIBPeuisrICMYAx1qlYabBbM5jU5dtxJOcmtuE4wAuOaSG7dDlfF3w+uPElxbX1jdpa3UI2gyA4YZz26V6N4e0+TTdHtra4lSSZIwsjLnBPtmq6SB1AJ9+a0YSOuAwxVXEUvE9qlz4X1RMFnNpIy5HQqNw/lWT4R+Hdt4f12XWrPUZ2tbyPebXHALfN17jmrfizxVp2h6W0dwwaa5VoUjB5O4EGug8NuZvDOjzrlklsYTn32AH+VJPUuz5Lm7Cipzxj1NW0XaMVUhfIwV+YcdKtqSQM1RmOrzf4qqmyxaXIjEFxk9hgIf6V6RXlXxXJfxL4YtmYiKaO7Vx2PEf+JrOfwl0/iPIdP163v8AxBZWNgplgkVzI+wgggZH4cfrXcWFpdebJ5vl+XkeWEHIHqa8w8B6JPJ4mS4OfJtixLDozDIC/wBa9oRAgVgcjoRTsJMt2saxqAQCat3+mWWoadJbXNtHOkikBZVB5xwR9DVSJkY8DpVqTUIbCIzXMiJEgyzOaYi94VlVvDGmMsfzG1jJ2jvgA/rW2sZZlBxg9TWF4HSK78D2t3E5IQyKP90SMB/St5JMBcYJHY1FOaktDSqrTZn2nhHQrTXW1m20+KO/YFXkXPPqcdM+9dNCFXkZHfgVSiVt5YEYxjmrduzkbcDg1qZl1E25p1NXOBnrTqQj5m0IXOr+H7S4Dm2llGXKr15IyPTPWuxtYxFgnn0Nc94N086f4dtYZ8hzlmzxtLHOPwroVkMZKjkdqjqVfSxq2s20nkjtWhDIDIWzyeRWNExGCentV21kA5HpVCNyCdUC5WlmvlSN1HB6/WsnzmA25/OmtnY24knHemB5P8VtVnnlgtTITHksQD1rL+EfiZtD8cWMcsm21ldonz0CvgH8iFNdb4x8Hz62huIjiVfuDtj0ryWbTtQ0XUEkmtpEeJs/MpwfxpWLhJJ6n3F2pc1g+Edeg8UeFbHU42RzJGPMA/hkHUY7c1w19rGrT+OtQ0xdcu7SBXcQrGobkJuC9OBweTQndXRDVnYw/wBoJm/tXwcFjMv7+Y+WCRuOYvSp4YtoD4yPX1rlbzUL/wAR+ItK/tGae8Nmjyqzn5Yd2PQdTjp7V1UcpUAdARgihgaEZGBhutX4ZCAB1HvWLExDZHOPwq9FNubAbAoA3oH2xBm454rP17xCmkadNMGxtUnNQPdFE255HWuE8bz3FxpMqxgnI7daYHBL4luLvxYuq3sjM28OvPQqQyj9MfjX1zDLFeQW9/AcxXEauD6gjIr4hmYqQRxg19XfCHWW1j4dWXmMC9sWg6gnaOVz6cHH4VPNyu7NHrD0O/RQo4pc/MRg8DOe1MiYFRjOPeua8f6jd6b4Xe5sZ5IJhNGodODgnkVbMjp3I8tuexr5F+HOmwPqk1+ZAzRAoFxypJ5P5cfnXqmp+IdTttGTULbxHqTp5phLTIqLLhcsycZwDwc+o+lc9pcNlpaeTbWyQoxyQg6n1PrUt2GjpPMXbwuGX071Zt5dxO44PpWQspJHfIq4j/u+DhgOtJAbMUq5+nek1XVhZWzyBgNq9qyoLsjAIIB/zmsXxHHPcWrwREs7DrmmB5Vr+tXGqa095I5YJJ8ik8AA19LfDLVV1j4b2jRYD2peHHoFOQP++SK+Vr60ns7h4ZlKsD3717X+z1q4xq2kvMoyFmjjJ5OMgke2CKicuVcxqrOLR7XZt8oY8+taFZVuWhleMDIUnJ9q0lJKZB5Na7q5iOHHUivLfi5pc15qfh+7inSJbZblWBBJO4JjH0xTbzXdQk8eXumS61eWtqZ9kZikjRY+AeS46Yz75rmNW1nUHvZrfUrm6na3laOJbjbuTnBzjjPAzipew0ZXhfQbLQlmENxLLJIcs8hA/IDpXTrOuSDgZrlJ55EnjlX5oVYmRcc7cHke44P4VqpMGXeGBUKMH14zUpjt1Na51BbK3Mm75cE4968q8ReILjV7mSMTEQKeFzwa3fE2pSJZSKhY5GBjtXnQmG7OTnNNgj6k+E1xDe/D6OOIABZpY2HuTn+ta8JAOWwGHBBNcF8A9QeXRtWs9rbIpklU44+YEEZ/4DXeXAWO+n9d5P8AWsKU/wB5KJpVWty0Z3YbQSF6/WtOzbKAjnFYKs0mCTj6Vr2bMFzngdq60YmvSLkDlgTXLePdQu9N8LPc2Ny8E3nRjzE64J5FcHqmo+K9J0uwurjWL0S3JffGVAEWNpUE46kNnH/16kChbxrFAsa52gBeTmrMZ3MoPQ0UVAyyh2uqD7tX9xCLjjOc0UUwGKSZyD2FadqN/wB7nHrRRVATiFGmAIyMZxWha6Lp12dtxaRSqwwQ65oopoDY0bw9pWhLN/ZdmlqJyGkWMkKT646Zrx3xLey6f471K6g2+ZHcNt3DI5Taf0JoopCOP8OXEh1rVyT9xkVfoMgV14kZl3Hrmiipe5XQvW5OOvU0m5hKwBwBRRTEWZ2LW4J6nio1tIZoCJEDZHeiigDyrxxodlZ3JlgRkLckA8V2f7POoXCa1qemhh9meETFT/eBx/Wiisq/wfd+ZcD3+2Y+Y69geK5f4m/8ie//AF3i/nRRWxmeKeNtflv/AA/sNlZwMgjiV4FYFUz90AsQB+FWLtmhmS5QkPCd6jPB4xgjuME0UVMiom3E2cn0UYFJ58nY447UUULYHuTRSNjGetW1RThiATmiimIw9d8P6dqdozXEJ3qCQynBFcb4KuJvDvxI037A5xJcLA4fkMjHBFFFZ1v4cvQuHxI+pZABcyED0/lVq0YmHB7UUVpT/hoh7nififU20/xdrKm0tLpJLjcUuYtwBUDBHII69M4PeuVlv7i+1y9nuH3yOqSM2O7Fs0UUPYEWY/mkIPORg5qzHGIY47dWYxxKEXc2TgDA5+lFFSh9CrqFvE1u25c8V5pqECQ3zKg4z0oopsEeofAi7nTxVe2okbyHtyxTJxkHrj1r16/Yi/uOe4/lRRXBT/3yXp/kby/hr+urEtWLRID61swErDge9FFemjmML4hsW8EsT/z8Rfzrym61e+urGGznuJJIYZC673LElsdcnnGOPTJ9aKKT3A//2Q==", "info": {"video_id": "108155", "label": "pushing broom from right to left", "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": "ddb569550da0034e787328a85de1eb4e6610157ffe4a063ec955d479ac8e99d2"} +{"episode": 49398, "episode_seed": 388459310, "split": "train", "timestamp": "2025-10-13T03:24:16.771033", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 388459310, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 3 crayon onto book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "37063", "label": "putting 3 crayon onto book", "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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uupCSg+hxww/Wtyy0tbCZp9wLMgBOMHPvVK4YQynyZGyuNzFuV9iev5gitGGdntN7tuOOvH9OK9WlmFSqlTkjkWEhCXOixb31uHNu7GOTPAcbQ3up6GlsiGgkk/56TSN+G4gfoKbKIZLIrPGjxhclWGe1VbSG4trODyZdy7ATFJ7jPB7VuzQi1+NJrZUYAljtTPYkgVwOrWJ0rz8xFkkGA69j2J/xrurq4+13NupjeNotzurDoeg579TUV1ZLdwGNlBJHcZFS48w07GZ4H1eTU7W4SbJa3K5Y9+D/AIV0k1wkGXdsAY6DNctpkMPhy3ubdHDSSSb5GxjtwB7Cs+613EhSGVto4Kk5A+ncVwYpSnUSXQ3pwbVzrpbDS766F5LCjTEDEqHk1m+IdKmW5bVNPJJbmZF6/XHcetYdtrSpKpDkZ69ifr2Na8WuSbgUPBP+8P05H15rTD42th5Xeq/QzxODVenyP1KQd5IlkmQkFRl4jvUZ/vL2NM5PzRsHTgAp82P6itKc2N4/nFWtJz0nhOAx+vQ/jg1LYadHbpcfaHWR5JNysg24GMdK9aGOo1I3vZ9jyng6sGktV/X9fqbdoyxW1qhP8I61LqMwNjIoIy5VB+LAVkXM0sxVLaRYnXG0su5eOxFVJtRlSW3hvIfJPnKxkDZjbHPB7c44Ncrle7PRjGyS7HVtjBxXia2U2lajuUsYmbkr1UetexR3AeMOCCpGeK5a70c3lkswJS4ILnA9TnGP6U2m9gvYd4d1lSzW0zASBgpA/vHoR7GukvZYU0+4edQ0QUlgfQV5JcjUbXW4QQVmkkVF2DAYZGMV6L4uuktPD13GzAPJGY1HqeM1lVm1DzKgveVjzm7nCpJIuQpJ2j0HaoYW3W/HUikIEtkAajjcJKVQ8A8EVN3e5220t5E0bXN/LcSWgQSovmEDjvjA966a0kligWNnO5UAYA7gDjuOv4isqO3iguI7mB9iXMbI6D+FiM5H5Ukl+VwgnEwVsDeNsi/WurDTiqk3ft+P/BPOxntK0YU7WS0t6f8AANwSJs3MchemWyPwccj8a6LT7h10+BRxnnk571w6O0y+bGzMc4OflYe2e/411sMmyK3X0Va3xD91HJho2mzp5blRaTOONsbH9K5DxeskUOklGIMaMDj6LWneXRWxnAP31CfmQP60niOya+ghaEjdFux7g47fhXNK7Tsdi0M7w/qg88wSkK/G4dvZh7GuujZXGTyu3t7145qV3c2l4jGHynjQqRnIZT1+or1bSJXl0WyllGHkhRm/KsqlRxpN9R21MW68MzieX7I4eByDgn51HG4Dsc4H0yax4GW5v4bONGjYSYeJmLGMnII5HAyeOvU13MlwLcqXV9pzlwMhfrSn7NIVmMUUhB3K4AJz65rKlj/d5Zr+tjX7Sk/61ueXXhaa+FqsJM0bOgXdyzZJJ54FX9IuLz7IGm3I7MTtI3cDjp1/GtTXNKVdYj1m2KqwcGZPUdNw/rWWxlErxqY7gqT8qHbInPT3rro1IyxTlfdXX32t+RzYic/qkaMY6J/f1v8AN3Lu4SMXZgM/xdePZhyPxrY0SURW87Kp5I649PbrXJ+e0jt5Tkuucqflcfj3/Gug0tymlgnqzEkYxXViHaDOHDK80dba3IaJAeDimWrbvPcfxTv+hx/Ss2GfAQ5xjFWNInEmmQvnlgXP4kn+tcyPQILH53nn/vvtX/dXj+ea0NwVc+lUbWPyLeOIHIRQM+tWZGwoHqcVLGWPMWG3Qvnk9hnGfWnCeCQovmIS4yvPX6VVkvkS58gMpYAZU8HnnimyWsF1yo2NkZUjjj1H9RWWj0ZfK0i3MoijaTPyqMmsS5nhmBaFQXJ+cZwSPcdD261YuJ7i2gKTx7o2GMFvl69m7fQ/nWHLGHdhA5DqeUcYYfT2+lcFfDWfNDY1hJNWZOZwH5HK5I6/L7/3l/DIrSS6j+xEK2T0OMdTz2+tYbXDmNknQMQRjjB/OplYrFkjBkfcQfypYb+JYqcbRuad5cbbGUA5JQr+fH9av284I2f3RgfSsC6kJSNM/flUfrn+lWUuCrg5r1L6nN0NS4+Zk9s06MDiq4l8zBqQyeXGzHsM0XEecapevcX9/KWOzz3Cj2Bx/Ssy3yYmcnrzSSyE2sjE8sxP5mmlvLsj/u1yt6nqwskkQx3BYgjsa3NFujHdjex2KpJPpXNWxyiD3ya3tExIs74JccLhsH86zrJcruU6n7ux1E0sKp5iY3vjlGA3gdevBptjMyylASoB5UHGP+AnkfhxWaWbaRt57qFHP1Xo34VcsWBb5T8o4AzkD6Z5H0rkjHVHEzVSUm5I9FzTJpN97Ah5AV25+gH9agik/fufYCmeYWv2P92ID8z/APWr1lsY9TQhXyObZ/KJPK4yp/DtWoikjFYkcmBjNb8XStIGcyt/ZVu99DdvGDJG2VJ/hPqB61ynjm7aa/8AseTtWMOfc5Nd0Dl0UfWvPPG7CLxDCAc7oefzrKtq0aYf4tTnLb/VMpqmXInbk/jU6sY5mHY81UuGxcn6VmdjZpR3DCKNgXwjgnnIx9Kk1m8WZoGVVBA++MHd+P8AjVOymVZlDH5Twc07V3Rp49oA+XnA61FrVLojqdhokFt/ZMWcSCQ+ZlhggnqP0q/NHHdHyJN2xv7rbSMdMGua8NSn7KFycAngNx+I/wAK6CNs3OMdFzmto1JTk+Y5ZQUXoNlF3atDGZftVuZV6j94Mc49D0res7uO8QiNiSnBUjBX6isWZybu1UdMsx/Bf/r1saYQzSHHpW0dyHsQal4et9VKecCEDAsABz+PaugmSPyVjdQEVQAOgGBxUYOMD1OKkmBya58a7Q0CnuZssuZFiWZmj4ZSW2k+6v0P0NJCcSOBwwByNuw/ivQ/UU1rd4Q7EZDYBMaZB92Tp+IpqzrBau+RtxhdrFkB/mteX0NjK1gzhZiNwQjAx8yke46j8KzzHY3cKm6jKN1WdflI/wCBD+tac14rnEn7st0ycqfoaozQxRRsYwyuRwExlvbB4NVTnKnNSi7MbjGUeWSHWekrDcTSS3H2hJECqWGGGD+v1q44SKERJnb06+tZFtM4mPlsQuedvI59VPK/hWhK/MYPdgK9OGInV0kYqlGGw2Vb3TrdzFN9pgVTlZTh1GOx71o6XfRLFFCr7XRApRhg8D0qjfORZSgdWAX8yB/WpnWKU4kUHHQ9xW+q2EbkZqQHfOB2X+dQxmnZZH3r17g0pXtoCEvbCG7ct92T+8PX3qg0t1pp/wBJ3Sx9FdB09Oe1accm488H0NT8MpDAEEYIPesbHRCs0rS1RAt3Fc2+3zAzFMlT1wRkZH0rn76yHWAhcHIQ52g+3dfwq3qun7pHnjJifggqTtI4Hbp0+lY0eoXEUiw3SEk4Af6/zo5ujK9ldc0HcupdhnEbqY5T0Vu/0PekZt0qjPfNQi6jlmeNT8yHkGhTm6HstC3MpJrcfcNm6tl9CzfkMf1qXzORVN33X/8AuRfzP/1qz9OEuqeK5tNk1Se0jIkMXlpu3MqFgvsODyfT3rVakHV2cmdwz6U/U7gQabPIT92Nm/IGuY8F39zerdG4meTAQru7ZzWl4plP9iXKqedm0/if8KJaIIq8rHngbdEifiafdki1KjvUNu2XqW5PyCubqeinoVbY4XHoDWtoyyCFnUEjcc461leaGfjsuK0NHaRBvjzxnJXqPqO9OUebQzk7QR0Mc+9Qk6B8n6fjUsJXzkVHY4fdlhzxnjPfrTbVo7qLc+wuDyV4/TtVkJHFkovJ6k1zewkpJrYjnjbzJIcsztnvSRNme5b/AGlX8h/9eiBvlb3NZGo3MsGlTzQOyO1wcEHtnH9K70czNxHwetdRGeK8+1VI7bQ4NT07WNQmDXX2bNxEsa3BCbmeIDnapwp3eo9wO9ibKAg5GK1irGc3sWYDuuGI/hGK8s8XztNr9wR0hfYK9Qt32wySnAGckmvOPGFgLe/a4jH7uY5ODkZrOeppR0kc675YN6iqNy+ZgfapHc5A9qryNlh9KzsdlyZG70+7fLrjAAUYCnj8u1V1bAFJNJukH0xmk1qI6vwy26Dp0J6r/Wuhib9859sVyHhyRt+0E8Sbj9MGupgJYu1FL4mc9VEu/dqC+ixH9SP8K2tHbJm9sf1rkdHMN/41l06/1C5tYZWESSxSxxrH3JYycYxngck4FbXhg3MWra1Z3LXGbaYRqlwAHXBYfNjjPAzjiulGEtjrI/muEX05q0zDdVO0OZ3PpxRL9oWZnjZXVmH7t+No9jSeokWWjB+7VWZAiOdoBPUgdarJqM4uShh3DJ+Q/LIo9h0Ye4qxNdJLBII2DNggr3B9xXLVwsJax0LjJnOX8Ef7x1bZxyANyn6r3rGfaYgBtCdcctGf6qavzzSwyMvI9Q/SqxlimJOTDIR1Hf8AxrgimldnQ1ZjLdR5sZPJxld/JH0YdR9a0HI86Me+ayyssAkK4B2/KUPBP+72NXy5a4UDqBXXhtWyJrS4+7fIhTP3pV/nn+lT7sNWH4guJYLaBopCjiTOV69P/r0uu6Xreg6Jpd/d3V0s16ZPMhKYEGApQMcfeIbOO31BrvRidxHUtFFISEIBojlffszkUUVMyokkxzA2fSuXukWEb0A+8SAeQDjqKKKyka09zJ0kltRutx3HAOT161oqx+0NRRSpm+L+P7iIf8fdwe+EH6H/ABrmZtSuNJ8SzX9ts86J2271yPmUqePoxooreJxs2PAg2/bQOg8sfzrb1ZQ+mzhuc5J/WiipqDjueb2/D1LOcrRRXO9z0I7GfGT81bmgE73Haiir6mU/hOgeFShkXKSKpIdeD/8AXp8cjPaRyMfmZAT9cUUUM5yWAnywfesfVD/xIB/vqf1NFFaxIZU1rxM+uQ28Uul6dbGBVjie2R1KIvRAC5UDnJwOTzXpgJWLj0oorQzl0FubiS30ZWjIBLgH6VzXiCNZfD/nMMMT0HT/ADxRRWTNqfQ83Y/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", "info": {"video_id": "37063", "label": "putting 3 crayon onto book", "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": "a5cf95944ec2e7ced4c6f578c5c9f82209d8ed0bb55d57a4b101a76e4ef78147"} +{"episode": 49399, "episode_seed": 508912506, "split": "train", "timestamp": "2025-10-13T03:24:17.281777", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 535, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 508912506, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gas cylinder to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "143682", "label": "showing gas cylinder to the camera", "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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nySSXWoMpCrkhfk4GAf8ACn3cyreOo77R9BVx3Vwd7Gpo8/2a5ZmXMUhKuPbnmuilhktyIyf3bD5ZPUf41haYgaNG6EHNbpMtr5flos0LniF+x9q56msmdS0ihI4blI44CziEPv25+XPrVm/Rp7hGgdvs8a/vSPuk+n5VKL7TniOdJnjlXOMszIT9OlZt5qkt3NHAmI4iw+VBgVjy2lds0hFz2Lfh9g+uTOygGSIhPUAEV0ci5NcxoUZTxLGPVJPyxXWuuG9q6o7HJVVpHO6uFhkVzwGGK5bxKN2no452yA5rqNedWiORkg4FcnqDGSxaJuecijqQjHuYWt7Nc3DNuODGen1qMCRbBnExCZwUx1/GtL7PFeK0hk+WBWJUdzVGWRpbaOFACViDtnt/n+tWhoZZBorkEjAzXdaVC8yM0S7mUZxmuE2tBOI9xbyyC3sT1rv/AAnI0sE8eFYEDbng7uRwex/n0rOqr2Oii/dZo21rG8incEUsWZT6445rK1y3aPUVtosv8vH510DoiMJUXCrxuI5c57j+EiqknliV5ON2Otc8o6nRSik+ZGM1utpbCNmG48sa6vQovL0C0GPvKW59yTXMSwyX9zHawgtLK4QAe9d2IlgjjgThY1Cj6AYrWkupjipaJFSUYrmdbhDynnlhn6GuqmXB479q53WY/wB6r/3hitDjRw0/2qO9X7OyKwHJYcVlRmRr3cFUSbicHpnvW5dZ+1S4xuOQufWs5bUafcES7WZYhIT6HNUiijcGV7ks+N6kA7egro9GO+FR09a5/EgaWcAooIbDd89P0ya1tFm8uRcjO1+RSqfAbUfjOxFqJwkUgwVYHDDg/Wll0aODTmuzCqnBJGeh5/lWvPGjAs29VRMqudzDrjB/iX37VXnUvaPA7dRh8NkGuaSextGKbuctZ273FwJf4E5J962NFj8zxHC2c7Edv0x/WluBHbwhEwq46CrnhK0Jlu75x8vESH17n+lOmtUa4iXuNm+69TWXqCb7Vx3AzWu6bl/rWdfR+ZbSLjkiuhnmHA6pFsBYfdaudvUkiihRrhpAw+6x+6faup1b/j3/ABrCubaOe0kvPMBWNNiKPWmiihIJBZIfNJjY4EeP61Lpu6K5AYdyBRc77l/KiUEJtB57njA/z2pkR8q52q5ZEfaCaroyouzR3mnRO0TSopYLjdjsK0bbTY55FU7PLyxw45DHgdareGHM1hMm0EhhtZfvDI5x/eGB079q1CiI4kRcRkAA9Q/X5h6DjpXG4u2h1tKUjm9XtzHqJtIlBKjACjHc0SwraWojZhkAkmtmRY1kkl43ngt3rLNu+pX0NpHkmRwp9h3P5ZqUuhve0bPodbpcPlaLZRngiFc/ln+tOm4PtV0qowqjhRgCqsq7ciuvyPJbu7nDa3b+TeSMOjHP51zzQxSzs0sYcKpOCeBXZazCPtDgjhhmuNkkVboQsCfOJU/ShD6GXaw+fPja2zPr0HaozGHnZUOAG4B649f0rQvpIrW5lWAAL5QVAPx5qpLEscRkZ97SOAjfTlj+ZxVodze0NjIqJ1bIAA712P2YQsqyFXjJyCvUH+hzXB6OzLcrGOG38V6YXE6SyIyyEja0j4O0Yx82O/o1c84+8zrTTgijewQRaM7K5aVVI5HLZzWHZ2DL/pEwxgfKv9a6CdkAaLOQh2gE5/Os69mUDjkVjazOiC5VZD/DqCXXWcZIihYn2yQB/WuncdcVneF7FrbT5LyRcG5bKf7g4H65rVkT5c9q6oaRPPryTqM5jW7fFs5PQHdk1x92flNehanCJ7KRMZ4yPwrgdQhMeRjjtTM0YkF2kNi8aKzyvktxgLTLOPZP5z5McSmQ5/ix0H54pguMWXkgHcT19R1pXR1t4lDnM/VPYHj+tWijV07Q7m8tUuyhYTMzOc/wjH8zmtGyuJNPlwF3x7vnTPX3rrLC2FtYwQgY2RgfpWFrFk1neecq/upOvsfSol7yCnO0i7daubhkcSAoyhQM8jHYiqkt6einJ9qpxQpKQ2TwOoqyViTG3PT8TXO43O+NZJWsdD4NLR6pLeyIGKQMiEj7pbjI98ZroxIHkOetZOj25tbBSw2ySfMw9PQflV1CTk+9bxVo2OGrJzldjp+axtXTdalgMlDmtSR/m5NYFnE+s+KJ9Kn1Oe1iZZfKEabtzKhYL7Dg8n096ZmkcPqG3+0oXdwiAsxyfSs2/uBc3DSRklMbeep71JNcefcxrcncACfm7E4qFcz3Mix7VBDduNoqkiyyltLdy2lipJkceZIfTjj8lH61etrSa18u4dCrt8wVx29/rV3wbEbm+vL2UDcAFB9M/wD6q6TV7E3NkXQZkjG4e9DejQlK0hLDWxNZSYDNcKCQp6oe5XHPQf41E+omVmdmHzHJx0rDjAflTtfHY4P4VZjtiEO+QdOnrXNJM76dSK3JpblpiUA3E8fSu7skSz0m0tVGNqAue5Y8k/rXIaRaLPfomMqnzOR6CuudiSvfmtKasrnPiKvPoidj8nFUZR19KnJIBGaxteuZbfS2khkZHDqMirOZHNa2mxnj9GNcm11ELBLaIFifvORgDNdr4os7S30CHWLPVb64BuTak3MKotxhMs8WOdqkhTu9R7gcJJcBraONQcjlvemkVYdbZgWa4OfkXCZ7s3Q/lk1r2fh64+ywTMh2NH5rn0OeB+WDWWlu8l3a2m8t5jKWX0J/+tXqaRALsCjAGMdsVTdmKTOR0y/fT5FRlZoM5IBwVP8AntW1d6q0027ePLkww2kYPbnHesvUrU2F8ykHypPmU0yO2Vzv3cdyO9c8onXSqJalua+OODk9MVueFIis9xeuvzbPLQ/3c9f0H61z/lxo2FBYngDHJrs9Pt/sdjHGeHIy+PWinGzuPEVrrlRoI4Yk1BNz/jSJnbmmSMcnmtWcJia4n7pZPTg15/eO8V5G8cQkfDYB7dOa7yyS31bxW+k6lqFzbW0smxJI5YkWPuSxk4xjPA5JwK4LWvNsPEF1Zuk6taTSQ7bgASYDYwwHGeO3HpTSLSM6YSzTOZCDLnH9MfrWtpmnf2nqpgUgw2sRUHsW7f8Ajxz+FZcSArNNMMhVyP8AePSux8FWbw2E07qQZWBXPcD/AOvVPQG7Ip3OknTkiRiGJHLgYyav2uqzR2b21w5UbeJAOvsfr61u6jp/26yZFxvHKH3rlYyA5ilG1hxzWVRX1NKM7F0X2VzmkiWa7mWIZAcgfWkUQRggAZ7HNbXh+2Ms7XJXEacLnu3/ANaslDU6p4i0dDqnlCxwxABUjRYwB0AAxSScpwagJy4GaHJCY5rdnnleVRznoe1cLrKlZGjx9wmup165lt9NaSGQo+9RuHXFYPjHQtU8P6JpWqX0k5nvzIJYWjIEAAQoGOPvFWzjt9QaLXGkcXLAkdwFXOD71o6FGs/iGLzFBESfKO3A4ooqug2eip0Wlu7eO6s3ilGVIzx1BooqehmtzjokGWHoDWpoltHcagokGQuWx6kUUVHU6nszsW+7TUOBgUUVTOcZJyMn3rip9SuNJ8Sy39ts86KRtu9cj5lKnj6MaKKENHGXyBL1wOgA/lSr+7s5mXglQv4E80UVp0KZ3vhi3ig0aExrgyLuY+prfi6UUVBk9zktVgS31WRYgVBw2B2zUYd2IBY0UVMjojsddoMEcWnrIo+aQksfpWix+fNFFV0M5bjnPGKwfEvGknj/AJaL/OiihCOa8WeJW13S4YpdK062MCpHE9sjqUQZ+QAuVA5ycDk81yqRqJinJFFFWizc8Jos+s3E0gDOFyD6ZNd8n3hRRUvczluQaxbRT6dIXHKKXUjqDXKwqBE2CeAO9FFSy6exteHreOa8LyDJjG4fWupY/JRRQtgn8QqcCoX5GaKKGQchPrTaVql9GdPsL2KaUOY7yDeAyjggggjqcjOD3BrmHnl1vV9Svb+Qy3E0hld+nzEnp6fSiiq6F9CoYle1UHOC4BxXpVkixQLGgwqqABRRRIiWxfj6Vha9aQo0dwq4kkOGx0PvRRSYQ+IzoIlkukQjAYjOK7i3iSCFIo1Coo4FFFTE0qdB38eaVj0FFFUzMwfEvGlnH99a4/xFr+p6hodrp13eTTW9vM0iCSRmJLgZzk8428emT60UU4lRP//Z", "info": {"video_id": "143682", "label": "showing gas cylinder to the camera", "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": "c2001a4f3e96968fa82cc669e9ae9e93f2f747ba2eb26514a7dd7a867aa8c1d9"}