diff --git "a/video_unshuffle/swap/train/batch_000992.jsonl" "b/video_unshuffle/swap/train/batch_000992.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/swap/train/batch_000992.jsonl" @@ -0,0 +1,100 @@ +{"episode": 99200, "episode_seed": 3461226470, "split": "train", "timestamp": "2025-10-13T03:53:01.794143", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3461226470, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'small toy dog falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "20627", "label": "small toy dog falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "20627", "label": "small toy dog falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "20627", "label": "small toy dog falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "90f13c11ff4c64e8fec40a803609784f89f6b1a84f532f28c766bc12f252c986"} +{"episode": 99201, "episode_seed": 1870860711, "split": "train", "timestamp": "2025-10-13T03:53:05.562191", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1870860711, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting a cylindrical box roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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0aHUZlCu1yzAeihD/APrrFewE06y7SoDHCEYJGelX9XaQ6StrEspVUbGEPLN1/SuiMkqTT9DilFuspLbcw7OSQyXjQjLhSyg/Ss2xVpbuGNGO9ycmtPSEb7bPwQQo4PHXArRs9OjTW2nUAKZCQB06n/CuaVblubuF2ZM91dadOVVmLZ+bIzVzTtaM95DHKh3OwQMjdMn/ACfwqwP7N+26hcam0vlrIqp5bHOTn0+lPa68KpBIYxdGXY2wtuOGxx+uK0jNtLQyaSZ6dp1/aa7pvkySRXUkagsSvDjoGx781mTaVZX8ssbSO0OPLkgzjA6Y9cVjaHHaWun2d9pQkDKpMgLE78L8y4PqR274rp4b2C9to7u3OUkH4g9wfcVhJcsvI2hZo4Xx081leWcdnM8KfZ/LwHI4BwK5UXDRhSGxJ3JPU11Hji1/tLV7WPfsVIQXY9hubpXFalp72GrGxaTzGUrz9QD/AFq2m2mdEK/s4uNr3OxhO26bnltrfpWhLOZIxGp++yoB+NZSBI5wBgYT171PZ3UEVzE88yKiMGOT7+ld1GS5EeViYP2smjMkVUttWt1ZSUD5x7N/9as++lkXTLaMAhJDkt7jt+tXry2Fte6s+G8u4LujHj5Tk/1FLFai70RY3XJ2hkI7EsAP61xVJqMvmdaTcV6GdYiVoJWi+4jdcdO/9KbFqV/Hz87L6MMj862bS1+yaBdHGSwFSz6hoFhcm2fRS7x4BYDAPHbmiFWTvYiUErXL3hTxJFYyiWYMkhYxrGnR1xkg/j0967/UGtbqxS4SMzW8wB3Rj5hnv615rYano1/r9pGukKiFGj2ugYbiQQfwwfzrr7bUI9JmWGTAsriVgXzxDJngewP86mqm/etqVTa2Lv2C0trWZ44V3tEymRhltuOmeuPavG43RJ2JlDbeApr2a+lKWlxxnET8evymvI5NLszplzOZj9qRRIFzwQSBjFHxRsjpp1fZPmRQmuFMqOsv3DkDnrWhKAzRy7/ldex5H+c1hCNjnjpXVWttDPZogZJFwoVQc5bHT8+1VFcrTexlObq3VtdzRs7lokknkkV9sEgJVcZGwmsS0mWfUkZQFDrx+Zrei02/FsVFhIGZXQrIR/EpXP6/pWHbaRfW19EJbSdVVcZ8s44z3pzqKzt3M4watddEZUgk+1ur8ymTnj3rZuJ5dElC8MZBnDeg6Vbk03zL2OVkIZdq8r9P8at3ljaXl/O15d/ZooI0+YgEc/WojXbkrA6ejuU7XxAkskQd5I8HAxz1P/6jXrFtKur6Z5Vy6m5i/wBYYmHXpkema8ui0rw6jCT+3I9ynKkBV5HNbnhqFrCxs9QtL17h5MebGQCACCXXj8Tz3+tOcVKOisKL11Zs3uim6cxpMnkmMxFzy6jofbNYXiu+vdATS47SdpPLhMe51ySRjDfWuwjktbhRfW21lnUHeO/1964fx/FLeXVhDA2H2sTz0BbrU03dG6smc/d6jc3SRS3jtNJs3MHPXOcCuogGQh7BRj+X8hXB6z5kN2ApdUKDbk8nHH9K6z+3NNs48TXSlsABUG49PbpXXhZWi2zmx7U3FQWxt6zIbixe2AyRGZj/AMBBNcjrKjfJ90MUQnPUgJitW01exvYr1vtaeZ9nKKhyGbPYZrmdUeVtTkYlthjwMn2p15pyTXYjDRai0+5K94bfRFjX70w25/2Ryf6VBZSuiuApYrxn61dgtBd6EqE4ZN0iH3GBU2kWfk6deySr82P1FcvtUkbcjbObe6BdmSFUBJOM9ParWmapc2Nw0ts4jkIIztB4/GtnWvBMuk+HI9XS6E6CUQzKFxtYjIx6jjFcvEdr5PQCtr3M7I9V0hhqlnp947MlzH92Tdz1IIPsfSprq5OtaVd2iJ5V6F2tC5xyCDkex9aw9CvjBpNsgGcLkH6kn+tXbm8VLae8CATQwsUfuP8AH1rndm9NzojdGTd6Vp0NjcWT3zzX8jmRV2YCEcBST1J9Pxrk9RtLjTrprWcKrrg/IwYEdjkV6ALuGeyFxq8CkKF8q6iXh1bofUH1FLdaFpmradK9qkZmlYH7SpPQc4x2PrWiqcq95WI5H01MXw35kUlhcSSOyuj8E5xjPNaM3jLyrmaJbZmWOQxht5yfwqDTpXh1h9L8sLFBD1B69P8AGufvobyxluJXtnBeZ3HAPGTWMacZTfMbSqSjTVjsYfEcUyhmt3BPuDVpNStnkVBFh2yR8o7VxtuzbUzlX4OD3GK1rVz57SHpFAW/r/SqqUYRhzI5Y4icp8pz+uanvv7z7KgS3uZA21lGRjp9Oc1jG4kIxkY+ldX4Y0fT9bvB9vZ/LUKu1W25J6kn2rF8TaSuheJL/TFkMiW8pRXPUr1H6Gt1sLRmj4c1W7S/soPOcwmTb5ZbCjPeu7Mg0qGS6t4S8ckoaeNOuMcso9RXmGiybdUteeVbd+XNd/HqLkAYGKzqON7M1gn0E1vTIdYljvDeCKy8oBpVG7HzZ5Hpgn8q57VdNhvpWvtHbzFij3yCYhWG3jOPcAnHoK25L+eC/traw8pWeNpDC3AkO45APY4HFWN2jy3RtZIVgmkVS8Mi7Q27Bx6ZpxbitdV3KlG7ujgrO5e712yJHSVflbmu4t9aS00y4uZY/mSYooTqwyB1/GqMnhJ4fEYvbURR2ayblh3HcgxjHPWk1OyuhoqwrC7TGfcVHOBvJ/liuao4ymktjam5KLb3LkfimyvD5ctrId3BDqrVbiu9KkUKsKKB28vHT6Vx8oe3khQyFlCkjHr1zj8avWspD8nK9jWyoRaucdTFSWxtarJpo0S7Ee1SVKx7QfvjtXnM17c3EpkllZnIAJPtXU6k/wDxKLNWODNIzH8if6itrUNE0P8A4QXUGihjjvLNY5I5MfO+WAbJ75z0p0UraeY5u+551DK4lBLN6ZBwa9B8JSi40eWKYB080jDd+AefWvOlO1sntXYeGrkw6cdhxvck/wAq0nZK7HFa6HXm9kiu5bK6y1rMSsEyjlc/wt/SsSew0/RIGjlsZ7k3CiN59xKBcdgD94n1+tXIb192WOcAkDHfHFUtCvbj+yJLmJ/tMSxtvt5G+ZHGM4PoRk4NZxT3gaSSaszj9R0x7S5ghhmFw0qg7UUgqfT369a0NCgZI7WdR+8F6FAPpxn+tdvo+s6e6vLHFFDImAyzqAVznGD6GqUeiR2qweU6mKObzenXII4/Oprz91LqVSjaRX1PxBcWkuII4yD/AAsMmo7bxRO4HmW6A+zEVi6pI81zfLEuXimAXn/Z/wDrVTtDIy7pVIZu9OlQhKKvuRiK0ot8rO4TW92zMTZdguA3SuX8T62st3NCLZSGjWIsT3Q5yPzxV2xDS3luh9WY/wAh/OqenaRD4j1afz7hooo5W3bQNxyeAM8dutUqcYzdjGM5TheRzBuOMBFArovDmu3Vu9rZgqLcyjICjcSeOtZ3ijQ38OeIbrS2k8wQkFXxjcpAI/Q1X0lsahajuJAfyOf6Vo/McUlsepxypo0U8+XNnJIC6DkRE5ywHp61meJLG71G5tnsmTY0RUSlsLywwM++amTUlZCu3IPUGoGvBYiGzt7b7RFMru8BOTtBHCjv3OKwWrvE36WZzmtaKyzLLA63yqhWRoAWClPvH3HPWuZtI1lvoI3XKvIqkDjIJr0y2sbFUnbS7ho5Z7dtsYkwRuHy9eQOuR9a5Cz8M6rZ6tbNPaN5SSAmRCGXj6Vc6keXsyFCXNqdHptnodvDeXDWsaCByjs2TxgdOfepW/4Rq/RUzEOSBtZlPNU/sb3GmXcYARpbp+X+UAZA/kK59JLaK+MUcolZW/1gG1WxycD61hSp861lqb1Z8n2dDtYNL0yOBYoJSEAwP3gPGc0250yKHSrwRzH/AFRfkDsM4rCtpv3m0jBP60t9Ju0YsD/rrjj9f/iaqVBRad76nLHEc91axb8SXN2nheWzGXikmSRwD9wLkA/mQK8+avTNagd7C8aMFv8ARmXb69z/ACrzM1sneIWOu0uUiwg9kFXLuUnTLvn/AJYn+lZWnsRZQ8fw1NdyldNuuoygH/jwrCPxm/QzodZvbbTX08ODBIQoP8S854rTgmP9iyzRPJE0dwvMZxklSM/pXO71aPJX5twGfpWzaRmTRZSDwbpFx+B5/Wuv7DZhd+0SRqeHLh73UJZrhW80RlTI643DjHPTNXJdRtby52yKkEhwo3nI/XkfjTIZ3sNGVmQSGJMbCeM5ouNUsp4o1u7PdvQMSMHGa5aMpOTkkb1lDlUZMfcWUCr82AQcehFVAwh0vU5AfuwlAfrwP51p3EdteafHLEo/d4UN0OPQ1naLp0eta5Po9xqEtrFKrsgjj373VSwX2Hy5yfT3q5141PdSOaGHdN8zZB4UQPDKc7drDOPTmsHxIbiTXLi4uSGeciVWHdSOP0Fbvg4mWC+DZywX8Mg1m+L7dodSgP8AAYFC/gSKuL1GlZGTpZxqUR+v8q6+OXAHNcdp3/IQj/H+VdKrMO1YVfiN6exX16eRLyzkicrJHHuVh2+Y1Xn1mfUbnzbsK2xBHtHQ47+xqPWps3kPGcRKD+ZqkCDMwVSOQB6muul0Mar0ujefxHeW17LPBNM0bSk+W3zKRn9K6U6mq6bDc3HzmcEAoMc+uD7dq5bRo3+128oHAYg/rXQPqcCXv2Oa3L/ut7OSCMcnpXFKXNUStc67JRd2VYdJsJ2M8Qzk8tvOcnsfSmXFotruaN+h+71q5YPpTXhe33Ruy7WiOQGzVHXIGtkm8qR8bxtyc8fWur28Y+7JO550sPKT5ovQqeISqHS4OyxliPqcf0rZ1q28zSp7aNyjSK0h/wBoIN2D+lUvE2maeuiWusWWp3tyRcCzVrqFY1nwm5nhAOdqsQp3D+Ic9QN+6hS5gdWYKWjKhvTIrKCskjd7tnk5710eiPtsQP8AaNc4wxkVuaQ4FngsBhjTqrQqnudDHNhXOeiMfyBrkIrq4tI5DBM0YkXDAHhgfUVuvcKsE53g4ifp9CK55XcxSALkdM+maqitBzaOl0BYbu2vLe4TMUcIcc4IIPY/jUvhx70XI3iUWIYkMHyvQ8Y/L8qr+G13w6g5P3YCB9cH/CtKz3WGmSMhG5AzKWHfHFGLe0V1Fhtm30Ibx4or1pJ7ZoUMm7fGh+fHAJ7Hjn1NXpo7PyA+5SrDKnj5h6iqi69KtlG00Mcm/dkYxwK0YZrbUNKdEiCKmGCY6d+KI1fZxTcdyKtKNWTSeqKdgY4r6WRfuRRM+M9MDP8ASs/wkHlW52nadykn65q9oNtY6j4mbStSvbi0trnMQljmijVB3LGTjGM8DknA707QrRtP1fW7F0njNvP5QScASLgsBuC5GcYzgkVCkpNyBQ5Eo9jnPF1xcXfiCa4uAfnVNjZzuQAKD+lZmmnGpQn/AGv6VteL4HhubNTygg2q3rgnP86w9P8A+QhF9f6VpLWOo47nZRSkAc1Q1m9mtrvT7iBsSxBmU/jjFPVyBWfrcw862B7Q8/ixrGjuzaZZv9cTVLqKfyfIkijCuyHDFh0IP+NabeL7iC5aRjHNbFsBWXa3QZ6f/XrkPkV2CnPAyfetewhSeW1WSISRGQ7gRx/nitq8koptEUrttXOtvZ4b/SXllxEsoITJyNwPHPbp1rnLDQzITNIq8AKm0cEDgn8a3D/Z/kizmby0iXeEAICAnAINFjZJFcFre+822YZZC24g9iD/AJ4rGhKMVzPRDxEHLRPUzmtZLTnAZQara5+60nTYlYgs5bP0A/xNWtdFzbiVfNBAYAMoxkfSl8YeGNS0bw/oV/qDz+bciQPA0ZAtwNhQE/3mVs47fXNbTnGcly9Dlp05QT5upsXsrLYXJB6RP/6Ca8uPaiiiPwmvU3LEk2qDJwB6027Y/Y5hnuo/WiioW4zMimbyimBhQT0rq9IjVvDAkI+b7UP5iiiuiX8P5ER+NepNqbFdGbBx8w/9CrD1Iv8AadokYKI0AAP+yKKK5cM7J+rOqok3qdNpLn+ySvXdJg/98Mf5gViNqlxo2svqFps8+Fm2b1yPmUqePoxoorCHxky+En8HsVhuseqD9DVLxhIz6lChPCxAj8SaKK7I7mBiWf8Ax8qfetpjhRRRUy3KRm6g5W9DddoXGfpS2jmW/tQ2PnkXP/fVFFdFPYifQ39IPy2/vJz+TVHfysuq3zA8x2vy+3A/xoorhp/xf67nXP4f67GdpdzLJffM2cD+orqPEuBbnjowoopYj+KZ01aOhkeJfFT69HawS6TptsYFSOKS2SRSkajhAC5ULyScDk810U7t9kuSGIKxEgjtxRRWy3RkzzTHStKwYrC5GODxRRVzGiTzWltpy2OUPT6is9CygYYjJzjNFFEXZqw0k0zrvCiKdH1RiMsEJBP0IqxdjOk3K9tp6fhRRWeI3iaUVrI529UMluDnAiHQ+5rc8PSMlhJj0jH4FwP5GiipqfCimkiudcbR7u9jOnadfQyuHMd7B5gDJnaQQQR1ORnB7g1Y8PaldapqOq6heSmS5uZBJK+MZY5PQdB7UUUofCZT+IoeM3Zp7RSeAjH9a520JW6Rh1BooroexBumRwoIds/Ws7UCZL2IMcjagoopUlqhtjGjX7Uq4wGkwfpnFb+lDCR4/vgf+PGiinjNisNsTaixF1dH0gQf+PVnWc7reqVOCB1FFFTT/wB2ZFT/AHhG94j/AOPUN3O3msDVvEeq6lpdtpd5ezT21tI0qCSRmJZ8ZySecbePTJ9aKK56JrUP/9k=", 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", 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", "info": {"video_id": "11483", "label": "letting a cylindrical box roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "11483", "label": "letting a cylindrical box roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "11483", "label": "letting a cylindrical box roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "00514959b123773962f8cb519520c97f148c073578c608d18f4f242269d93f4c"} +{"episode": 99202, "episode_seed": 1954139677, "split": "train", "timestamp": "2025-10-13T03:53:06.730451", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1954139677, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'burying light bulb in blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "202124", "label": "burying light bulb in blanket", "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": "202124", "label": "burying light bulb in blanket", "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": "5f1c49df745c98fda671ce6e62adb4a171f3830ef8bd9d8f6e4a4ca4836fd93f"} +{"episode": 99203, "episode_seed": 2566247084, "split": "train", "timestamp": "2025-10-13T03:53:09.814322", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2566247084, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mp3 player on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "161095", "label": "pretending to put mp3 player on a surface", "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": "161095", "label": "pretending to put mp3 player on a surface", "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": "47d36d1a452733e1d3a947e5c18fffd3e73a8ac414e50a7d9fe243cd5ab4cc02"} +{"episode": 99204, "episode_seed": 3012069909, "split": "train", "timestamp": "2025-10-13T03:53:10.904875", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3012069909, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'squeezing soft 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "153362", "label": "squeezing soft ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "153362", "label": "squeezing soft ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "153362", "label": "squeezing soft ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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tX3yt5feP3HrWXezNLGzt1eUsR/wEVqRz/areORCAzcOB/e9fxqa/0Ga6a1aLCLK5y2OM4AFXLWKREqsEuSJJ4eP2iW4tGI2MZPNB/uldo/U/pVXwApgfUIG+8j4P4cUzRpzb/bWYHzJJhGPwzmr2iotp4s1qMcKziQD2b5v61cfhPOzaPNRhU9V/X3HUMasadOIZJMnriqLzLjrVSS88qRcHGaqK11PBjudxDOrp71xPiu6+1ak0SniJdv0rYsdQxGSx6DNYF1bi6v5Zgclmz9KidP3ro9HBQvUORu0ADFhyOtQXVi0bucYwFP5itLxDD9ndVAwzsAR/WpNXwLl4x/E8Sj6BRWbja59IqcWnF9P+CZVh9otrqN4uGJOM9OK3dSvXlaLzW3zyyJJI30IAH4elUbAJJqFxavjeJGeLPr3H4j+Qonx9rj7HzEXBHTnNUrqLCnShGDklrsUYJT9seTPJlXP/AH2DWj41Tzo9HvwvAZoM+oDZU/zrEV9sUp/iyMH0Oc11HiaEP4RgUHP2MwN+JBB/mKdLdnFiV7TD1F5X/E6WFs28Z/2RTJDTLZx9khP+wP5U2Rq1sfLPc4rUNPbTNRn0+8lCXED7GUISCexB7g9Qa9i1q+Nj4UlZTh3hESfVhj+Wa8d1mW8OqRyRXN1PYMyJDNPCEYqeQp4we+COMV6r4phtrnwpOlwD+7CtGQcFXzgH9TWOMSU0jbCzvyykeeLbOJUJHUYOKvySpFCz/wARYD8BxUllaAaUZ5Lnc4+4jjk/jVG+Py7Qaq1kj2sXi4VKajD5ndeEr1FmXBHABwfatPxleW1/4sMduxLCFHmAI2ncuPzwK5PQ5o7aOK6c7dn3vcVb1jxlps2oQ6ZaJuaONppJduMsQNq578fzFdcKUVHmOKM7Si4730MDXNAuIY7qcAGKG1CMR6rjn8hUukXa3HiC2i+UxEktg9QEI/Kunup1uPC+rRqu8taswHcnbXmvhm58jWoX9QVOfesJrkkrdT2sJi/at3NPwVbGw1jV7EjHkylB9ASK7V1xxmsGOD7J471Blxsu4Y51x6kYP6g1usa2PlsTD2dWUOzZynjfTZp9Ohv1YCC2fZKcEld/Q49MjGfcU74YqgutSKSb8ogJ2ketS+LXcWAS3nuEu2RtkccQdJE4DB+46jB6Z/Cofhk86vqYuM+YjohDdQRnIrnxiSpX/rcilJttM27C1W38QrbS9FkwCfQ810uq6Q1rfRXEODA8hLgf3uornfEFwI9VhKHbIiBiR9eK173Xt3h25nDcwxs5+oB/rRh5c0NTqSPOPEOqf2tqd/NuJjaVIY8f3Vz/AIZ/Gsy80GK4sY3gOoKY1xie2RePr5lZzsGsCrZ6lzzjoK6zwn4R8K+JbayiOqXUV+8DPcRqUIQhgAOR3znHpzW2FfM5J9TbM7RVNLohNKvYrmxh05po3lhVAgVwxIU+2RnHbJrN8gJqoD/dS+IP4ZP9K1tT0PSPD/il49EmeWO1MaSmRwxDbQWGR9elVvEIjhh+1wsVaW4DYHrtOayrL3nfoezgVfBwk+n5XLF5/wATHQNWjTkxRrP/AMCDbv5A1v2g32cLA8bBWD4Sk+1reQytuMy7Me2D/jWzYZWwhQ5BVApHuOKIu6ucGdRu4VF1X5f8OTMuT1ry7UdMbS9SnsLuUJcQybGUISD6EHuDwQa9RY8HNec60102oxyRT3M1kSixSzwhG2nkA9j3wRxitIpcrZ4ak1NI9a168Nn4OuCDgtAsY+pwK8otkJmQ8kZwcV6F40Ej+FgyMu2GRWdT1YdAB75NcJp01tMQu4LJ6PxmvPoRvqfR5W6ajZvW42ZlXVIEHRACfwzVJLC/ulkeFv3JAyBMoOf93Of0ouJ92p3LgjCkqMewxVrSY1mWYypEpXhZNmW6dM11QajNtix8+eNov7Q23mNjsRwSO5969F8OY1rQLmKHHn26iSL1JHUflmuJjt7mKF2hljeLIBOPX1BrqvBOrW9tKbeVo0ldxyvHHetKFPnfK0csNTF1/wAiw1u5SNcAytNsHqwBq6tu0HiUSN1uLGJifUgbT/Sm/EKy8rxCt/A6tazbYyw7MOOfwxWhdBZLqwuk6Mjx5HpwR/I0rNSaZ2YmSrYF2+zb/IkkTGBVSeHzHT2q1IfrTEG5xWiWp85B6k0cDBMDIyKvRaa4i80qSo6n0pYo+F4/Wum0xUFvhgCCORV8iOujXdKSkjx/xa7DVbeBiDs5z7e9UdbuZInE0f31fcOM9NorS8cxLH4jYL0WNQD69TWNdX5tTaT+ZPGdhbzIDh1+Y9D26VxpqU/mfQTr/wCzzmna60+4ybi/u4r9plfDbt4YLiuwvGjuzZ3MRJImRHJxkkgHnH1rnrvV5r+VFVNSu5uFBublnJ9gqgfzqxpF5NHqLW13B5CtKuVbdlHUjru59a6a8VG6S3PLyvFVJVuWpJtNfj3K8MDTOsQ6vKq/nmuyj1WCKB7JtNhvWuX5WUsQFB44HoQK52eE2DXLupBS4Xb7ghulbHhjU4onkTyi0rc5I6DtXBUqOlByS1PRxU1RpOL6/kbqqyxKGUKQOQOgqJ6sMSRzUEldcXeKZ8xL4mcXLePfSwpiNA12rrFEu1UBYHH4EsAPQ13HjjUJBp9vZRHDSNvbJ4wP/r151p0yHVbJMNlp0A+XGfmFdP48uGj1W3HbyP6muacnOpHmOlQUdiCwnkmicO4+RcKB0FLdSolpE5ILlgKw7HUPLkCZ6mm3k7yXBIb5P4RWrdkdGHp+0l5I2l1s5W3jODgn8qzLKKWG9jeU722tHuHoeR+XNZMF1LFcFldSy7sK38q37GSS4mUOsf3dwK+2K3UpONkOFK8047pnonh+RWRIXO7egB+hFeeX9q2i+IXLwssUcx2DsRn1rrNCvFgvIcv04YemK37+30vWNNUTBHkZzIvqOBVuCmvQy9rOjJ2MS4kiufE9pqMG3bPZBG29AyE/0IrULcVDb6dbvYi6sjG0dvLsd1Py5xyB6n6VlaesuqeK5tMk1Se0jIkMXlpuyyoWC+w4PJ9PelLc456yuUPF979m+xALH8zEl2XJAHBUexDE/wDARUngCQt/aUxJPmTqdx6tx1/GuQ1q/uLpbZriZ5cAlc84ziup+H0gOm3Tr3mx/wCOiuPFyfI10NYRVr9SG91pbrxPdnrGGEIyf7o/xzWxrTi08FXO1uZyI8fUj+grzlpHGqSnOG81iT+JrrtYkefwgm8kETJgfga0prlh8jWkrzSOQnYLbt6EYJ9M1Bb6ktpcxywiVTAwMRVsf7xPuR3B44pZ2/cHIzyAR681LYaSmoSlUMiAckkcAU6L5UbY1OpNW6I0dEO1J8SFyZSS2c5GODVvWLwSW/2NgrtCocP/AHSe35Vu6b4PEFsjWk/mIWJbcOtULvwrqMMlxImyUyMWKjqR6c1Uk3sdkcVCGFjST16ieBWE2reU0mxcZ9zXQ2csjWoaUgyFm3kDHOTmuP0LSdVg1TzY1NuynA3rnNdHq7z2WnzGNjHKJeqn1OaSVlY87FV51Uk3ojTdsqee1edS6h9tljjwibrpWWKNcKgLZx+BLAexrstXiittAh1LTtYv5la5Ntm4iWNbghNzPEBztU4U7vUe4HnunsDqlopB5nTt/tChtpM5oRT3PSfG9/5OgxRE4MswH5A1R8IyQW9hPcOEJVC2SAe1Z/j+4ElxZ2xb5UQuR7k4/pXLxztHCUSRgrDBCnqKwwyUYpnQnpYZbCSdn2LlmJJ9q6PS4lS3lkLfIq4P+9VbSFjVSQAAefrUt7OtlpEyRHMkrYH9a0Wsi3N8qiZz392LiKCNlEbvuZQOuPWr+n6jDYavFeON6I2SMdTWBZTSLd5kBJIIye1dDo8VluYXS+Z3Az3reM3F2RpTrWptS6nV65rUWq+DZbho1L7w2QnTmo7e5ZtJ0phtMcrNk91Kjj88mtAa1ZXqpphiUWpjMRAHBBGKzE0u60yGO2LiW1jk3xPjBGeMGrlF7mCxEo0pU47Mts2altBvd/bFZmji31HxZ/Zmoahc2tvK+xJY5Yo1j7ksZOMYzwOScCruhwXCatrFnObgfZZvLCXAAdcFh82OM8DOOKmG5xm5HwAO9bkMm22AB5IrBMbxy5OSK04pdwGOgFVXn7Om5FrU4b4ixxrNZyhQJGDBj6gdP51xGrn/AEC294wP/HjXZ/ESUNcWsfdYy35n/wCtXEajLi1s2wG25G09OprzsNqke0pWwbv2/U9S8K/FSCOcw6zbeWEs0CmNQ/3ASxbvk8YA6Yrgta1IeItRvtbjjELT3DP5X91eMfjjrXNJezoR82fn8w5AyT3561qabEZYURcgMxKjOeK761Rygos4MrpJ136FvU74y6baoX3M0hLfguB/OptL1CKwu0eTABAyTWNeHc0uFCiNwoHfjvUrQLNEpJzkc1zSimrSOjHSliHKN/6Wh6YlwlzEs0ZyrDINRuaxvOltvDMTQuUZSoyPSrevaNrOgaHpV9eXNys16ZPMhKYEAAQoGOPvENnHb6g1tFWikeTZrRnLW6A+I9JU9DcL/Ot34kqFvLQgc+Tj9TRRXHD4o/M7au7OZ8MW8d14jtYZl3Idxx9FJFRSHJoorWr8R14D4ZfIkfTreaKKVlIZkJOD1Ip+jxi3nkdCchccn3ooreD0LpxX1hO3U6GFjHYXEi/fZck1zE+pXaQJapO6xzMd5B+Yj0z6UUVSe5hmf8RHovholNGMCnESNwo6dKw7nUZ9J8Tz31ts86KRtu8ZHzKVPH0Y0UVMNjgq7nPXSgRqPRSBXWfDmNToszHr9oP8hRRXFi/gl8jaPwx+Zx+qRJF4ivo0HyrcOB+dbmsyv/YlnHn5Sdx/Af8A16KK6F/CNcL/ABkcjPzE/tzW/opK6bAg/wCXiYLIe5HXFFFVDYdf+J8v1PTtD+WCWBeEXoK05IYzbIxXJKtnNFFdUdjjnued+IdWu4NatbOCQQpIcMyDDEfWpNXbOhgnk7lz70UVhU+OwL4CjrfiZ9dgt4pdK062MCLHE9sjqURQcIAXKgc5OByea5q0QHXtNXsZ0/mKKKzqf5l0vgl8jY+IaBNYtSuebcZ/M1yik80UVFH+Eh9WXLW5ljVtp6JVRWeQ5Z2zyeveiitUNbkkQxLGck5Hf6VNM7rebUcoAn8P0zRRR9o6f+XHz/Ql0XULmO8Ch8jO75uea6rR9YvtTkb7VNuUOVCAYUYoorWbfIcENyOTW20nUr2M6fp99FNIHMd5B5gDKOCCCCOpyM4PcGum8C3U2rahrF9euZbi4dJZHIxljuzx2+lFFOn8SM2dhNDGAflFQ2MatGSfU0UVhmP8EuG5538SVC6zCB0+zKf/AB5q4S4Y+VCDyN5FFFcuF+BHrv8AgL0X5kTkBcBF+uPetnSZWhtp5lxvSL5cjpzRRXW90VgtKvyMkuWtHduWc5Y/jUVvLIWKh2AAJ4ooppHm1ZNNHcKxbwhCxPJZDmq97r+p6hpsGm3d5NNb28jyoJJGYlmxnJJ5xt49Mn1ooqlscz3Z/9k=", 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", "info": {"video_id": "153362", "label": "squeezing soft ball", "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": "bb2d4720eb5d73c222e370cf9cbe2e283d4cec0bce08be5389fd1a25332583c4"} +{"episode": 99205, "episode_seed": 3294849762, "split": "train", "timestamp": "2025-10-13T03:53:11.862126", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3294849762, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a water color on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "211948", "label": "pretending to put a water color on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "211948", "label": "pretending to put a water color on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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FSEp61Q0uZwsysx2ZGM/jUjRCeTLHjoKxd76nTTtbQoxSQy3EiXHzRIN2A2MnNel+HZ7a7sY4wPKmROIwOF9wO9eZ22nRx62XuEeW1jHmOq9Sv/1q6L7dbaIbaM6gLhpTuhlUY8tO245654/nUTlFSSauHI2eh+TC0Jt5IhJB1KOMgn1+vvXDeKtcSFxo2muuCuJvLAwuf4Bj9ab4q8XPbabFa20xkvrhcEqPuj/Gsnw7oZjjWe6/1z88nJH/ANeuijH2klJ/Cjmqtpcq3JLLTLq4jBjjO1epNLcWctr++Yd8FvSu70+RLeHycAD+E4rkvGOpJGTGMcAnA9TXbOrrZGVOnbcx9M1p7aIw7d2DgEcke30qzaeJr2W8MChVBJAD9CfTNcdBdSQ3AlDH7wLAdxXRy2Do4kjy6yEPG6/xf/XrCT1GkjTm1+O8gkilGxuQQfWvPd5OFX5mY4roL20miR2kVlbBOa5xfvE5wR0podiy6mKPGQW6VADg8ipMnGSSfrSxpvNFxWBeRkVZgHzVYtLMzHGPlHVuwrWstKDn7h2j161rDUlobZwSXTKsfC9ye1dVpvhiV4jcI6gjpnkn86j0y0+zOEWPA6ljW9FqK2x2sSM8MK0lOy0EqfVnI61bTWETCR+XBGM/zrOt9buY7EiLDBFJDe1J4q1U3l1IsWSo4PPasPSZY1vRHOxEEoKEj+Enoa53K5o0rnVWviW7W03z7XVWCsuORnoR6isfXrmC7njnQgZB3Cr8uizgOAVCjjOfvfSsG7haGd43BGADipTE0iDb5rrFEVJPvWxZWRkwowGA5OKztNjT7SJWx6V09qBGS4AxiiUmi6cFIpi3eB2UnGOoPIqQKWGSMDHXtWvHDHcg7x+NNexWEbQzY9MZpxqMborqY4cwPkPhvr1q0PMutohHDcGrUdhHI2SueeuOKtxQi3bIUsD6itOZWMvZu+gyx8PtcSqokXI5J607U9KuLVHd5T8oyDnrWxDOIgrHCdxxWR4q1hRZqqHLP2Fc86jbsdEKajqcpbX8lvdSGM5yeV9ferkOu3yXwXIRSduSMgVyzu4kJyQ+cmujgtBfW8Vxb/NvwGX+63elIiJK9xvcs33VrMv70srHPJpbmYINoPA6+9YtxcF3rnpwudU52JdxlYZ+6KkMQyMjiq8T9ADzXRRacnlIzt0GT7106ROfWbItK0xp5QzDCg8cda7OxhMeDkbAMYFZ2lW+9TI7ADooJxV25kjhTBYD0INTKTNqcIpal2fUTaE4YYU9a4jXdQfUrp8E+WPSn6rqLE+UjFmP6e9ZioSncAUJdTOpLojP8twc/ka7SwMGp2kc1wuJVGJAP4sd6wkRYYxcSqCg+6COprR8LW/9t6sLGXUJbNJo5Xj8qPcWdVLBfYcHk+nvQ1zGadixdQRQ/NENqnrg1Xa5RZFAOFUVmWl7NNbnzZC2QGGe1Ubq7IBAPWo5XextGSSudTp13DJcSuXxkgUXdpptlbSlgJZZt3ljup7Yrjre6eNwFY5JB4robSCSSQSyPvmPAHZapUbsr29o2Luj6YCPtEi/PjALDJ/CultFjhJLvyarWkEcUQ3yqD7mmXd1AibTgn1Wum9tEYxUbXluWL3VRbIDv+6eBXEahdtf3DTSHgk7c0/Ub0zzeUh46sahWMlSSPpSM5MqrZs5AjGWY4xXW6JNJbad5UpyEY7DnpWNMn2C1WRgPPkHyr3AoM00fhhJVciQyEEj6mpJNi6mS4tpR1BUj9K4GNd5A5rudWsLKz8MRanpmq306NcG2zcwrGtwQm53iH3tqnCnd6j3A4mH5WpwWtgewNG69avafbtMenHeo1BkOB1rYtrUhAFYgnritOVJiTbRo2toqRncRtHYc5rU09GlkySEVehzWbBDKi7ROxDdsVfRTAwVkDcZLE5oLXoaksiwL/rcH1B4rmtW1VwfLV8ux7Uup6hHDG20Y7Y9DXPxl55DI/3j+gqXoOU7ocUL9RnPUn1qRbSFNry5UuwVAO5J61oWsCeQ1zcALDHyf9o+lZlxMbq8SdhhQ67F9BmpZB0s155ZjgyTjjmsPWmH2xD3KY/U1q6Pb2OreNPsGpXtxawTPtjmilijWPuSxk4xjPA5JwKxdWhlt9evbOYTg20rRBbgASKAxGGxxn1xxQtxdCrDLjkcEHORW7b3DNCvQbTmuf4SYjt1rSt5lYAMSD6rVSjzK46c+V2OitL0FFBXDdzVkhp5Qqg7O+eAax4/MjwVZGB9Rir0F1OgB8sH2zWaVtjZyTeppRnyvkAJbtVohwoYjAHoKzFu3Y5I8sd264p8l27RbhO54zg96lp9TWM0tUF/fNFGdxGByDXHXN011M0jHIHCg1Nqt8ZZfJVjhvvc1WgAHBHPaklYzqT5noQi3ErBehJ6+lbekNHaRTGJyY92PyFZ+pL9gsQqsRcyEE4/hWtPV/C+p+GPC2l3d1JOk1+8jSwGMgQYCFAx/vMrZx26dQcFrozTsc1euwXrWWOaKKVLYupuXbZF8xRjqa6FY9kSKrvtPbNFFaGaNi1RQgGOCMc1V1GQxxyKuMAZGe1FFSzobaOZVzI7u3LbsfhWjbKJHjjYcEgGiihnOhusOTdrDgCNF4UVBp2p3GjXUN/a7PPhL7d65HzKVPH0Y0UUojKy/u7chewArOmJMnNFFC+Ib+Es6dErXCkjOK6i2H71VBwD3HWiito7k9DUWNNmCoNZOqTukLAY4bAooqmNtmHASwDE5JOTWzpEazXW1+VUZAooqCCjeyvcX8xkOdnC+wqRmP8AwjzKcYWXI/Oiil1DoifXvFL6/ZQRS6TptqYI1jiktUkUpGoOEALlQvOTgcnmuZTgGiirp7hLYsQH5l+tbVsSIwwJB6daKK1kRDc1rRi7gMc8VMXYMRnjB/lRRWMtzqp/Czm7lzNdFX5Ap9soDBR0yKKK0Zyvcua3KwuktAAIU5CgVkk7phnswoorF7lo0P7dbSL+7jOnadfQzSBzHeweYFZM7SCCCOpyM4PcGs641C51TVbu/vJTJc3D+ZK+MZY8ngdPpRRTDoMkAL/hUkRI20UVtDYylubFpM6jGcj0NaaHC5Hc0UVzvdnUvhRdiOIiMA5FZ9+Slv8ALx8uePrRRUL4jWf8I5Yc3RzzuPNbWmRI8ylhnbkiiiqkcyMjU5GlMsrH5/MwD6AVLP4j1bU9Hh029vZ57e2leRPMkZiSwXOSTzjbx6ZPrRRSjsUz/9k=", 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", 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", "info": {"video_id": "211948", "label": "pretending to put a water color on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "635caebe878c47cc8163982dffb01a07256cbc5ac9d6ad304f0717ed95335c01"} +{"episode": 99206, "episode_seed": 1084384510, "split": "train", "timestamp": "2025-10-13T03:53:13.409110", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1084384510, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling ice cube tray out of tray holder'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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GfrXJNLFZSGTgFedx5/ya6bRpGm0i3mYEGRd2D15JpFFqY8Gl8NaKzTy3LcNMxCEjOFH+JoSFrq4WFASW9PSus0xGj3gBUWNOQ3HFAyxcQPJEttHgGTgY6ADrS63IbTQryZ8fLA2Pc44/WrMUMkt3HIjISi525I4P4VB4kt559FaDYAJpY0ODngsM00DK3hOyFtoMUaphhhWPqQAKv2K5NyRHt/fMfu4qzprgWyRCM5jGWwAB160+2WWPzi6MS8hcYIPB/GkwPKPiTpgktbtkQjy5Vlx34YE/oTXljxG4mih3AEtuJx2FfQ3i/TjeW8+YCI5YzHkjGSVNeDxWsiagzyA4VMDJ755/lTIcdblx5gyJGeoHANbWjI6ac8TAjLgjIxwayJNkah8DIHJPatTw9O13bXdw33A4CEnlgB1qWUjt3at7SpIRawPIEUYwSegPSudduKu6dqllBB5FxdQRuCfkkcA4PsaoZ2kRicAjYfpg1bjjjP8AyzH5VyUN1osh4lsD9JE/xqW91HRdMsJb64lgEES5Ox9xJ7AAHknoBSA6C5uLOC8it5JAjXACrGP4ua5r4g2MV4NLttg2NJIzDscKP8a5AeJ5NXv/ADn0l9PtgnlRl3y7EnIJHatCyu5ru9WGaWWUWyNtaRy2Q2OefpiuSvWteJ10qN0pm34AtYra31Cw2/JFKsiDPQMCD+q074gW1imgzPK+xmX92n95gQR/WqugzxJrNzA1y8Ms0a+WqSbd5UnI9zzWV4iklnvr3Tby4klUHdbmU5wpGR+oI/CnCrakmJ0ueq0efCVI1kKnITqKpMjK4lmBYscyZPKetF4ktuPOUlQCVfnuD1/D+VRRv5033gm7hu+R2x/n2renNTVzjqRalY9i8MyBhc4P8Kf1rac8VyvguYym6bB2+VEAccE/NmumkarKMbWRujH1xXLx+fbyeXHeSRhSQv71l46iur1Fd8P0Iqt9lL2ToBksvA96aZMlcxJdU1SGHauqXDK4IIW4ziqWJ206eSOVmmt2WRRnIK9x/OrkuluAcxsPqpFQ2lv9lvgr/clUrt9W7VFfWm7FYfSorm3Y2YubF7hRgSDI9+KyU8TXWhadPZyWy3djOTGyPJtMZbPI4PB/mK7GK2EGneWowAuK5JbYtcyqw4J44ryqdTklc9KUeeNjAeWHUdCSc5eSMHIPJYdxWhZOrRo6Y2FRt96oa5p0lhBJLEFERBLKox+PFVtJnMelLDI4WTaNhPZSev4V2YaS1XQ5cT0b3LF7O88jRQMdoYCRgO3tXozt8v4V5yyxgrGhKtGMqx/iHv6+/p+degO3ArrOSLuW9Mk23jDsU/rW3GZV/wBXdOo7KQrAfmK4+feVOyaWJuzxNtI/GscS68STDr95H7MqOP1FMu56pHJdL/y8I31i/wADWB4g19Y7m3sY9Tg+0+YTJFCcMABkZ5PfHFcqmq+J44fLOqJKcYMhiVW/lwax7TSGgmuA+03EkZkjfdk7gfX61nV0g2aUdaiR299r0mt/ZraeCOOSGVnbYxOflIBwfXNWPC0z2+paiI4g+5Iycvtxgt7Vy+hzC82XQ/1hjw/tz0/Cll1i60fVGu7VWk24EkPaRe4Pp6g9q8+FR+1UpHZOmuRxiavi/W5dSs57ZY5IEgcpOm4Etgg5H0wCK8+iZQ5VW3Y5rXn8RrrOvtJ9hmsluIgzJKwbeemQR7YrndRil0+8dVOVAx6kof8ACumFa02mzCrTXIpRI7lvtRMrjNvnAUD0PU967jTG/wCJVajO4iMc+tcKLh5GQpywwCnb2I+n+IrsdGYLpkMfH7sFeD7muo447nSaVBLHKlwqksfujFdBBbSrv3cq649yff8AGsfR74Q2cUkpYojMjEDO0ZPOPTpW9b61psnC39tn0MoB/Wgst25ZHSQ7jJjDe9XWk85oV24xIp59BUUF7AwAWeI/Rwf61HqWp2tlCk0zg4bAVcEtx0ApXstRpN6IjvbowW11cEYj2EsV7KP/AKw/WsHw74nOoav5EskLMUyiRY4XuDj04/WtvxK8beDb4w42tb4Uj3IH9a8/0HSotG8TaXcxpt3yCN/cOCv9axqVFGSRrCnzRbPQddYywwKill83Ln0G08/nivCtet4rHW7qEDYVmIA7HPI/nX0VNBDJGyFRhhjivB/Ha215rzm1Lf6tVcnqHAI/oDVzmoq5nGPMctdb5pNmSqJznszdcflWz4elWLT7pWAQhssCeBxx+FcwZXy8UxJYEZ5+77/56Vs6W5FrPHu8x5AucD35/Q1W60MlfmO/du1V5LaG4OJIkfPHzKDS+ZuAI7jNWrdCfmNWWYc3hfSncl7CE55yFxRbeGtJtZhNHZfvE5XDdD+PeuidAamtLPzW3MdqA9fWmKxz80YeS7s9rxGWJWiLYzu5x09wKt+HLg3Vqku0jagQj/aGc/rTb4zLf2F1c2ccCK7R7kn35yMjI2jHI/Wt7w9ZQm1d0XCyOzjHuc15mKVp+p30ZXgvI5bVopbi9YQP5cqnerjgqR3Hv0rm1vtTi1O0uNRv7q9D5iDzgfu2ySBkfiOa7HU4jHqz7RypyAe/rWfd2Sto91AxD733oOhQ5Bzz7jNRTas4tlzumpIx9WtoZL2HBCxXDYbcMLkdOffpWTdaU9i7TWxjliAO6LeCQO+3/CrOq3heSzhLj5LlBtC8/eH51LbBdW8YXOmHVJLaI+aYRHDksVQsF5HA4PJ9PeuvC/AcmI1mdL8OZ941FBJuVBFtU9VHzcV2sjV5v8MdQe5l1EST+Ydsf4fer0Jnya6DAZLH5qkfjT44sKKsQR5GTU3lgHincZAIJSAVUke1Ub+FvMt1dD80oxkenNa62ouAFKscc/KSKqT2yrq9tAN+VRpGVmJxngdfxrKtpTZpTV5IsSxlbM5HauQ8xVuJM9Qa7rUCqWmPavMdTvFtrqUkgDrXkM9CJV8SajG1o0GfmkwgHrniq17bKLZPJTMiNsA6Z5xiqehaZc+JNae84FraMDz/ABP2H8z+VbfiW1fTNGe4gSVJhIgDiUHGevbvXbSw81ZnJVqRldGNbSCWYbkZ2jOcHqp9Dn/J/CvQiwNeba5ZxppMOr6fq2oySm4+zB54lRbjC7maMDnap+U7ueR7gehCTcoPqAa70ciViQjdUf2baxGKsW6ZIJq0yAj3pjKKQIQ24kYHYZqjqMSCSynikcYlEbZQj5W9/qB+ddBbWjSyYA4B5PYVS1K4huLC5t2tr+MkYWRoPl3Z4IIPTODUzV4tFwfLJMk8PabDEk5RfleVnH4msrUofL1V8DIHb1Heuv0yAQWSLjkKK5rUo/8Aia7vevHb6nop3Zyt9pskUMEiMu6GXKsDghT1BH0P6VkajIb3UrKKCNd8m6M4Oc8H/Cu+ubKO4iO9QeK4+y0gSeL9mMxwwvL1xyflH8zWtFKU0jKrpBsyrnS59OkV1jkltx1AB3L/AIit7w7P5kEwVw8YIKtn17VUtkF140l0u91O+tLdpdiPFcIix9yWL8YxnjqTgU3QYpLLV9Xs5ftCmKXYFnwHGGb7wHGfXHFeocCVjq7XxFY6SzQ3kjx5bereWxXB9wPatOPxn4al+WXVLT6S8fzFYKfM2O1Pl02zmTE1rC/+9GDTGdQmu+E2jaQ3uklVGScpnH865G48V3mp30f2PRIbTSVbzBKRiWULnnA6DnOP1qAeHNLeRSNPg3ZGMLWneqNPuNP3AMkjOrtnhfl4H6H8qir8DLpP94ge4yyJCWMd0yhgGOAcgjj3rX1eRLYQzvvCwyI5MfDYDDp71zujuINWnsSd2JVdM/3MZH+FbmvHdbAddwxXlNvmR6MrO5tateSHQTqWmandSRqQ7fviwZM4Yc9CP6V5z4hhW4lguoWX5iEfJwPYk0x/7ajfybTVZ7GK7VmaKKISKxxjlT7VFosy3Wmy2l2MSxkxShuCGHHSuipLmSmY0opXpsx7rREkjLefEJ8k71cfkR3FZryzWbFZSsMiqF3o2Vde3StrVr9YtHlCzlbqCVUZhGclex6dx/KqviHSdU0LQ9Lvr26nWW9MnmRNFgQ4ClAxx94hs47dOoNdkbcqscMlqzsrMloI81twAbaKK0AkwCanhyqkK7AdcZoooEZ/iBTLodyruxC7WHTghhXT6TGsdkoUYAGBRRXFi/iR1UPhZymqDOr8/wB7FPuYI5YyHUHiiiuFHWcNdW0Q8W6XEFwjXAJH0BP8xVDUr2bSPFt1e2u3zYpW27xkcrtPH0Y0UV6WG/hnBX+M1fh1+7u7pV6fIP516SvLgH1oorYyNOMfLUh6GiimBYubaGewaCWMNG4AZT35rmdEjSLWb5Y12qsmxRknABOBzRRXPi/gN6HxGzq7kQgA9RXi/iuZxduoOAaKK4Kf8RHVL4Gd54F8uLw9awJBGA6+YzYO5mJ5J5pfHsMY8MuwXnzo/wCZoor2eh5x5/rOvHWYYIpNNsLcwqqRvbq6lUHRQCxAHOeByea720Ja1jJ/u0UVKA17YDYKs7RmiiqAWOd4yyrjAJ6iodRlL2qrsUbpUBIHvRRU1PgfoVD4kb1uP3H4Vy2p8agR75oorxXsejErTSMsRxXOaVHHdeIdQaaNHaOJNhYZxknp+VFFbYX+KjKv/DOc1PUl0nXtSj/s6wu4pJw5ju4d4DKMggggjqcjOD3BqTQb24vtYvb25kL3FywklY9yc9ugoor1FucJ2VoAWq6QMUUVQCxqN2RkEcgiqXiQs2ili7ZSaNh9dwH8iaKKmfwscPiRPbwRJrNvKqAP9n259gat69/x79e1FFeO9z0zJvG2vZSADKzAAdsHj+tZ7RRx+KZZI1CmWFXcDoWGRn8gPyoorpj/AAX6mEv4qOZ1xyb7Ul6DbEcD/frMvtd1LUNNg066u5pre3keVRJIzEs2M5yecbePTJ9aKK6aH8NHNV+Nn//Z", 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", 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mlispDJwCvO48/wCTXTaNI02kW8zAgyLuwevJNIotTHg0vhrRWaeW5bhpmIQkZwo/xNCQtdXCwoCS3p6V1mmI0e8AKixpyG44oGWLiB5Ilto8AycDHQAdaXW5DaaFeTPj5YGx7nHH61Zihklu45EZCUXO3JHB/CoPElvPPorQbABNLGhwc8FhmmgZW8J2QttBijVMMMKx9SABV+xXJuSI9v75j93FWdNcC2SIRnMYy2AAOvWn2yyx+cXRiXkLjBB4P40mB5R8SdMElrdsiEeXKsuO/DAn9Ca8seI3E0UO4AltxOOwr6G8X6cby3nzARHLGY8kYySprweK1kTUGeQHCpgZPfPP8qZDjrcuPMGRIz1A4Bra0ZHTTniYEZcEZGODWRJsjUPgZA5J7VqeHp2u7a7uG+4HAQk8sAOtSykevO1VJzwanduKqSnrTGcfqMTCbzEdkZGIypI4P0/Co4Lq+jA8vVZU9MXJH6E1t+TuvX+tVNT055pw4jLDaOQM1SZnKJjXGoX11MklxeTybMD55NxAzzirVrDINXnsWJeNyJYiewPJ/UVWuNLYqw2kfUYrf8OwrcCOZhukjXYzepzzXJjNk0dWEdrrqVdXjn066tri3kMcqHKuOx/wrHv/ABY2sa5bi7s0tZ0VoZAkhYPjkdRx1NdL4kiZthXqDWJd6ULqAEKu4cglQSPx61xQqWi4s7GnzKSMaGOGDU5YoxyyhkJHVc/0z+tXrudILUF29gB1Nc2xuLfXUDnJiUlj6r/n+VbMssTyNNkuqDAQDPBHJwe/pXoUJXgefX92TNTwyZjJevMTvJUADoBzj8a6fT2H9oIrAEMCOa5nw7hPtIVtyHaRz068fStqO4S3uo5pHVEVsszHAA6c1sZxeh21nLb7dmYwwOCuRmtGNYz/AAKfwrkk1PR58GS6sXPQFpEz/OrsMmkMBsks8/7Mi/0NBR0zxwiByVVRtPzdMe9R6bNaX8JuIW85dwTcc9hXnniPxfZ6dM+maZpv9o3hTEpR8Rw7hxlueec4rOg1aa2gjnikmjkiASWNHIzjg8DrjrWVWpyWNqVL2iduhTXTUgnj1cD98lx5wbv97P8AKvYZbS3kjZdnDDHWvNbiPZoiKRyY/wBcVv6rfyHw4upadqFwyKFdiJchk6MPw/pXPh6nxXNa0LuKPN/F32OPxFcNby7wdu5sYy+MH9RWBdF5mEIJVByzD16gfzra8RwR3FxHNFgib5Wx/eH/ANauVMzqXgnO7GAee3r/ACrelVU9Dnr03TdjpvDDiP7UCoVsKSAeMc4Ir0R24ry3R5GRJ/n8yR4yAAOevH4816YzcD6VsZLYt6ZJtvGHYp/WtuMyr/q7p1HZSFYD8xXHz7yp2TSxN2eJtpH41jiXXiSYdfvI/ZlRx+oplXPVI5Lpf+XhG+sX+BrA8Qa+sdzb2MepwfafMJkihOGAAyM8nvjiuVTVfE8cPlnVElOMGQxKrfy4NY9ppDQTXAfabiSMyRvuydwPr9azq6QbNKOtRI7e+16TW/s1tPBHHJDKztsYnPykA4PrmrHhaZ7fUtREcQfckZOX24wW9q5fQ5hebLof6wx4f256fhSy6xdaPqjXdqrSbcCSHtIvcH09Qe1efCo/aqUjsnTXI4xNXxfrcupWc9ssckCQOUnTcCWwQcj6YBFefRMocqrbsc1rz+I11nX2k+wzWS3EQZklYNvPTII9sVzuoxS6feOqnKgY9SUP+FdMK1ptNmFWmuRSiR3LfaiZXGbfOAoHoep713GmN/xKrUZ3ERjn1rhRcPIyFOWGAU7exH0/xFdjozBdMhj4/dgrwfc11HHHc6TSoJY5UuFUlj90YroILaVd+7lXXHuT7/jWPo98IbOKSUsURmRiBnaMnnHp0ret9a02Thb+2z6GUA/rQWW7csjpIdxkxhverrSec0K7cYkU8+gqKC9gYALPEfo4P9aj1LU7WyhSaZwcNgKuCW46AUr2Wo0m9ER3t0YLa6uCMR7CWK9lH/1h+tYPh3xOdQ1fyJZIWYplEixwvcHHpx+tbfiV428G3xhxta3wpHuQP615/oOlRaN4m0u5jTbvkEb+4cFf61jUqKMkjWFPmi2eg66xlhgVFLL5uXPoNp5/PFeFa9bxWOt3UIGwrMQB2OeR/OvoqaCGSNkKjDDHFeD+O1trzXnNqW/1aq5PUOAR/QGrnNRVzOMeY5a63zSbMlUTnPZm64/Ktnw9KsWn3SsAhDZYE8Djj8K5gyvl4piSwIzz933/AM9K2dLci1nj3eY8gXOB78/oardaGSvzHs7t1qu5zTI5t8KtnqKdGC74plkSwYmLY681ZjiYnCjmrIiG2gJzTArtbzFSCjc1Bo0W4zOq43SN2/D+laEllHFDJcOJFRQXZg5AGOaXQYvL09Gbqy7jn3rkxb91I6KG7Zh+IPkZc+tY014kEJOeMVreKZAEY56V5zruqM0SW8OWlkO0BevNeeouUrI7HJKN2WrSSG91O7uMbgCsYI+hNVJd1pMygFYg21GJ4P8Asn8+K6XR/Csum6bHFcr5kp+eQxuBhzjPUdulYiWzal4ru9Glvbi0tz5nloiiTLBCwX26E5P9a9KjSlTd2efVkpo1/D+1IZdsZQHDc985/KtR8OCCAQeoIrjfA9xcMLxJppHTbGUWT+HrkV2CZdsV0mSWhUuNFsbtMy2cL49UFUT4U0cnP2GMf7pIrqFTCAUzyt7AKMkmmBitp1vp+lzR2Vo6qiFxgjkjnn8qjnnCaxFNH8yXcZQegkH/ANb+VdNcQTW0UaxWsVyXz5gebywo9vlOaxNIt45FtLSRP31tO+QeSu3Iz+RFcuLWikdWGla8TT1EldNxznHFcdeLq0CiOy1S5tLa5DZigwVfjuDxnFeh67aqml7lHIrlUgL+ThggjkDqxHGO4/n+dcNOXLJHTNc0TE0uVb/RWtp1YSxkqwx8wcdT/Ws0aXHf2zSmVI7gOQTuAKkcYwe3etzUStjqdxcphBLtDH7wzjGePwrnReGLRNRmSbZMbxQrBeowM84rqoJKo7bHPXblBORBumsX2S7IpEXCyxsCrKe3FesFsgV5nrK2tvoMGp2Os3cqPc/Zt1zAsazkKGZ4gOdqnCnd6j3A9FD7lBHcA12o5LEhG6o/s21iMVYt0yQTVpkBHvTAopAhDbiRgdhmqOoxIJLKeKRxiURtlCPlb3+oH510FtaNLJgDgHk9hVLUriG4sLm3a2v4yRhZGg+Xdnggg9M4NTNXi0XB8skyTw9psMSTlF+V5WcfiaytSh8vVXwMgdvUd66/TIBBZIuOQormtSj/AOJru968dvqeindnK32myRQwSIy7oZcqwOCFPUEfQ/pWRqMhvdSsooI13ybozg5zwf8ACu+ubKO4iO9QeK4+y0gSeL9mMxwwvL1xyflH8zWtFKU0jKrpBsyrnS59OkV1jkltx1AB3L/iK3vDs/mQTBXDxggq2fXtVS2QXXjSXS73U760t2l2I8VwiLH3JYvxjGeOpOBTdBikstX1ezl+0KYpdgWfAcYZvvAcZ9ccV6hwJWOrtfEVjpLNDeSPHlt6t5bFcH3A9q04/GfhqX5ZdUtPpLx/MVgp8zY7U+XTbOZMTWsL/wC9GDTGdQmu+E2jaQ3uklVGScpnH865G48V3mp30f2PRIbTSVbzBKRiWULnnA6DnOP1qAeHNLeRSNPg3ZGMLWneqNPuNP3AMkjOrtnhfl4H6H8qir8DLpP94ge4yyJCWMd0yhgGOAcgjj3rX1eRLYQzvvCwyI5MfDYDDp71zujuINWnsSd2JVdM/wBzGR/hW5rx3WwHXcMV5Tb5kejKzubWrXkh0E6lpmp3UkakO374sGTOGHPQj+lec+IYVuJYLqFl+YhHycD2JNMf+2o38m01Wexiu1ZmiiiEiscY5U+1RaLMt1pstpdjEsZMUobghhx0roqS5kpmNKKV6bMe60RJIy3nxCfJO9XH5EdxWa8s1mxWUrDIqhd6NlXXt0ra1a/WLR5Qs5W6glVGYRnJXsencfyqr4h0nVNC0PS769up1lvTJ5kTRYEOApQMcfeIbOO3TqDXZG3KrHDJas9TsGLWaEmtO0AwTRRVIC9U1sqtISRnAoooQGB4stLcIbkRDz5JFRnyclcdOuO1bdkcWYx/doorgxfxo66HwnFeLZWFrIc84NcH4VZZfFsUs0aSmEM6K+cbh0P60UVOD+NlYn4EexoEniDMigkdq8m1q8k0nxnfXlsF82KZtu4ZHK7Tx9GNFFenI4iLwqPLuZlXphR/Ou3tACTRRSA0SOKFUbgQSCOQQaKKYFre4A/eNWdpUCf8JTfuclmETH6lef5CiisMV/DNaHxm74h404iuZsFHkMPeiivMe53R2MvXrSD7M77AGA7Vy8USD4fyS4+Zr0k++Gx/IUUV14TdnPidkUta8QNrUNvHLplhbmBFjje3V1KoM4QAsQBzngcnmvR7Ri1rGT/doortRyGxbAbBVnaM0UVQCxzvGWVcYBPUVDqMpe1VdijdKgJA96KKmp8D9CofEjetx+4/CuW1PjUCPfNFFeK9j0YlaaRliOK5zSo47rxDqDTRo7RxJsLDOMk9PyoorbC/xUZV/wCGc5qepLpOvalH/Z1hdxSThzHdw7wGUZBBBBHU5GcHuDUmg3txfaxe3tzIXuLlhJKx7k57dBRRXqLc4TsrQAtV0gYooqgFjUbsjII5BFUvEhZtFLF2yk0bD67gP5E0UVM/hY4fEie3giTWbeVUAf7Ptz7A1b17/j369qKK8d7npmTeNteykAGVmAA7YPH9az2ijj8UyyRqFMsKu4HQsMjP5AflRRXTH+C/Uwl/FRzOuOTfakvQbYjgf79Zl9rupahpsGnXV3NNb28jyqJJGYlmxnOTzjbx6ZPrRRXTQ/ho5qvxs//Z", "info": {"video_id": "120907", "label": "pulling ice cube tray out of tray holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "120907", "label": "pulling ice cube tray out of tray holder", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "120907", "label": "pulling ice cube tray out of tray holder", "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": "92e1cf27988071a4e331ffc5f76faf08bd4a975bf4c6a84854e0f39b250231c8"} +{"episode": 99207, "episode_seed": 3268441667, "split": "train", "timestamp": "2025-10-13T03:53:14.308428", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3268441667, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a lip palette so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "180053", "label": "poking a lip palette so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "180053", "label": "poking a lip palette so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "180053", "label": "poking a lip palette so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "180053", "label": "poking a lip palette so it slightly moves", "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": "602c3dc792b772190e94fcb1abd9993d373d663f67773cbd70bee2aeefff3b0e"} +{"episode": 99208, "episode_seed": 813261633, "split": "train", "timestamp": "2025-10-13T03:53:15.541689", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 813261633, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of speaker without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63417", "label": "lifting up one end of speaker without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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w/aYTkgKW6uewzXH3dvc2ExgntzA46Bh19xWvquna3p81uy6lDfyKWdYM7WbHOQM1dtPEmna9bTQa3E6gtlWZSu0AYGD19c1pFyStE6aCoxnzVFc5aOOS4kEcYaRz0VRkmtBNIXIS8l8o4DmKJd74z1JHC4681Yjv7CK0eKUAxhWQQ2sWxZfmyCT1yPX/AOvVCfWZZbF4Y4p0BcYRSillHTe+Mn8j+FS6dST2Na2av4KSsi5NNZaVBGwALbSSts3mStz/AHscDjtzWbNe6u3kD7LEmn3qmWDO47mycoSozuHOQcVnxy6laXplsp5YEODtaYlwcc/MuMj6itR9e1q7s2tr6W0uoWZXbzIBuYqcjcRjP9e9V7CpFqyuedKsql3UlqOt5tJ+33Frd6ZdtqRh8xFZUUsNpBRHTGARzuYEHvUCWttZwRy3lwSFIWNBP5kcXGR1PPHQ9M1WjM8EjzCc+bISzuFGXPv7DsOgqtNiVw0vzkKFBYDoK0WGnfczhVpprmNWLVL5GZxf2dkRHsKujO7d845we/aprTxBrTzSi08Q6pNJ5mS1rHtAHAO1dwA7DgZ5rMmgfxLCy267tUtowrwL964jA4ZR0yoHPrxVey12O10mOBJnV4sbVEf32wfmJzjjOACPrWdT3fdPVgoTgpQRtXGvSWMq5tbiKdGbzTKo3nnjJHUgf5NakOs6dq9sd4jMm3lTXCS39xJGkoztYkA5BJwAOR+VJgC0e6YFDGu5mQcjnHPp+NZS+K5lSpOabatY7TTfCEct402nwESTfJx0Gar6rYaho18sN5AY1diisf4zt3ZHtVTwZ8Ql0+5i+1R3AKZCvHyPxq34t8Wt4o1y1uDxFBZjYPQyHPPvgD867cPJ6Jnm4qnB3knqVg/OetPik8hzNDtWT+/jJrOEykdR+dOEw9eK6pJSVmccZzh8LsXLmSW6t3gDeTG/GFkZVHuxwS30qZkfSp7aHRNVleUo3yGPPyE/eZ1YDrwO/tWeJl5yTSPMQu5WAzzmuSeETfuvQ2hWa3NOTUbu0PmTXU99cNuXMZBIcjpgg4A6ZOT/ACqZfEmtWVmYotNtbdJNvmtcTI5b1yhxuz6HI9MZrnFuIlkumufMlNxGU37zlHyCH9zkc+tUbd401dBeEG3HzFN2Mk/dx2z9eK55UpQ3PUw/sai03O5i8Z3HkCyuJ7Kzto5jJtsVMRc4ILErwB+fXvisfVb+znso7aLzJQSdqs5YgZ4zUOo648LmyURbCeUiwyjGMAYzkD+pqB9RlaEW6sPJH8IAApcvNuxSpylLlpwb/AyLiU6HHHNDcON7Y8onIP0r0zwL4005pEkmurNSFKtDOwTJ9QTXk+tI1xdQs6/KqYz261BHbwRqdsMbPx/rOh55H5VrToX1izGrUlRk4TR6r441TS9U8UxTadbom2ESzSKc72IwuPbGT78GsUXA9OKwhetNJLcSFfMmcu23oPQD2AwB7CrCXAIBB5Nd8E4qx5c/eldGwszJIJY22uvQ+lNmuNU1K8eKOPNouZdsLDzHYcgNkZYZFZouGUdael0M5zg9iDgis6tKM9eppGpNK19DU/tGxuNix6B9mkXBmZWeIKe6/eOcnjAAyPSrFlqui6UUjlmiijIDyFZN7y56qWAOODwMcdPesGS9ltLNY7NUR0JYBeA3sce/OetQ3t1Jo8ccloIWhuYw8c3lDcTgb1yeQVPBxivPlCVP3XsephoRrbvU9DtPiHpjXe+G21M28bbPLtY440mx6jBcA98k1nale3lzFbwWlpbRRq0r+UmYwnPcn5e/bn1Fc1p0sNxapealezStLhzErlPLXPJ6g57D1zxVKeWASuLRZEVj9x3LbR6c+hzRG0tGayoRbUIfE9rhLI8IuZ7lEcxhiVXDDj0PfNc1o+t6hp159ogiEis2ShHB9q3JwbiB43kI3LtzmsyazutOVPPheNH/ANWzDAYeo71dOFObsZ4mhWw8VJu56AfiDqd14bntoLU6eJMWqbZtwLEZbAx8oVOTz1IrGhmEUaRR8KqhQB29K5iCZIpmk2/O3VsmtCK753Cu+EFBaHlVZOo7s3VuM8E5zxTLkySWzxQ3DwGQfeXv9fUVmrPv6H2qQXBHT8qbSluZxundGtZanqelL9i05rUwyBXCDIEZ6Mx+QgZOO+fSpTq32BtjqXuiAoFvbqC4LEsBtPygtk45J4P0ykumTLoxBxj2IqK0jea1nghmkF6pD2+GwZEAO6IY/i6EevIrgqYdwblHY9LDThNpVGdS3ivUYraOzj0NYbMszML58biBkZAK8jPLHOeM9KsR+OJhHFPJc22nx2sP7q1sJF2gA5GQwZSSefX3rh9Fxdam4vonuGQgRRF8FmzyCMg++e2Oc1b1LV7aQCFobfKZ5EYBYnkk4GepH5Vipe9Y7atOlT3Q7xFJLpE4vGF2S/3LuOUZj/2SpH9ao6beyy6cjGUvyw3ngnmujOqW2p6aFZQ6MuGQjPFaGh+BYrv5FP2eIDcu08liewPaujDzUXqclei5KyOU+0BuA2aUSnIA7nFLrGjp4f8AEN1pvm+YY4kYyD+InOT/ACqupXr3zXcndXPNlFp2ZZDg4P0pwcoMcelQKV28c4FL5i88HvTETufkNVHNOeYbaqyTDBpDS1NGzuotMsJbsTwvLK3lNbSwFsgYO4OCCOOOveuf8Qas+p38l2yIrsBhFj+VVHAH5cZNRSN9ouhGHxtwB6An/Iq5eaXc2C3Sy+XNHGFS7EMmfLy3AP4jqMjNebUaVVp9T3KSfsU07O2ho6dpkEkBxG0t5wwVJgYCp6HOQe/TP5VZ8Qz7dGntEeziSRFEltApxGVxyCevck+4rm9OjZd6wXtnpx6mWVyGOc8DGc//AF66XR7SxsdHvoLy4sr77UQHljuRkjsOfz4rCpNQ13MHGo/ckzkomSMBASMr371btrhIV2xqAvTip9X0i3iA+x3qm1TlmkG4J6AMOp7YFZX2dFuJAlx5SrGCiScNIwHp/Dk9M13U8VBxTOGVJ3Zsrcg4NTi5BHSsoW0sdlHdTFYomA2tI2NzHsB1x705pHttomwoblDnhh7HvW8akZbGcqbjuannj0pfOHlgbvwrOWYE5zT/ADM4IqySR5P0PFbmqXVjHoyaZe203221h8uJXZNqMxyzBh8xHTCsPyrmp5vKTzMDKkEA+tQJHdXsjFY3ndizHaCT6k1x4qeiR6OBpu/PcLMvJdhY2aIqy4lC5VOepxyPauggtJpI5ZZnjt448FvMYbyCcDCdeffFc0p8hlktpmgJURyLHn5vUnPH4V04160a6jh0+1E+p3L7DJK27knHLH19h7VyuLex1/Wq1KTT3ZrR2lnCrSiCGa3OQl3cOGDcc/IR+QH51y1/p0Sq91azRx22TjznC7j6KBnn25x3NWvEmg39neyC4RvsZjB822TCb8c5A6AdKxINTn8mWOcLeW0FqYkKgBol3Dac4zwTj/gRooya96ErnHUbqT/fbgsrQttbH+f51biujurMgSS6j3LbrCqJkuMsSvqq/wBelWljDBTA7SA5JBTaR7eh9eK7o4lbSOedDX93qjTFwc9eKlWQZBrJikJHDcCrKy/LjNb3T2OdqxblmODir2iNDdvNY3oD2bo0jL5qRtuA42s3AJ4z6isctkUz7ekFpLAqI0kjDczIDtUcgAnpknn6VnWaUGdGHjJzVifWPtWizS6d/aCzRDaXCtwGx0PuM9uPSnadFvRGnb7PC0gT7QEaQyf7uODj+tY8sT3CuplIwhKrtzvPoK1tP1650+J1t9MUSldqqg3BWHBbHUfT1+leeopr3T1K1epSmlbU6GJrSyk8tV+yTRsxM15GX8xewAxwT14x1FQy6lFqU07wztLHbqBPcOpcDdxgL2B5AAznuRSf2Hca74Yiml1Ef2jJJvaGY7Qq/wBzHYnqT3rl7/R7231H7LHZ3EFw4BYRHchUnrkHp9aypuMpO0tUclV1HZ1dUW5LfTJY5jDeyW12jMfKu4xGjL22lc7T7HP1rNSZlOG4OM4PWpLiTUru4u7xygtjJtknSLKOc4DKO5PWrCac264VbSScocNcLJuy2M8kD0/hHPY11wryhpJ3M504T/hhDcZHJq0s2RzzmqItZlJ2IXCjLEdv88fjSo/zfQ4rshUjNXRzTpuDszRMuBjNQiWQSqY2YSZ+Qr1DdsY96iDZGaY12bSaORB+8BynPQ44P4HBpylZNhCLlJJG14jGlS26ywOxvgVRlSAxDao+YurdWJJ5Hp0rC0tLi7meK1nEcjKynepXIx0GAcn2xVWQmZSZd248nJPP41Issts8kVrd+RbSOZEXG9oz0Bz1B9xXlpJ37nsTdWEIpbff8ijbXV/aBpI3KrGfmUn19q7HRvHWrpbvHiHAAGWTP86itPCianp63em2V4yhszSTxkogHbIHIHdj+QrL1WYWeoSLFYlYUPlhjlQ5HcA9q7adNKWp5jxGrgnqiy01xeX8l1dsCzZG7JJb5iefTrj8KmyFGAans9E1eXT5dRvbGS0s1CrDIV/1sjfdA9V7kiui8N+BpdX0nU7vUGksba3iYQX74VHfHXb/AHV9R1zXSnGKsjmvzystzlw5Axnmm+Zl9o5YkAAckk9B9a6jTPDL65o0On6fp8LZlWKTVLssXmlJ5EagjCgc/Qc88Vtal8MdQ0L+zoLTVwumyags0s/liM2xVeJS2ck8HA6ZNQ60dkdDw8ou09GebRzm6uBb26NJK7bQoByD3J9APWurj+GeuXGkSXpeJZDGXhg5Jf0z6ZrsbLwboxeUx+INTlmlBlkhV/Ia7cgnJ4yQRwAODz1rX1CaeGystlxNcSz2QuGuBdNEsfKgfIuABk9T3BrN101dDlSUNz54gX95J5vyPu2lW4II6g1dutRvLmFoZrt2gkxvAIAYqPlyQOce9eq6p4f8Nyu2oapqGm22spugkF6BJHc5HDMFIy+CPnXHPUV5/o3g6aXxBLpV5f8AlwBJTHPajzFkZULADOMA46n0xXO1GXvpnbDF05U/YyVl3M6xbTbHUHluY5bmNUDQErgMcdSDn/Iq+0LatKVtLJIILmQBLm5j5Yng7UA9cc/rUXg5WuY7x4Ybe4ut0axxzHkZ3cov8RHHH416TpWnDW9TtY9Sv4YJ7K1ZXaL5FYA5Pzg4UjPJH5+k8lzhxFRwfMmecyWax3n2e7W5SeI7NzkbgfTb0VfcVuaJ4Oub/XLaZnE8P3lldk2kKQGHcnG4Yz+Qqzq2q+GtF8XyiG2TUbN7cW+2GciJN3DNuOSW/rXRf8UVbW1neRwebpkjkxqsrs5dcb3cHHA45/Kr9kt2OFaEoXekjhvEumWaWlsv2MXF2P3DNu27MDPQcnqOTxzVbV9IjfT7eytLW4kvjAJUtTF80a9cn2xz75r0bxMYp9e0vV9M09Lq01BlT7XNIVhjijA+bgfKMAkZ9D9K5zxBby654vvbzw1YHU4VgxuktS6pjA3LuPzH0Jz9OKv2aigUpTk3bQ86GnzPdeVHexb8LtLIUTplgSf7vSrWl6Zqd8JDDEsqwyeU+xjnJ6HGO/Suw0/w7eajqer2+haJcWs9tPEq3D3BSSyYL8+SOu85JA6cV2Xhfw7qmj6qklxptus90XIZ7ppJmfaCZJSRgADIwOct3qr26lezXU8h8Q6LqmiGCLUrbyfPi8xBnPfBBPqOOPemWV9JZQXMJVnjuIwjBX2nIOQcj+XevYfE0Nn4ot4dMu1tZULkR3dssitA4O3I38Pk8EccfSvM/FngrVfC1hFNcx3byGdg00aBrdk/hKt1B9QRWNS1Q6MNiadOLjIyr64l1W6lvhFDAqRAGMNkkLhckn7zHua6Wxt76G0gnl8P6QvmOAsfkOJVXP3s5wPzrJ1nSNMs/D1vq+l6neTbrk2u65gWNbghMu8Q67VJCncM8j3A6Cw0PVdSS4h1fVmjiWAzNZiQCWZFGQNvYfr3rKcE1dmdatLTk2G/23dvc3FmEiSYAApas0rg+mW+VMdyc9RWVd2UYtnVoZYef3NuLcshYd2IwXb36c1vy6YP+ERa4trKVLWFjLLLENsOzAAVu8jZ7jp3NbOmaFr6w2ovdInvNOuLdHmbzDGY0/uEg544+XoeKmFFL4NCKdT28tZfI57SfC11qEcN1dhHuXtnRYGBjVtrAAOV578gfQ1Fpmj6rd6nex6ja2T28a/KsTKwjboFBXpwOh5r0n7NrH/CK+dHpf2WazUCONZfMe6yVDFyMbcgckE49a5Cx0i40Tw/q+tW90i3MYMeIZFKoWYEhgM5PoO3rWvsUTUr+za5ep5zqNo+m6jNa6jdt+4+4qR5wDyMnt16VRjvhFL5MoZWB5LLtx9RXWXVpLPpst5aOkqeXF/akiXLNuLMNgYuuA27nC5wAeadc6Y5kFheTWwvbG633F5JLCLd8nO7fje5Ppk/StoqUdmVKnd6mEm6S2mljXzFijMjEHoB71nQswlbOCeG5HGa98sPDvhiDS5HujaRnUYSxQsPlRh2HrznPr9K8dvvDWo6dri6dBA199pYizltvmW4UZ+6fUY5HUGlUk6i0N8JyUp++x98mj/ZZmgZImSFDbLG7NI8hOSHGMevPGMDrmrXgy1vbia6e21G4s41VNwgKq0rHO0fN+NZ/hWw07V/E6abq9xc2aSP5YkSWOIRMDyXMnGAM8dScCrMGnWy69qNvqlzeWy2c/kCHyl89gCwxhflyAOTk9eM1zKnZWZVeq7OMG2uhtTanqLTQ2w1SW9ulkKyx20cbsoBOSXIwvbB5Hej7JNqJctDDcIJB5sMdwTufHCueWc+gAx1rpdO0MHUZ7fR7RH00RbEknDeS4ZRlnIGXIyePYciqOkeGpLnUr2zh1S0s7+KZYLKOSTaZhyXIUDIGMYz+NEaSavFW8zhjV55clSTRk6V4al1K61Jp0cRJG4NstwH2lMHDbeAB2H69qteK9Bjh1uzgXXmtArK0dukeBApIGdy8L/wKvRdF0rVBfm0bU7BYgiw3QhtQrz7c/dyBj72MgH1J7Vy7aRp8/j6HSry7WeWR3+y2yK8qrFuZsOwxkHBye/TOBWypxRdeq4L3dX0OX8eaDDb3VnNKzNdO4iWBJQrOD0+nPeuPubHURMxt9LlWRGkjeJW3lTH94kDsM4zXaaoIoPEes2N5J5DXU6wrI8cJiiQk/OxIYqoBzhfzFZVla2lvlrOSO/laSSCaKW2fyvIX7k/yEZOMkg5q407aotJyV5dTFsUubmOJltpR5o+Rth2tzjr9eKg1a1mtNWntps+ZDIEwVK9geh+tex+ArC1srUQy2eoTSx5ktkuLTyi+eGdQTwq8AFjxk+tZ/j/AMM/8JFqYuNLtpotYij+e3kKFbhRnADKxAkAzweoHtTc3JWY6fJSnzHn1hqsVpY/Z5ll2+esjGJEYug6o27qMgEDpyazLgPNJNeW9p5Nu82Y0Ql1TPIUH2HrTtXtZ9MmgglnheWSIO8aKyvC2SCjhgCGGK1fEfhLUvDvhzSb29ecS3xfzYGQgW+0IYwT/eKtnHbp1zXOqfLozsq1oOXNS6nrXgV55b+20yS5maxs42aKAkbcjpkY55Oea2r3wxpHiDxzK+p2az/Y7OOSNWJwSSeo70UV3Pc+dotyi2+5b1MR3GvQ6XcwRTWIiSVYHX5QwJAPGPy6VhfFy5ltdC02zt28qC4ctIijAO0DA+gJz+VFFRHc9nDJe1h/XQ0kxpmjXc1qoQaNsFpF/Bkrjc3dj8x7456VxuqeJdXe4sZpr2SYtcfcc4VcegGPU0UVy0F+6ucGMnJYqOvU3W0S28NmHUtOkuVkkkgJikmZ4878ZwfYkde9dzbaFpSIpXT4Mlt+SucEnPft7dKKKVDZnbidUrnF/wDCJaRrvi631S9gO+N3UQx4WIhD8uVx+fPNeZ+PtbvNJ+KWp3FqUDWkp8pGXK/Om0kj6MaKK3eyOTD/ABM5nwvaR3mvWVpIXEUtzHG21sEA5HHvX0Hq/gbRQ0unRpPFAbYlykx3SAHgEntxRRVRDGrb1PI/A/h/TtX+I50y9g82zV5B5WeCF6Zr0HUPDOlXXj5NHNsI7BbFAIY/lGATx+OfrRRVdDk7DfGjmbxbofhoARaSVQmCL5QckjB/AcfU12/h2GG2fUUhiSNIpI4kVRgBBGCB+ZP50UVzSb9ol6nt1UlRjY4Hxxqk2lQ6jeWkcSML2NWjAIRy0R+ZgDkt757VetNUu08OQ6v5rNdWrwmMuSwxJHhwc9R3x6iiilH4mZNfuL+RZbTlGnauwuJgbeN0GNvz8F8txycnrXm2iXd9rmj6vfalqN5cvFLDtR5js+Yn+GiiqhuzkW5zfijxXJ4iaO3uNJ0y3NoRFDJbRurLGucIAXKgc5PHXmvQRpVlZ2l7qMUI8/7THGm9iwQOu4kZ7+mcj2ooo+0i67apNo3fG+pyWvgSzEFvbI91bAtIsQDJx/Djp0rhfh14i1L/AISCz0aWYXFjelpJ45x5m4hSRyenTtRRWy2OOm9EzsfA2t6hrXiGLR7+4aWxntWumjP8LDgBfReensK55t+iQr4a06V4LKdnluJFx5sxLMPmbHQBQMDFFFS9mduC96a5tTc8aeBdF0fwzp17aLcLNNc2kLlpiQQ33jjpmu4g8HeHbCREg0e1AibKb034Jxzznniiipk9hxbbdzIvGex0PSjZyNbm5kkMxi+UuSGPJ69R2qXRNLsbyyvbC7tYri3UxyASDkMV6gjGDx1HNFFZTb54mUtzyTxEln4O13VLaz02yvLaScN5N/H5wVlBIIOQ38RyM4PcGsvwzrl1e69f398kF1c3Dee7TRg/OT1AGOOenTgccUUVr1NW2oP0O7vvFWr+GvC97dabc7Z5rqNC7jdtypJKg8A9B9BXlx1K9udTkv5LmT7XM+XmU4Yk9TnsaKK3prRnlYdt07s9B1y8u5NRtkN3OHtriKyimDneqDHIP9455Peuq+JCrpuqaX9iRbea5tfs0txEMSNEGUbM9h/npxRRUPY7ss96fva6/odX4a8KaHZ2lzEmnQODdMhMqBydmAOT35J+prnIyPCVkNP0tEWJZJZmaRQzSEydGPpg9sdBRRXPd+zO1JPEO5rLfyXcN1dSpGWm0SWR1wduUcgdTnHzGsC7m/sGCeayjjE1o8PlyMMkgxgkHHBFFFZV27R9TnqbyONTxFeeNdFvpdbjtZ3hmjEbLAqsoJ7MBn9a4zW/EOp6hEuj3N1LJZ2c8kkavK7ElsD5ixOcbePTJ9aKK6uoqLP/2Q==", "info": {"video_id": "63417", "label": "lifting up one end of speaker without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "63417", "label": "lifting up one end of speaker without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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DlyNJjh+0wnJAUt1c9hmuPu7e5sJjBPbmBx0DDr7itfVdO1vT5rdl1KG/kUs6wZ2s2OcgZq7aeJNO162mg1uJ1BbKsyldoAwMHr65q4uSVomlBUYz5qiuctHHJcSCOMNI56KoyTWgmkLkJeS+UcBzFEu98Z6kjhcdeasR39hFaPFKAYwrIIbWLYsvzZBJ65Hr/wDXqhPrMsti8McU6AuMIpRSyjpvfGT+R/CpdOpJ7GtbNX8FJWRcmmstKgjYAFtpJW2bzJW5/vY4HHbms2a91dvIH2WJNPvVMsGdx3Nk5QlRncOcg4rPjl1K0vTLZTywIcHa0xLg45+ZcZH1Faj69rV3ZtbX0tpdQsyu3mQDcxU5G4jGf696r2FSLVlc86VZVLupLUdbzaT9vuLW70y7bUjD5iKyopYbSCiOmMAjncwIPeoEtbazgjlvLgkKQsaCfzI4uMjqeeOh6ZqtGZ4JHmE582QlncKMuff2HYdBVabErhpfnIUKCwHQVosNO+5nCrTTXMasWqXyMzi/s7IiPYVdGd275xzg9+1TWniDWnmlFp4h1SaTzMlrWPaAOAdq7gB2HAzzWZNA/iWFlt13apbRhXgX71xGBwyjplQOfXiq9lrsdrpMcCTOrxY2qI/vtg/MTnHGcAEfWs6nu+6erBQnBSgjauNeksZVza3EU6M3mmVRvPPGSOpA/wAmtSHWdO1e2O8RmTbyprhJb+4kjSUZ2sSAcgk4AHI/KkwBaPdMChjXczIORzjn0/GspfFcypUnNNtWsdppvhCOW8abT4CJJvk46DNV9VsNQ0a+WG8gMauxRWP8Z27sj2qp4M+IS6fcxfao7gFMhXj5H41b8W+LW8Ua5a3B4igsxsHoZDnn3wB+dduHk9EzzcVTg7yT1KwfnPWnxSeQ5mh2rJ/fxk1nCZSOo/OnCYevFdUkpKzOOM5w+F2LlzJLdW7wBvJjfjCyMqj3Y4Jb6VMyPpU9tDomqyvKUb5DHn5CfvM6sB14Hf2rPEy85JpHmIXcrAZ5zXJPCJv3XobQrNbmnJqN3aHzJrqe+uG3LmMgkOR0wQcAdMnJ/lUy+JNasrMxRaba26SbfNa4mRy3rlDjdn0OR6YzXOLcRLJdNc+ZKbiMpv3nKPkEP7nI59ao27xpq6C8INuPmKbsZJ+7jtn68VzypShueph/Y1FpudzF4zuBALKeeys7eOYyBbFTEXODliV4A/Pr3xWLqh1CSCGSZIkSRt2d4LHPOdvb8aj1HXHhc2SiLYTkpFhlGMYAxnIH9TWeZpGJO4gH0pe69ZFrDzqy5aatbe5keIrlo57a3hjCuq+YWA/IfpXQ+FvHWp6bsibS/tMnEcbpL5b5JAABwc84rHuNNuLy5821jeZwuGVRnAHf0A+tZ5cOpSRcrnkZI5relSpzWhy4lVcPPkZ3Os69c63rk15dS7xAv2eLnI4PzkexbgH0AquLgkdT1wPrXOw3YEYUAADoPSriXXAX04zXalyqyPLneTuzZEquM56c1Bi4+2SXq3aGeNd0DXGcwsDk7Tg44z2qmJsYOeKetwSMHNRUpqasyoSlB3RtvrGpX8ZuL0QLCgO1QgL8ryckKV+XPuc9qnsvEjx3Als9Ku71YiFiZEEUajGMAc7T0weo9K5q6nkZovnJEfYn7y5BKk+hxUOuG5t282zmlexnJa3ZmyFBJ+Q54DDoR+NefKk6enQ9fDKlVTu9Ts7fxtqKXDXE1lpNtdzI6vdO58yIHgkZc89BxTbnxJb3DW8M2oTztAu/JlBUbhyMgAnoPvEketYkNxaaZp8csNqhDZ/eTYkDPjB5OQduTzgZ49KoW2pRrO81ssaMvQhRkdfwqI+/dFVIRT5Yx18iK6hh1G8adN8XzHDgnJ/OneH/ABZHZ6ibe6uAYw21ZmH60l3dTTxSsfmdkIJ7niuWgs4gB5i5I6g1rCjGWiZnVVWgk5q1z6IuvFugS+C7iC7Fne7bcsTBIMsQc5I6g5wOnevM7WTyrdQwUOcswXoCTk49ua5uzmEKSW6RwpBI6OxX7zbQcKe2Mnd9QK0kuQTgmu2lFwWrPMry9o7pG0Jgwx096e2oXVrZtHbCNmUho1k+4D3yO596yBOeCDxT/tXYmrqRjNWkTCcoaJmlb3DWKedrOlNemdd/mt84R+m1CpGBjHGfwp6y2BfzriyS2Ee51hmuDtA4wCCenfbzyep6DOS4QTRy7Vcx5KhuQM9ceh9xzTI2n1KeaIlZZY0MtrG4LeYc8p7kL09cV59SjKm+aOx34aSqNKTsdba+N9EsICqs93dSsEHkxKTGD6FxtXHPrnI6YrTHiuLURaG3s7l7i3kJNzqKkkZH3E8vBAAH8NeaW2r3WpXq2f2pLaEjcXjQKuB24GB9TWlfNpawbR9peTOfMMzcr05GSAW5P5djWaetjtqUKdNPmZB4ikl0icXjC7Jf7l3HKMx/7JUj+tUdNvZZdORjKX5YbzwTzXRnVLbU9NCsodGXDIRnitDQ/AsV38in7PEBuXaeSxPYHtW+HmovU5a9FyVkcp9oDcBs0olOQB3OKXWNHTw/4hutN83zDHEjGQfxE5yf5VXUr175ruTurnmyi07MshwcH6U4OUGOPSoFK7eOcCl8xeeD3piJ3PyGqjmnPMNtVZJhg0hpamjZ3UWmWEt2J4XllbymtpYC2QMHcHBBHHHXvXP+INWfU7+S7ZEV2Awix/KqjgD8uMmopG+0XQjD424A9AT/AJFXLzS7mwW6WXy5o4wqXYhkz5eW4B/EdRkZrzajSqtPqe5ST9imnZ20NHTtMgkgOI2lvOGCpMDAVPQ5yD36Z/KrPiGfbo09oj2cSSIoktoFOIyuOQT17kn3Fc3p0bLvWC9s9OPUyyuQxzngYzn/AOvXS6PaWNjo99BeXFlffaiA8sdyMkdhz+fFYVJqGu5g41H7kmclEyRgICRle/erdtcJCu2NQF6cVPq+kW8QH2O9U2qcs0g3BPQBh1PbArK+zotxIEuPKVYwUSThpGA9P4cnpmu6nioOKZwypO7NlbkHBqcXII6VlC2ljso7qYrFEwG1pGxuY9gOuPenNI9ttE2FDcoc8MPY963jUjLYzlTcdzU88elL5w8sDd+FZyzAnOaf5mcEVZJI8n6HitzVLqxj0ZNMvbab7baw+XErsm1GY5Zgw+YjphWH5VzU83lJ5mBlSCAfWoEjur2RisbzuxZjtBJ9Sa48VPRI9HA03fnuFmXluwsbNEQy4lC5VOepxyK6Wyt7RUM8/n3vlS7ZYoY2VVX13HrnpjiuVU+QyyW0zQkqI5EjB+f1Jzx+FdTp2qXut6taWb+bp+nj78ioVLYHY4wCe3pmuSatG/RHTKtiIycb2uW5tatLCxZXvofLYErDArRe21iBzj2HPrWZqaWkbwx6n9pj2MA4gtxuiU84LE47528/UU3W/Cs1tJe3SJHe2ZJcPE43xKO2D6CsFRqUGmvGqyMl3IixxTIS7bQSGUegzj05pUbNc0JHK9J/vUTXkUVrN/o15HdQEbg6ggqP9tf4T+dJFcYbrSG0uT5ovf3k8TIr2/3NzHpnHLn2FT3FhJExJt5ICFzsc5yehHAAHTp6da7IYm2kjKVBTd6ZPHP0wfwqZZQeRxWcySQYEqFM9M96lR+MV1qSkro5mraMsySk9609GktXt7qHUJAlrKFQF4HkVGJ+ZgR91to4Pv0NYpbg8VWkvXmhSFNwgQsSAepJ5b8sD6CsMRK0LHRhYOU7roJftbxX7i284WzSER71DuF7ZxwTWrBb33kQyuyzRugCFSdsYBPBJAA/OsTylO543Mdyrq8chYgKBknj16YrY0zVoY0mOrXDTQyEMYVGxQwzztGM5z1rh5bx909OpXq0al5LRG5b6dGJXgllS4vBt220UmFbPP3++AR6detR6xZWVwkVukEUNz0SOAKW/wCBMOp9sHjnIpIY77xLot3dafaQRw2/yW8e0b2bgkA9gM59zXJzNd6TOZFmkgu3iMcsc6feB+8ORjBqYX5rKWqOXEVqlVfvdiS4t3tZmQzQSlOWMT79v1x+uM4pYrrioLu7MlxBGdPHnC3VZAGwG4zvGOmQQeaclsI3VZpPLZ1DIscRdSO2D3J9RxXdDENaTOadGH/Lt3NKK5JXrUyzbutZPzRbSx2huQc9asJIVIya6IzjJXTOeUHF2aNLzdqcVCZ3WVWVirKQVIOCD61B5maY0iKymViEyNxHXGeab2CKbeh0Op2Mc+lprMFzFbXQiWSfbKu2VyflVVU5Q4BJBGCa5pLu5v7/AHODeTFhmPdlpM+wpLy+e9uZJVVIs9FRQoA6Dp7VBbF7K581YVufMRcSn5PLfrgH2715aSlK57Up1KdJXV/UpW11f2gaSNyqxn5lJ9faux0bx1q6W7x4hwABlkz/ADqK08KJqenrd6bZXjKGzNJPGSiAdsgcgd2P5CsvVZhZ6hIsViVhQ+WGOVDkdwD2rsp00panmPEauCeqLLTXF5fyXV2wLNkbsklvmJ59OuPwqbIUYBqez0TV5dPl1G9sZLSzUKsMhX/WyN90D1XuSK6Lw34Gl1fSdTu9QaSxtreJhBfvhUd8ddv91fUdc10pxirI5r88rLc5cOQMZ5pvmZfaOWJAAHJJPQfWuo0zwy+uaNDp+n6fC2ZVik1S7LF5pSeRGoIwoHP0HPPFbWpfDHUNC/s6C01cLpsmoLNLP5YjNsVXiUtnJPBwOmTUOtHZHQ8PKLtPRnm0c5urgW9ujSSu20KAcg9yfQD1rq4/hnrlxpEl6XiWQxl4YOSX9M+ma7Gy8G6MXlMfiDU5ZpQZZIVfyGu3IJyeMkEcADg89a19QmnhsrLZcTXEs9kLhrgXTRLHyoHyLgAZPU9wazddNXQ5UlDc+eIF/eSeb8j7tpVuCCOoNXbrUby5haGa7doJMbwCAGKj5ckDnHvXquqeH/DcrtqGqahpttrKboJBegSR3ORwzBSMvgj51xz1Fef6N4Oml8QS6VeX/lwBJTHPajzFkZULADOMA46n0xXO1GXvpnbDF05U/YyVl3M6xbTbHUHluY5bmNUDQErgMcdSDn/Iq+0LatKVtLJIILmQBLm5j5Yng7UA9cc/rUXg5WuY7x4Ybe4ut0axxzHkZ3cov8RHHH416TpWnDW9TtY9Sv4YJ7K1ZXaL5FYA5Pzg4UjPJH5+k8lzhxFRwfMmecyWax3n2e7W5SeI7NzkbgfTb0VfcVuaJ4Oub/XLaZnE8P3lldk2kKQGHcnG4Yz+Qqzq2q+GtF8XyiG2TUbN7cW+2GciJN3DNuOSW/rXRf8AFFW1tZ3kcHm6ZI5MarK7OXXG93BxwOOfyq/ZLdjhWhKF3pI4bxLplmlpbL9jFxdj9wzbtuzAz0HJ6jk8c1W1fSI30+3srS1uJL4wCVLUxfNGvXJ9sc++a9G8TGKfXtL1fTNPS6tNQZU+1zSFYY4owPm4HyjAJGfQ/Suc8QW8uueL7288NWB1OFYMbpLUuqYwNy7j8x9Cc/Tir9mooFKU5N20POhp8z3XlR3sW/C7SyFE6ZYEn+70q1pemanfCQwxLKsMnlPsY5yehxjv0rsNP8O3mo6nq9voWiXFrPbTxKtw9wUksmC/PkjrvOSQOnFdl4X8O6po+qpJcabbrPdFyGe6aSZn2gmSUkYAAyMDnLd6q9upXs11PIfEOi6pohgi1K28nz4vMQZz3wQT6jjj3pllfSWUFzCVZ47iMIwV9pyDkHI/l3r2HxNDZ+KLeHTLtbWVC5Ed3bLIrQODtyN/D5PBHHH0rzPxZ4K1XwtYRTXMd28hnYNNGga3ZP4SrdQfUEVjUtUOjDYmnTi4yMq+uJdVupb4RwwKkQGwNzhcKCSfvMe5rt7j+09Jgga58RyBCCkrzsjIH25woAJ49/auX1nSNMtPD9vq+l6peTbrk2u65gWNbghMu8QzkKpIU7hnke4HQaRpGjrZXT2801/qcW3yR5RKHLDJjH8RHPX61lOEXuZ16s7JwvZXK0d5d3NvuuGJheXMb3gWJWH8OI1+8Se7HHSmX+jXXkFDbeXPNMI3u3ux8zH+Anofop4rofEGhX0Wk2dzLFBDMNturSMRLhjktI7DAAz0HIHetq08N3FrbS3NlrOm3mkzAwW+UMvJx3C/Lg88EZ46U40V00RlRqRqO8paoy7bwotpptxdG6ks7k2sUjXsgDOB8wP3vpjA5+tZXhfw+k2kako1Q3duzYbfmPy1I+9huRnJ59q73xRpt4fDMd9faxbtdKW825RdiCHa24Kq5BOD1zx65rjdU0uzX4aQ6hpYZ7ee4AeUx+WxVcr/ABHlR2AH1NaeziTOtL2ijFep5/8A2Xs86KztZLqI3JtVuWnAXeckAenAzn2qpDHqCTwxSWM+JkLQ/Icuo6sM9Rwea6m+i0jVLqC5n1DyIZJhayxfZo/OSELkzbIwFHJAA5PXmrelWclxqFlcmznaW1z5TWllIxnQdJJWdiAvB49jxWii4apmsoLZnOT2V0dFnvQjrEjIjFkIPzHv6fj6is6wk+zXKy7FdY5AdrDIYDqD7V9D3sOlHw1Na/2dcS6XLCd0y7E80H+MbmBLE8g469K8Y1HwbqGktNK1xEum+U8sF5OjASkf8s2wDsk6jBwMjrU1P3iNsLUpUW1LYpapqUGoxvFDbyy3L3HmLNLtVlTG0Rjb17fTAx1NLoVpfy6hJbRaZa3BV8SPeQlliI6+4+ntUfhC007W9fhsdUu57WK4+RZopo41jPUli/GMA8DknAq5ZadrFvres2dlLcWy28xjna5KoyKGIHmEZAPrg89sisVT05WFeq0mobG1Jf3Om2c0h0zTLZEfG6J3hWQ4yMDqc1HeST6oY5mgeXGBHN9nyiepRDljnszYrUi0KG01nT5rmf8Ata7ukWczKvm7lBxtjXucDr246UsGhay/iPULO0troXMduZ5IpW3syEjbGzD5ST6e1ZRowveK17nKq8p+5KVjn7LSpr7V2tbJnNvcKUmmngO5iRzk55PpjgVd1bw/qWmaRayaZHalZIk3XE0oErYGdgDcAdOFrv8AR7PV7PUbW5m8Mk6gwKyia62oqgjY+DnaQN2FAwAe1ZXivQby51qDT7mSKO1hdRBPMQgbcoBRQTggHPPBJ69K3VLuaVpqlF91+JxviTQbyz0iG+VYbSWNAbkonynPB4/pXHyyxQANDJLLsx5haIgAnp9K9J8UosOtyaJqNzu06ztVCQ3Fw4JbAxyiku3oOnvxWGbDU7C9urrVSG+xSQrdwGSN5DuTERVGG0lV4Oc4Jq4QcdmJXqxUmc1bXcc4G1gD/dJ5puprLFIiOhT92JRnuD0r0Xwd4Z069vLy2vntAnmG52maNpoUHXft4UncB7c8VZ+Ivhiw1K3gu/D8ltLdQRlJLWFvnljHOVH8RXn3I+lauba5QpwjCak2efaa1n5FybmOIzCPdD5rFVz0OcdTjp7iq2qJZx37x2ErS24QHPJUNj5gCQMgHviorqC7i0yC9a0mjtZ3ZI5yPlYr1APqPStnXvCupeGfDml3t20yyaj5ongaH/UAbGQEkcMwbOO3TrmuT2bTbZ6FWvFSTpu/c9Z8CvPLf22mSXMzWNnGzRQEjbkdMjHPJzzW1e+GNI8QeOZX1OzWf7HZxyRqxOCST1Heiiu97nzdFuUW33LepiO416HS7mCKaxESSrA6/KGBIB4x+XSsL4uXMtroWm2du3lQXDlpEUYB2gYH0BOfyooqI7ns4ZL2sP66GkmNM0a7mtVCDRtgtIv4Mlcbm7sfmPfHPSuN1TxLq73FjNNeyTFrj7jnCrj0Ax6miiuWgv3Vzgxk5LFR16m62iW3hsw6lp0lyskkkBMUkzPHnfjOD7Ejr3rubbQtKRFK6fBktvyVzgk579vbpRRSobM7cTqlc4v/AIRLSNd8XW+qXsB3xu6iGPCxEIflyuPz55rzPx9rd5pPxS1O4tSga0lPlIy5X502kkfRjRRW72RyYf4mcz4XtI7zXrK0kLiKW5jjba2CAcjj3r6D1fwNooaXTo0nigNsS5SY7pADwCT24ooqohjVt6nkfgfw/p2r/Ec6ZewebZq8g8rPBC9M16DqHhnSrrx8mjm2EdgtigEMfyjAJ4/HP1ooquhydhvjRzN4t0Pw0AItJKoTBF8oOSRg/gOPqa7fw7DDbPqKQxJGkUkcSKowAgjBA/Mn86KK5pN+0S9T26qSoxscD441SbSodRvLSOJGF7GrRgEI5aI/MwByW989qvWmqXaeHIdX81murV4TGXJYYkjw4Oeo749RRRSj8TMmv3F/IstpyjTtXYXEwNvG6DG35+C+W45OT1rzbRLu+1zR9XvtS1G8uXilh2o8x2fMT/DRRVQ3ZyLc5vxR4rk8RMlvcaTplubQiKGS2jdWWNc4QAuVA5yeOTzXa6PeyTWtssaR2+GjcmBdhZic5J9s8DoPSiiqRnj21Q0MLx/4z1vW9XvtKvLkGxt7grHCi4HynAJ7k/WpPB2oXtvpepNFdzqreXa+WHIVUkJ3EAdG46+5oorey5Dlm2oXR3vw5tor7TfEsV2vn2yboFtn/wBWEwSQB2zgZ+lZ3g7TLXxJJHJqsf2hLe4gtoICf3cUeCdqr0H3QPxPc5oorGtotPI9bAL9031sju/EXh7SheaZqq2UKT2k0kqqiBUdtnG4Ac4xkVlWeu3mofabC48sxS2sjFlXaw/dE4GOMD3FFFZybuh0UnCTE1kJc/Zb2WKNpF0y1fBXht8nIP5cY6Vx3ibxxrGg366Pp5t0s3mYFHhD/KSPl+bPHJ/Oiis7/v8A5HLPYwfE2oW+g3V7JFouk3QuLhGaO5tgVVlXIKhSMdTkdD3Bqp4XLeJLnV7rVGaa5uLiGZ5Qdp3MxB4HGMHpjAwKKK0lsbU3oeq+FY4LPxPqOnxW0H2e3SRUDIGPy45JPOTnn+leX+LtevpPF73Ebi38v5ligyiAqeDgHn8aKK3itTz4Ntu/c6hvFmr3HhjR9X89YtQuI7iWaeJAjSGNgFBx1HPStjXbaHUNB8NeK7yNZ9QjikuyjjMTybdw3L3AIGBntRRSN6TbnZkPhTRIPHV3e3niC4ubmXyTtxJsC/NjgAf5zU/hHwhoj6/4n+0Wf2n+ztRENt57Ftq7c8+pz60UVF/dO2s7VbI62PRdLstS06C20+2iiXzZNqRgZYKME+vU9a5lpp7iZrm4uJZpLWZvL3ngYlwPpwMZGDRRWVVtQMKgz4neFNGudEk1AWYgullUmSBim4k8kjoT74zXi2ueINVurGDSLm/uLi1tpXlTzZGZizY6knnG3j0yfWiiteiNKR//2Q==", 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", "info": {"video_id": "63417", "label": "lifting up one end of speaker without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4fc55e468acffdb777e132ea1f3f449c4943e8257067252c07d29210c8084076"} +{"episode": 99209, "episode_seed": 85780107, "split": "train", "timestamp": "2025-10-13T03:53:17.006249", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 85780107, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling color pencils from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17742", "label": "pulling color pencils from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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fQdK9NhlDglfTiuOO56FeUopWIItOtYo8BFXHYCuW1nxr4c0y5uLWW8ieS2A81U+bbnsfevNviH47vr7xFLpVlcyW9pbMYnCkoZHxznHOPasT4d6APEmtXFvcAtZLGDOQuM/MCBn1OPyrqjT93mZzqUlKx6Hf+H9L+J+ni70OaFJ7eUJJcYI4xkqRjntWenwbsLAE6p4nt4BxnO1cc5/iIq94/wBas/DvhW40ewhWGW4AjiSAbNq9S3Hpj9a8LeR5GYyF2JU/ecVrCPNG6M8RpPU9stvDXw20iUG58Si6k6YSXOfwUGl1HWvhdp+ZJNPnvW6jbETnIB/iIrxa3mCXCEFfvZ65/wA9a09VYG0jIYkhR91PQkf0rGpTXMjC53cvxa8KWCsuleCYiQOGm2L/ACDfzrzzULK6kkdltJjlv+ebVz0xO453Dnucdv8A61aF7PcNBGfNmOVUnLn0pTpKMlymkXcmGmXob5bSX/vg+vvXrvw58SXuj6Fd6bdrta3jMlvlgcqT049Cf1rxKGRnViWbOD/FWx4WuzBfXJDnLWrjGevK1dSnJw1LpNc6R7/oFy40VbgAGac5XPfsK7K204SQpJNcTOxXkByq5+grgvD0wkg0eDt5QyPQ4r0yAgRKvcCvPpu8tTsxj5UrAsUUUeMAKB3rgvFHxO0bRbz7FbE3coH7x4AGVD6ZzyfpVH4x6vdW2lW+n27SxxzODKyHBcc/L9MjmvLPC3h6fxJr8Wn+ZNFCQZJZAQdqD09znFd1OnGUW29jiindHpNtd3fxK0i5gtrL/R0lCySM6oVbGeM57H0qfTfhemlv513PaRrnJ8yZm/8AiRU/iA6L4N8J3mn2aG2aaMLEUkYO8nQMWBySOteOQXkk8wE83mllOTI7Menv71lOjCcW9bepdRyvqesaj4d8A2Uu/UtbsUI6qrAn+Zo0rUPCogv7Lwisl3JLH5c7hDGqZBCnJAz36eleSeIJAJMDbgtxhfXn+tdl8Ftvma20ufl8nG4Y/v1nSpQVPnXTzYU9ZpMsaR8HoMpJeyPcHuv3V/IV0L/Cbw+VwbZUP+yxX+tS678V9F8O3UtmI5bm5jH3YQCM+hPavJtY+JnifV9Rke1vJrOOQgRwW4HGegyRkmuiEZvW5rKUE7WO71L4QWyqJdKuxHKjBtkx3q2OevUVxE3h6+fWrnm3A81+sqk9T6Zr0r4eeHPENlJBqWu6zckcyCxd94OR/GT9c4FUfEHxf1DR9futN03T9LSGOTasxVmLA98AgVrC7drmNeCVmkcxpfgfV7m0vI41kLSRjbstpSMhweu0D1q/bfCHW5jl0nx/uqn/AKE39KbF8WfFuoXNxD9tjiAhkK+RaqMMqkjk5Pauau/HPim6Q+drupkHsJ/LH5LitY03fc5rI9Bt/gvNtLXNyIgRg75hx+S1dt/h/wCGdJnD3mvaajA/deXcf1cfyrxSbULu7c/abqeYsCP3tyzdvc0yCZVlRl2A5DfKufT/AOvROira6i0PZPEY8C2Vm0p1wtOMbRZWiOx4xxlSO3c14xqOsXc88y299e/ZtzeWGAVtucjO3jOD2rb1VmksUIMhwvYAdGP/ANauSmHzkNjOccvnqMf0rChCK2QN3PYrwqZ4vlTjGcv71HG6eSRiIZCN3PY0t78sqbRyCekX+1TI2cRkjzB8q/whe5FdGEf7tCqLU9F8BRH7HZyZGN9xJwMfxBf6V6BGS0YJ781xPgSB10eIvkHYAM8n5iXP6MK7cDAArKm71ZM3qbJC1zuvaRc3dzDJbRK67djDfjHJOfpzXRUV0p2d0ZNXKmnWEWm2awRc92b+83c1xHiHWDqF4yrIv2aIsqDaTkrjJrq/Ed3PbaWyWsczzzHYvlKSVHc/l/OuBbTNTkjwLW4QbjjzHVOq++PSqi1vJmc77I1dAYvIUG4/Ng4THUEf1rC1/IkbBl5TP+sAH3f/AK9bmh2V3BeGSUQD5lJ/fhj972qpq+iuZkL3NrHgbT+7ZjwceledKrCOIvc0UW4HjfxAOTanj/WS/dbceQprkdADHXLY8/KWb8hXa/Ey0W0bTlFz5xZWz+72AHao9a5LwpD5mqvKB8sa7fxNazknFyRph1+8SPd/ADYs3QnGQG/GvQLeTClTnmvPfCyCGJGX8a7QTEqCDya89M9ecebQ5Dxl8PZfETxXOnGGO+icl5XG3zV9GI7jsa3PDegW/g3w8LbcrznMk8oH327/AIDoK6G1mKqR6965X4g3xs9CZ42IkmbyVwM8sD2rbnbjY57JSbZ4p4+16PX/ABTcXEJRreMCKMluuOv65rl4yvmKMp1xwCacIbl+FguCf9mA/wCFSDTr8kH7LOB6uQn88V6cXGMUjzak+aTZHGzKV+926Lj/AD0rZvQH08Fs9Gxl/cH+tZo0qfcQ72yckfNLu7n0zXQf2bv09d93GAP7kRPVffHpXJiKkU0yEcRLgtxt6g8Anv8A/Xq9cOPITIHCDvUtzZWyBv3tw5weyqP6+lVbjKwKCf4BTlNSasaw2ZGkmxgFCnOe3tWhoQ3Xk+BjbbsePqorKjU5BBPBroPCdqLrUtrcruVWHtyx/wDQa0qStTZdBN1Ee2+G8i6gBGBFGoz716XFKMKfWvO/Do+csR94128MmIxXixZ6eKjzJGP418LJ4ssvsokCTAh43IzgjPH0OaqeDfB6+ENIf7T5bX05zMyHI46KD6V00Uu2bJNU/Et2bbQ7y7QFnhhZ1UdyBwK3U3y8pyqNpJHivxP1uPVPERt4Zd8NrCFIUE/vM5P9BXI2DEXoGW5JHCUx7DU5pZJntpt8m5iZHC8nnvin2lhdfaFMgt0wR96cE/pXdJwjT5bnPJ80rkuvhiisd/AXksB/CP8ACt74aGf7Jry2sqwzN5W13+YA4es7VtMMttG5uLdPkHZm6Ej0rf8AhmqWc+qIZhJ5nlZGzaON1clKrF0rI1pr94jhfE/hzVdBvd2pKHFwS6zq+5XJ68+vtXZ/CvwXJfXkfiC/j22sOPs4P/LRsfe+gr1ObRtH1W3QX1pFcAEMEkXK5+lJqmoQ6bYsBthgiQnAGAABWzr3jyo3jQSlzM5v4leK5tF0wQWcpW5nyqFeqjua8XvZpWa0lJlJa3Qk5AJIyP6UzxJ4gm17WZrydxtztiUt91B0qvcsrWdgyhT+5YcKT0c11UoqCRxYipzy8jU0pz/b8YYjDsy/NJ6qRWWWTGP3QOPUmr1gk/8Abdu0cMrfvl+5B64/xqOTTNS8x1+xXeAxHKhR1962U4qW5z3IIpMOpyMAj7sf+NKrMhAzJgepC9Cak/sm9x88Ucf/AF0uFH6A1ONIIc7rq1HzHIUM5/l70TqR7iNO7KyaaCdpzu6sT2U9q5OTqSBgDB+VPf3+td3Hp0DaaA93M3T7kYXqpHc+1c1dWVkpb5LhzyPnlxnj2HtXDRqxu0Ukeu3dpYM4ylw/LdZ8dz6LTWt7CK3k8uzR324UNI7ZO7AHX3rI1DX2jkIS1thhyBuLOTnHv712eiaHcNHb3epeT5vMiwRRhVX0yepIzXFh51IU1zM7I0vaS0O38K2pg0eDcuGIyR6dh+gFdDVDS1xaqB0AxV+vSwy91vuY1vjaCkZgilmOABk02WWOGNpJXVEUZZmOAB7mvP8Axh4gi1LTttpIPs8dyI2bzMCT5cg/Sukybsaut30l5MuxHjhjBwZGCZ9+TWH59spy95Zr8w6zA+o7ZrjJJou4h+vLUkU4CuV6Aqflhz/EPWqlh7rVmXOd5p2q2KOV+3QudmfkDtnjPpTPEerWMTsTLO2GORHDn37ketcppsrLdxhvO5JQfKFHcf0rFu5bnWvGdzpk2sXVtCwYwqmGyyxbgvsPlPJ9PevMqYRe2RtGV4mF8Rbm1vXstpuolj8wEyIuW+YdMGsTwjbbbZ5RnMjkjI5wOlY99c3OoiITTM69Tls8ECup8LxbxHEo4HarrJQXKjrwkHfnZ6Z4ecxxKDXViYALg1x8DiEAL2q3JrK28ZLHAA5JPSuRI9FOx0t1q8FjavLK4UKMnNeSa94w1DXtdtVjimis4ZhsVQQWycZNZXjvxmdQjis7CYmB8lpkbG7Bxgfj3rhXuZvtEbvLIcFW+aU+1dUKDauzz8TXu+WJ0Uy3YmkWTzeGI+d8d/c1UlljQ4knt1PvICf0zWJqIVdSuRhCPNbvnvVbdjoB+C10xpaHAdGb60Vyftak5P3I2b0PtWvb6ratYlf9IbAU8Rgd/c+9cUJDkctzjvjtVoXJWwYKcN0zu/H+lZVaCYyS61KMSELbMRnq8v8AQCtEw2LwL+6kf5cfNKe30FM1/Q9JtfDkGr6ZqF5OGujbZuYBGtyQm53iGd21ThTu/vD3AzxqpjiASKMYyOct/WlVpNJcprSdr3L8cVplQLOLP+0zH+tdD4OiWTVZJTEkabTsCLgZHH+NYWix3OqtJJJKIoF+UhEALH0BxxXb6FCLd44402qBgAVz1pNLlbO/D0tec9B0VShHpXVpMDEMGuesEFvbKT94ipZNQ8lD9K4lud04qSNlrpYRvcgD3rzPxl41m1VZdMsQFtB/rZSwHmY7Z7D+dZ/ifx5FexTaXYT7nMcnmSq2NpCngHv9a8lLJksFU+9dtDDuWrPOxFaKfLE6d3iSbLXVqowesoOPyzUcc8ELBnvoWBxwodv6VzaT/OBgBRjotKJd/wB5mwOldM8OranFzHcajqNg2noPOckbvuQn2Pcj1q34CvIpJ9QaPzusfMgAz97pg1zXhyGy1vXIdL1a+uLa2mYIksc8caxnAyWMnGMA8DknA71o+FUfSdb1yxZJ4/s84iCXAAkUBmGGwSM+uCRXNHCqnBs6KU71Ej2OzvSgBJGPeuL+JniWA2senQOjzSH96vUBfQ/WszxB4pOl6Wzq/wC8bKxr6mvK5tZv55Gd7l97HJIABP41dGi5amuIrcq5Ubcb3B/1Me0f9M4gP5CtVm1A6ZZ7TcZBkBwCP4hXFG4nk+/NI3+9IatsxOkW5LD5ZpBy/sprplSeh5p1glvRcRSOZsKUY73wOCPU1HqISLUroPLbgeaxG6ZfX61yMhQohITOzuc1c1RgdTmYBfm2twnqoNCo+8gNV7uzj4a8h/7Zhn/kKU6lZAlg9y/+5CB2z3PtXNs7f7X6Cnh+Vz6DOX+orR0UFjt7TWIPsTBbaY4UffkVejD0HvXM3mqkTMEt4Fwf42Zz/P3qFLkrYuqFQc4yoOeef6VpeJ/COoeHtA0nUr0zLPftKZYTFj7PgIUDH+8wbOO3TqDjCnQSk2NHaWCi68S2Mc3zJ5hcr2JVQR+tev6bI0syhjnjFFFedPoexQ+Bna2qBIVAHGKmoor16H8NHlT+JnlHjPXb241XUrCRl+y22NkYHGcjk+p5rnobmRvDt2MIMXURGEHdWoorZbfNfmQzKM8pbHmMPpxU3lbo5S0kh+Q8FqKK65bGARy+XeoQikiXvn1+vvXL6zqtxpPiW41G1WMTxO23cuRyGTp9CaKK86p/ERvHY49P9aF7DgV3vhdFVA4HNFFcuJ+I9LC/AjqQ7YzmvPfiBrF5HdppySBbZow7AdWOehPpRRWdD4zWv8DOOnf/AEC0baufnHT3qJ3Jxwo+X0oor0Y7HlMl1J2OpTc9cH9BVXJPUmiirjsSObCqpA7f1qeNz9mbgY3Dt7UUVnIDR8ReLZPENtbwzaRplqbdEjiktUkUpGoOEALlQvJJwMk8+tY4/wBVn3oookXE7LQ/l0e3C8ZBJ+ua9C8MxpIyFhmiivHr/Gz26PwI625kZJtqnAAFcB8RtYvLSOytIJNkdwWMmBycY4+nNFFTQ+NFVfgZ5rp8hOrFcADY44H+yazdzAjk9KKK9qPxfJHgyFGSeSfzpx6ke5/nRRTmEdy/Ya8+jrPGdO06/ilZXMd7B5gVlzggggjqcjOD3Bq1per3t/f6nqV1L5l1cyCWVyMZY5PQdB7UUVjU/hs2pfxEYuqXtxfXO+eQsRkKOyjPas80UVrDZGVT4mKHPoPyq95jf2KvTi5OOB/dooq5dDMieRzDEc9j296v6mm6WBy7Etbxk5P+zRRR1QzOfCngClEhwuAB17e4oopsCzFI/ksNxxuWptU8S6vqek22l3t9PPbW0jzIJJGYlnAzkk8428emT60UVnHcZ//Z", 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fQdK9NhlDglfTiuOO56FeUopWIItOtYo8BFXHYCuW1nxr4c0y5uLWW8ieS2A81U+bbnsfevNviH47vr7xFLpVlcyW9pbMYnCkoZHxznHOPasT4d6APEmtXFvcAtZLGDOQuM/MCBn1OPyrqjT93mZzqUlKx6Hf+H9L+J+ni70OaFJ7eUJJcYI4xkqRjntWenwbsLAE6p4nt4BxnO1cc5/iIq94/wBas/DvhW40ewhWGW4AjiSAbNq9S3Hpj9a8LeR5GYyF2JU/ecVrCPNG6M8RpPU9stvDXw20iUG58Si6k6YSXOfwUGl1HWvhdp+ZJNPnvW6jbETnIB/iIrxa3mCXCEFfvZ65/wA9a09VYG0jIYkhR91PQkf0rGpTXMjC53cvxa8KWCsuleCYiQOGm2L/ACDfzrzzULK6kkdltJjlv+ebVz0xO453Dnucdv8A61aF7PcNBGfNmOVUnLn0pTpKMlymkXcmGmXob5bSX/vg+vvXrvw58SXuj6Fd6bdrta3jMlvlgcqT049Cf1rxKGRnViWbOD/FWx4WuzBfXJDnLWrjGevK1dSnJw1LpNc6R7/oFy40VbgAGac5XPfsK7K204SQpJNcTOxXkByq5+grgvD0wkg0eDt5QyPQ4r0yAgRKvcCvPpu8tTsxj5UrAsUUUeMAKB3rgvFHxO0bRbz7FbE3coH7x4AGVD6ZzyfpVH4x6vdW2lW+n27SxxzODKyHBcc/L9MjmvLPC3h6fxJr8Wn+ZNFCQZJZAQdqD09znFd1OnGUW29jiindHpNtd3fxK0i5gtrL/R0lCySM6oVbGeM57H0qfTfhemlv513PaRrnJ8yZm/8AiRU/iA6L4N8J3mn2aG2aaMLEUkYO8nQMWBySOteOQXkk8wE83mllOTI7Menv71lOjCcW9bepdRyvqesaj4d8A2Uu/UtbsUI6qrAn+Zo0rUPCogv7Lwisl3JLH5c7hDGqZBCnJAz36eleSeIJAJMDbgtxhfXn+tdl8Ftvma20ufl8nG4Y/v1nSpQVPnXTzYU9ZpMsaR8HoMpJeyPcHuv3V/IV0L/Cbw+VwbZUP+yxX+tS678V9F8O3UtmI5bm5jH3YQCM+hPavJtY+JnifV9Rke1vJrOOQgRwW4HGegyRkmuiEZvW5rKUE7WO71L4QWyqJdKuxHKjBtkx3q2OevUVxE3h6+fWrnm3A81+sqk9T6Zr0r4eeHPENlJBqWu6zckcyCxd94OR/GT9c4FUfEHxf1DR9futN03T9LSGOTasxVmLA98AgVrC7drmNeCVmkcxpfgfV7m0vI41kLSRjbstpSMhweu0D1q/bfCHW5jl0nx/uqn/AKE39KbF8WfFuoXNxD9tjiAhkK+RaqMMqkjk5Pauau/HPim6Q+drupkHsJ/LH5LitY03fc5rI9Bt/gvNtLXNyIgRg75hx+S1dt/h/wCGdJnD3mvaajA/deXcf1cfyrxSbULu7c/abqeYsCP3tyzdvc0yCZVlRl2A5DfKufT/AOvROira6i0PZPEY8C2Vm0p1wtOMbRZWiOx4xxlSO3c14xqOsXc88y299e/ZtzeWGAVtucjO3jOD2rb1VmksUIMhwvYAdGP/ANauSmHzkNjOccvnqMf0rChCK2QN3PYrwqZ4vlTjGcv71HG6eSRiIZCN3PY0t78sqbRyCekX+1TI2cRkjzB8q/whe5FdGEf7tCqLU9F8BRH7HZyZGN9xJwMfxBf6V6BGS0YJ781xPgSB10eIvkHYAM8n5iXP6MK7cDAArKm71ZM3qbJC1zuvaRc3dzDJbRK67djDfjHJOfpzXRUV0p2d0ZNXKmnWEWm2awRc92b+83c1xHiHWDqF4yrIv2aIsqDaTkrjJrq/Ed3PbaWyWsczzzHYvlKSVHc/l/OuBbTNTkjwLW4QbjjzHVOq++PSqi1vJmc77I1dAYvIUG4/Ng4THUEf1rC1/IkbBl5TP+sAH3f/AK9bmh2V3BeGSUQD5lJ/fhj972qpq+iuZkL3NrHgbT+7ZjwceledKrCOIvc0UW4HjfxAOTanj/WS/dbceQprkdADHXLY8/KWb8hXa/Ey0W0bTlFz5xZWz+72AHao9a5LwpD5mqvKB8sa7fxNazknFyRph1+8SPd/ADYs3QnGQG/GvQLeTClTnmvPfCyCGJGX8a7QTEqCDya89M9ecebQ5Dxl8PZfETxXOnGGO+icl5XG3zV9GI7jsa3PDegW/g3w8LbcrznMk8oH327/AIDoK6G1mKqR6965X4g3xs9CZ42IkmbyVwM8sD2rbnbjY57JSbZ4p4+16PX/ABTcXEJRreMCKMluuOv65rl4yvmKMp1xwCacIbl+FguCf9mA/wCFSDTr8kH7LOB6uQn88V6cXGMUjzak+aTZHGzKV+926Lj/AD0rZvQH08Fs9Gxl/cH+tZo0qfcQ72yckfNLu7n0zXQf2bv09d93GAP7kRPVffHpXJiKkU0yEcRLgtxt6g8Anv8A/Xq9cOPITIHCDvUtzZWyBv3tw5weyqP6+lVbjKwKCf4BTlNSasaw2ZGkmxgFCnOe3tWhoQ3Xk+BjbbsePqorKjU5BBPBroPCdqLrUtrcruVWHtyx/wDQa0qStTZdBN1Ee2+G8i6gBGBFGoz716XFKMKfWvO/Do+csR94128MmIxXixZ6eKjzJGP418LJ4ssvsokCTAh43IzgjPH0OaqeDfB6+ENIf7T5bX05zMyHI46KD6V00Uu2bJNU/Et2bbQ7y7QFnhhZ1UdyBwK3U3y8pyqNpJHivxP1uPVPERt4Zd8NrCFIUE/vM5P9BXI2DEXoGW5JHCUx7DU5pZJntpt8m5iZHC8nnvin2lhdfaFMgt0wR96cE/pXdJwjT5bnPJ80rkuvhiisd/AXksB/CP8ACt74aGf7Jry2sqwzN5W13+YA4es7VtMMttG5uLdPkHZm6Ej0rf8AhmqWc+qIZhJ5nlZGzaON1clKrF0rI1pr94jhfE/hzVdBvd2pKHFwS6zq+5XJ68+vtXZ/CvwXJfXkfiC/j22sOPs4P/LRsfe+gr1ObRtH1W3QX1pFcAEMEkXK5+lJqmoQ6bYsBthgiQnAGAABWzr3jyo3jQSlzM5v4leK5tF0wQWcpW5nyqFeqjua8XvZpWa0lJlJa3Qk5AJIyP6UzxJ4gm17WZrydxtztiUt91B0qvcsrWdgyhT+5YcKT0c11UoqCRxYipzy8jU0pz/b8YYjDsy/NJ6qRWWWTGP3QOPUmr1gk/8Abdu0cMrfvl+5B64/xqOTTNS8x1+xXeAxHKhR1962U4qW5z3IIpMOpyMAj7sf+NKrMhAzJgepC9Cak/sm9x88Ucf/AF0uFH6A1ONIIc7rq1HzHIUM5/l70TqR7iNO7KyaaCdpzu6sT2U9q5OTqSBgDB+VPf3+td3Hp0DaaA93M3T7kYXqpHc+1c1dWVkpb5LhzyPnlxnj2HtXDRqxu0Ukeu3dpYM4ylw/LdZ8dz6LTWt7CK3k8uzR324UNI7ZO7AHX3rI1DX2jkIS1thhyBuLOTnHv712eiaHcNHb3epeT5vMiwRRhVX0yepIzXFh51IU1zM7I0vaS0O38K2pg0eDcuGIyR6dh+gFdDVDS1xaqB0AxV+vSwy91vuY1vjaCkZgilmOABk02WWOGNpJXVEUZZmOAB7mvP8Axh4gi1LTttpIPs8dyI2bzMCT5cg/Sukybsaut30l5MuxHjhjBwZGCZ9+TWH59spy95Zr8w6zA+o7ZrjJJou4h+vLUkU4CuV6Aqflhz/EPWqlh7rVmXOd5p2q2KOV+3QudmfkDtnjPpTPEerWMTsTLO2GORHDn37ketcppsrLdxhvO5JQfKFHcf0rFu5bnWvGdzpk2sXVtCwYwqmGyyxbgvsPlPJ9PevMqYRe2RtGV4mF8Rbm1vXstpuolj8wEyIuW+YdMGsTwjbbbZ5RnMjkjI5wOlY99c3OoiITTM69Tls8ECup8LxbxHEo4HarrJQXKjrwkHfnZ6Z4ecxxKDXViYALg1x8DiEAL2q3JrK28ZLHAA5JPSuRI9FOx0t1q8FjavLK4UKMnNeSa94w1DXtdtVjimis4ZhsVQQWycZNZXjvxmdQjis7CYmB8lpkbG7Bxgfj3rhXuZvtEbvLIcFW+aU+1dUKDauzz8TXu+WJ0Uy3YmkWTzeGI+d8d/c1UlljQ4knt1PvICf0zWJqIVdSuRhCPNbvnvVbdjoB+C10xpaHAdGb60Vyftak5P3I2b0PtWvb6ratYlf9IbAU8Rgd/c+9cUJDkctzjvjtVoXJWwYKcN0zu/H+lZVaCYyS61KMSELbMRnq8v8AQCtEw2LwL+6kf5cfNKe30FM1/Q9JtfDkGr6ZqF5OGujbZuYBGtyQm53iGd21ThTu/vD3AzxqpjiASKMYyOct/WlVpNJcprSdr3L8cVplQLOLP+0zH+tdD4OiWTVZJTEkabTsCLgZHH+NYWix3OqtJJJKIoF+UhEALH0BxxXb6FCLd44402qBgAVz1pNLlbO/D0tec9B0VShHpXVpMDEMGuesEFvbKT94ipZNQ8lD9K4lud04qSNlrpYRvcgD3rzPxl41m1VZdMsQFtB/rZSwHmY7Z7D+dZ/ifx5FexTaXYT7nMcnmSq2NpCngHv9a8lLJksFU+9dtDDuWrPOxFaKfLE6d3iSbLXVqowesoOPyzUcc8ELBnvoWBxwodv6VzaT/OBgBRjotKJd/wB5mwOldM8OranFzHcajqNg2noPOckbvuQn2Pcj1q34CvIpJ9QaPzusfMgAz97pg1zXhyGy1vXIdL1a+uLa2mYIksc8caxnAyWMnGMA8DknA71o+FUfSdb1yxZJ4/s84iCXAAkUBmGGwSM+uCRXNHCqnBs6KU71Ej2OzvSgBJGPeuL+JniWA2senQOjzSH96vUBfQ/WszxB4pOl6Wzq/wC8bKxr6mvK5tZv55Gd7l97HJIABP41dGi5amuIrcq5Ubcb3B/1Me0f9M4gP5CtVm1A6ZZ7TcZBkBwCP4hXFG4nk+/NI3+9IatsxOkW5LD5ZpBy/sprplSeh5p1glvRcRSOZsKUY73wOCPU1HqISLUroPLbgeaxG6ZfX61yMhQohITOzuc1c1RgdTmYBfm2twnqoNCo+8gNV7uzj4a8h/7Zhn/kKU6lZAlg9y/+5CB2z3PtXNs7f7X6Cnh+Vz6DOX+orR0UFjt7TWIPsTBbaY4UffkVejD0HvXM3mqkTMEt4Fwf42Zz/P3qFLkrYuqFQc4yoOeef6VpeJ/COoeHtA0nUr0zLPftKZYTFj7PgIUDH+8wbOO3TqDjCnQSk2NHaWCi68S2Mc3zJ5hcr2JVQR+tev6bI0syhjnjFFFedPoexQ+Bna2qBIVAHGKmoor16H8NHlT+JnlHjPXb241XUrCRl+y22NkYHGcjk+p5rnobmRvDt2MIMXURGEHdWoorZbfNfmQzKM8pbHmMPpxU3lbo5S0kh+Q8FqKK65bGARy+XeoQikiXvn1+vvXL6zqtxpPiW41G1WMTxO23cuRyGTp9CaKK86p/ERvHY49P9aF7DgV3vhdFVA4HNFFcuJ+I9LC/AjqQ7YzmvPfiBrF5HdppySBbZow7AdWOehPpRRWdD4zWv8DOOnf/AEC0baufnHT3qJ3Jxwo+X0oor0Y7HlMl1J2OpTc9cH9BVXJPUmiirjsSObCqpA7f1qeNz9mbgY3Dt7UUVnIDR8ReLZPENtbwzaRplqbdEjiktUkUpGoOEALlQvJJwMk8+tY4/wBVn3oookXE7LQ/l0e3C8ZBJ+ua9C8MxpIyFhmiivHr/Gz26PwI625kZJtqnAAFcB8RtYvLSOytIJNkdwWMmBycY4+nNFFTQ+NFVfgZ5rp8hOrFcADY44H+yazdzAjk9KKK9qPxfJHgyFGSeSfzpx6ke5/nRRTmEdy/Ya8+jrPGdO06/ilZXMd7B5gVlzggggjqcjOD3Bq1per3t/f6nqV1L5l1cyCWVyMZY5PQdB7UUVjU/hs2pfxEYuqXtxfXO+eQsRkKOyjPas80UVrDZGVT4mKHPoPyq95jf2KvTi5OOB/dooq5dDMieRzDEc9j296v6mm6WBy7Etbxk5P+zRRR1QzOfCngClEhwuAB17e4oopsCzFI/ksNxxuWptU8S6vqek22l3t9PPbW0jzIJJGYlnAzkk8428emT60UVnHcZ//Z", 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", "info": {"video_id": "17742", "label": "pulling color pencils from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "17742", "label": "pulling color pencils from right to left", "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": "3a83b1e4768bbd442a5dc997b745ce659f6c6096aa8924b3f969429ca42abec4"} +{"episode": 99210, "episode_seed": 3756344956, "split": "train", "timestamp": "2025-10-13T03:53:18.656651", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3756344956, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding a carpet knife in front of a room fan'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "192485", "label": "holding a carpet knife in front of a room fan", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "192485", "label": "holding a carpet knife in front of a room fan", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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T5O3O1AeyjpWbKxI2liF70hfnNV5pSc4ryW23c9aMUlZEqyDIHaorq6YERLkKRyarXFyLO2edxnaOB6mqNvcvc7ScFiAWbPC1fK7XLhKPPZ6vsTXVrJfRLChwF5Geg9zXpPww8AxahcR3N4pGnxNkg8GdvT6ev5Vx1nGnlnbzjk56mui8L+LNcWK40yO9KQRwv5WEG9SASFDdRwD9K0w8PaP3vhFjK3sPg1m+vZeR13xAvIL/AMVCGAgQ2cQt12fdyCScfQnH4VzLoVtrtk+80LRJ67nIjH/oVTRw5h3nJLcg+9aWm6e0+paZAwyslz57f7kI3fq5jFehY8S93c6q5jEX7teiDaPoOKoP1rUu1+Y1lv1qrCMPxJfmz0xokOJJ8oPZe5/p+NcH5hUZFdR4zbizAP8Af/pXJswVK83Et+0aPSwsf3aZGXZpTI/XoB6VIJRErS56CqhkLN7VWuL5BIbdTkquXPp7Vik2dK5U9XYnlvJJHMmc45Vf6mszT9GnvdRLSozhnyq4yZCa0bOPzyGOdnb1ati31a58O39veWsULzqT8sq5H4eh96qnzOXLH5vsb1fZxgqlTZbLv6nq2n+GofB3gG/vbzb/AGpeQmBR18oOMbR74yT9K4hIsRDnPNaeoa5f+IGtGuXxH5KyJEowqk5DfXkEZNRW9mZbhYl4DELk9h3P5V6UKcYLlieFVrTrT557m14ZjJbUH7RLBbjnuELn9ZK0ZetHhuDHh4XRXBvZpLr/AICzfJ/44Fp04wa0sZFY1yXi/UMtFYofu/vH+vb+v511jkDmvLry5ku7qSaQ5Z2LGuXFT5YpdzpwsOaV+xE12IkPPPYDvVVBxubmQjH0qWVgOvUVCjlm46VwHpJFoXf2eElvv/zrG1bUbj7G4ViHkwHIPRfSpppklk3hgVHAOetWra0D4d1GccA9h60NpNNnTTg5JqL1a1fZDfBPhW81fVYIoIt1xIfkB6Rr3Y+leleKNMtNK1a30qyIZbOAJLJ3eQncxP5gfhWN4K8WTaUt9bWNjAs/ltJ9qckscDIGOnrVjbLcb7mV2eV2LFmOSxJ6mvQo0n/Elu/wPJxVeNvY0/hX4vuQujLbXe0Dc0JiX6uVQf8AoVehXUYjOwdF4H4Vyem2JuNR0yAjIkuhK3+5CC5/8e8sV2F4vzGuhI4mzMesDxTfG10zyV+/cHb9FHX+g/Gt564/xq3FmB/t/wBKyru1NtGlBXqJM5Yz+WCeSKrBmkkMsg5J4B7VK5ATnmqxcs2K8s9axaWXyAZGPFUp72Vtzg9B8g9Pem3F0hZoMglQC3HSpLSHzyHIyn8I/vU5aK72OiguZ+7v+XmZ2haDcX+oIGieSRnxHHjJdvWvf7nQ7Twd8O57Z3R9S1LbFJIOfcqPYD9TXksGr33h/UIbiwMYn6HzEDDntz/Ouvu7+91m8hnvJWfdAjIpGFUMoJAH1zXbRg5fvJ79ux5uKrRgvY0fh6vu/wDIorF+6GDk11vhyL/RdQl7G78oH1EcaJ/MNWDbW6rMZX4hizI5/wBhRuP8q6/RbN7Pw1ZRzLid4/OlB/vyEu36tj8K60jgIJfvVCxqxOMNVK4lSGNnd1VQOSxwBRYDyDeR1+lMft6U8pyM08x8+oNeQeui1a6Fa+IdPm0zzfL1SRw9k7HEbEA5RvQtnr7CsXTdDu7K6ntb5QjQSFXUMGAYdRkcGtWGBmkRoyyurZVwSCp9R71oCBm2QxKXdjgAdWY//XrV1Lw5SIxtPnuRxEyyKkceQvoKm8Ctjxt9mcbiQBtAyc4bP6GvRtHsIfD0FvY36JZ3WcidwGiuCTnh+MMPTIIx3FeceG3Fj8V7p5pYY0jabc8km1AADzk9q7KdL2aRw1qvtW+yPSf+EeSOcOWIhLfJAPvfTP8AX0rW0O1SWebVFUCFkFtaYH3owcs49mfp7KPWmWdu3iEfuGcaYwxLd4K+evdIe+09379BnqNXW9V07QNPFxezx21uo2ooHXA4VVHX6CulWOYo3o+Y1w/iXxfp3h9WjdvOu+0CHkf7x7fzrmvE3xUvNRle00OAwI/yiUjdK30HQfrXM+G/DA1zxE1nq15NbyOkjDam9nkCFgpPbock+nqazlNdDSMO5Y/4SHUdenluLwBYl4hRRhV9cep6c0rfN34qvavI8IDsSoA2jsKsop2V5tZ3m2ejQ0ggs7f7RdxRMyoskgUu5wq+5PasTWdD1LQvEMttdxPIryZSYA7JkJyGB6YxW6kbAna2M1rLd3t9pdpZXcu+0syWiUjBJPc+uM4FOnNRixzg3JMy7K1SKLzLgZfGQPSo9bLCxEi9VXjJ9xiup0DS0vb5rm7t5pNPtcGdo13BCfulh1KjqcZ9+KsfFC1hTwrYyWiWrW7T/LLb4AbIHpx265rahS93nMsVX5pcjN/StNGp+HrGe3KidQyhv4Qu4nB9+ePrV1dK8u3+wxPuvrsmBXHRFI/eOPZVzz/eIFQeFNRWHwbo8cj4kkh2xQQ/PPMcnhV7Z9ew6kV2WkaTJah7u8VBezKF2IcrBGORGp788se59gK7kee9GNmhjgt0hhUJFGoRFHZQMAfkK53VLy3sLd7i6mSGFPvO5wKoeMfiVpWh+Za2uL29XIKo3yIfdu/0FeNa3q+ueLGa8umItozhVUbY1z2A7n3pTkkVGLZveIfiFdahK1joSNGjHb5xHzt9B/CP1+lVN+eM1YudB07SdBh1LSNRvZN9x9mL3EKxi4ITczxdwqnCkN6j3ApdDXBiG5WuduGVr2ElJYVDfQXS6Ld3NtE7pCFErr/yzDHGfz4q2yZHHatXRdYl0e5z5Pm2Up23cBwVkQjByDwTisaduZXOmpzcrtucTpDm4KqFy8eFUY4HvXXwRGAANJuLDnIpfslol5cXltZx2kczlo4IxxGvYfWuw8G6FaXB+1XQSW7+8lrNlf3fZwD94HnnkVpGHtKuhMq3sqHK+pyngkI3i/7NMo2uoxnvkOD+hr0FPD8kcqkvi0VsL/z0Ydhj1rgvCyvb/F2ZPKOVeUBAQMEA49q9YjEutXDWtnL8iHZcXUZykA7qjfxSkcei9eOAfQhseXPcNDsI2vbi/QDyIkNpbns2GzK49iwCg/7FWL0cmr2qX2meHNKWS4litLOFRGi+wHCqOpNeKeKfipd6jM9noUJhR/lEpG6VvoBwP1NU2orUlJs6HxP4y0/w+Giz9ove0CH7v+8e3868+j1vUtbnlu79sRnAhRRhVHfH6c1H4X8PWmqeJVsvEFzcQec+PMWaNRG3Ul2k4Ixngck4FWry3ms9Ru7KTzwLaVo1ScKHUAkYYLxnGOnFcleTcGdVCNpoY+TkdhUum2E2o30FlbgGeZtqZ6D3PsKYqkrz3qSISxkFOGH3W6Y/HtXDG19T0JXtocm0F7Y61PY30LpcCUiWMjHzD+n9K620tljhEk5PmegPSti91G61+Gya/jjzZx7fMUfNM394nr0GMfX1rR8N6Qb+9kvZ7Ka5sbTHmrENxDEcHb1YDGSBz061vNKpUSiZ05yo03c5DXd6Wsc/ToAW78ivWNO0pNU0HT50Jifyz+9K9V3HjHce/auT+Kht7jQdOls7m3nhEzLmLAI4HUDp09vpXVeFtSW68P6Zp9ptvb8WqbrWJuEHrK/RF/U9ADXdCPLoebN83vF2HSoJzFpMSlxKd9zIf+eAPP03EBAPTca6S9HBNPt7W30DTp7m+uo/Mf8AeXV0/wAik4wAPRQOAP6k15D4y+LTyvJZ+H0KDO37S4yx/wB0dvx5+laNpLUhJs6LxT4n0/w5DuuX3zsMpAh+Zvf2HvXkmo6vrfjK4YFvKtFORGpIRfr/AHjUU+i6ld28mq6pJKZHccSHLtnufT6V0+q+HdU8NaBpV1NNPFJd+ZvgEeBAAFKAnH3iGzj+uawlNvY1UbFAAbQcc1OqLgHFFFeXI9QngUZrp/BlrFceI0aRc+TG0iD/AGuAD+tFFaUfjiZVvgZ6+kcc1uYpY0kjYYZHUMp+oPWvENP8N6ZrHxv1TSLm3C2KGR1ii+QDaAQBjoKKK9efQ8qHU9d8V6pPoXhi6vbNIvNhQBFdcqO3QY6V8v8AiDX9T12/e41G7ed+gyeAPQDoBRRU1SqR2fhnRLK2s4rhYy00iBmduT9B6Cs+6vptH8UT3tqEEsUjbdy5HzKVPH0Y0UVgadSjZIMMvYACrcaDYKKK4q3xs76PwImjiTcDiroA2AdqKKziaSPWfAlvHb+HbZoxhpsyufViSP5AVznxh0bTbfwfJfwWUUN19pTMkY27s5zkDgn3xmiivYiv3S9DyG/3r9TT+FGhWNh4dXU4kLXd3GoeR8EqoGdqnGQMnP5Vy3xb8YazZajLo9pcC3tTGC5jGHfPYn0+mKKKb+AUfjPL/DlhDq2qlbvc6qu7AON319q7nXbWG38PkRxhVV0AA4AFFFc5qzH1nxG2twwRS6Xp9uYEWON7ZHUoi5wgBcgDnPA5PNVsDK0UVz4jodWH6k20ZFWLVFdvm5weKKK5kdRpW8KXOoW8EmdkkqI2PQkA17ZJpGnX9pFb3VnFJHEMRcYMeOPlYcr+Boor0MHtI8/GPWJ4Lqmk2/8AwtfUtMV51txNsyJCXwcAgsck9e9e86nInh/wxcPp0EMSWcB8mILhFx0GBRRXRDqc090fL/ibxJqviC/afUbppSOFXoqj0A7Cus8LaLZQWMNyIy00qbmduSPYegoorGW5t0Kt3q39k6xfxf2fYXkMswYx3cO8BlHBBBBHU5GcHuDVJryfUry6vrt/MuJ28yR8Yyx9u30oorKt8DNKPxomjAKVLCoMqg9DRRXCegaBACBRwK9b8EW8dt4dtPLXBkXzWPqx6miiu3B/EcWL+BepzXxtsrUeD47xbeJbr7Ug84IA5BB4J6muk8E6TZaD4GtbqxhCy3Vol1MWJO59n8vaiiu1fEcT+E8G8ZeLtZ8QXzLfXR8lSdkMY2ovPYf1PNX/AAbo1lJ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", "info": {"video_id": "192485", "label": "holding a carpet knife in front of a room fan", "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": "c7335cd26a9fb77fddbaa3d3be497292d398aed4fc896898871f216d13a2efc7"} +{"episode": 99211, "episode_seed": 917171560, "split": "train", "timestamp": "2025-10-13T03:53:19.977185", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 917171560, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving pen 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "64192", "label": "moving pen towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "64192", "label": "moving pen towards the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "64192", "label": "moving pen towards 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": "05c16c3fede69b8189f2917c9b9bea8d14e9ec62c624405da1be8ce14b15e1be"} +{"episode": 99212, "episode_seed": 3479433974, "split": "train", "timestamp": "2025-10-13T03:53:20.573132", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3479433974, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 wooden ball in front of a paper cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "148052", "label": "dropping a wooden ball in front of a paper cup", "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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9639D0s6vrdrZqCFdsucdFAyT+Qqla221C0i/MegNeg/DnTlaW7v2HCgQR/U8sfyx+dVN2jc74K7E1rw6ltIm053xSNt+mMfzqL4cuR4pVCMjy2DDGe9dheoNS1i8gQbjBbbQO+SNx/8AZa5n4XWwfX7yQ5DRR4x9T/8AWrOL93U5cS1zSS6EfiP4fX9rrFy2nIj20rl0G7BAPOPwrIt/Dl9cQSadJDJDIGV1UxkktyDx3GPSvbNUlESeZ1C8EYqhbZ1CJ4mlaNnBUMvVT6iqjJo41VdtTnfA+vrot3Bo72c0YuAypLM23JHy/d/Dr35rvDpq6fCUExfc7yE4/vMTXms+geJotbRrxYrqKIgRXPnBSuDkcde/SvULctNbxb2DSbAGBHWh1JNtdDatKm6SS3JbYiWD5cZHp3ryD49QCSPRGx8w87nHOPkr1iOGSzn3x8xk/NGe30ryz46v5cvh9R9x/tGM9j8lJbmWGX71HiyQrs29RV23jAQ+/AFNjty0uxeQDzitWG13zRwwj53YIuO5PFa9D01udd4V8K/a9D+1yEhp2JXI/hXj+eaxNRtfsYtn7PHkn35/pivVpVi0bw3JHEeIIBCnu33QfzNcJ45sRax6WyqfLePCnscYFYQle7JxNo8sTprnw23iX4e6cYQPtlsoZCeMjGCP8+lcNL4b1fTpFnltW2pyrLyAe2cdBXtug24tfD9rFngQrg/hVOa7KXPkjjHDHHtVJ2Z5qqNNo8ysdOk0fVhqrwzzLK25EiTAyBvPzHjHHX0/KvXtIvIvFulWGoxnyEtiW8vduydrDB6etc74k0rW7iyFxos6tuQxy2xIAYHuD/Sp/Atte6dDNFeQC1VxzEHD4bueO1VKrK6sbwnTdOSkdRFtjucEg+xq88eQVIBVh0IyDVSe185VYHawPyutWLZnaLbLxJH0I/iFQzisz5FsLdBKqnJGct71qvIGJ9BVaGIwId2N5HbtWnoennVNbs7PGVkkBf8A3By36CtW7I9pK7PU/Cun/wBl+G7ZHADuvnSexbn+WBWP4U1SW58U6xe8PCTjZ3x0H6LXUajdR2el3NxPgRoh4H5AVh+D9IittNF2sKSvMw81lk5H3jn8M4rmp6tsMZJRppGFPBeeCdd/tCzdnsrg7o5ccMDyUb0I/wDr16PDqEetabFeW8gEUq4kH901kXOlma3n04ljFdQbhC6g7Djg9ex5yKxfBiXWj+bHNLHNatL5JCvxu7du/Naanmtcyv1NzVZLvSoDfW5JWMZZQORjv+VaVvq0evaNFeJIFliOXH97H9a0JrYbtuUlikQ70buuPT1xXM2enQ+G2uAjF9NnwyhsfJuOAMjkg5PajUhK6O5G2ezinifBx1HrSzXn2aKJ5F3u52kjpn3rJ0K5+zyXWlMQJYD8oxw6kZBHrwaaNPhkzPHeyoiyhXV+Qpzx/wAB5x7UWZPLZnAfHaMzL4deU/8APc4H/bOvNrULDbZ/jY88fpXpfxkWWVtFjdTiDz/nJGG+5x+H+FeZkgnaOgGAK0joj0aHwI6bwTYfbvEcUrD93aqZm+vRf1P6V1fj7UDaaPFbRsFeaVT+C8/zqP4eWBttFe7IAa7k4J/uLwP1zTvEEFrrPie0sJCjeShaRWJGS3Qf1rBvmqHY3yUm2WNe0eXX9AtLdCPt9nHviXtMMAMPr6UvgrxTI7HRNQcq6grEXGCpH8Jrbn08tE6rGYHhDkSKwIwCOevfFcr4k0ia41XT9Uhnjjlm2oWb5S5zw3HX0q3c8fSWjO1uLWSVmLviTG0+xHSszS/Ec1hrZ0q/HyuOCeM59K2NJka+s2SchbiEeXIdx6jr+XrVDXNCi1WO3nZ1S+t8vFMuDuQHkEZ55/KizIS6M3tL8uHUZoGlDiT5kJ681pRq0UxQsChHKsa5D7ZsH2xkxNYsiXCjllDd/TgkGuh1EQX8cDSTyIsnCyR8YJHf1FFmS4vcu2t2blpYkUqEyrbhzkV8nWVui3GCCQGyfc5r6itYJNPFwyTNO6vh4/4skdASefUV80pH5G8EjcT1FXDzOzDdSd5QxPoK9g8M2H9k+HLaKQbX2ebL7M3J/TAryzw9p39qa9Z2pGUZ90n+4vJ/lj8a9f1S9jsdJubq4I2Kp4HfsBWVaWyPSpLqcv4S1Oa58TaxfZDxk48v1GT/AEWqF5Z3fg3WBqmnuzWM7bo5fTPJRvf+db/g/S4LfS1uY0gmeRgJSGwehOf1xWlcaZ5iT6eSwS7t8mFsELxjP4daq2h5VWd5tmpa6lHrumRXkMgCSLtlUdVP/wCuszV/tem2xvbUsfKGXUDpjv8AlWH4OhuNFMgeeOa2abyGAJxu7fmM138sCiRQro6Oh3Rt/EuOmPpnmizMGuV6bGXZavFr+iR3Qk2zQnLc9cevvXTIyXVhFNG3QckVxFtYW/hxp5YDu06fa4QkEJuOABjkg810WiXP2a5utKY7XjIaM7fldTypH4cfhRZilHsak179mhiYgSMTsJHbPTNeU/HaMyp4dklOTic4/wC/dd//AGdaSbp0uJogkoEik7gpzkH/AHece1cD8ZI5XfRo3HyQ+dhyR82dnGPanFamtDSaPNbbbDbA87mPJrp/A9h9u8RRzMP3dovnH69F/X+VcuSCcDoBgCvT/h7p5tdDa6IAa7kznvsXgfrk06srRPUpxuxfH+oNa6TDaxtteWUE+wXn+dWNd0eTX9AtLVWH2+zj3xDtMMAFc9j6VW16K11jxTaWMhjPkITIGJGS3Qfh1rpbjT98TqI/JaEORKjAgAEc/jis6a905cZP30uxheCvFEnmHQ9RZkZQVjLjBQj+E11FxavKzb5MSY2k9gexrivEmkTXOp6fqcU6RyTbYyzcFznhuOvpXc6TIb2zaO4ZVuIB5chyeSOv5etVqcUl1Rjab4in03Xf7Kv/ALkg4J4Bz6V1GlmODUpYGl3iX5kz15rC1vQ4dVigld1S9t8yRTLg5QHkEd+aDebVN20eJ7BkW4UcsFbuO3BINFmJxvsddGrQzlSw2EcqxpbK7a5leJVKBDtbcOTVDUPs9/FbtLNIqSHCyR8YJGOfUUWdu+nmdo5XnkV/njPBOR2J7HqKVmSlY+aWyW5P1rufhtp4kub7UWUfu0EEZPqeWP5YH41w5UgEkc+lOs/EutaVB5FncTwxli+1IweT1PIqqmx7dPe5654m0OXXNOWCG6EJ3A/PkqR9K5SHwR4ssmBsdZt41B4Csyj8RiuUPizxLKf+P++PbgAf0qKTXvErtzfalnH/AD1I4/CsFdbGsoxluj063g+IEVwlxIulXTxps+ZipK+nSqwsvG0SyRppFkUaUS4N1nDD3P1rzr7X4kueTc6g2McNckf1pxsPEcoDMbg5P8V0fp60c8u5H1am/snsFvc+NG8gy6Lp4khyNxvOoPbABqU2Hii5sDaTJokURG0B5XcqM57KOh5rxcaZrbSFGfDZwQ110q0vhnW5FHzQc9M3BzQ5vuCwlP8AlPW18P8AiKWWOW48W2Fs0YADQW4JIz0yzVoRaMYrlpLrxzJl1+dYxBGpH0Oa8VHhTVCPmmswc4wZM0mh+FzqfiN9MvdSFuNkhQwx79zqhYLzwBwck+nvQm31G6MI/ZOy+JlvY2/9mi01mbUnPmeaZblZdmNuOF4Hf8q4GON5pFijGZJGCKPcnAqC0t5UTc8qyBgDxxipGuLiznimttwkjO9XUZwR/Wt43UTOy5rI92tbKOwsYLKLiOKIRgqcdByfxNcPqPgPU7nUZ7uz1OFXdyw3hsj8RXF/8Jn4lcYGoXmO2FA/pTT4i8TSKx+3aiRjnD4rn1R0WUlZne2OhePdOWSOHVrOeNxtZZiWGPxFXLix8cSWtvC9jpshtzmN45yv4EEV5kNV8Ry/8vmokEf8/DAfzp6weI52x5l0xJyd10eT19afNJdTP6vTlrynqWnv47truWY6PpxErEuPtWASeDWpCvi4iH/Q9It/K3bS90zcN1BwteLtpeuKhZ9yrnGWuv8A69SwaHrNwOHh/wCBXJp877i+qU/5T2KXR/Ec1zJKNW0WzMqbJAkbPvAGOckdqkg8PX0dq0N346Gz7xCQxDb9CTxXkA8KauSN8loATjJmzVXUPD1/Z2bTG4tSAwHyHJzS5m+o/q8Ir4T3YadpK24F541upQqbT/psUeR6HaM14K/3zznmtTVvDFjb6DBqOm6tdSbrk2xNzAqLcEJuZ4sHO1ThTu9R7gZZXA7FuwBBJrammr3M5KKtZWO7+G2nh5L/AFFgPlAgjJH4sf5Cuk8SaCddsEhW48hgwbJBYH8K8fttd1vTYhDaXF3DGSW2xjAyepqQ+IfEkpA+3age3+sxWU7uVzeO1js0+HviG2cNZa9HGAeNqsv51twab4/gnSdr/TLl412DzVYEr6ZxXlsmo+IZGw1zfk473B6fnQE124GWluWx/fuT/jS5mupLowlvE9J/svxvEJI0g0rY8nmYM54Yc8E/Wty2k8afufOg0QPDkBzct37cCvHf7H1mQBmKnJ/ius/1po0XUjKUaS2Bzg7p84p8z7ieFp/yntP2LxDNZNaz6loMcRBXad77Qee5FRDQb+R43u/HcERjGFNvHGpxnplmrydfCupSAYnsRnoDLTx4TvCPmvLAHOMZz+tLmb6jWGgtonscenaZDdGW68e3LMy/MFuYYwR+AriPiRHpEf8AZy6Xq0moP+884vd+eV+7t9h3rlNA8PWd54nGmavqLwRO2xZoJIo1jPUljJxjGeByTiql5pkmmare2jvLiGZowk4VZEwSMNg4z9OKuCfNe5EoxS0ViOKF55khj5klYIv1JwK9zt7OOzs4LOLiOKIRjbxwBjP414O1xc2k8U1ruEkZ3K6jOD7e9Wf+Ev8AEsgx/aF97YAFFW70Kpaanb6h4B1C51Ce6tNUiR3csN6HI/EVPY+HfHWmpJHb61azRuNrLNuYY/EV5+de8SSKT9t1EjHP7wioxqHiGX/l61Ag+tww/rUXfcp04S3R6fcad44ktbeF7fS5DbnMbpKy49iMVYsP+E7tbqSc6dpZErEuDc4BJ4rywWmvztt3znnJ3XXXv6019I1lUJfCrnGWuaOd9yfqtP8AlPaYU8W4h/d6Lb+UW2lrh2wD1HTmmy6Rr8tw8x13RrNpE2P5URfeAMc7iO1ePQaBqs44kts/7U9TjwnqnG+ayAJxky5o533BYWn0ievQeH54rV4brx6fL+8QiQrt+hJJFXFsdCSFReeNbuYKu051CNMj0+UZrwy/8O3tnaGY3VqRuA/d8mr2teBtS0HQ9Lvby5eOe9MnmQmEgQY2FAT/AHiGzjt+Bos31B04RfwmNpKhr4FhnajEexrTul2wqwJBPU0UVVb4zTD/AAE0USmFmydwI5/GpZVBijbuRj6YJFFFYnR0KWoTPDakRnaHyWx35ArNRmIzuNFFdVJe6clb4iZGYEjJqdGbj5jRRWpkTq7f3jVGDU7nSNdOoWxXz4mbbvGR8ylTx9GNFFKWwGew2qoGcAY5rfso0+x26442biPU80UVlW+FGlD42RxKDMykkgEcGtFIgs7oCdpBH6f/AFqKK5mdaIQoLnI/iNYs9xLNdMXck8fyoorejuY13ohQx9TU6M3qaKK3OUnRm/vGotQZjYnJJ+Ze9FFN7AT6z4nfXre3il0rTrYwIscT2qSKUjUHCAFyoHOTgcnms7SVBvCxAJWNiPrRRWb+BlR+NGlcoBECCQcZznrU8cK+U3XO4DPfrRRXK9juW5NKgMcROecD8Bms7UZXittsZ2hz8wHfnFFFOn8SJqv3WZyk461MhIJGTRRXYcJYQnjk1OjN6n86KKoCtDrj6Td3Ubafp99FM6uY72DzAGT7pBBBHU5GcHuDVLUb641K+mv7uQyXNw5lkcjGWPPTt9KKKhbiexr2ca/Y7dcceXuI9TzUcSAzMCSQD0P40UVyPdnfHZGikQE7oCQpBH6VFtG4nA+8f0ooqEWYc88s10xdyTx/KlBI7miiu5bHnt3ZYRm45qdCfU0UVQiLUGb7ETuP3l70y68QapqOmW+m3l7PNb28jyp5krMSz4zkk8428emT60UVMtwP/9k=", "info": {"video_id": "148052", "label": "dropping a wooden ball in front of a paper cup", "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": "a2a91bc2ecfee3f46eeaa0225363927b18e567bbeee49f4414245e6804f7fddc"} +{"episode": 99213, "episode_seed": 366789858, "split": "train", "timestamp": "2025-10-13T03:53:21.817702", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 366789858, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering eye pencil with towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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EAEgILHjIPUDp/OtfxYpW+VsYLRI34d6wdRbfYxhRl+ct2rSOkjXFO+Ev6fmioxzErj6GoLtYDEqzSYyuAKie5ZYUii2khR196fd2ttdhVuLsQZGM46V0x1PBWiMW4iOlyec9l9ptiecrkY+vavRvC1rHawprfh+4MtlKP39ox+ZfXHuK5qz0bU9KtfNs7pNSsGHzx9SBXTeDLWO2d7i0VjY3LYkResT+uPSuykmmclaXMjtbZoGiKqAbWb5x6IT1xXL660qXa2zZKn5SR3AORXR2tt9kuJbR2xG/zxt9eo/A1yOsO/8AbBjc/dAz3BPTNLFO1NnVlEebEp9ipE4tvEBXsQDioJrVPts8cihl3ZB7iptXVrfVre4jHDov506/J84FRhHGWzXiI+yb2ZmtZssxKysFP97nFWtOV1lfMvzAYAJ6088orjB3D071Ar7bpdv3atGctTvLceSdpG+B+hrP8QXlxaWzQ2ls00h58zsB/jW2tv5KAJ88B9O1YfiS7vY7J7a1hxb7cyXB9PT2r6OTtFn55SXvI8yuiWuASc/NzVvQ7w2utg/wvxVSdSLhge3zCoFyjwzZ5I4+ua8Wauj6rCzSkrnYaxaNPPhSPmIJB70eKbx7i4jlVBHGqKkag9FVQMfp+tadqgvLOO4xkFM5rP1m1NzZYiyzISeOa4ndaH0MLSab6FbSQxvI5twOflaptWd01eYoF3L8wB64qr4fnTe0Eh+b+H2q3rJxraTMhCtGoPHXihbBU+OxLqTDyo3HcKzKR0yKpmSOQKQyhugGe1LqckMlpHlnDQgxkjggdvqKqTaaJIVkimYZXI561Zh0HXbBbR3cqFK4zWbHPBCFYIWkf5myeQKfqqym2iiVS5ySw9OP/r0Q2azJHvP3EwT3reF+XQ+bxz/2iXy/IvuwaFWUghhkEHrQ0ogZGxkY5HrTWUIiogwAuBVe6uHiXcke/acEY68Vclcyg7IoLHomo3I+0O0L56r/AAmtm80VfskenaqVlsJv+PLUU58t/Q+3qKxbKfw7qly9teBrOV/l84cbTWvZfbfBt8ND18C68Pah/qrgcquejqex9RXVRjpqctad2dR4d+3WWgW4uwTe6NLtDnqYj2z3UryPpW9rlwLexPljOxt8f+63UfnUfh5fImk0XUCJJEjKwTn/AJbwHkfUis/xM7QaVDGT+8gk8hvcdR/Ktq0nGm2Vl8PaYmKMSdxPpizgfMV+Yd+Dg1U3K8IAI+XoM8VNO0Z03y1lKtGxdSOoUjkfSs5bFprZJY58nntwa8U+ySLexm5CA4PXOMHNdx4pEUtpbF5CoVQxA9q8/jWRLcIz4f1Pr2rs7qF7zw5vcHEi7fmHU+tdeGvaSR4Odb0/n+het7mO7sbcxjaQoG30qlqkRA3DsDil0aFIbe3BPzcr7AVJrDFLckdR8v5muuV5U9TyKbtM4zWR5qwKOuD1rnZYplOGIAHoa3NVLhY9xxhjWPJk9eK8aorSPsctd6CKyklCD2qezO+QA1AWUNtWiCTy5Md6UI3kkdeIly0pS7I2Um3S4U+3SvSfBg2W7xtxuXketeZaapeZ8cMjdOxFel+HHKRg45Ga9anRVj4itXlzGd41j8vU7dFxn7OOv1Ncfet5Nu28qsYBPFdZ46zJrsEoY7VtgDj1yT/WuH1VJZIGWPL7nBK+h5z/AErjatUse3Ud8B8l+ZRimjjhVlQF39T1A9Pepbi003UkVZ9QFuW6MRSWlqjQIsh4Qc02W00TUnS2e8a2nxhQ3Q10QT5jw21Ynh0rX/B8i6hYyfb9NP3xEcgr9K7vRJkuVGq6MBsuR++gHALDvjse1c7on9s+D5V85TdaW/DAfMMevtXUxLZ6NcprOmgDT7gg3MK9EJ/jA7Y716cY2VzgnK7szdmm/tPS2dFKXEYOAeoYf4153c3b32oT3G05AQFffvXp+otHBYHULcBoiAzbfTvXmBkhj1eXaV8mWVmB7YPSuLHO0D3Mhheo2XtaINvaYXJK8fXNNV/tGmb8bXGVK9+KXX8f2da7TzHIefaot8bac8QkKtkSpjqD0OK8pbn0j2K6MkkG0YGOcZ4zTShfjYDg+uKqxWRubfzI7jJDHntToY5IoijvhuRk/oapEyO48P6ubmImIlo/4kPUVW8Y3FxJp2y1+WzH+sXHOc+tOsLeLRmOwEt7d6zfFT3k0QlGEtG42DjmvoqvwM/PaL99HH3Me8GQdQKzpG2xR9/LbJraVM27LgZxWRIvySkjtmvJZ79OWljufClwJtGkUHlGKjP6VUkkMV4cOck8gjrUfw+fzob6DvtVx/Kp9QjRbzEqlQGyGxxzXHVjZn0eEqKcRs9mqXkV1H8rMRuHY81b1qH5opSuXHUAdcU4KskSlWyVPrTNbnZ/IKIGVhg56ZqUjSTfMjCuHM7SHJCKoJz606wvh9nMZ+dAxA9qutaiJPKeAYuIt/fr7Vx+hwPq/iCfSZdSns4yJCgRNxZ0UsF9hwef8a1hBydjmr140o3Z0skscsMixnJUfMD1FV7RvlI9qxPCNzPdR3nnyl8hCuT0znNa8GUlKn3rphC0T5vGVFOs5L+tC43zBagm+0iCR7WISsGyUH3vwqzAMjnpWHq1tq8Mn2zS3ZynP7o5I+o70rXZCfuhb3ejazdi01S2NheZ2rcYwCfRhXaabZfZ4G8J+I1Eum3Yzaz9fKfsyHsPauL07VdO8WuthrCJZ6oPliuQuA59Gr0Hw/BPNbSeFNbBWaMb7Kc84x6H0r0KEUkcVZsveHYJ2tp9FvXzquiSDype8sP8JH4cU3xahkiDqeGCkj1I4qGO6ntvEthfuNtxFusrof3l6j/PvS+KrgJEyDkB8D6HmscZpTselkyviOY5GaTf5ccX90jp0Apmn3YhMkLYZMjgds1cjiQFbiSN8SFo8F+h9a5TV5XskvI7aR0kDgZ6HBry4xu7H09SajFs6gtFPuiEmGxnGOQK9GusSaCg7AgV4lqtvHaaHb6tpWs6hMTdfZt1xEsYnIXc7xY+bapO07vUe4Hs8D+f4dBzyMfyr0sJT5W7nzOa141VDl6X/QyI3Mdujr/yzk/wq7qmJtOeQdDhqz7f95b3Cd8g1NBOH02aE8kAitJbWOCG9ziNXkIkYngAjGawrm4B4U81teIRi3XAO8nGK5gbmwpBzXkVo+8fXZVL9x8yeI/MGJp8i7mYFTg8gimkBCBnn0q7HiOYKwHPrToQbncrM66p0Gu5f0lpFlLbSyNxjoa9Q0dMWUEqHO4Yz61x2jWMVzp8zxEBhgkZztI712mmMqaXuYBcckejY5/kK9qnGyPi6jvI5TxRex/2xMJCQIwEyD6D/wCvWFOqhHkQ7g4zWZ5tvrnxDubPUdSuba2uJikcsU0cax47sZOMYzx1JwKr6f8AarbVNW0+4e4HkSlES4wHUAkfMBxnpnHFefKnebke9VxEVhfY21SX6D1vo7FS0ib17iq622i+JCRaSG2vB/Cx6mmXGpW1kStzaCZM4OetN/sGz1eH7boUpguF+by93Q10RWtzxmdn4X1G+0OVdK1tGe0k+VJW5ArotV01tGXdbYfT5jgp2TP9DXMeC/FkV4f+Ed8TwKJfuRyyLjJ9P/r16StgIbCXTJ38y3KkRM3J2+n1Fd8WrHFO9zI0S7eLQ5bWUFkUFNp9O36Vx9zpkfkRtE3zwnGfUZrqrG+iSGa0uBtu7bIbP8QXv+VYqASCVQxKsSVJ7ivOzDoj6XIE0pSFlRp9DQtwygHr1PSsSWT5Y4o87slenT1rfuZhFoZGOVOCMdjWPFGvyXUkb7Q2zBfI5HWvNse9fe5TsLoW08kRwy4yyj61aZopWaMPh2BwpH8q5nXJWsJrkW8jxyFhg/7J603XdD13w9oukahc3NyLi8MnmRFCPs+NhQFsfeYNnHb65raFJyVzkrYqFOXKz1JHP24A8gHHNYXit3/tJVMjFNuQmeB9BRRXu1fgZ8LQ+NGIh+VvpWVc8Rv9KKK8s9uO5s+AZXi8QW6KfllRlYeoxn+ldTqSIbx42RSsitkH8aKK56+57WA2ZzNrugmuFjdwoAIGeKsxXEkxeKQ5UYIoorFHoy3LmozybbZs8rwPzrzKbU7jRvF1zfWmzzo5ZNu9cj5lKnj6MaKK6KW55mM+Bepd8HsRfSp/DsH6V0LcXTfWiiulfCfP1/4jLkY3DBzzXE6pqF5pWsyfZLiRNhyOaKKiHxMOh0HizTrS68I2HiDyRFqEu3zGi+VW9yPWu48E3s+u/D6O/v38y806cLBOOHwCOCe/Wiiu2lujmq/Czf1GGOTxGysoxLa+a3+8pwDXN6pM73UkTYKlVGD7iiisMd8CPUyT+LL0IJmI0RFHRWDD64rg/Fsh+0vJxlthPvRRXBDdHu1vgl8ynrPih9cS2il0rTrYwIscUlsjqUjXOEALlQOcnA5PNe16A7SeGFLHPyD+lFFenQ+Nny2M+CJl2DsJZhnjioUkZZZADxk0UVE90Zw2ZzniH/WQ/if0rDYBYywHJoorzK/xn1eU/wC7/MrRKHlbOeATQC0q5LsCo4IoorXDdTmzj7J1/gS6llmZHIYEYJx1rs9QdrfRNU8s42EFfbK5oor1Y/AfNf8ALxHhsevyaZcXaPYaffxzSB2S9g8wBlGQQQQR1ORnB7g1e0fULnUtYur67k8y4uCZZHxjLHPbsPaiiuNbI9XFfa/rqacZW8aSCeNGTntzXPJPLoWuBrFygLYKnkdaKK1p/EeZLY7zXbWC/wBGS/ljVblBkOgwa7fwzez33hCCa4ctIqkBu/HSiiu6Oxy1DO1qJTfxzYw8keGI781yZuprPUfJic7AcYbmiivIx38RH12Sf7qaUdzJIGViCrKMjHrxVhW/4kjxgYXIP86KK5FuejPY4TxjIxMcv8ZVOayL3xFquoWFvpt3eTTW9vI8qeZIzElsZySecbePTJ9aKK6qXwnlYz+Ij//Z", "info": {"video_id": "54632", "label": "covering eye pencil with towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "54632", "label": "covering eye pencil with towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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"info": {"video_id": "54632", "label": "covering eye pencil with towel", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "54632", "label": "covering eye pencil with towel", "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": "1c87bcccaa57521ece2cc6c6109cbe579f88dcf5715d60567b3770d0d04bf240"} +{"episode": 99214, "episode_seed": 6357836, "split": "train", "timestamp": "2025-10-13T03:53:24.431994", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 6357836, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving glass down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "138035", "label": "moving glass down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "138035", "label": "moving glass down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "138035", "label": "moving glass down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c741f0e1249b1fd18d005db29a42219535d50bf8e43afab627e5c3279560d8b0"} +{"episode": 99215, "episode_seed": 4204074493, "split": "train", "timestamp": "2025-10-13T03:53:26.267734", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4204074493, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spinning mobile 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "136701", "label": "spinning mobile that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "136701", "label": "spinning mobile that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "136701", "label": "spinning mobile that quickly stops spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "136701", "label": "spinning mobile that quickly stops spinning", "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": "0921de50a8635d81dd752aa14e070192b0a029377e0c542c95124804e2033871"} +{"episode": 99216, "episode_seed": 1067846333, "split": "train", "timestamp": "2025-10-13T03:53:27.842655", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1067846333, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a boxe of many similar boxes'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "183474", "label": "taking a boxe of many similar boxes", "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": "183474", "label": "taking a boxe of many similar boxes", "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": "18ebf8751277880290f287fcb9c306da2214070b812328c9b37c2335be4900a4"} +{"episode": 99217, "episode_seed": 996525429, "split": "train", "timestamp": "2025-10-13T03:53:28.399495", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 996525429, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 umbrella and strainer closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "123653", "label": "moving umbrella and strainer closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "123653", "label": "moving umbrella and strainer closer to each other", "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": "b5533d50ebb606547f58059f7c81a0fd6ebf630594850668401eab34d2813ef0"} +{"episode": 99218, "episode_seed": 3616504593, "split": "train", "timestamp": "2025-10-13T03:53:30.410684", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3616504593, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pushpin on top of pad of post-it notes'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "105440", "label": "showing a pushpin on top of pad of post-it notes", "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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MGVztONuOwpp3Z+bG2oy56DA9guc/pTWZi4YhlI7lCP6UEkm0DkP+A60FQwOXII9qj3nH+tBHZVYf1xSFtoxu57ksP8apBew1lL84Bz706KFz91T+VNDnj5lP/AhUizZ+U84PGcHFac8u5t9YqPqTqshyFU8deOlWED4UHOc+gqETYUD5eT2OP6VOtwhUZmjU5z99s/yqXOXcPbTe7JcOORtP0UcfpTiZD8oDEHnPSollDZ/0gAe27k/lVfR7b+1/FD6bLqs9sjLIYtkRYuyoWC89BweT6e9Ra5k3bUkmLkjIG4HH3ulQnfk7R7Vm2F7NdB3nlMhwpG/jH51b8zOQcH3Vf60WFe5Jt3YJKg9yaMEDG48d8ZqFWOBtZAR03ED+dOySepYDvgDP45poAkXb8obIPPpUQiOeFP5Zpxc5OGH5jNKspXkkc+4NaKUl1No16iVkyVInQDK4OeMirMayBhlSB/u1DFKNx+7+OM1PFcAMCXRRnqznH6Ck5y7j9vU7kqbjHk4/FRz+lSZcDIHTkAD/AOtUXnqMBZ068DLH+lVdVuGisGkhum37gMqGNZvVmbd9WXXMgwSCA3q1U+Qp447c1Jq1vb2/h6DUtO1jUJka7NsTcQCNbghNzPFg7tqnCnd6j3AqGTA42D1yQf60WsRzXJTvY4YcdMmm7CvO4cenWoTICynIH1GBTgzheCu3ttAbP5UASFSR98KRyOMYqCQM55yfxzTiWVccg98gCmhm6cfgVq4ya2NKdacNIsI4nJ4Un/gNWlV+Qqk/8BzUKzcYJHHrirAmAA+7yecMBVc8u5f1mp3JUDDaCOvUban5B5CH8B/hUazqVGZow2c/6zn+VOWYMCPtMa89mPP6VnJt7kynKfxMflzlApPcEDiq07s+M4z7tnFJof2XUfFg0zUNUube3mfYksUscax9yWMnGMZ46k4FVJhcQavqFnObgm3naPZcrh1wxHIGRngZxxS5TLmWxO2c8bcgUwgEfM43etM3yHJG5h/srwP0pg3KMZKc8ZBoAlwFz8x+opsiAdGyT2NMMgJ5k3AdSXHP9aaZPm4cD8aqLa2HGTi7oTyiTwOfY1YSJkGT/MZqASlRkN+RP+FWY5G3ZwR9VPP6VXPLua+3qdyZI5cgnOPwqxGkgDcsOfSoFkKtluBnqVY1LvDfdLnJ6CFuf1qXJvcTqSluybEuMEsPTrTHEpXcQOeoJzVHVXeGxaSNp1k3AbvLI+vU1Nruhax4f0DSr27nuxLfGTzYDEMQAbCgY4+8Q2cdvqDU2uZuVtDI87Lf6tBz1Gf8alTDqDjBPcE0UUCGSDDEEsRjuc1EXIbGBx0ooqkJjFuCSPkTnvg1btGMjEfd/wB0kUUU3sCL1uHLMPOkAA9asQqxLDzX457f4UUUrFIm8uTBP2mbr/eH+Fc1Jq13oniN761cNNCzbTKNw+ZSpyPoxoooS1JnsR6YfklU8gBcckevpV9DuYDkD0DH/Giipe4LYc8eEJDvwOmc1CUCjI6kUUU0NkPm8gbFI696eJPmHyqPpmiiqEX23IAVkcE+9WfnBQ+ax6dcf4UUUiiyI3OAJ5Rnk4IH9Kzde8yPTHPnSMA44Y8daKKEtQlsU9Z8Vy69bwRS6XptqbdFjiktUkUpGvRAC5UDnJwOTzU7qFIxnOOu4/40UUSIgKE3IW3uD/vGoWiBbBYnjPOKKKlFMjcBDgAHGe1CsNmdgz9T/jRRVCLFv82cEr3+U1PDJIXZfMOAPQUUUMZPA7sWXdjHOQo/wqfMu0nz5Ovt/hRRRZFGC3iCXSNQvI2sdP1CKZ1dkvoPMAZehBBBHU5GcHuDUTard6he3d9duJri5fzJGZerHk8DpRRTexkviH+eSR+7j5OPu08vwCFA+hI/rRRUdSyPzWB46+uTT2YrDu4JJxggGiirRJGtw5xlU5/2RV+2/ekAkrz1UmiihjRqi1UbR5svTrvqUWysADJLyCT85oorMtGbr9usOnMUeTO5erk1j3viHVdQ0230y7vp5re3keVPMlZiWfGcknnG3j0yfWiirjsZz3P/2Q==", 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", "info": {"video_id": "105440", "label": "showing a pushpin on top of pad of post-it notes", "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": "cabdc0b611f3642e92c04531d8b8cddf1c006c71556350ebb730ccf5bb9bcdd4"} +{"episode": 99219, "episode_seed": 3735359028, "split": "train", "timestamp": "2025-10-13T03:53:31.460871", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3735359028, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding bible over pill 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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BbtDaLaW0K2unqci3U5Ln+9K38R/QVDJolxqesWt3btEsMajfuPQg54HevTpUkknI8yrVf2TZhupbIFpY/NRzuadTlnPqxPU1r2t3BdLmKQE/3ehrMt3WUmPb5cvdP4W+lI1lG53JmKQelelZWOK/c3eN3I+tPZ/lrGiu7q1AW4Uyxj+Ida0IriOZN0TZHde4osK5gSxlCBnIPQ1JEqqvNU1uzM+DwAKe03y/Svm8wr+1qcq2R7uDo+zhd7snkuVAYKenSsu+to7iBVkUMTuH5irMEO9vMds+g9KbMQ8rH+EcCqwtH2k0uhriKvsoX6spWtpHBB5KKNveporbybmN1Y7QeamAAp3Wvc9nHl5Tw3Ubd2akl0rskKkY28Htmq5DwTedCcMDyPWq/wB7aF++oyPwq0ZN8mR0YAkVcI8sbGcnd3NGGVZoxPGdv99fQ1YVzj5wGWsqGQ2kpYDMbfeFaAIADA5U9DVkMqXdqqSb4zgnnHrVJE3PuIqfVbkw+Xjqc1UEu0DHevHzTEWXsl8z1cuo/wDLxlp5UiA55NVWbzpt2cqtRtmdwu4gd8VNNtigCJ1bj8K82jByaiup6c5ckXJ9DJWyhFwJlQbgMD/Gp2tVf5uhqYADgU6voqdKMI8qPBq1ZTlzMt6O/wBmicuRuXJA9alkC3UQbsw7djVKMgNk9KngbbHIv8LDcv1q6cFFsxlLmLdlOci2nPI+4/p7VfVnXg4LD1rJKeauf4h0NXre489Np4mQcj1FakMluYI7mPkYYViSRspCn5s9DW4Xwprn1ufOJJ7VyY3EexpX6vY6cJR9rO3Qsxoqp81QzXGUIU8k44pjzZU4pLeAZ3u24/yr5ymup79ije2kc0ao6gnaRn+tJFaosIiVAEHSrEjCSVm7Z4peBX0GFoKELvdnjYqvzystkQxQGG4iII2A8+1bss6NsgGCQmR9ayal/uFPvLzXQqaUuZHI5XVidWe0m82L7p+8p6Vpo4ZVlib923UHsazmcNIcfdYA4qS3k+yyFWGYn6+1bGZpghl2yL8vrWbdWnkuSmCp6g1eB245yOx9ap39yIig7tkVM5qEXJ7IcIuUlFFOKMGTIGBVvcIiOeTVdZAo681DKXnlCqQPc18tVqe2qubPo6VP2cFBCXKi7Z1k+ZNpXmsa20uC2uTMi4yAABW7MqwQBAcs3FVlXA969PA0eb33sceMrcvuLcrG1Kkuh/CtnR3Edo0jjG0HNUe1SxHG4EnGOR616EqV9jzefuWZ49xDxHDAAqfWrdtcfak6ATp1H96qULkW7KT8yHI+hpfmSQTRcMp6CugxNZXG35l4PWq89psImtm2sPSpUlWRfNj6H7w9DTt3B56/rRck5SE8nFSu2EUetRRD5ajuJMOAK+PiuaR9TeyHSXL4aOI4I706G9xhJhntmqe4qyGpGVZDla+iw1JUo26njYiq6ktdjQBjlz5bDPoaQnGAeDmszDQTAknFXWZlYbuQeRXUmc1idJv9LiP1BqxE4MhwehxVCMg3QI6VZjcRyk54NNMlo0lwR6jvUkMnkSeUxzGxyPaqkZLHjp3rHtHn1XxbPpkmq3FrFiTyhGm7LKhYL7Dg8n096JzUVdkKN3Y1NZyJIR25x+lVVPOT2FYej6hd6gHNzO8uwKV3HpnrWvI2I8183jnzYiTXl+R7+CVqK+f5imfy1JGSx4AqEXU6SGRmDIe1QF88mlidWjKMcc8V6GBoqK53uzlxdZt8i2NBLmGYddpqQrtO7gqe4rKMJCllqe0kdkZQTlecV6aZ59i6JAuQehp8EubRM9QxFUy4MZyOamjH+ir+eKd9RNGlEcqBnmpCpH7xOJF5+tU4pcoozk1V126uLPRmlhlaOXeo3KecVTdlchrU3vNE0JkXr/EK5qEkBsVDqkptNDh1LTtb1CVWufs2biJY1nITczxAc7VOFO71HuBLD0FeJmdRSUbef6HqZdGzl8v1JXbG0VXmupWDJDxjjPrTZpMSGq+7a6GssFRUnzS6HTiqzgrR6l2K8U/LMuD0yKn2q+TGwPtWc6K5ypzUYZ4ZQcnFe4nY8do1M4xxg5pUmH2qPHfIIquzsGAbkdqI8G5GOgqrk2NCJ/n4PA4q0AGHPIrNjbZKeetW42Yng8d6pEMtwSeWxt5DleqE1R1YkSQg9s1nWM6ah4xfTL7U7q1t5JNkckUscax9yWL8Yxngck4FV45Lsatf2l3JcsbWYxqtzgOoBI+bHGeBnHFcGOqr2Mo/1udWDh++i/62NJXPJ9KaLhYV3E+1MkbbGTVNn3EewrxcPT9pOx7Nap7OPMWRfs8pM0fy9F9qsjy5BmNx9KzUIlhx3FMxJGpKk19HTShFJHh1JOcnJmryrYORS+YNjA9e1VILl3h+b5scGldgYs55rS+lzOxfjl3W8bA8lcGrUZ+QfrWYvFvH7c1cST5RjrjpTTIaLSObZxIvKE4Zasuy7QwOUasHXrqa30Z5IpGjkLqMr1HrVPWbLXvD+haZd3V7drJemTzISmBBgKUBOPvENnHb65qZVFF2YlBvUmj7iqdyTvoor5ah8aPpKvwMgDEnBPSlV2Rsg0UV9IjwixMd6bj1xU4YtCmewooq1uA6z5eQntSkkvj0ooqlsS9zTBITj0zXGXWoz6T4nnvrbZ50Ujbd4yPmUqePoxoopV/hIp7jvDvy+eB2Cj+dbs5+SiivnMV/Hfy/I93CfwUZrMVPBpc/Lmiivaofw0eZW+Nlm3kZlKnkYp1sxS6OPSiiuhdDIdMcDjuatyfLEuPSiimt2S+hJZH5mPtmqfiZidHbPQSJxRRVv4GZv4jC1nxI+tw28Uul6fbmBFjje2R1KIucIAXIA5ycDk81vRn5fwoorwMdtH5/oevgN5fIpXBO4mq6sWHPaiiurA/w2Z4z4xySMrZB71YuOU3d6KK71scRYLFoY89hRa8yPntRRVdUJ7CkksK0gSE4oorSO5nPY5O51ptL1a/jNhYXsUsoYx3kO8BlHBBBBHU5GcHuDU2k31xqV/f3t3J5lxcOJJHxjLHPbt9KKK8vG/w5f11OzCfxY/10NW4PyVQ3nJHpRRXJl/xndjfgGhiOh6GrkZLwHNFFe1E8oLI4kkXtihiQAPfFFFPoHUtv8qgDpipbM7s57GiitFuZvYp+J2P9jtz/AMtF/nXNXmvanqGnQadd3c01vbyPInmSMxJbGcknnG3j0yfWiisK3xBT2P/Z", 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", "info": {"video_id": "13033", "label": "holding bible over pill bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "2c5d13c403d1c45e9047780450d07091a7a31a61e22013569dc6452aa06f24c2"} +{"episode": 99220, "episode_seed": 182887374, "split": "train", "timestamp": "2025-10-13T03:53:32.131572", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 182887374, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 headphones down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "1560", "label": "moving headphones 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": "1560", "label": "moving headphones 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": "ee95adf2f996c6ad50b57d4f1b75c2271146985dedd393c97e91e168ad478d02"} +{"episode": 99221, "episode_seed": 1339995115, "split": "train", "timestamp": "2025-10-13T03:53:33.053202", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1339995115, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'wiping pieces of paper off of a piece of wood'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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qcsWEVicqD1P9BVwoRlK7RlipKMfdeppWvir+ydc+y3FyZZXfdMAcgMf4f5V3QeKWNbiB1eN+mD0PpXzPFeSG4MxclyclieTXpfw78Ts93LZ3dyqW2BkuerngAV01aamvM46E3SfkepI54ANWBJlef5VTUBW6nIqVmYKAo/SuBHpEd05x16+lVLaXDSLnjrT5kdyQQOaqBTDKe2Rik0BasZ8vNGemelfOus6S2keIb+0QEKs7gD2zkfoa95gmMeoEZ4biuA8WaM114/iKIfLuUWRiB3HB/lWtD4kjnxGkGavw7s1tLBnkhxPIchiOort9Xa1k0eW3ubmKJpBmMOwGWHIxXC+JdctfD9nHbWEm6/YbURD9wjufcH8waz9FiuLm4Oo6nM0103OWPA9gOwrprTjGNmcWHoylNTWljUhtJ3YeXG3OM8YAq1Dp9x5wRo2UbuSen1zVpLrJGKsrMWOT/OvMjBHt+0Zp2VlbRnLlpD/tHitZJUWPEaKv+6KwoZiKuJNgfMSfqa1Rm22WJ5yvOTWa94yzAknGealnl+UnFZFxISx/xoaJNKe48m4SXtnmvPvi7oa3cNlq8a5ZP3EpA6qeVP55/OuvuJt9sD3AqvqMaa14aubNuWaMqPZhyp/lTi7MmSucKs82PvAVZilYkAtk1SjAP94/hVqLgcA/mKgtGhFITwWP4cVpW5xgdfrWXDzjp+ea04D0+WgpM1LeYgc4rThmzjH8qyodhAyv61pwOOMAAU0FzSgkJOf5mnSvtXJYfhUUb/7QpJ5IsZLc1SJZVuJC3fP4VTjdo51Y/Q4q1JLDn5QTVe4cAjEf6VLFc8z+L8TyzaUVXdxLnH/Aa8sKFW5BFeu/EuT91pzY5xJ/7LXFwwwzclASBg96uM7Ink5nc5yG6uYDmG4lQ/7LEVp2/inW7UjZqEpxyA53fzrX/seykAyMe9VpPDkRJKSEfSn7SLD2cuhctPiZrdvxKlvMP9pMH9DSar44g1qEJdWPlOOrI5I/WsqXw1OnKOCPes+XSbpJCmzJHYU049AkprRnpvgvxl4W0azMUs80Mzn5naLI/MV6FZeL/D99gQazZMT2eQIf1xXzPNZzxHDwsPwquVZeMEU3FPUSk1ofXSzRTx5iZZAe8bbh+lReYqthiRXyhb313aNuguZoiO6OV/lW5Z+PPE1lgx6vcMB/DId4/XNJwYc59J3ADplSDgHrXmqeJftmixiOYNdAkhQeSR2/EVycHxd19ABcxWs46E7Np/Q1zdklzcXC+UGBznPpVQi1e41MvXurRXHiCK8CebHDhjG3QtUGpazNqV4091MWkY8+3tVLVobq3vnSSJo2f5ix7+49aqrH8vHWulO2xzSjd3ZpxTApxWh4fkDa3b7idkb7zjrxWOg2pjvV3R5fJvllLlFBwxUc471qc0tT6ctbn7VYQXSnO5Ruz6+tK8smBhyK4zwz4ngjsGW5ZIrUHCzysFHPTPp6H6j1rWn8Y+HoUIk1zTx9JgT+lcVaNpaHZhpuULPobIDM+SxJqrcJsYt83Fc5J8RPC0L861Cf9xWP8hVO6+KPhlMql9JIP9mFv61jZm10b877LhHHqDXPePdZk0trM2sHmXVwrpG393G39OayLv4peHyoEaXbkf8ATMD+tFv4l0/xnNG8NrMhsRg+Zg53+mP92nFuD5iZpTXKZ2j6FLK/22+kMk0hyzN1P/1q6yGNI1AUe3JpqJwOMVbjj46VnKTk7s0jFRVkC9Ohq1DvLYANRDC9TUqSgUIouxKeMtV+Mkr8v8qzY5j2WpxM2OuKsm5JMgJJdgKqt5W09WIob5mOc05AAD0FAimxyCuMCq1jJ5c8kRPDdPwq3coAu4PznOAKybljDKJc4AOSaBHMrsFWYyoA+Q/jVNQc8nH1NTKpIHz/AJClYZpRysBxGo+tWY5pSACyis2EIPvOxq1HIifdXJ9zSsNM1IHkOMsa0YTj+I/nWJHcHOAAKvR3O0AvKiD1Y4podzZSQgDGac4dhwn5nFYU3iLSbQf6Rq9nH/vSis66+I/hi1XH9qiYgdIo2b+lVZk3R1YwO4p8iq6Y3gfhXnF18WtDjB8i3vJj/uhR+prJ0TxpeeJ/FEtkmoXWnQSpLJAi4cllQsE9AOCSfamoNkuaRofEyVreXTQu1wTIfmP+7XERalFHw0LL6kc1SufEOo6+VN/O0vkj5M9s9f5CtXw/4Y1LXJwbaLbD0aZxhR/jWqpR5dTNVJuVoj4NTtpGKicL/vcV6R4T8LWFwkdxqrFpJ13Qw5x8v941yOnfDW/h8WQpfgNp6KZ5JOxAPCn6/wAq7FrhrPUJ9UuZPKWR9sSHjbGOBx7/AOFXTw8L83Qzr4mcfc2YeI/Br2aNcaeC8APMQ5Kj1FcjDGI5Q4QHJ+83NevaNqsN5bgFgUI5PrXnvxJ059Amj1eyt1exkO2RVONjHoR7Gs6uH6wKw+Lv7tQo+VEwYSwoT/DnkYqpcaTpk6EPEAR7YrCTxXaSYS4imh7ZIyBVpNZtbhtsd1G+eMFsfzrl5Zo7ueEiC48LWJXKM4J7jmsqfww6jMcwPsa6OSbeVCkDHOelZuqzyRWRdHIfcOnerjKW1yJRjvY5+TQL1PlCbjjPHpVjTLgrex5m8pQwywOOK6DWLW2t/D0GqaZq9/KGuTa5uIVjW4ITc7xY5CqcKd3qPcDkZIXhfD8EHkV0Qv1Od2Wx2fi/UtNvLK1S2kEk6dSOw965VE2pnuarhixyas5G2umEbHPVnzbCZxTonMbVEoMkgVepo1aZIESFMeaV+bH8NNuxmlcsa94gk1GCDT4SRaQc+7N7+oHIFYijFXtDtY7zUo4ZfuEHNdeuh2EQJ8sMQe5rlqVddTrpUtNDhscd6NrHop/Ku3On2UQOYV9eeactrbxhSLeMlW6ZzWftUaeyZxAikyPkNehfDKJlOpeYpG7y8f8Aj1Z2hxWWreKV0zUrqazgmfakkUkUaxHqSxk4xjPA5JwK6PwhFPb6rrtlKbhfs04iCXAAdcFhhgvGemcHHpRNtxFFJSO0V9pICj6mnb2I5fH0qAIoI3MalVkQYAB/WsDUdtz0z+NTrtXGTWbe6rZWKl7u8hhUdncA/lXN3vxK0KzBEAlu3H/PNcD8zVKLC6R30bjPHNWELZyE47kivFr74s6o4K2Fpb2wPRm+dv8ACuV1HxXruq5F5qlw6nqgfav5DitVBkOaPf8AU/Eui6aD9u1O2iYfwbwzfkK5K++Kui2xYWcFzdsOhOI1P9a8W5Y55JqRUYjgE1XIiHNncan8T9Yuy32WK3tUPoC7D8TXLXut6nqRP2y+nlB7Fzj8ulVHtJ/J37CFyBmui17wRfeHdA0m/vWlWe9MhlhMZAgACFAx/vENnHb6g4pJIhtnYbiOhpTO4zzRRWBuZOpa5d2YzEsRP+0Cf61zc/jbWi21JYox/sRiiiqihGdP4l1mdjv1Cf8A4C2P5VQku7ickyzyuf8AacmiitUjNsh96AeaKKokXvVrS9VudE1SPULTZ58W4LvXcPmUqePoxoooQmdd8M9GstWur03kZkEXl7Rnjnd1/KvdbSCK1tUjgjVEUYCqMAUUVEtzsw6XJcV7h5nIfBCoTjHXFeMeJdWvLzXnWWT5Ef5VHAFFFdUfgR5Nb+NI6jQNQuIbWGNGGCAT68k/4V2t7BHrfhnUbO9UPCYTwOCDjr9aKKtGfU+YJXkBaPzHZQcYY5qW2uPtEgSSKIj1C4P6UUVDOkttvtfNaCWRNhwAre1Ry6rdyQeVLIJFBB+Yc/nRRWMki4yfc3tX8Uv4gtLeObSdNtWt0WOJ7VJFKRqDhAC5UDnJwOTzWbo8Yv7kfacvtBAFFFT3NF0I54lhuZI1ztBwM0mTiiiumOxzT3ZJayNFIJl++nzDNYkszzSvK5y7HJNFFTMcDc8MD/Tt3cCuuZj5RHHNFFcFX4j0KXwEOSY2JOeKjclJWA7jmiipRRlHXG0m/u4jp2nX0M0iu0d7B5gDKMggggjqcjOD3BrqfA+o3Wo3es6hdSeZc3LpLK+MZY7u3b6UUVrL4DCPxGl4m8QXmk2vmW6xFv8AbUn+tec3/i7XL1T5l/Iqn+GP5B+lFFEEhyMKSaSWTMjFie5OTUZY0UVqjMQuc9qniUORmiigDb03T7eaXDqevrWxHZwQsQkY4YDnmiisps2ikUtSc/YHHACyDGBVS88R6rqWmwaZeXs09tbSPKnmSMxLNjOSTzjbx6ZPrRRThsTU3P/Z", 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", "info": {"video_id": "189396", "label": "wiping pieces of paper off of a piece of wood", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189396", "label": "wiping pieces of paper off of a piece of wood", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189396", "label": "wiping pieces of paper off of a piece of wood", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "189396", "label": "wiping pieces of paper off of a piece of wood", "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": "e5034b68e02ee0a1fdc8424fc51ae434197ec0521890c0c853b48120b8a0bed8"} +{"episode": 99222, "episode_seed": 906311562, "split": "train", "timestamp": "2025-10-13T03:53:34.478470", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 906311562, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting a razor up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "169348", "label": "lifting a razor up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "169348", "label": "lifting a razor up completely without letting it drop down", "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": "5e9c25028a38a1b49a575d5a9037ebcf54d0efd63cb3b6d9ab04a1bcde3b842d"} +{"episode": 99223, "episode_seed": 42398707, "split": "train", "timestamp": "2025-10-13T03:53:37.115719", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 42398707, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 dettol dishwash gel so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "65735", "label": "poking dettol dishwash gel so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "65735", "label": "poking dettol dishwash gel so it slightly moves", "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": "a308492ba1d956d9478010f5e844204907789eef2572fd21e49507f7a494c96b"} +{"episode": 99224, "episode_seed": 2313387657, "split": "train", "timestamp": "2025-10-13T03:53:40.158320", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2313387657, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting electrical wire into ice cream container'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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XbVjKdP3uZHpD3MMaYeQA+neqjalbITgyH/gNYFvrWm3K5W7AY9d4/wAM1I1zasOLqD/vvFQyOWxuJqNs5wZCv+8tXPNVkDKQR6g1xs2o2MC7pLyID/Zyf6Vmy+No7UPFp6GZ243ScIp9f8mlZj5bnX6jdQ21pfzSEErbN8p/2vlH6mvPn1azjZftCCME8uH4x0/zmnDV5L22dWlMyPIGuLgjiRx0C/7K/qfpVG+0u3uYTHjGcnjkZqZWvY2pxaTZoK9vLL+6lTJALbhg49eODUTae/msysCgGeD+tYL2FygSa3kSRsbWVhjArsCVMCqTjdxk+lRLTY0ijV8BxqniJ2lHzmBlT65BP6CuM+NW6K7RF+67810ttqK6bcwTwkGSKUMQO46EH8Cawvi+RqMVrqECs9v97cBkAgdD6YrqoyUoJPozysyhJRlKPZfmeHTQiQrGW27sgn0INWo9Hht0LO4kkVzyDlSvYj8jVBmZ7eRz1yTVZbqdDkN2x9RXoqLasmcmElGD95XJp8iV8Dp6U1z5cQJU7mIKnsR3/XFQNNIylSxwTkj3qS2tLm9cRW8Tyt7dB+PatFGy1OiVZt+4dN4K8Np4s1ZLF5WgDcmRRnAwc8fgK6G6+EeqwruivLaQHpuBXNbvwv0MaVdFpCHmkBLlegGOgP4/ma9Mn05ZoWUSEAjoen1rycTipQqWg9D0KFO8Lz3PM/DvwaVZln1m+ikX+GCFsbj7k/0rp/EuiWGlW1ha2dpHBGyvwo69Op7mrq6bfWVoEhO9bd9wAcgn/GsnV7maaeATJPEVz8sjZHOORXN7adSXvM2UFHYxTZqWCIrAgc/Wu98MX63GgXGlO48+yPyj1jPII+n+FcILsKzbQCxOarzXt1ZzJewStHKDgleuP8O1bxvexM43R3UTCOVixwBT59StAOjSEf3eK4lfFLzY+0IpOeWTjP4VM2u2bDkyD/gOaTpyM9jpRrUSnCwOF/3/AP61aVjq1mz5KPGx7k5FcFJrtooz+9b6LVR/E5X/AFEOD2Lt/QUvZMd2epahdRQ27SSOohC5LVn3uoNDY2EUW5AsTSMQOhc/4AfnXndvqd/ql1FHM7zhWzHAOFJ/w9a7hQ1uqRzuXcjJf1J6/wCfSomuRWfUuMbu5W/4SVkvRbXMIk39H2ggAf1qxBq9m6PI4ljIJDYBYAjvjGaivLSKdPMMQbB6461m3OjKWMtrPLCD/DngVmuVltMfGZJBlhhRzgVLDqh050eObaTxycZNY73vkK4YgD3ri9f1ZpIWjVvlPoa3p03JhOSSPT7hPD2qSrLf6TbtOORJETC+fXggH8azrrwh4Su5TK41SNjjiO5HYY/umuI8NeIC1utrcsXKfLyecdq3ZNXtplVrVgGVsOkhIyK1fNB2uciwWGqyvyq/3fkasPhTwjZSGSOxvpWxg+ZcbQfrtAqzFNpemO7afY2VlIxyZETzJT+JyR+YrmLrWYoS5c2yogBYl2JGfQfnVCXxHYzyhbU7snk4xgVXvtFxwtCm7pK/3naR6m91M8URdRID50znMjr6ewNPvpW8mNogqsgxjPb2rktC1I3F5PJG25AMD/a+lbK3UpPlsAMd8dK56sW5HVC1ro6K3vSF2SJlHXIPv6GtjSriCYeSciQHofauYsZxNEy4AxjtxmrLJJA63ltnehBIHHFc8orYsr+OA0UloXJ2jeVY85HFcf54ZgzAemTXV+OLyO8t9JlUY4l3D3+WuIupwsTHp7V10V7iMJuzLV1fpAM5ABX1rK03WTdalLbyE4xlD6eorGv75nz83HvWVBcSQXKzxn51ORXZCjdGEqmuh6jHHcsoaOZGGOMmo0uZ5FLfaIhg4IZyMYrmYvEMU6xlZjbyr1Vydp/H/Gp31ZivAiyzZJBDA/kcVi4ST2NoThZ3N/dPKhZJYGGcZBzSxwefKiTTFyzAYB4rkJtXu0lcNdQRQZ4RcE/kK1fD+pPqOpRqoPkxYJLHBc0SpySuLni3ZHpBRUtTbphUUADA6Y6VUjkmhVSAH2nDDHUUhEo+ZWOCcH+macjsjhTwvvXFY3EiuoRNskAAfoc9Kvyz7xGqsABkc1lXVp5ikdHHKsTj3p0uYoyWOWA6inZMEzRJSLbvPJ9D7Vmpr32a4e3S47coT1H071katrOyILn5u1ef3WoO2pi4yTtPOO9dFCk2ZVZo9DvLHQr/AHGfSrTc3Vo18sn/AL5IrHm8L6F/BbOo9POY/wBayf7XaKBWDs8ZOMg9KgbU5Rvb7TlTyM9a6U5IxVKlLWyNVfD+kwsCtqrH/bJb+ZrUs7RSRHDGFUdkGBXLRa3HBIVllaRjjG0cCun0bVo5JYYxxNKflTvj1PtSqSmkXCEFsep+G9ITTLDe4BlmUFjj7o7CrqTSxmRSnCEYGeopEndYo8AMAuM+tKJQDuZRljj/AOtXiyk5O7OpRsO8+Fp1fJVWHX39K5jx2wtvsBQgh/MP8q6G5tvN3KPlzggjtXGeK7pzFaQTKd8RcZPocVpRV5omexgRTorEMADWTrGs+TbOoIzzgVHqV75JyDyRiuQ1G6aVjls5616dOnzM5pzsjdsL03dushOGB2t9aszXEkSB/vIDg1ydjfPZSEgbkP3lzV9dRjLM0cpUNyUkzxW0qbT0IhNdTaa5BPLjkZAAPP6VehgXcA8mPbFcu2ouwcC5RMjGQen5VDDqjW7grLJcS9s8KD/Op9nNrQp1IHrvhiKAXDsuFZU4Jrfuts8S8nj7pz0rkPBXmSWTSTvull5bPGPTFdYbQrJjH3hwD+VebV+N3OiHwiOsse51YhG+8optlfjzzaTDDHhTjFSIp+aOQ4JPccCqt7bebFuRisiHIZemalWGcJq94xJ2HC9yDmuMv5/NkIFdFrU4CHGMY4HpXISvlznrXp0I6HJUlqKshRgysQwPBBq2dSmK/PtY/wB7ofzHWs8DK/jmgHIwetdDimZqVixJfSSZDcg9ieKhVpJcJnCei8CmY5qeJAI2PfFPRLQN2dZ4fma1VY9oKn9K7HKBI5CMcYP+FcVpZ2ohAyT7V0EV3uQQnheeCOtedUV5XOyD0NuEgSpJC2D1xmtq1nWTg9+D2rnLJ8nCnIxzzVfS3ub3xbcaadVns42EhiESBssqFgvPQcE5P9azjSdR2QSqqCuybxahg+y5PyMXwvTHSuJu5d0Z54HbNXr/AFS81G3hN3cSTYGV3c7c4/8ArVhXLja3P0zXRSg4qzMZz5tUZF3LucgdKrZp0xy5NR55r0IqyOKUtR4ag0w9aUHNVYOboSRoZJAo712nhmNVDFBhlbHvxXJ2a/vlrqNCmELz5OP3hOPyrlxDurHRRVnc9HtZQ9qUydwweaXzUlXaRjH4Vjw3DLFuHOOv6VX1vUZLbTWeCR45Q64ZT2NecoNux2uSSubPnkSGPJJA4qle3HlwFQDknGOtZusbINDg1Sw1q/mBufs2biJY1nITczxY52qcKd3qPcCO7uj5bZHXJ61q6Lg1cyhWU07HN6tcsm7LZY1zjPls+tX9VlLTsM/hWUTkiu6lHQ55y1JkmZGOxitDTt6L+AxUB60ZzWvKieYk8+TcNpCn1A5/Ou18E2Bjvxcu373Gck1x9nF5kyk9M13/AIcYQ6xIg6eUhHfua58RK0Wka0VrdnsmlyC5tvmUDK4xVvy0dcE/MBXPaZdiPawBAGfpW3DKspDgjLDPHevDaszvAsQNknT19q4b4hssZsJP4m39fwqd76e78cXOmXWrXdpbNNsjaKWNFjGByS4xjGeByTgVxfim8vn1CW2vp7pzayuiLcAb05xzjgHgdK7KOGlG076HLKvF3itznNVm+UtnJPeuXlcs55rZ1GTKEBs8Vgt1r1KMdDjqyHZpQ1MBozW9jJSHGr+nw8PMRnYMiqKDcQK2LMAWU+SPuH+VZzdkawV3c9N0DCRRMOw+ldj54khR14YDpXnui3YWCJM9F5+uK6y2uCChDfIwPU5rx6sdT0YNWNZwZoySOR+FVEJwwYhStZviDVJrbRneCRophIg3oeR7Vk67a6/omjabe3N7dLNeeZ5kRTAhA2lAxx94hs47fUGinQlNXRnOtGDszj9bXBx2Nck/3jRRXpUdjmqCA5WkbjFFFbkD0561ZQD7PJ7CiiokWjZspGGwdulbcbnEbd/50UVxz3OiGxPZzOLgAHGGx+lUv7TuNO8SSX8Gzz43bbuGRypU8fQmiiil8ZnX+FFNRiPb2UADmsy9A4PrRRWi+IzXwmLMoyardzRRXbDY5qm4tKnLUUUxLcuw8SZFbulcQyPjLb26/hRRXLV2OqG50UczpC4U7flzwKoavcyPpmXIblTzRRXLH4kbT+FjdY8USa7BbxS6Xp1sYI1SJ7ZHUoi9EALlQOcnA5PNXb92AcZzx3oorav8SMMP8LOM1Hlyfes49aKK6afwky3A00daKK0Je5rWKj93xXUaZKy6uxGAfKT+Zoorjq9Tpp9D0DRJ3kChsYxiujhYrFHg/wAW38KKK8ie52x2OC1TV2sPEGpo1lZXccs+4pdQ7wGUcEEEEdeRnB7g1zup3M2pXE15dSF55iZJG6ZJPNFFenH+HE83/l4zlb4D5/asaUYY4oorspGVQjWnGiitjFbE1t9/8DV8ErbSY7oTRRWM9zoh8J2djKywRMuBmNmwOmcCt6KZnihY9Q4XqehoorzZ7nbHYr+IJpP7LZNxwJV/Qmsi413Ur7TbewuruaaCB3kUSSMxJbHXJ5xjj0yfWiitaHwHNW+I/9k=", 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", 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", "info": {"video_id": "90290", "label": "putting electrical wire into ice cream container", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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jaNswb5eOAOo6D8qiuyHzJbxzKwIBkkznOc5/DOa6FdaM71SUdpaGvHdm2vIJYWP2f93dW5LqzJhsEZAHoRgivY9CuN1yzqRsjYt+nFeIaTo+o6nJ5drBLczSHLMo4UZ5Zj0UfWvbtJji0izZncSNJ8iN2c4wxH+yBxnuWrkxKW/Y9DLtXNRWl0bqa7BHbh54yBjJIbuatR6pYXKoYp1yThScEA+xFcv9nguYztZlyMcGqdvokkUUkNvNHhH8xFYdT1rzElbc9xwR6EAXXdHtdsdR0HtXnjae/msysCg54P61Z2Xomja4tWBGR5kEhBGR3xjnNWTt8hVJwWOMn0pxbQJWNXwHGqeInaUfOYGVPrkE/oK4z41bortEX7rvzXS22orptzBPCQZIpQxA7joQfwJrC+L5GoxWuoQKz2/3twGQCB0Ppiu+jJSgk+jPJzKElGUo9l+Z4dNCJCsZbbuyCfQg1aj0eG3Qs7iSRXPIOVK9iPyNUGZnt5HPXJNVlup0OQ3bH1FeiotqyZyYSUYP3lcmnyJXwOnpTXPlxAlTuYgqexHf9cVA00jKVLHBOSPepLa0ub1xFbxPK3t0H49q0UbLU6JVm37h03grw2nizVksXlaANyZFGcDBzx+Arobr4R6rCu6K8tpAem4Fc1u/C/QxpV0WkIeaQEuV6AY6A/j+Zr0yfTlmhZRIQCOh6fWvJxOKlCpaD0PQoU7wvPc8z8O/BpVmWfWb6KRf4YIWxuPuT/Sun8S6JYaVbWFrZ2kcEbK/Cjr06nuaurpt9ZWgSE71t33AByCf8aydXuZpp4BMk8RXPyyNkc45Fc3tp1Je8zZQUdjFNmpYIisCBz9a73wxfrcaBcaU7jz7I/KPWM8gj6f4VwguwrNtALE5qvNe3VnMl7BK0coOCV64/wAO1bxvexM43R3UTCOVixwBT59StAOjSEf3eK4lfFLzY+0IpOeWTjP4VM2u2bDkyD/gOaTpyM9jpRrUSnCwOF/3/wD61aVjq1mz5KPGx7k5FcFJrtooz+9b6LVR/E5X/UQ4PYu39BS9kx3Z6lqF1FDbtJI6iELktWfe6g0NjYRRbkCxNIxA6Fz/AIAfnXndvqd/ql1FHM7zhWzHAOFJ/wAPWu4UNbqkc7l3IyX9Sev+fSomuRWfUuMbu5W/4SVkvRbXMIk39H2ggAf1qxBq9m6PI4ljIJDYBYAjvjGaivLSKdPMMQbB6461m3OjKWMtrPLCD/DngVmuVltM5BptnyDnI6AUJOixtwARVYOBGMgknndWVf3piZgp5PpXco30M3KxLquttBEPKPzitfT5xeW8csEmzeucE8fSvPrycyvgnNaOja39gXyZlYxZyrL1X/61buj7um5j7T3juZZLm3KBpY1D8A7sAfWhpptwQzwFmOAN5J/Kudi1cMgVbiOdM5G5sEfgeaiudWuDGzwtCkm7O5sAgfUmseSVzo54cqOmZbgsQ0yKv+x1rZ0G2ijEtyDls7dxGTjvXm6a/JExMkwuJiMAJ93Puf8ACu/0ESNpaB2y7ncxHQ/4VnWhKK1FTkm9DZuQ32kSg4B+8P8A69QyXLhNsqAlTkN0yKB5oOXJJU085mjUkZI+8B2rnNmOS4SVVaADPIPPSph+7YM7Ybr+NZXlG0Z3UjY2OM5we9Z+rauI0GGG4D1pqN3oJuy1Ouj1qC6t/st7Db3cC8bJkDhf6iqkmg+Erq3eFbCe3R+WFvcHHb+9nHSvJl1ua21sXKyNtPDjPBFdrBrtkYY3n3fPxuHSumUJQRxToUKz9+KZqN4I8HjO5dVl77XnBH/oNTf2V4Ys4lSPRkkCYwbydnHHsTjvnpWG2prHHKzmFlU5Vi5HHpVCbxFYQM0dy8PncYWPJA+ppqU5dWU8Dh6bvZf16nXzazGsYiXa0K/dggURxD8v6CrFvcyS4uLjDMyYAUYCL2VR6V51LraSQgpkF2wi9zXUx3cq20RGCFXk9jxWVWLtY6aaituhqWk80U0qAKQOV5yK2Ir+JpY5XQqPusPQ1zUN2yyBmHJ7Y5FbJRJshsYIHQVzSj3NTp5FElsJbcls84B6jvXMzT79iqwAGRzV7Q7x7OdrG4B2HJjJPtXPzZjViTlh3FKERXNAlItu88n0PtWamvfZrh7dLjtyhPUfTvWRq2s7Igufm7V5/dag7amLjJO084712UKTZjVmj0O8sdCv9xn0q03N1aNfLJ/75IrHm8L6F/BbOo9POY/1rJ/tdooFYOzxk4yD0qBtTlG9vtOVPIz1rpTkjFUqUtbI1V8P6TCwK2qsf9slv5mtSztFJEcMYVR2QYFctFrccEhWWVpGOMbRwK6fRtWjklhjHE0p+VO+PU+1KpKaRcIQWx6n4b0hNMsN7gGWZQWOPujsKupNLGZFKcIRgZ6ikSd1ijwAwC4z60olAO5lGWOP/rV4spOTuzqUbDvPhadXyVVh19/SuY8dsLb7AUIIfzD/ACrobm283co+XOCCO1cZ4runMVpBMp3xFxk+hxWlFXmiZ7GBFOisQwANZOsaz5Ns6gjPOBUepXvknIPJGK5DUbppWOWznrXp06fMzmnOyN2wvTd26yE4YHa31qzNcSRIH+8gODXJ2N89lISBuQ/eXNX11GMszRylQ3JSTPFbSptPQiE11NprkE8uORkAA8/pV6GBdwDyY9sVy7ai7BwLlEyMZB6flUMOqNbuCsslxL2zwoP86n2c2tCnUgeu+GIoBcOy4VlTgmt+62zxLyePunPSuQ8FeZJZNJO+6WXls8Y9MV1htCsmMfeHAP5V5tX43c6IfCI6yx7nViEb7yim2V+PPNpMMMeFOMVIin5o5Dgk9xwKq3tt5sW5GKyIchl6ZqVYZ5pNOBg5wfrWBqMuzPOT61fuXHJ5HbkViX75zg16lOOpxzloUC2TmkzTTS54rtscnMOzkUlNBxT1G40thp3NDTYV86NnH3mCivUdGfyUGSQmM8V5rbZWKE+kqn9a7vTrkEBQ3AxXBifeO2jZHVyzLHLuxkNUEsgjUyIcVSS6I3bx93BrN02SXV/FM2mPq1xaRESGERoGyyoWC+w4PJ9K5adJzdka1Kigrs0NSudtspx94EDnrXDapdvzvPzHt6VfsdQnubebz5mkIAK57Z61zmqTZmI/lXRSp2lZmUql1dFFmy5YnrUtvezQAqj5T+6wyPyqoTkgUH5W9jXZyowuXZNRlIwPl+jH+tVXuXdtwChvXGTTDzQi5YZppJFNtmhpiP8AaRMzZYdya9F0m4+0xgOgHGDXAaeMXW32rrbK4MIVgOh4rjxGrOijojoYzEfkY8gVoWUzRRqjNlexrn4Z1kYOWG4j6ZqXWZ5oNHM0LlJA64YHt9a5eTmdjRztds66RDcIjIdrg8HqBXMXtwY4CoByTjHWkvbqW20WDUNP13UZVa4Ntm4iWNZyF3M8WOdqkhTu9R7gZd5dExsSOuTVexdN2ZMa0ZrQ5rVrlk3ZbLGucZ8tn1q/qspadhn8KyickV6NKOhyzlqTJMyMdjFaGnb0X8BioD1ozmteVE8xJ58m4bSFPqBz+ddr4JsDHfi5dv3uM5Jrj7OLzJlJ6Zrv/DjCHWJEHTykI79zXPiJWi0jWitbs9k0uQXNt8ygZXGKt+Wjrgn5gK57TLsR7WAIAz9K24ZVlIcEZYZ4714bVmd4FiBsk6evtXDfENljNhJ/E2/r+FTvfT3fji50y61a7tLZptkbRSxosYwOSXGMYzwOScCuL8U3l8+oS219PdObWV0RbgDenOOccA8DpXZRw0o2nfQ5ZV4u8Vuc5qs3yls5J71y8rlnPNbOoyZQgNnisFutepRjocdWQ7NKGpgNGa3sZKQ41f0+Hh5iM7BkVRQbiBWxZgCynyR9w/yrObsjWCu7npugYSKJh2H0rsfPEkKOvDAdK890W7CwRJnovP1xXWW1wQUIb5GB6nNePVjqejBqxrODNGSRyPwqohOGDEKVrN8QapNbaM7wSNFMJEG9DyPasnXbXX9E0bTb25vbpZrzzPMiKYEIG0oGOPvENnHb6g0U6Epq6M51owdmcVcKCCKwLlQTyO9FFehT3OaZnSDHSmiiiuxbHI9wNWIgNtFFKWxdPc0LbmSBD0Mg/rXVWjleABwo7UUVxVjrpl57qYTcPxszisJdVudJ8QPf22zzombbvXI+ZSp4+jGiipo/EKvsP0pQba4HPAUfzrA1L/WZ9aKK1h8ZK+BFDOHFO6n8KKK3IQ1TU6AAjiiilIaL9udl2cegroLGRiADyOlFFctU6IblrzGWNcdmxz9al1GZzom0nI8xeD9aKKyXxIqfwsTVPEj61BbRyaZp9s0CLHG9sjqUQZwgBcgDnPA5PNNv3YCQZzx3oorWt8SOeh8LOM1Hlyfes49aKK6qfwkS3A00daKK0Je5rWKj93xXUaZKy6uxGAfKT+Zoorjq9Tpp9D0DRJ3kChsYxiujhYrFHg/xbfwooryJ7nbHY4LVNXaw8QamjWVldxyz7il1DvAZRwQQQR15GcHuDXO6nczalcTXl1IXnmJkkbpkk80UV6cf4cTzf+XjOVvgPn9qxpRhjiiiuykZVCNacaKK2MVsTW33/wADV8ErbSY7oTRRWM9zoh8J2djKywRMuBmNmwOmcCt6KZnihY9Q4XqehoorzZ7nbHYr+IJpP7LZNxwJV/Qmsi413Ur7TbewuruaaCB3kUSSMxJbHXJ5xjj0yfWiitaHwHNW+I//2Q==", 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", "info": {"video_id": "90290", "label": "putting electrical wire into ice cream container", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "90290", "label": "putting electrical wire into ice cream container", "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": "96b595883933b6416c9b9e19ea54aaadd72b3507d9bfb8e07bca4a07c36f9296"} +{"episode": 99225, "episode_seed": 206093824, "split": "train", "timestamp": "2025-10-13T03:53:41.561140", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 206093824, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a spoon from a drawer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "69978", "label": "taking a spoon from a drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "69978", "label": "taking a spoon from a drawer", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1ac17f6252f27403ab282db2cc3aced6026a08fd80de02a231fbc675b80acf05"} +{"episode": 99226, "episode_seed": 4261919572, "split": "train", "timestamp": "2025-10-13T03:53:43.924885", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4261919572, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting calculator with marker pen'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "220498", "label": "hitting calculator with marker pen", "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": "bb60f73f43a8cf3113fa98bef2bcd408c104567c105b85c5333a4815140e9c6c"} +{"episode": 99227, "episode_seed": 2773280508, "split": "train", "timestamp": "2025-10-13T03:53:45.934120", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2773280508, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting headset, pens and pencil on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "132344", "label": "putting headset, pens and pencil on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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vneWMYJI+6Wxj73PPt3qPxRq93ZwxQ2cLsI4za3zP8xm4BLJk4Pcbj+FUbzxDb2NtPFYRtKvP76WLJKqPlUE549uOpyTVGSZrqCRmeV2Y7svyQAP0qpS00MoQ95X/AK1Me81y0CP8h3SffXoVbceKbLawaxpJa3I86MZrH19WF6ZUiCxuoy/q3eotI1BtPuAynMbjDD0qWhxl0ZJpt20M4Rl2SKcGtjUpBcG26dT1/Cs+/iiNyLmLG1uoqzI4KxY5wD/SoXxFt2i0N2tsbABJbANTfMC+fvBAp4xz0qK3YySQxjk7snFTTN8sknPzMeM0yfP+v60GrdxNDNbwuG2wlOp478jtWhJIYNONwVVmiZGJB+mcVl3+kxPG1xC7w3UKoo2cAk+tW9PluMSWWrKjeeMZXjeB6470StuXBpxt10OsspoL4QXUP39owR6HtWm2xkdXX74wymqujaJBpdmiwyM2fmG45xVy4UgrJ36Gsb22NLGZ4k1K8uzA7zlUQeWsSMQjKCNu4dCRzXPuZZi0USb8IN5PqCc1vajB51nIoGWT5gK5JJprfVnmlnVYmjKxoTghuB/U1tCXPuYzjyrT+tULNKgQnAAeMjI9eOf0qqp2sxPKknPuCKt3AWWPCqfuEY9eP/rVTlLLCxQFn3AjjqMAUdRtXT/ruRwhWk2uvyqM1YgfdshAO0NuPHU1XWVSjEDGTgH6DPT61LbXKlyrD5k4JU8VTi9yIyT90njcgXTcZYbR+daFkjvqEm7g4VTn2X/69VrQxF4lf7wcEjI4HWr0FxHLeytDGX3OV5PA7UuXp6F3Wr9f8iWCfybWT/nqbjIwvQDpW43iGa12w3KY4+/njFcy97GkTXDRjYr5b5umSaz5/FML3cgZA0bkglicYPUUOLuSpq2nmdjdx2PiG1aCVx8w6qea5238J32lXnm28qTw+h+Vqzbi+XTWt7u0YmGTOVz27Gus0zWFurQOHzxWUro0um9C/HNut1DAqwGCDVCc9aklvA3QDHsaoTXPPIrGxpExtaDfu9hwTnP6VTJdSPLUAqCuRVnVJw0kHzYUEls9+lZZumDh0JDY+fPA+tdVON47mFSVpPQ0ShPkqP4ctxVsQu6LMfuvMSAfYVSF4ImWUsGI4AHQj1q79uP7iDzUVVBJPc59B9KpwdhKpDmTv2/4P4muEaC7iljU5ERXkZ9OaljASyj3ZEpbcBt7AismS7RJEkeVzEifOGJyeevt1FFveJdL9nkl8tozkd93PP4CqdNmcKq/L9TUYD7RK0/KKGKnGM54HP41WlkeSCBETALbQB3Of/r1nQ6ym6OBImiEjBQRjai/T3Per908tj5GJEd1JkO7AxjGB9KHB6lKpHRf1szEUGO/aNwSQu3JPUgY/pU10pSMHaSflbA5zzTbhrhphcLbK6btzP6ZJz9eopsz4EkTIPNztxzyCOKlrQqMk27f1/VhkAL3Hf8Adhxj1BFVEQGMuWGC3SoU1SRJA8axHB+cHgA9MVMWSPbkFlGA2Ox69PxFCi7ClKKlctO4dZpFHHAUe1TI4it1jUEAQNn6mq6NG0ShWypbJAHYVoQrDFb3LOwydqg49aFcprT+u9iG40i2udPjaaFd2VTzRwR05qV9IuIbmRdNm8+KNB+7lY7sdCA39OlXPtESWigq23eBu7HvViK48kXAQMr/ACnluvfH40WdkUqnLKVn/VyHTWbVLOeyXZFcqmfs852SOMEfJ/C/Hpg+1TvH5X2gyMFZRs255PHf9Kh2w36RJPCjqPujO4gDk5GOMVHvhcTEPkFN2SuBRb+vkDneV/63Rg60gnRs7iykkH1O3NcwCVbPeu11WOF4oRFIh/dBjk9/mzXJahB5FycY2P8AMpBzwaqK0Mam90PhumCgE5rShkZ4ztPPAP0rAVwCK2NNmLMRxtBBb9alx1BS01NQsyMPLQBlBGaldCUhUdeWOPzqj9qZZFdDksOVxx7n6VfFwqOryKNq/KV9fU0+XUammmnoTOkkqNIQSjzKPy5qDXt9obC7RiQpw49D1FXvtJEMECRBsMXYgcD6npUWrCW6sjb5ViUPQdCDxz+FKMW+nQc5xS0fVnU6Rqn2iCME4yowa1WYOpBNeaeHtYWO2FvIcPGcD6V2dpfCUD5q55JxdmbxfMrl2QY5/A1xWswm11ADgJITtz6HH69a7J5V6E1mX9pb3YxMgYDoe4pQlyu45R5otHPZbHB6ZWqBdljZlyZBGCOepFbF1ZtDkJgx53Z7isQtAkn+sRdhIPoO9bXurom2v9f11KgPzKHclc+3FTxtGp3LPjj7u3itnXfDdvptsslp50jyOFCYzgY5PFYKWlwAf3Euf9w1v7Np7nP9Yi48riiZLl0mLBvvAg98VZj1Hy0IUSEdgGUD9BVMWdyf+XeX/vg0R2V0JjELeXJ+dRsPTv8Ar/OnaXcjni18JZe6a4jKP8qkYKnBB9/qKzrzToyMWzAgdCxA4+laaaTqD/dsbhvpE3+FSXGi6jaW32i4sLmKHON7xELn0yaHFvUXNG1kjBS2uY0ZAybG6qW4p9tc31jKFjyQewPFWyBzTQeanl7i5rbFmHxEztskVt3tVo60QuWG5ffg1nbDtMmw7c4LY4z9aseGtLh8Q+If7Pub6W1Ro5Hh2R7i7qhYL7DgnJ9Pek6SLjWkR3t1DclGBztzwRzUKzABUMavj+8K0/B2l2usC7N4rts8srhsYznNDeG9Wa4do9PlCbjtHHTPHeqVFWK+t1Iv3WZzybuNoA9BSx3DIwRWdOM/K2M/WtZPCetP/wAuTD6so/rUr+CtbERlFsmY8tjzBkjuPyp+zI9tIyFZi+4vIT7vU/m5QIV+Ucjk10Vt4E1O4jSQS2wR1DBvMzwfwrd0z4S6lqEgX+0LZAepwxxT9mL2stkzgTK3l7AF2YxjHGKRppGwScEDGR6eler3nwPvbe3MkerwSEKSQYyOccCuIu/BGr2l3FbNGjPIm7crZVTnoTQodUTKcnuYC3kscZRTwfUdKgmunZ/MkdnboPU11i+B50tmlu7qOEqrEgDdg9qw9T8K6lZaeLyR41YkDy93KZ6Z96fKSmYrzSJFsIXaxJdgOcn+lKN027LY55U5/wA4rpNV8MadbaHBqNhql5MrXBtj9ohVFuCE3M8WDnapO07vUe4HO3+nz6dOsFwVMhUMQpzjPSplFvY1pTjC/Mrkqs8cW0shbGAV9KfHdN5KowGEJx8u7PPHH51SAwooZCykA4Pb60WkNzpt/D+JrvqhJUbZJADnkAD2wKSG6lSYTiU+YnQkfe9j+FZ0Z8xFbHJ7VOsMr/djY/QZp+93EpQWvKWp5GvHleaZo92FAU84AHPB68VdOrKdN+zsqM+QrHP3gO/1qCHQ9VnhaWLTbt41GSwhYgD64qjcWlxbTNHPDJFIv3ldSCM9Mg0Wl3Jbi+hZjktZ2aOYHYTuAU7fzPWqWoQ2slmkUUnzKxAwv8PbmmeW7BiFJCjJ46VA7FeByT0oaJ5mjNls3j7hsdcdqs2kQi3F26421teFNN0/V/EUem6pdXFvBO2xZ45Y41jPUlzJxjGeOpOBWtovhqFdT1ezvrafFrPsiSchZVALDDbTjPAzg49KXLfQpTcXzI5xZIigSRMnvjjP15p8kisu1QVA6Drirp8Oav5hYWEuCcgAA4p48Nawx40+f8qSp22NJYmU/iS+4opc4KA7XYc/OCegxTzdzPlWMewjbtCnGKty+F9aSPzv7OmxH8x4HTv39KtReEtblRXSwcqwyDkcj86fK+5HtL9Ec61qBcmZJWBJzjFbNjqDR4Usciq17YXWnXDW91C0Uq9Qaq8/jUTp33LjVaZ2VvqKzqBuqeR++a422uDDJySPQ1tw6gGABOa5pQszqjUTRbnkOK56+sUmkLqdpP3hjg+/sa0dUuGWxLxOVbcORTvEXhzVfD+g6TqF5LOs98ZPNhaMgQABCgY/3mVs47fUGrhF7omc09GdtGxz1q7EaKK72eaWkNRXpKS2cy/fW4VM/wCy2QR/L8qKKRSNiBmDqQTXatZQat4Tu7K8jEkEkTAqfpnI980UVT+Ea3PlbU4EtryaKPO1WIGetUh3oorIRqaA3m6zbWkgD28zfvY26PjkZ/GtO8um0fxZPf2kUQnhkbYWTI5TaePoxooqugLcs+EVVDdBQABsHH412EXAFFFUtiXuW4+gqwvrRRVIERaT8guoQTsiuWVAf4VwDj6ZJrtvDDt9qVc8ZxRRVfZZXU6fV2KadIVODXll/Iza5DGT8ohd/wAdwFFFRHYb3M+cmbVPKflIoxKo9WJIyfpjisbxZ/yBH/66p/Oiihk9Tmdb8SPrcNvFLpmn25gVY43tkdSqL0QAuQBzk4HJ5roTpNhdzGW4tY5JCACzCiipiORYi0PSlIxp9v8A981fh0nTkxtsbcf9sxRRVEodY2drFqN5ElrCE/dyAeWOCwIOP++R+tdFYIizKoRAPQKKKKqJR6Zp4/0GL/drgPHdla3aXfnW8TFwu5tuCcHjnrRRWa3Y3scs+mWQtDCttEqyRbG2qASCPWvFp0CXEoHZ2UfQHAoooYixoevSaReTwfYLC9guGDtHeQbwGQHaQQQR1ORnB7g12Ph+9uNSvtSvruQyXFw6ySPjGWOe3aiilHcJfCdNEeKtx9BRRV9SCwlQ6K5+zTQ/wQXEkKf7qngfrRRVFIb4m0ey1DSPOnizKrhA68HBrxudBFcSIucKxAzRRUVNwL2iMDrFrE8aSRzSLG6uoIIJ/wDrVP4rsYNI13ybMMkTxiTaTkKT2HtRRWNT4TaluZdzNIbAgt/EKL7xHqupaZb6ZeXs09tbSPKgkkZiWfGcknnG3j0yfWiisYbGstz/2Q==", "info": {"video_id": "132344", "label": "putting headset, pens and pencil on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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bWNY7fywD5QOBntVuO+ltPONvsVp08qRyOdnOcY7805YQieWDlT1qk4K8H+E1mpuLuhyipKzOXlnlxL580kzYI3yOWdmx3J68cVXlEgk3TxKDKuRU2v28yGZYDsaUZV/Q1UgulktoUZxIyRgMQc/N1Nbx1VzKWkv67IpzOJGTbwQFBH6VFKclOfmVTk/yqaSPa4OD0B6dQGqu7kTSAjCZwpx1pJhKP5/5kquMwI2CA2eB1pY1U+Vlj8z5bPoKWMKZH44VP1pUQu8UanaSRk+3eqJezZKsUK3EBAy7GTJHP4Z9KtyeZFqESwuQDsZioHA5HfuKpXd5HYGz86EQqytiWMlt3Tll7H3H5VpRvHcS294ZI2hRBh1fKyc8j2P1xSSd7s1cLx93uzqtP1KG6by5BM8LRBj9oUbFC5AkXjOflz2I/Kp9Jvgn2u7umubhHURm1B5jkc4BA6YABO7tWJZ3Wm2toJXuri4ffjyDGSSvdTyMg8cA1BPr0upXbxsGiXCsVjUIuMng4A9Bx0rTmSOdRbKF7rlxK7R6ui+Yi+WkqD5WCg7ffOSTk1nRataXeo/MMBhjB71b1lBLb3C+X5jSruRSMc9q4nLeb8x2OOmOxqN0XzcrX9dEbGsWLaZfiVU3QScj2rV0q93Qhc8dh6VUivU1PTfs8+BIgwCai00CJ2Qnle/rWctjWLs7odCFaTa6/KozViB92yEA7Q248dTVdZVKMQMZOAfoM9PrUttcqXKsPmTglTxWji9zKMk/dJ43IF03GWG0fnWhZI76hJu4OFU59l/+vVa0MReJX+8HBIyOB1q9BcRy3srQxl9zleTwO1Ll6ehd1q/X/Ilgn8m1k/56m4yML0A6VuN4hmtdsNymOPv54xXMvexpE1w0Y2K+W+bpkms+fxTC93IGQNG5IJYnGD1FDi7kqatp5nY3cdj4htWglcfMOqnmudt/Cd9pV55tvKk8Poflas24vl01re7tGJhkzlc9uxrrNM1hbq0Dh88VlK6NLpvQvxzbrdQwKsBgg1QnPWpJbwN0Ax7GqE1zzyKxsaRMbWg37vYcE5z+lUyXUjy1AKgrkVZ1ScNJB82FBJbPfpWWbpg4dCQ2PnzwPrXVTjeO5hUlaT0NEoT5Kj+HLcVbELuizH7rzEgH2FUheCJllLBiOAB0I9au/bj+4g81FVQST3OfQfSqcHYSqQ5k79v+D+JrhGgu4pY1OREV5GfTmpYwEso92RKW3AbewIrJku0SRJHlcxInzhicnnr7dRRb3iXS/Z5JfLaM5Hfdzz+AqnTZnCqvy/U1GA+0StPyihipxjOeBz+NVpZHkggREwC20Adzn/69Z0OspujgSJohIwUEY2ov09z3q/dPLY+RiRHdSZDuwMYxgfShwepSqR0X9bMxFBjv2jcEkLtyT1IGP6VNdKUjB2kn5WwOc8024a4aYXC2yum7cz+mSc/XqKbM+BJEyDzc7cc8gjipa0KjJNu39f1YZAC8/f5A4x6gioIshpGYBv4V9qrJqkiSh41iOD84PAB6YqUyny9rkBny2R29P60JO2pMpLm01LdvvLqGGFReB6U+BXMZjXJMzjAx71WtLp2Q5XOBgEjB+taFlcxpKhIU+UeWx+R/nRysanFq9+/5E9pBvmuRISpYkEg/gKqeFdSls7me1kOXRjn35q7a3MpVpSqxbsnDDk9SOPwrnLyd7DWoL5hhZBhv5Gk4NxYc6Ukk+x6rDciWIMG4I6U2UAnPqMVzWn6skg+VuDW3HOHjznNczOlFHWLcz2vyjLocj6d65Kzc7M7hx8ldtMyup5rEm0yBSzwIEfOcdjVwny6EzhzWMS5LcKSSNrD696rSMZJhGD8hAIOfz/pVq8QRFTOVU7up7Z4qpGY8BQ4yoxjGMEnA+lardES+Ft/1/VydCqLIgILMQM+1TxELes5X/VocH3xVSGWIuA3yNnvVxFSTeS2CW79x0/xqrNbkqz28v6/AmgiF1cxJIiuvkhSrDOcn/wCtTV0K0j+2SwyPazKQqKjfL75HcVfEkCX5EYLbcLtXjnFPaeNvPIR/lcbucd8UWdmEZWlHX+rlJTeaTLGbuLdEVyJoVLKB15XqPw/Ktm6s5Buule3mgmVdssModGGScZ65yehwRTJrxjdBV2nIwN74UDABH9aqvFawxFkTy2my3CcuB3ocdCva89r26fmN1J1Q7Q5cKAOD15/wNcLqEIiuDtztOeffJru5PIZ5N7qCbcsueOccda5fUbQSRylChYZkADckZOaaVmzOesV8vy/4BjRTMjDBwK0ILksc55rJzg1NBKFolFMmMjTB+ZQ7krn24qeNo1O5Z8cfd28Vs674bt9NtlktPOkeRwoTGcDHJ4rBS0uAD+4lz/uGr9m09w+sRceVxRMly6TFg33gQe+Ksx6j5aEKJCOwDKB+gqmLO5P/AC7y/wDfBojsroTGIW8uT86jYenf9f507S7kc8WvhLL3TXEZR/lUjBU4IPv9RWdeadGRi2YEDoWIHH0rTTSdQf7tjcN9Im/wqS40XUbS2+0XFhcxQ5xveIhc+mTQ4t6i5o2skYKW1zGjIGTY3VS3FPtrm+sZQseSD2B4q2QOaaDzU8vcXNbYsw+Imdtkitu9qtHWiFyw3L78Gs7Ydpk2HbnBbHGfrVjw1pcPiHxD/Z9zfS2qNHI8OyPcXdULBfYcE5Pp70nSRca0iO9uobkowOdueCOahWYAKhjV8f3hWn4O0u11gXZvFdtnllcNjGc5obw3qzXDtHp8oTcdo46Z471SoqxX1upF+6zOeTdxtAHoKWO4ZGCKzpxn5Wxn61rJ4T1p/wDlyYfVlH9alfwVrYiMotkzHlseYMkdx+VP2ZHtpGQrMX3F5Cfd6n83KBCvyjkcmuitvAmp3EaSCW2COoYN5meD+FbumfCXUtQkC/2hbID1OGOKfsxe1lsmcCZW8vYAuzGMY4xSNNI2CTggYyPT0r1e8+B97b25kj1eCQhSSDGRzjgVxF34I1e0u4rZo0Z5E3blbKqc9CaFDqiZTk9zAW8ljjKKeD6jpUE107P5kjs7dB6musXwPOls0t3dRwlVYkAbsHtWHqfhXUrLTxeSPGrEgeXu5TPTPvT5SUzFeZ0i2ELtY5dgOcn+lIjRow6MvcEZ5rptV8MadbaJb6jY6neTo1z9mb7RCqLcEJuZ4sHO1T8p3eo9wJNd8M4WEaVZMdxJkKnOOmByfrScOZGlOtKk7o5tZYQS6owY8bsmkWUo5YMcEcgd+9X08Oavtx9gm/75qRfC+tN00+b8h/jSUGupTruTu0vuKKXjiP8AdCIbv4gh6Hn1qG5X7ZFtlYbuOQD0FakPhfWfPa2/s+XeBvAOPuk/X1qS78MaxZWrXM9k6RL95sg4/KjlZPP5GTZM1kQBIWXNdFZ6sFwC3B6VzhBB5pASpyOcdqylSuawrW0Z3KziVNwNRSSYrAsr/aoG4/Q1ppdLKvWuflszpU0ytfIlxGUkXIP5iufmga1Y4cnzDywGDXR6LDZ6p4rGmalfXFrbzPsSWOWKNY+5LGTjGM8DknArKvdJvP7R1SEmVI9OldXW5wJFAJABAyN3Hbit4QfQxnUje7WxURHWXfvjPruzz7e1SC5eO4RwNwHGPaqMYOcmpMVqoyXUylUpt3UbfM04L/ySxy4LctsQc/jmg3zyqQAy5zuBHDVlplZcdn/mKsqjN91SfpVe8TeF72NA3k62ZtFk3IcfNwNoyCf5cU6zuFsbwy+b5qsNrKxxgdiOvNV4LC7nbbFazSMegSMk/pU93omp2kbPc6fdQooBZpImUAHgZyKVpdxOUXfQW81BLi4eTaoJYbfoPWmkWHmRz7mDMTuLHJIPXjp1rOZGHBBFMdGQ4ZSCRnn0qvUi/Yo3dkrTu8cg2ZPUYqotrIWK9CKvTMxTcpIwRj39639d8Fapoeh6Pf3RmW6vTKZYWjIFuAEKKx/vMrZx2+oNSkO7Z6DGxz1q7EaKK2ZkWkNRXpKS2cy/fW4VM/7LZBH8vyoopFI2IGYOpBNdq1lBq3hO7sryMSQSRMCp+mcj3zRRVP4Rrc+VtTgS2vJoo87VYgZ61SHeiishGpoDebrNtaSAPbzN+9jbo+ORn8a07y6bR/Fk9/aRRCeGRthZMjlNp4+jGiiq6Atyz4RVUN0FAAGwcfjXYRcAUUVS2Je5bj6CrC+tFFUgRFpPyC6hBOyK5ZUB/hXAOPpkmu28MO32pVzxnFFFV9lldTp9XYpp0hU4NeWX8jNrkMZPyiF3/HcBRRUR2G9zPnJm1Tyn5SKMSqPViSMn6Y4rG8Wf8gR/+uqfzoooZPU5nW/Ej63DbxSaZp9uYFWON7ZHUoi9EALkAc5OByea7CI9KKKmITLkZ5xVlKKKpEkN45hudPlTG9rgQk+qsDkfoD+FbMSJKPLkRXR/lZWGQRRRVIs8r8a6RaabfSNbKy/vSmM8YrlVOKKKyluI6uy0+11PwbdXc8Src2xby5YxtbCgYB9RXL2txJkfNRRXPW3OmlsSw6++lXN0jadp1/FM6u0d7B5gDJnBBBBHU5GcHuDW54auZddutYutSInlu3SSYkY3EknoOg9qKKunuiamzOlj0HSeD9gg/KrsOi6WOmn2/H+wKKK6DnH3+n2UWmzSx2cCvCBIhEY4KkEVtw28EZ+SCJceiAUUU1uUdp4VA8/gAHHYVu66iS6VJHLGsiNwyuMg0UUp/EhrY8juNKsG1y7ma0iLuqk5XI6Y6VxHxCtIVFlMiBWYmI7eBtAyBRRUsRwNycRccYIxXQt4h1XU9EtLC9vJp4YHeRfMkZiWbHUk8428emT60UVI0f/Z", "info": {"video_id": "132344", "label": "putting headset, pens and pencil on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "132344", "label": "putting headset, pens and pencil on the table", "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": "b4a0cb13244469be6a689fb0697b6f0820951bb98fb0db55748dc08076c15dbd"} +{"episode": 99228, "episode_seed": 2926473695, "split": "train", "timestamp": "2025-10-13T03:53:46.970929", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2926473695, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying a spray bottle on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "10251", "label": "laying a spray bottle on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "10251", "label": "laying a spray bottle on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "10251", "label": "laying a spray bottle on the table on its side, not upright", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "10251", "label": "laying a spray bottle on the table on its side, not upright", "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": "ad40525dad1e6c1776f0f4a5dd2742661b145c6070ed514757a040c14810ed90"} +{"episode": 99229, "episode_seed": 294918152, "split": "train", "timestamp": "2025-10-13T03:53:49.184241", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 294918152, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to sprinkle air onto medical 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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xL9DWBpg2XTD3reRwk7CnYqA502XkuejAGmXWvyeE/ByxRWsMpeRRCZckb2LMzEAjPAAFTXDD7TET0YYqW50vStY05rPVHmjgRg6yxH5o3UH9CDWtD4jSabT5d+hl+J7X/hLvD+j3iRLbl9sjHOdgbIcDPJ5UYqbTlstDC2kKYTaMKoyxPqfU1f1dbFLfTbTT7oCyEKMi4+faAcZ9Mkk1Vtr6C1mlU7UHb3/HvV17ydhQSi7vfqUvGccr+HjKqEbCHfI6L0P9K8Rs9E1C/kaO2hYjd6cdfWvetSknubFzIoEL/KUZQcg+tZ8KRw5wqqAOgHeudVHTVkRVpKq02zG8O+HWsLKIXMpldB+A+lYHxL2rJp23j/Wcf98128l1t+VccV5/8RJA8mnndk/vM/8AjtRS1ndhUaULIzPDUeDJORzuCD+tdRezhI3b+6hIrG0i3Nvb28eOwZvqeat6y4S0mYkgMAv5mt4e82YTdkchd7lDF33N1Devr/n2rtfhx4ej8W+MLS3lJFokZuLrHeNf4fxYgfjXM6Zp39q3hicmO3XllB5b/CvWfA+jW9rb6zHYAW0s9tHF5mTwDIM12OaT5Uc1Gl7SSTdrs7vxFYrdWcumzaTbf2PGAscK24A28YYOOUPPUcA9c5rwTWNDltPET6XAHmkDgQ8YLqRlSR24PP0Nd3DNrc/xqSW5ZpoHneIMG4EAGzYR+PI7k5rXFlZ22ri+kzJc+UIzJIctgMcfnmk5cq0OtQjWjtZr8V/SMjw14KsNNj33SfaLpeSW+6p9AP61zXxU0ONJNOvrKFY8h4pCvHTkH+deiJDc3Nw7o/kQnrnlj+HaofEVhY6jpn2W6OehQbiCGH+T+dcPPafM9TeVNOnyLQ8U8LLqFrrDRWybiV+c9gD3r1C2sGFuxnYszDuafY6bZ2MOIYVTnBwKnnuQchewrGpLnlewqcOSNmeXeEof9HZscu5/QV6AQBZbG6BK4nwsBHawg9xn8zXYzS4tHH+wa0lrJsxivdSOL1Tw7HZLEy3m9Z2O4MmCo6k5Fa9iJYYkUEyIPusDzis177z4VM2Su4Lt74xxS21zJbkxoT5XVQ3UVupSklzGLUU3ynYWeoXMMZSG6eBX+9hiOg/nVmC3skjJa8mZipP3wOa4qe8mk5Zzx0ArKvtQu7eLfBJyDyCM5FaJNlqaitj1C11K0s+baDfMRyepH4npT7u+lmuI43K7du/A6A/WvK9O8X3MdwEuCiwMMZRcYPvWk3jNI3aKJXndgFBHT9aipTvoVGut7naTXYDFVYe9U5rgBWJkVR6k1xkut6hMThEhU9ycmoQ01w265mlkQckKM4H0FQsNJ7iliY9CPxfcNctayAExfOFc/wAR4ziq/hzQb3VvNkt0yq4XJbbk07xEwumsFt5RKAhQIse0oQehHr716V4R09dN0mGNlwQMn3J6mirU9jFKO5nTh7aTctjhb7w7rNkGWSynCAEl1AIx9RVzw5YmGATq2JHAJTOMD3GOtd3rt6HdLdTxwW/pXNiNUBuEOHDHcPX1pqtKcdRSpxhKyNGCRgQGBH1rYtNV+wW8rGJpQAWUIwVg3sTxzxwfQVybXspO4PtHoKiuNUnIXkDYQ3HfFXFsqMnF3R10V3q1zBBEkTrbRZ8sXEwZsscksR3/AJUASNP5l7cIipwViPP5mvPJ/HGoW9xJEYxgHIIbrUUPjMS3Km4ifk/MWIIH4Vbi2aSrJu7ep6fcalG8CRQR7YWHDHjp6VkTXinIDfKK5O48UTyAx2yCYgY3bvlFZb3V7cn99MVHZE4/WsnQcmTLERSsdTe6mgPlRMZZ24Eack1yXhNCmoRyH+I4rQ0wxQysI5oEuGRggkYg5x1HqfSo9GjFvcW47jGamcFTjy9yKc3Ulfsd9Adl8QO+K1ZCVuRu7isMSYv4jngrmtaeYFInPrg1COmLLV4+LeKUc7WqvfX01syywS7DIu056H6iopJDJYTID0GRWJq1w02kKwY5Q1UdGVJ6F6CGCWRp57+ZpJCSxDAfrU9tfWVm+6ONpp+gLHc369K8y1G+u4IxJBKQVOTxnIqvaeK7yCdN+zyjw2xcGujlujndZJnrlzqE07Qq5UK/JUHOMe9UprsBiqt9TXDf8Jj5cnl26tM7DAOcAZ+tV5dW1KZjkpCp9OawdCUnoW8RFLc7S4uo0RmeVUUdya4jxC7ajfWGEbyGdlVz/FyM4pq5kcNczO4HJLDO0euKnvHS5v8ATXimikhjifAjBGwg4wc9+RT9j7NOTMXW9pJRRr2ke6QEDgDNT/2dFqjy288rxoF37l65HT8KlsABDnHXvVO7vPsd2wz1C5+mazg2loays3qUNKsRBcvIk373OApBXK57iu88K3rQakYZgAlzGYclsANwV57fMAPxrkI4xeO8iNtnjkIB9fT9K27YlkUng9xWyk73ZlF8rTj0PV4NZ0WDU7XztOZNSuHKSPgARnbyz9x79u9c1ALGO9klt5HlRfkieVskKOBj/PesZdRvdRt2tpdRkFsmI2wRuPtnGSPY1aWysYo33SySYXjdJj9BVtpnY5xteCtfzuXYb5vtTwxKZHY5GP6+lOv4hFalnfMhYZz/AErMj1KOCMx2UShj1xwB7k1U1LUliCs8wZ9mSW45rCcSVPuOnudq7QfU1k3V8YULZ4rn7/xXDE5SImaTPIXms9L64v5D59zDbvtJjjcHBOOOfX0qI0JS1M6leKJtEfyo4V6fIBW3eXm22lAPJXArCg+S2Rlx06ikN59qlVM424LD8QKaV2E3YQQvNMQvJCgj8OP61p22nE4Mh69MdqiMi2lxby/wh9rf7rDH88VrjCNx0zWyOe5Tk0aYr8jKfrWRqOl3NqgkkUFM8kHOPrXZwnctLLEJEIYAg9j3qkxXPIbiFIbplfIQ8rj0qayjijuC+8MAPlPvXXeKtDDWkV1DEoW3yHUcfKT1/P8AnXPLpqJZrPLcGFXOBhc/TPfFdEHzamM9CxExmcKquV/iKrkgeuK6bTbO0Wzjljuo5ISgaR/4wSSMN/jxWbodotvbs7SLLvPLIcirPh/S49S8SzaVLqEtrGyTeV5UeSxClgmew4zk+nHWierIWpSIOp62LwLtghJSLjrjjOe9dbY3rxIFdiRnv6Vx3h+SSSeSMyu0QVSischc9cV0vEQDk8k8V5OKbdSzPSw6tTVhZrtriGS5PUkuPoD/AICiaMsx2Hhvm+tVVKxxtHn5dxH4H/8AXT7C486wjyf3kWY2+o4reGxhK99SeLTklwWcj1AqhqGmTx72jUunt1rYtpMkA1dIyK1TJueV6rDui8wD5kPP0rJjQSEgsFOOM969S1TRIdRjYEbGwRuUdc+tcDBpUi3ptJV2SqxV887cVvTd9DOempJatHDAiA845x61raXaR310sckyREhiI5AQJMDPB/wrPTTozeiFb0Eq2HR/lP4djW1rMSrp6OpxJE64yOMYwRWstrGN9SxqyQ2lh5bxRyXUpCJEQDs7/p61j20+LpD6GtnxBptlB4dt9X07VtQlkWf7JHJcRhFn2puZov4tqnCndzyOeoHJLc7SGzXLVV2jpoe6megtP81vJnqMVrrIZrdgOwDCuUguRPpsTg/dIrb0+5+dBng5U/jWSR0J6mpZOCzI3IYVSlsRLazQh8cnqKIpDDdlc8A1aJ/ftj+IU7FOWhw+p6PPax+adskY647fWuPmiSG5ZHzs7Y9K9hljDgjg9setcb4t0QKsF5FCojQeW4HGMnj+tbQlrY5JHM2kcMdxvDAqF4PfNacTmV1UK5XI3Mq7iB64qBdORLNbiW4MKscDC5+me+K29DtFt7dnMiyhyMsjZH+NdD0Rg2aWm2NutnFLHcxPCyAySA/NnJGG/HvWJdXAudSkuI4wkIzGhxy2MZJPetTw3Y2N54pbSr+9uLW3ncxrLFLFEEUnJ3l+CoGcDrnA71l3FrJY6zf6c5uBHazNGkVxjegBIwwHGeBnHFc1T4GbUV+8TNq0uVS1zmsfUHkvdTaOMfL5WCfeqst/5AMbZH92pIp/KhyD+9bDZ9MjNYwj1N5yNiGaKNVkDAedGrfRsc1b/tPEJVQN56sK521cGMofvI3H061bRuK1SM7lhr2aJWEchUE54qhd6xfxwSPHMSw5+YZyKmkyRVCSIvuUdDxir2Dm6Edn4wvo583DB4iMFUUKR9KgvbyfVZ/MklaOHoI9386jGhyw6j9kmKh8Bs9QARnNTRacDeLCl3GdrbXVl2N+HY1rGKfvWMZTe1y1pWnwT3KxtKkA2Fl3jAfHOAf61s6rtsbAWyqj3UxCBMZCd+lVdViVLJHjO14nA5XIwRgjH5Vc8TeGdT8P6BpGqXc1zHeXIkBjKn/R1UIUUnH3irZx2xjrmk3qQtTE0yV30gFjkgkUy1kJeU4GQSP0zRRXHH4md1T4UX7wlrN89iR/WtSzmeSziZjyVBNFFaLYwNayclRk96vE9PrRRTAw/FMrjRpkBwrsiH6FhmucWJJiFkUMscbMqnoCOBxRRXRR+ExqbmXb3s0TmaEiJgcYTgH8Kv6brt5ZayupReWbmMtgsuR8ylTx9GNFFVLYSLuhRrHeuF7ooro2UP1HTOKKK8fE/wARnp4f+GjAeV/tMi54Of8AP6U3TriRb24UHhlVyPfFFFbw+Ewn8TNm2lfzgM1tRklBRRWiMhjuVgJHUVwtxI0mu6hKx+fzdmfbFFFdFHczqbFW/SO3httkSEzLucsMnPrnrUDalcpbi3L7osj5W5oord7GSN7WPEreIrCGKfSdNtjBGscT2qSKURQcIAXKgc5OByea4hnbAGaKK52bQ6nWaE7NpbAnjGa2bCV/k57kUUVj1Z0roaE8rC7HPar6OWKE9aKKOgn1JCeRXO+Lpn/srys/K8yKfpRRVw3RjLYwliSYhZFDLHGzKp6AjpxWXb3ksUjTQ4icHHycA/hRRXWznRqab4mntJ5xNp+nXyTuHZLy33gMucEEEEdTkZwe4NQ3t/c33iE3tzIZLi8ZpJmIxljz0HSiiuarszej8SKF65W7Toct3qdHJYZ9KKKzWxpP4iW3Yi5x2I5rSt/nkUHoaKK0Mzo7Sxt1QP5YLerc0fYbaNzMsS7x0PpRRU9Rs5e9dm16+YnlWEYPooWs6+WO3S3VIkJlUMzEfNn60UV1x+FHPL4hp1K6Fv8AZzJujBGA3JH41qXmvanquiQ6be3k01vbu8qCSVmJZsdSSc428emT60UVE9ykf//Z", 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", "info": {"video_id": "178276", "label": "pretending to sprinkle air onto medical tape", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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auvqpr0+e63q3OBg15b4Swdb/AOAkUoL3JBJ+8kj0fRRtl/Gujg4l+hrA0wbLph71vI4SdhTsVAc6bLyXPRgDTLrX5PCfg5YorWGUvIohMuSN7FmZiARngACprhh9piJ6MMVLc6XpWsac1nqjzRwIwdZYj80bqD+hBrWh8RpNNp8u/Qy/E9r/AMJd4f0e8SJbcvtkY5zsDZDgZ5PKjFTactloYW0hTCbRhVGWJ9T6mr+rrYpb6baafdAWQhRkXHz7QDjPpkkmqttfQWs0qnag7e/496uveTsKCUXd79Sl4zjlfw8ZVQjYQ75HReh/pXiNnomoX8jR20LEbvTjr6171qUk9zYuZFAhf5SjKDkH1rPhSOHOFVQB0A71zqo6asiKtJVWm2Y3h3w61hZRC5lMroPwH0rn/iXtWTTtvH+s4/75ruJLrb8q44rz/wCIbiSTTzuy37wf+g1FLWd2FRpQsir4Zj22wc9Xkz+A4q9rm42sqZI3YXK9etWdCsB5cMfdFH8qqeJR5IWNiVBfr68VvSd5GFXRHJ3W5FO9gWxkH1/zxXqvwknMD6pqcCqXRIRJn/nj87uB7nYBXnOm6cdVu/KZmjt15cZyx/wr1XwHbWej3k8EEP8Ax8BTsLEhypPGD6qzfWu1zV+Uww8ffTZe8MeJ7nxWmsRX0FsVaMOpjjCBUclWQ468NkZ56881m6FoNvolk1zMyveHgv8A3R/dFdRaWXhfR9L1OLQnlt5g0byeedw5JxGp78/lis6NorSGJt3mOD80jdT9B2rKs7qyO6EHFL2nxLuattc/aoy6RuqKOrDGfpmvDfGVpcnXWh2fvY3ZcKO2civbhfPcnZbc9mfsPb61z8sCPeTTyIjSk4L7Rk44FcalyO9i6sVVjy3POvDHhTUWvRdSu8MX0+Z816TFZRWlsUxz6+lPaZIuQBwMVVmuS6sC2Bispyc3dihGMFZHl3hqHFrJJjl24+grqCpjtVzxkc1jeH4gtnApHUbsfWugvsC0dum1a2v7zZzWtFIxtY0SBBbzrcPuuRulUrkKMc4I6fjWpZK8MSIhEkY+6d3OKo/2gsyqkmSvmKpHsRx+tX7KA20hQNmFuV/2T6VonJpXM5KKeh6loWp2dzpMDahbedblFhnzj5ZE4U89CVwR68ik1fUNG1XRrRrRJ7QB5IUh3bSybhuY44wcDB+o7VxdpqNxp2Xt52id8JjPDexB4IrQW3F1M9xe300s/Q4YAfQccCtea6OqE4uN7e8ut+m2xqXNxFBaRrHtVEPCg4qaJnvYldwyQjkZ4Lf/AFqyJjp9pMrBA3HDO27B/Gh9UklWQyN5UYQkL3b/AArOUewufuLeSLFcyYIwrdqybi7JOc/SsvVtet7UDfMoUe/JrmZvEtxdsVtk2J3kYdB9KwVKUnoE60Y7kXji68+WzXOSm/PtnFUPDmg3urebJbplVwuS23JqPW0aX7GI7hLnzFb/AFYOQ2eQw9eleoeEdPXTdJhjZcEDJ9yeprWpUdGCS3OaEFWm29jhb7w7rNkGWSynCAEl1AIx9RVzw5YmGATq2JHAJTOMD3GOtd3rt6HdLdTxwW/pXNiNUBuEOHDHcPX1pqtKcdRSpxhKyNGCRgQGBH1rYtNV+wW8rGJpQAWUIwVg3sTxzxwfQVybXspO4PtHoKiuNUnIXkDYQ3HfFXFsqMnF3R10V3q1zBBEkTrbRZ8sXEwZsscksR3/AJUASNP5l7cIipwViPP5mvPJ/HGoW9xJEYxgHIIbrUUPjMS3Km4ifk/MWIIH4Vbi2aSrJu7ep6fcalG8CRQR7YWHDHjp6VkTXinIDfKK5O48UTyAx2yCYgY3bvlFZb3V7cn99MVHZE4/WsnQcmTLERSsdTe6mgPlRMZZ24Eack1yXhNCmoRyH+I4rQ0wxQysI5oEuGRggkYg5x1HqfSo9GjFvcW47jGamcFTjy9yKc3Ulfsd9Adl8QO+K1ZCVuRu7isMSYv4jngrmtaeYFInPrg1COmLLV4+LeKUc7WqvfX01syywS7DIu056H6iopJDJYTID0GRWJq1w02kKwY5Q1UdGVJ6F6CGCWRp57+ZpJCSxDAfrU9tfWVm+6ONpp+gLHc369K8y1G+u4IxJBKQVOTxnIqvaeK7yCdN+zyjw2xcGujlujndZJnrlzqE07Qq5UK/JUHOMe9UprsBiqt9TXDf8Jj5cnl26tM7DAOcAZ+tV5dW1KZjkpCp9OawdCUnoW8RFLc7S4uo0RmeVUUdya4nX5Wv9R04hG8gyMFc/wAeCM0xcyOGuZncDklhnaPXFTXrpcahpjRTRSQpG+BGCNpHYg9+RT9j7NOTMXW9pJRR1+jJtw/tUWuaLFrE0StcGExqWyFyD9am0twIAao63etDdxBTgOuGPoMisYNq1jeVne5haVZmC6d451aQHbtHAKg9eldPazyKw3Blbsc/1rm3lDSmSMsJ0cjd2Iq4uoT+Xw2CepFdF23dnOklsdcZm1J0e+1CY7ASq7s47c571K506F03yPKu3PzyZGfpXAS3Mo/jbP1rHk8QajaTum6NwPuF07Voo36mjqpLY9kTWHkgcQRrFHGuVyMZ+gqgbr9wJXIBb5j9a4KHxirWYkmkIlA2tGM8/SibxZcXq5trU7RwC5xWMqLk9EWq6S1Z2UlyWGSR+NZl7elSI42Mkz8LGp5rlHv9QnJ3TiPPUIOlWbN44PMDzGKeRGAeWMkHPQbuxNCwz3ZlPEroLpjiN0XptUAVo6nfKtlOB12ECsVmMKB0FQLeLdTdTsXDH65FRCNy5ysXtPiJDCfAMkWV9mU//XrYiv0RgwIK919656W4JmRv4Fbp7Hg1aUgHjpW6Rhc07q+aZww+UL90DtVObVLsE/v2we1NJyKqTqSPeqSDmsVLzxHqdtcMizJg4KsUBOKlk8U3V7YiABhcEbWkzwPcVVvNLmuoJLhMbYBl8+hNRppix2azvOIgxwPk3fnWsVzdDOU3HqNhtg77pGaaU9/vGuq0vTIFtop1uYXjZQzup5TJxtP4jrVHRbQQQtLJIkhY4DR8jH9Kt+HdKi1LxJNpUuoS2sbpL5flR5Z8KXCE9hxnJ9PenLyMtymqjUdc+1ogSCElIyBy2OMk966+xvXiQK7EjPf0rjvDzvJM8ZkZogqlFJ+7nOa6XiIByeSeK8rFNupZnpYdWpqws121xDJcnqSXH0B/wFE0ZZjsPDfN9aqqVjjaPPy7iPwP/wCun2Fx51hHk/vIsxt9RxW0NjCV76k8WnJLgs5HqBVDUNMnj3tGpdPbrWxbSZIBq6RkVqmTc8r1WHdF5gHzIefpWTGgkJBYKccZ716lqmiQ6jGwI2Ngjco659a4GDSpFvTaSrslVir5524rem76Gc9NSS1aOGBEB5xzj1rW0u0jvrpY5JkiJDERyAgSYGeD/hWemnRm9EK3oJVsOj/Kfw7GtrWYlXT0dTiSJ1xkcYxgitZbWMb6ljVkhtLDy3ijkupSESIgHZ3/AE9ax7afF0h9DWz4g02yg8O2+r6dq2oSyLP9kjkuIwiz7U3M0X8W1ThTu55HPUDkludpDZrlqq7R00PdTPQWn+a3kz1GK11kM1uwHYBhXKQXIn02JwfukVt6fc/OgzwcqfxrJI6E9TUsnBZkbkMKpS2IltZoQ+OT1FEUhhuyueAatE/v2x/EKdinLQ4fU9HntY/NO2SMdcdvrXHzRJDcsj52dselewyxhwRwe2PWuN8W6IFWC8ihURoPLcDjGTx/WtoS1sckjmbSOGO43hgVC8HvmtOJzK6qFcrkbmVdxA9cVAunIlmtxLcGFWOBhc/TPfFbeh2i29uzmRZQ5GWRsj/Guh6IwbNLTbG3WziljuYnhZAZJAfmzkjDfj3rDuZxdayZ44gsKhkQ45bGAST3rV8N2NjeeKW0q/vbi1t53MayxSxRBFJyd5fgqBnA65wO9ZklrJY+Ib3TnNwsdrK0ccVzjemGxggcZ4GccVzVNIM2oq9RM6CyudtqOfSs3VZjcTsFP8G3+v8AhVd7v7LkNwDx9Kks8OhlY5bIbn0wDXPBdTpqOwltZSSkEcBwHBPvWmuleYg2Ng9896bpkge1aHPz27lf+A9R+hrTt35xWxlcxp9DumztKfnXLapaOqOroRLGckd8d69Qxmqs1hDO5LxKxII3Ec4IwapSsJ6nkixxOhw5DgdD0Na9u8cUKovOB0FK2hvbao1i+1XU535z8vY1JBp0TXyxLeBtrYdH+U8enY10x2uc8n0NLTLaCe5AupfIbazIkq4R8DPX/wCvWnrEgs7T7LHiS8nOwjGQvfgHt6VV1dAtkkqEpLFIBkjOQeCP5VN4m8Nan4f8P6Rqd1PdR3lyJAY9pH2dQEKKT/eKtnHbGPWs3vcS1OailaTSkZjzVa1lYxv0HJ6UUVzw6nZU6FpjmOrsDs0SE9SKKK0WxizZ062jn5kBPPrWtLYWzRiMwrtFFFD3DoZWvottoc0UKhEZkQgehIzWKsSTYWRQyxxsyqemQeOKKK3pfCzGoZcF5LE5mhxE2cYTgH8K0NM1y8stZXUovLNzGWwWXI+ZSp4+jGiinPYSLuhRrHeuF6FFFdGyh+o6ZxRRXj4r+Iz1MP8Aw0YDyv8AaZFzwc/5/Sm6dcSLe3Cg8MquR74ooreHwmE/iZs20r+cBmtqMkoKKK0RkMdysBI6iuFuJGk13UJWPz+bsz7Yooroo7mdTYq36R28NtsiQmZdzlhk59c9agbUrlLcW5fdFkfK3NFFbvYyRvax4lbxFYQxT6TptsYI1jie1SRSiKDhAC5UDnJwOTzXEM7YAzRRXOzaHU6zQnZtLYE8YzWzYSv8nPciiiserOldDQnlYXY57VfRyxQnrRRR0E+pITyK53xdM/8AZXlZ+V5kU/SiirhujGWxhLEkxCyKGWONmVT0BHTisu3vJYpGmhxE4OPk4B/CiiutnOjU03xNPaTzibT9OvkncOyXlvvAZc4IIII6nIzg9wagvL+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", "info": {"video_id": "178276", "label": "pretending to sprinkle air onto medical tape", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "178276", "label": "pretending to sprinkle air onto medical tape", "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": "f37046656a0d617fa8ad841e92df4593d5d9f7ca6567a4aafdb2231647ea9c58"} +{"episode": 99230, "episode_seed": 3500703059, "split": "train", "timestamp": "2025-10-13T03:53:51.275162", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3500703059, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'holding cards in front of dvd player'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", "info": {"video_id": "19997", "label": "holding cards in front of dvd player", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "19997", "label": "holding cards in front of dvd player", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "19997", "label": "holding cards in front of dvd player", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "19997", "label": "holding cards in front of dvd player", "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": "b05ea55213f764955a77fedd886809ab652c8fb457562ba2efa68b86508d4b5c"} +{"episode": 99231, "episode_seed": 4078700901, "split": "train", "timestamp": "2025-10-13T03:53:52.171917", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4078700901, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking umbrella from table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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72PVvCmnaUlqqf2jHLcdT04o8QWNlDOp/s5rqRmAEj/cX8O9eaReZCweJ2Rh0KnBrVHijV4bcxmffxwWHIpcgrlXxprM2pa19kjfFnZL5MUS8LkfebHrnj6CsK3gJ9ad5W6UvycnJJ71pWsBI5FWkBDFbZUdamFt6itSC0OBxVpbI+lUFzBNuADWAU55NdxLZ4BzmuJ71Miosj2c4p3lH3qVQalVN1JIdyuIfWkZFHWtGODjFNktQASBzTJuZj8EYB/GnRxEuGwBU7wnrn8KtWsIJHFMLiQwsx6VYFrV+G25zjnFXRZ5AIWnYVzGFt7VBcQ/JjHY10RsuOlZ93auJEjUEvJ8oAqZbBc5BISWOOtaFtCXYK4711U/gye2jSRSSGH8S4ye9NttBnY42qMdayuUmVLTwv9scbFyPauu0rwLhldovkXrXReF9PtNItBPqEyIzdM8ACtq48b+H7NSkcgnboBEu7JpAcB4hgudY1S20qzt3EMA2qgX8zXfWNvpngjRkmv5Uicj7q8s59AO9VbjxLDo1pLfT2Xl3Mi5ghfG5yehIHQV5dqepXus6i93eTNLI3TJ4UegHYVcY9SWzR8SeI7vxRqHmOvk2sZ/cwjnHuT3NZ0NuVAxwafbQnuK1IbbIGBWqQrlnTte1CyQJkOo9RzW1F4zZAPNtTkDrkVjLZEjgUklmQOc07ApM4pTmrEak1BGAT1/SrKMF71NhXLMUee9XI4uOlVIHUsOtbMECsvHNCQpMozRgLWe6rkg1r3iqinisSWYbsYoegI0LBjFKGjd1b1U4ro4ZbmaLy5JpXT+6zE1y9lKPMFddp2HC1SJbaJI7PcBxUhswAeK2oLb5QdtcY899eeNL3Szq9zaQhpPKWNQ2SqbgvsODyab0BK5g+OofJexHrv8A/Za5SMHPSrmq6he35gN3cyTbQSu/tnGarLwMmoZotFYsR49KuRLnHHNZa3Hzda0rGXc68mkNl8QsE6CqV1kHk1tmM+Tux1rn9SkCtjmmJFdSAwGa2tPw2Aa5b7QA+a2tMuhkc0IGdla24cDArTjsgf4aqaOyyhc1d8UPcWHh17m1laKUSoAy9cE9Ksi7GTWA2n5O1eRZ5Nd/qtzcQ6LHf2Wu6jKGnNvmeNUWYhcs8ffaDwd3qPoOBjGecVGjNFoTRqDVyFF44qkHCGrdvKCRzQM0IogRnmkmXAPFX7VA8YwKrX/yA88UWIuY7jDE4q3Z/eFZcs/zkZqzZXHzjmgp7HW2dvuANa8NlkDis3SnV8DNdfaWwZB3q0jO5jvYcdKw9RddM1KzmdC6gtwOvarqXEs/ja50q61S7tbZptkbRSxosfQkkuMYxnjqTXL6tLe/2tPa3c1y5t5XjVbjG9cHHOOM8DOOKl2ehWtrnsEHivw/qWjlXkVGROY3GG/CuXe484qtqRukbgY5A964RSVXJPSrNprVxZSq0LjKnI3DOKzcUNM9Yg8LwzQgXbiSVh/E2azo9I0zSNVjkWATSR5dnP3Fx6Vydt4k1O6nEj3shJ7ZwPyrYlv7mazZXIwwwxHcUcgORg6zeTX1/NdTvueRieew7CsdWAkwDVjUpAjEHrWP5+Hzmr2A6jTwGxk10tnbKwGK4zTLkAjmu60dhIF+lXEiRdjsht5FJJYrg8UzxbLcaf4be5tJnhlEsah064J5rl9YPiXR9I0+7udTvBLdF98RXAixtKgnH3iGzj/69DkkCTZyafKhx6VG7sO9FFQxotWrsWHNdbYjMOfaiimhSM7V2KocVyksjbzzRRRIcS1ZSNv6122iyMWUE0UU4ikd5ZgNGM15Zr15LpvjfULu32+bHO23cMjldp/QmiiiWwQ3OOv1CyQAdACP5VDckrDkUUVPQszFkbf171vaUd0iZ9aKKSKZ2ZQfYs45xXDau7ea2D3oopy2IiYhZs5zV6zndXXBoorNbmnQ9G8MTO5UMfSuk8Zgf8Ie5x0nj/maKK26GPU4fVdcOrwQxyafZQGFFSN4FdSqD+EAsQBznp1rlI/ufhRRUo0ZRlkbzDzVq0di6896KKQ+h2ukgNDz6Vna58uQKKKt7Ga3OQlYmQ81LbOwbiiis0ao7LQZnMi5Nem6VygzRRWq2MZbnA65qZ03xRq0ZsrO7jkuNxS6i3gMo4IOQR16Zwe4Nc9e3U19qD3ly++edzJI2MZJooqOpb2EujthyKy0djLyaKKGETe0sZkGa7YoBY8DtRRVIiRwussfMb61gl23daKKiRZoWMrq4w1ej+GZXYKGOeKKKuOxEjb8c/8AInMf+m8X8zXnNzq99e2ENlc3MssMLtIu92Yktjrk84xx6ZPrRRSluOGx/9k=", "info": {"video_id": "83618", "label": "taking umbrella from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "83618", "label": "taking umbrella from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "83618", "label": "taking umbrella from table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "83618", "label": "taking umbrella from table", "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": "c62f2b6c23cd85f2ab9217c2154986454f2c4d560c7f530b4db22e9fd170aca4"} +{"episode": 99232, "episode_seed": 2968198973, "split": "train", "timestamp": "2025-10-13T03:53:53.360806", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2968198973, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering a jar'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160957", "label": "uncovering a jar", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160957", "label": "uncovering a jar", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160957", "label": "uncovering a jar", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "160957", "label": "uncovering a jar", "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": "806bf76a09376a98e3c76faa77a09c5afc0c5ddb229d8716b6e3dfc4d39035b7"} +{"episode": 99233, "episode_seed": 2985062953, "split": "train", "timestamp": "2025-10-13T03:53:54.912378", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2985062953, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put gas lighter underneath gas stove'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "66698", "label": "pretending to put gas lighter underneath gas stove", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "66698", "label": "pretending to put gas lighter underneath gas stove", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "66698", "label": "pretending to put gas lighter underneath gas stove", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "66698", "label": "pretending to put gas lighter underneath gas stove", "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": "1892627835e35323bf0b4c051bfd44fcaec364b16c7130afae2afcbf9f41e6fb"} +{"episode": 99234, "episode_seed": 773306553, "split": "train", "timestamp": "2025-10-13T03:53:55.500892", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 773306553, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 comb onto box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "127996", "label": "putting comb onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "127996", "label": "putting comb onto box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "b0a9eab193f49b5a04c601360847d4dd1386673e1be44bb2218c9de3ff8d87dc"} +{"episode": 99235, "episode_seed": 977154977, "split": "train", "timestamp": "2025-10-13T03:53:56.015439", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 977154977, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'white out bottle falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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"info": {"video_id": "87938", "label": "white out bottle falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "87938", "label": "white out bottle falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "87938", "label": "white out bottle falling like a rock", "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": "ab35374f5bca457624f84104df42ae78d864741319a630c9136ceb8f3a0bb9e5"} +{"episode": 99236, "episode_seed": 3670202472, "split": "train", "timestamp": "2025-10-13T03:53:58.004271", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3670202472, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing potato next to coconut'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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+vWqW5JYaUFjnC46YqS0bbNvdNwxxkZqsG3HscVdt1zdwKzFVLAk/jVtKwlub2t629/p6wI4aLzDLx2Cr8oI9t36VxjKzspHY5PvWmHSW6u44ANvz7c54Ungfnn8KhihLPtxk1wwVkdlV3kSfZt1vFMcgZKE/hn+lX9D0e81i+W1srczTHnA4wPUk9BU+rQrplhZWzgGRsyOPTP8A+uvSPhharYaOdQlGDcSFjjr5a9B9OtbufJC5ioc8rHL6r8NtdsbJrgxQSIi7mSF9xA78Ec/hXBXW5pWRwdyjb0xjFfU17qERgJiYMG5DDnIr5n8Txtb+I9RVDhPPYqR2B5/rUUqjk2mOrDlSaMcqcnP6VWyT0GcVK+8Bs9M1DvILKf17Vq0Yl0BiwYk4qUSqqbevfNOV0bC7SOOfeqc0nz4XFdN9DBIfqOqKLm3IZz5YVeTxgYz/AFroYdN/tHZPbOpR+TXDak/zxOexOcVa0vX7yygENpnOTkYzgdc88CuVq0jpTvE7bxPeW+gaNBpsbBp523S49K6X4WtDHHeTOy+Y+0Dnnbyf515ALe4vp5Lm+lkd3OQWbLDn/Ctm21yXQJ4miYiJ02tx3HSnUjJwYoSSmj6G/tlobdxNMrDJKgdvavJPH+pwalrCbCCIkwD35NczeePJ5IyFlZs9hWbYXM1+k085LZf5Rn2rChCXPdm1eS5LIkmUQkgjnGM5qrKv7sMM571fmdXjUbBuHXvmq8i7VwG3KetdkkcaY20zJuA74q2P3XGDx0qO2UxOzRgbScgHtT5ph5eONw61pDREvcd9saPe20MxTbz/AIVBoWpxG7kguPljmbAPTBquWIGSecisUSyQ3P7schs9M5rGqtmjem9LHrVhaadpSnULuZfLjG5d5wM9q4ttaOsa5PNISI2YlR1+Uf5/Wsp47y+RUnkbZ98KzZIHb2q9bW0duwIQbgAN3enCLZMmke+2usWkmlWypNtQKv3T2xVHXfF0NvaSjzAWKEDnnNeGJ4jvbCM2khk+QkA56iqN1rF3qLiLLYY4xnJNcTpScrHX7SNrm9IwnlkYjBzu6VRdm8wKVxg1bUmHYwAwOMkfeqJzvZncErnnHrXoNaHBfUpTAxy9MA8gA1pHc+Dk471U2hiQeVI6ntWijqqBMc561KKESRU44JPXmoL/AFBY9PSI78hiw5wATgUXThWwg9uazdRJa0IPbBqZpNGkG4vQ6jTI49ZsojG4WZAFYH1rcvJLfwt4dnuWdWu5l2IBXmenatPZSs1uCJCAARk5I49f8atTi91W9E97I7BRtKu3oOQMdKxjFmraOz+Hd1C/iG3uJmAwG2gn+LH/AOuvZG1VYrgutxhNuNg7185pK+l2iy2pYPEwf/GrUvjmd04kkHHQVjXhLmTRrQnFLU9J8e+IYbnTTaIw3O+WHXI7V5lIo8vzFAPqv0rPt9SuNV1RWkY7ACSM/wA61PMKK6bRgjj2rfDwcYamNaalLQogeZu+XJP86WxDF3ToeOKlZRtyxYORxn0p1rlQxACsDkkDrWi3MuhY8sxdBn2qMXMkcisrYdeRntSyXOFZS+STnI71R5ILcnPSrYIitdUltdXaR8sAdrD1BrvLS90Syj+33DIoUbip657cda8vvN32tgmcue3+farkNnJOqmWXG75So547k+59qwUXfQ1clbU07/X5da8RNckEQOcIvfaDXrfhvxRZr4dhtXYKY12Mue4NeSW9uLdVVFwB0BqndT31hPK8QJhkO447GlWpNxHSqJS1Pa9S8bW1tbnyZB8o4UGvLp7z+0Lx52+YSknIPrXKy3t5ekIS2D/CBXQQReTYxoWwVAyM9TU4ek4ttjr1VJWRHcRyK+D064J6ZqtOhbawOT3AFXXYu5d2BIGee9Qg7pPMXgjqOlbsxQSPJjDcEc4pqJu3uSMKM8tjNR3M/mT7gcjr9Kajsy7fX0rVGRU1FVKcHpj/AOvU1sqxKVQcbRn370Xkbsqgj5WOSaljZRECDhwPzpKOtx30sX4huXBHzcflUs1pHNEEkUMmMkVFDKHYckEDkHtVyWTaIxjAzg/Sr3IMGTR4FOQzfextzV+3IgtwqqFA6YqSR0AORwarST7lZQMZHFLlS1Q7tjzJtCtnGORUO/DZzzmollGHVxnK/Kc9DVzwxpcOv6//AGbc30lqrRStGY495Z1QsF9AODyfT3qZNFRTI4t8nmkH5VGSM1GcMeD1NVLK6PlSq5J3gfhUiMeMH3pxegmtS1KERNqZY7M524wTWZGgF9KQpJA4rQjTcMkgDvmqqKYJy7HLZySKGrsEy5bq5wQOMdq0YU8whsdfuis2OVVkLKPlxyM4/KtK1kBQMD2zVksiubSKWMCRA3PXHPWqaWkcM2YkC8+lXmlI3g+uf0qtJOei9cYzRZCuxZZCCoPeoXkGSvrUUjl/mJ5xiq91Mxt0wArIMZAAzzUtlJFkvlSM4B6irjzSFMHIVhxx1qfW9H0y18O2+raZqV7OHuja5uYBGtwQm53iGc7VOFO7+8PcCneXAdEWM4UcbazTuaWsIitNIFyB2yxwKgvQjREKf7x5P5UqSHJx3OMmiZZPs7FQT2H402tAuU9PQRpG6/6wnOa17YjAyOM8cd6z7RUWLy2OCMYNXoJMqEYnJbj0PPWiKsgbuXVhzCeOTwc/yrOudJtGmY7Ng54U1rByIG9+/vzVaSUEKxHPf3p2vuK5TsoVtsiNQM9+5qVpd7tnP19qZJcbSSgGM5qpJIQxbrznB70tgvcnaRSADzjiprZTOxXfhVGSak8M2mmaz4pXT9Tup7S3uG2pLHLHGsXqWMnGAM4HUnA71WmSTStW1KyZJ08idovLuABIuCQNwGRnHXBxUX1LS0EZgTj+VSb1RUVBhgSWJb8uO1Uw+4n0JzU0W1sgnFWIouu2+iOBkLV+BDvCswBB5qvNGguDIpyT+ntUqzFipxgjoRQtAbNW3XJGTkjgVNNGMOOp71UtJg+c9cnP5VLJN+9JB+8P60ySs8PzAhQOnSkmby0HNMlmYAjoB1quWLDBPTnmh6DRK8p2BwCVJxnHFRGTn3xxVWaR0hKBiBuzitzxD4S1Hw54f0fUb1p1nvjJ5sLRkC3wEKKx/vMrZx26dQcZyZSRhjvz0OKlQkPwaKK0Rkx0zE8E8YFRJ/FRRVokuwDE/BPSrszHzCM8FqKKBlW4ADfQVTLEEH2oookTEilJDcUtlqtxourrqNps8+Ldt3rkfMpU8fRjRRWUtjaO5XtFBhlbuu0D9asL1b64oopx2FLcnXiNvYGoXHAPrRRVkk0KgkZ7itCBQLIsOpOKKKtEMbH86yM3JzVSQc/Q0UUPYCAHJx71WlPyHvRRWT6mi6Gnr3iyTxDBbQzaRplqYESOKS1SRSka5wgBcqF5JOByeapkksfxNFFZo0Y7OAPrU0jsEU570UVa2RDK4Hzip4wMKe+aKKa2E9zTclY1wexH61A6gwqe5xRRTW4MoueW9qic5Q0UVMtwWxJp2vPo5njOm6dfxTOrmO+g8wKy5wQQQR1ORnB7g019QudVv73UL2Tzrm4YyyMRjLH2HTrwO1FFZr4jToMQ/wAhU8XHSiir6EsbGokk2tnHWnRAYQ+5ooqhGhbYWKZgBkEY9uDSQ8zt7ACiimJFeX5pHU9ADVRicMfpRRUyKRWuTwT3yKtX/iXV9T0q30u9vZ57a2keVBJIzEs+AcknnG3j0yfWiis2Wj//2Q==", "info": {"video_id": "130487", "label": "showing potato next to coconut", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "130487", "label": "showing potato next to coconut", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "130487", "label": "showing potato next to coconut", "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": "7aef452d3d03d8ad9c44744a0454dcb5fce9cde9bdc5c5821cf8247d8dbc700b"} +{"episode": 99237, "episode_seed": 414756875, "split": "train", "timestamp": "2025-10-13T03:54:00.892726", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 414756875, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of a butterfly to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "143784", "label": "showing a photo of a butterfly to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "143784", "label": "showing a photo of a butterfly to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "143784", "label": "showing a photo of a butterfly to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9578e9b6a23b676c49e649e0cfaf97bedefb9743ea55218b347ca8579d7fbca5"} +{"episode": 99238, "episode_seed": 2503808534, "split": "train", "timestamp": "2025-10-13T03:54:02.238363", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2503808534, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cotton swabs into 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": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "204380", "label": "putting cotton swabs into box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "204380", "label": "putting cotton swabs into box", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4bd257986eff13ecd52ce9b6877692bf1f6bfe2b7f8de51781037fca3cf3087d"} +{"episode": 99239, "episode_seed": 2240944302, "split": "train", "timestamp": "2025-10-13T03:54:03.771353", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2240944302, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'laying an hourglass on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "48490", "label": "laying an hourglass on the table on its side, not upright", "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": "48490", "label": "laying an hourglass on the table on its side, not upright", "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": "de114c5f90382fd532483d788c8e111ea8fd57eaf462b56afe34c2c21ee89bda"} +{"episode": 99240, "episode_seed": 331041272, "split": "train", "timestamp": "2025-10-13T03:54:04.580663", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 331041272, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bracelet on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "83503", "label": "putting a bracelet on a 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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"info": {"video_id": "83503", "label": "putting a bracelet on a 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": "314ba268bdedee4699149cf16a50641bf7fb006d380aebc430de4d73f72d72e8"} +{"episode": 99241, "episode_seed": 1836145858, "split": "train", "timestamp": "2025-10-13T03:54:05.063398", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1836145858, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting red fork upright on the table, so it falls on its side'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "202315", "label": "putting red fork upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "202315", "label": "putting red fork upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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ms2312KpKzaOj045i/rU13JsiA7ngVRsXI6naKLu4EkyqOQBjNaKVynGzJ7NyHAPStm3t7e/RkZVYjgA/yrFt2EbDK5bPrwK07Y29lqS3LRSzW+4ebFGeSAeoz1Pt3pc15WuTKLUbosWMGm6LeM1xZC40+YbJo8Z8s9Q6j8wfqKx9UttJurpm03TL23iIJUs6kk/TtXVajdWWqCTVNL5spW+6V2tE3dWXsc9OxzWcHDYBAx29jVOrKLszNUozXMcNNGY32+Zsb+5MPLP59D+dSRSSQtiUFc9N3Q/Q9K6++jhniKuitjsRmsf+xIXBNvJJbE9RGflP1U8Gn9aW0ifqj3iTad5WeS8O7gsnQj37Go/FNkLY2My3CTCVNuVXDfKABn14x+VRf2PrFod9oqzqB/yxOxvxU5U/pWdql7czGCK6tmgljzndCYy2cdecHp1FZSkpaxZdODjJXQtqSJBkjr0710aE7QQSPUVy9sQjZxk9a3I5ykO926CnGRtJDLiQGbA/hq9ahZU+YA9uax438xyR68n0rTgZWhkRMgj+InGc1UpWJ5blqbw7BkuN1vIwzviOM/40+Wy8Lz6OpuzPa6pH8kiQRlvMYfxAdADwc+9VrfxLLJNHYvBl1GHY9D2BH1rTkRB+83wuwIBCuCy5GRkdauU3F6O5iqamveWpxlxbx2+GiuW2sOPPQp+vSoDLPGAWDBT/ABdVP4jiu32wyRndGCD1BFYdxpFsZS0G6Bz/ABRHH6dDR9aS3JeEv8JRt/JmGHBGepU10cemy6qrkPDcFoymX+VucYOfUY/nXPnR7+El4FSYjun7tz/7KfyrQ0a+uY7sw3EDxMF3ZeMo35j5TUualrFgqbjo0ctbrn5icD0rQjm8vnIA+tZInQR5U7s9MUeezMN3T0rlSbep6LaSNdH8+bBPHuatq2SccjoDWIsq5yTjirsNyu3bvAPWrk2SrHRwyYKq33hirQ3LINgLKc5rmo9UaO4UlQ23HQ9a07HVzLOC/wAqg4Hpj3NYSUlqik09DTiUtJImfu9D/Kuf8VXiEwWSXDIsxJkA5zt6frWrd38cW5IpF3scFgegriXH9r+JTHk+XHkceij/ABq6DblzPZDcdNBtnqF3o9yZYZHCq2FkH8jXoOgeIbPV9sV5GkcrdeBsf6jsa82S6ltRcxkZDRtG6nn6H8DVewvGjWIrLlyOVwQVOf8AJrrqU1UWpyKbTPRPiDoul6YdNl0+3igluRIZvL4zjbg4/E1xqTNEflPWtTV9VTULTTnnA+1Ro0TMerKCCv8AM1il95yAQPrXNFNaM1SsjVS9MkeCfxq7EyCNQGBdvQ1gxSHBFTrNjBHbmrYJnSwS+UrSHleKsx3vmYKKdtc8LqSNG7q3BBqRb1jsVcJzzg1ny3LbOpfeIEdhyP1FV9dMUWjXQkbG+PA/z9Kgg1WO3s1EzEsnKr3IrI1PUBfadeMT83lng9qzhzOSv3LsjUtrqxkgt4bV33rH8wc5z71najeSWeqLJHlcAEsPWuZt3ltTayqxG9A6t+n9K6y/mjufDslyoBLBR9GzW7jyVE1qmZc100+h1lheRavpG4xJKvSWF1DKfw9685hCryepNa/hbVX029EbN8kq4K54rnjchiAnJPeolBqTSHFq1zUFyIx97k9BT7aWMybpG/MVjq535J5q0kmG5q1ogvd6m5C+8A54Y5rVglzLsxkg1zkMu5SuMAHtV6C+kjBJYcdyKymaJEGo3d94f1Nrm1craz8Sx9VIPUGuh0+4hu7U3COPKIyCf4fY1ztzImo2jK5PGeT6VhaTqEmn3r2buRE/TJ49q1s6lO3VCgo83J3O7knSd/MUYA4xSRHD8dKz4p8xuG4PertvIHVW/vCuKV1oy2rHQ6aRncfu4ya4bxXrf9uaoqxsfIgyqc/59K6u9mNl4dvZc4YREKfrwP515dbyBXbeeT0rbDx92UjCT95I1YwE4U9fWpZLkMAm7I7kdKyjOzZC5Cn3p0UhwRmtoq2o5O+iNyFo1jUKwZ29Kv27/eY4xxx61zsU20hsdKvxzsj7gcg9QfSiTHFFx8LqAnC/e7ir88InRJUcJdxfckHceh9qwL/UGe4SMYQA9verdrfi2KF2yVPT1FJ82jQJ2ZtQXnDw3UZiuAMFR0PuPamu21C3UjmsaW8N3dt5nyt/CR29KsJeHa0Mo+ZhjI71ElfU1snqjY0rV5b8NHu4TjAFaOrzRHTFRZB5oblc8gVw/hm6MOuPbMcBmPeuw1aK0SQyhgrsn7z+lHJasYSleJ5CqEYw358VaiDHl2IxUKODwTn2IqxERnjKj16iultmaSLMUasoBOfoasxRoH78iq6AnkY+q1OrFQOhPoeDWMmzZJD7gBCCDgEUrXAtUwG+Yrk+gqrezExKR8pz3qiS8nDNz/tVUFdamc5WehLdXryrsjyCe4q3ocgsIXLIHmc5Lk849KznlS3GCCCfXvTJNQEP3RnuK0cXJcqM1PlfNc0dQCG9aRVwso3Ee/Q1RS1MV15yYKt+lRrfG5wCMMtXPD9out+Im02fUZrVGjkaLy49xZ1QsF9AODyfT3ranB25TKdRfEQzkl1JJPXmiNj0HIrOs7mWVN0jseAfpV9XU44B9OxrOas7G1OSauWl27vvdu4xVtVXGAPeqqHgDOB6MKsIpU55A9ua55M3iWZGPkcDIxzVeGRDvZzwo4HqacJSRt4Ix1X/AArKZm3kZPHGOhpwVyajtqaEuoLuyx4A4A7Vm3OpuVaONOJPlOabNHxkHPt0qsrJHmQgll6A1vFIwcnc1mQjTIEJy0X8jVuC6drGS1D4VyGIx6Vzq38pfDNlTxjtUtxcSRWpdGKvkdKpQezJdS92bcTgXsWOxrLVtpHY9s1papZWdrodtq2matfTBro2ubmFY1uCE3O8Q67VOFO71HuBlxyY9fx5FKpBxZVOopLQtxtlOc59uatRFfqRVKFs9BgeqmrSjcOSD9eDWEjoiXYXwSB3FTSOAjDPJGKqDK4wSPryKS4ZzB3+orLdml7IkeYA+XGfkAGSO9Ub+0+0xh4+JU+6aVHO09PqKf5zcdPqK1Tad0YNplnStTS4iCTNtlUYZT39RW5aXH2d/LY/JkYP8q5ZhEL1rsKFYj5qupfLOqDIyowPXFRUhzao0lW5nd7nQeJ9QaPRxbkkGQjjPYVw0g4Q/Wtaxe21/wAXR6Zq+oXNvbyYjjljmijWLuSxk4xjPHUnArFuUms9XvrKX7Sn2aZogk4USKAxHzAcZ6Zxx6V0U6LhSRyuspVLEsbnOBgirS7dwOe3cVTVwccA/Xg1bVsJknA9GHFQ9DdWLahQMD61bicFR9KyllPUcfQ1Kl43TCke3Ws3FlqaFnKtK8jdFOPrUXnNIwcngdhUEsu+ZjnjPA6GkDmMHj8DWiWhi5amsjhoVbPzKcH+lWYX+YTZ5VhmsOG8IDL69qRNTdGZSBtPFT7OTK9qkWZbw2mttOvBD5rYvdWW6gMiMd0hG4VyGqykhpY2IJI5rW1vw5q3hzQNHvrua4Sa9MnmQGMgW+AhQMf7zBs47dOoNdMabauc8qyTszLT+I1PbDc2On0oorKWxuiyGIDHg4qSSQqAeuccNzRRWLNIhcD/AEdj6DOO1U0UeXuHyk+nSiinT2M6m5RmJcNn9KpOSc57CiiuqBzz2HWTHzW/3anttUuNG1r+0LTZ58RbbvXI+ZSp4+jGiito7mMvgI7L5UIxkDA5rR7ZoorCp8R1UvhRZB2Rbh1NThj5irxyAcjiiiuaRvHccrFpGU4IA9Kp3XySnuPQ0UUo7iqENxlY8gnp0PNUiMhvpmiiumJzMptwFI781duz/orE88iiituqMlsy9rHiqTX47aKXSdNtTboscUlqkilI1BwgBcqF5ycDk81Ev86KKmuVhtmWo1H1qzHkkDNFFcjOxEsbHnBI+lSp+8V9w6DqKKKxZotii7EOBgHPtTpRsBIPp1oorUxGTcwbveqYdo33KeQaKK0h8JjLcj/t5tHv7yM6dp19DNIrmO9g8wKyDggggjqcjOD3BqH+0LnVL671C8k825uZPMlcjGWPXgdPpRRXZL+Gjnp/xS2D8oPtVgYEO7HJNFFcUjuRKAAyDaPm68Ukow2OooorPqU9ivKdmD146HmmTE+TuHHt2oorSJlIrwuSe1EnClhRRWq3MpEN0SbPPfIp914j1bUtNttMvL2ae2tpHlQSSMxLPjOSTzjbx6ZPrRRXRD4TGp8SP//Z", 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", 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eJt/5/Ss2312KpJJs6LTGyhyfxHardxJsiy3J7Vl2MjA4XgHvUt7cKSiZ6cmtIu42tSW1fEgHrxWqNLhv4yHiR1UZORzWPAyx4ZwcjkLV6XVX0mY3AUvCV2soPI7g04yTkkyZxajdFm10vTLG9j/tJZJtPkBRwzZ8lj91gew7H61maxpmhrdsukXl4ycnc8B2/QdzWvZX39qW3nS+TADjJdgq8nv+dSEIreWVAwccetP2somboxlqcTmXdtidZcdkPzD/AICcGnQzlnKyDJHUHgiup1GxtLpMSQIxHfHNY0miuw/cTFlHSOYbx+B6j8DT+tRejI+qtaou6aqfOscuzzAAyOMq2On86q+I9MexeydkiHmR7cxnhtuOcdjyKg8vU9OIL2kjRDnKDzU/+KH61Lr90Z7bTiRj5WJAzgZx61nKV1dPQ0pxtJXRUsT+9GTnnoK6FTxn8xXM2nyt8o/Gto3AjtzlstjgGlGXQ3lHqQyybpyR0BwK0baVNqb+5xmsiA7uew61pJHDc2rxupUZABB5/wD105TsTy3L91odlcJ5hQKSPldDgg/Wn311od1paQ3eiTNqqDYzW5CKxA+9k9j14q7pWqaZ/Zz6TdJJFqU7gw3EgHlSEdt38JOTwRjPeq04aC4aN1KuvBDDkVTm4W1uYqCndNanH3VksSh447qJGGfmTeF+uOf51RUSnJRllA6mJtxH1HUflXeqy7CSBz1HvWNd6daXExLQrnsw4I/Gn9atuJ4VPYzLSRJjtdRJ2I7109jZR6hFJGt5tZ02FJxuBGQfr1ArDfw/cMcwXYcj7qzjd+TD5h+dNEmtaVg3NjLJCO+3zk/MYYfrUOrGfwvUPZSj8SMC3XPzE4HpWhHN5fOQB9ayROgjyp3Z6Yo89mYbunpXOk29T0G0ka6P582CePc1bVsk45HQGsRZVzknHFXYbldu3eAetXJslWOjhkwVVvvDFWhuWQbAWU5zXNR6o0dwpKhtuOh61p2OrmWcF/lUHA9Me5rCSktUUmnoacSlpJEz93of5Vz/AIqvEJgskuGRZiTIBznb0/WtW7v44tyRSLvY4LA9BXEuP7X8SmPJ8uPI49FH+NXQbcuZ7IbjpoNs9Qu9HuTLDI4VWwsg/ka9B0DxDZ6vtivI0jlbrwNj/UdjXmyXUtqLmMjIaNo3U8/Q/gar2F40axFZcuRyuCCpz/k111KaqLU5FNpnonxB0XS9MOmy6fbxQS3IkM3l8Zxtwcfia41JmiPynrWpq+qpqFppzzgfao0aJmPVlBBX+ZrFL7zkAgfWuaKa0ZqlZGql6ZI8E/jV2JkEagMC7ehrBikOCKnWbGCO3NWwTOlgl8pWkPK8VZjvfMwUU7a54XUkaN3VuCDUi3rHYq4TnnBrPluW2dS+8QI7DkfqKr66YotGuhI2N8eB/n6VBBqsdvZqJmJZOVXuRWRqeoC+068Yn5vLPB7VnDmclfuXZGpbXVjJBbw2rvvWP5g5zn3rO1G8ks9UWSPK4AJYetczbvLam1lViN6B1b9P6V1l/NHc+HZLlQCWCj6Nmt3HkqJrVMy5rpp9DrLC8i1fSNxiSVeksLqGU/h715rDGOWY9+B6Vt+FtVfTb0Rs3ySrgrniueNwuPk5JPaocXGTSHFq1zTSbygSWHTp606B0kmy7AfWscysWy2c1YWQ555yK0WiE3dm7HIG5X7pPFWrrEls8OMk/rWJDLuXaOCOc1cF+8Nu7FVZhwGNQ27lW0NDTnUQ7GA2DhlPQinxiTT2YRgy2Ge3LRZ/mKwLO6Yt5hc4DfpWk+rEWRij5GfmPtQ+ZPQcJI2JJo5irxnK/wA6rPqr6bMoUgb+M4rMhnMS+ZHyh6r6VS1658yOG4QdGwfrUxheRUrRV0eiWNwCRLM4VSOWJxgVxficrJqI2tmPc2CO44rotEkt9Q0AG5OUZfmya5fxHJDFLbqHycNkenSopRa5jNtcyKcbqo4OB1p73IfABJHr61leazr6D0zU0Tnbwa2irDk76G5FJHhFjOT1NX7d9qluOoGK5+GbaQcZ5q8k7RMCp6nkEdqmbKiuxr6jbNe6YfLGJB86N3BrP0fXri8k+xajKWuYsJGzdwONp/pTn1IhkR24PZeOK53W4TBKt1CfmBycVVFtrkkJ8sZczR6BczRwjy+rOPyqmcAcdjWFp2qG9t0mZtzcByeoPY1qrMGmC/3h0rmnGUHZmrikato2WA71c1vXhomkfKSLiYYXHp3qpYLvlBHbrXKePLky61HCCdsUSjHueaMPFSqowquyONVCMYb8+KtRBjy7EYqFHB4Jz7EVYiIzxlR69RXc2zJJFmKNWUAnP0NWYo0D9+RVdATyMfVanVioHQn0PBrGTZskh9wAhBBwCKVrgWqYDfMVyfQVVvZiYlI+U571RJeThm5/2qqCutTOcrPQlur15V2R5BPcVb0OQWELlkDzOclyecelZzypbjBBBPr3pkmoCH7oz3FaOLkuVGanyvmuaOoBDetIq4WUbiPfoaopamK685MFW/So1vjc4BGGWrnh+0XW/ETabPqM1qjRyNF5ce4s6oWC+gHB5Pp71tTg7cplOoviIZyS6kknrzRGx6DkVnWdzLKm6R2PAP0q+rqccA+nY1nNWdjanJNXLS7d33u3cYq2qrjAHvVVDwBnA9GFWEUqc8ge3Nc8mbxLMjHyOBkY5qvDIh3s54UcD1NOEpI28EY6r/hWUzNvIyeOMdDTgrk1HbU0JdQXdljwBwB2rNudTcq0cacSfKc02aPjIOfbpVZWSPMhBLL0BreKRg5O5rMhGmQITlov5GrcF07WMlqHwrkMRj0rnVv5S+GbKnjHapbi4kitS6MVfI6VSg9mS6l7s24nAvYsdjWUp2+xz3rT1Sys7XQ7bVtM1a+mDXRtd1zCsa3BCbneIddqnCnd6j3Aykk9SfoaVSDiyqdRTWhbjbI+bg+3NWYQpA5ziqcJBPAx7rUxkxxwxx16GsXfY3TSNCJgr59RTrt8QfU4wKoC4ZD2+houLpmgwflOeo6VCi7jc1YDL5LGNOp6mpbWQI4DE46HNZ45wR+Y5FK1ztI4/EVq1fYyUkjaVtrFCeM0mpPt0x4jztfNZUt+4AYdT60SX32mB1Y4bA4qVB3TG6qtY19G1kR2Zs5GIXORWfq05uLoMSTgkD9KreGLax1LxRHp2pXtxaQzNtSaKaKNYz1JYycYxngck4HeoLtJrPVr6ym+0g207xhLjAkXBIwwHGemcZHpXRKnaNzGNZSlyksTnIAwR6d6tKRuySQPcVSV84BwT78Yq3Gc45Yex5Fc7OiJcUjHA461bR9y5zwRVGNRkn/0E1LG75xnI+mKxkbRZLLKgZnPJAAUetQM/m58zndVaVmE5z+TcU7zCG4x9DWiTSMXJNlWCR9Jv8ZP2aU49ga6SGZJEWaF9xUA8dcf/WrDkZZ7aSGVQQ36H1p9pdrZhYhjG0j2xTn768ylVtHlfQ7fT73IZh/D972riNXuje6vNLnOT19qfealLaaZM9vKyFwF3KecVW1/w5qvh3Q9J1G8luFuL/zPNhMZAtwAhQMf7zK2cdunUGqw1Bq8jnrV0mkzOT+I1PbDc2On0ooqpbGiLIYgMeDipJJCoB65xw3NFFYs0iFwP9HY+gzjtVNFHl7h8pPp0oop09jOpuUZiXDZ/SqTknOewoorqgc89h1kx81v92p7bVLjRta/tC02efEW271yPmUqePoxooraO5jL4COy+VCMZAwOa0e2aKKwqfEdVL4UWQdkW4dTU4Y+Yq8cgHI4oormkbx3HKxaRlOCAPSqd18kp7j0NFFKO4qhDcZWPIJ6dDzVIjIb6ZoorpiczKbcBSO/NXbs/wCisTzyKKK26oyWzL2seKpNfitopdJ021NuixxSWqSKUjXOEALlQvOTgcnmoYz8xGBRRSrlYbZliIZkCnpU6ANIykDA9qKK45HWh6gNDvwAfaoiM5OSD7UUVKCZCjktjAHuOKqzMVmI6/WiitoGMh/3kUGo1YiUjtiiiriZvcS211tHuLmM6dp19DM6uY72DzArJnBBBBHU5GcHuDS/b7nVL66v7yTzbm5kMsrkAZY9eO30ooroqfAZ0/4hZj55NWk46cUUVws7UTg4UH19qmLsoHOR70UVizaI26AQgj0qvH86MTwR6UUVS2M5biKf3hXtmqk4w7YPeiitae5hMgvJGOmSqT911wagvfEmralplvpl5ezT21tI8qCSRmJZ8ZySecbePTJ9aKK66Pws5avxI//Z", "info": {"video_id": "202315", "label": "putting red fork upright on the table, so it falls on its side", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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eJt/5/Ss2312KpJJs6LTGyhyfxHardxJsiy3J7Vl2MjA4XgHvUt7cKSiZ6cmtIu42tSW1fEgHrxWqNLhv4yHiR1UZORzWPAyx4ZwcjkLV6XVX0mY3AUvCV2soPI7g04yTkkyZxajdFm10vTLG9j/tJZJtPkBRwzZ8lj91gew7H61maxpmhrdsukXl4ycnc8B2/QdzWvZX39qW3nS+TADjJdgq8nv+dSEIreWVAwccetP2somboxlqcTmXdtidZcdkPzD/AICcGnQzlnKyDJHUHgiup1GxtLpMSQIxHfHNY0miuw/cTFlHSOYbx+B6j8DT+tRejI+qtaou6aqfOscuzzAAyOMq2On86q+I9MexeydkiHmR7cxnhtuOcdjyKg8vU9OIL2kjRDnKDzU/+KH61Lr90Z7bTiRj5WJAzgZx61nKV1dPQ0pxtJXRUsT+9GTnnoK6FTxn8xXM2nyt8o/Gto3AjtzlstjgGlGXQ3lHqQyybpyR0BwK0baVNqb+5xmsiA7uew61pJHDc2rxupUZABB5/wD105TsTy3L91odlcJ5hQKSPldDgg/Wn311od1paQ3eiTNqqDYzW5CKxA+9k9j14q7pWqaZ/Zz6TdJJFqU7gw3EgHlSEdt38JOTwRjPeq04aC4aN1KuvBDDkVTm4W1uYqCndNanH3VksSh447qJGGfmTeF+uOf51RUSnJRllA6mJtxH1HUflXeqy7CSBz1HvWNd6daXExLQrnsw4I/Gn9atuJ4VPYzLSRJjtdRJ2I7109jZR6hFJGt5tZ02FJxuBGQfr1ArDfw/cMcwXYcj7qzjd+TD5h+dNEmtaVg3NjLJCO+3zk/MYYfrUOrGfwvUPZSj8SMC3XPzE4HpWhHN5fOQB9ayROgjyp3Z6Yo89mYbunpXOk29T0G0ka6P582CePc1bVsk45HQGsRZVzknHFXYbldu3eAetXJslWOjhkwVVvvDFWhuWQbAWU5zXNR6o0dwpKhtuOh61p2OrmWcF/lUHA9Me5rCSktUUmnoacSlpJEz93of5Vz/AIqvEJgskuGRZiTIBznb0/WtW7v44tyRSLvY4LA9BXEuP7X8SmPJ8uPI49FH+NXQbcuZ7IbjpoNs9Qu9HuTLDI4VWwsg/ka9B0DxDZ6vtivI0jlbrwNj/UdjXmyXUtqLmMjIaNo3U8/Q/gar2F40axFZcuRyuCCpz/k111KaqLU5FNpnonxB0XS9MOmy6fbxQS3IkM3l8Zxtwcfia41JmiPynrWpq+qpqFppzzgfao0aJmPVlBBX+ZrFL7zkAgfWuaKa0ZqlZGql6ZI8E/jV2JkEagMC7ehrBikOCKnWbGCO3NWwTOlgl8pWkPK8VZjvfMwUU7a54XUkaN3VuCDUi3rHYq4TnnBrPluW2dS+8QI7DkfqKr66YotGuhI2N8eB/n6VBBqsdvZqJmJZOVXuRWRqeoC+068Yn5vLPB7VnDmclfuXZGpbXVjJBbw2rvvWP5g5zn3rO1G8ks9UWSPK4AJYetczbvLam1lViN6B1b9P6V1l/NHc+HZLlQCWCj6Nmt3HkqJrVMy5rpp9DrLC8i1fSNxiSVeksLqGU/h715rDGOWY9+B6Vt+FtVfTb0Rs3ySrgrniueNwuPk5JPaocXGTSHFq1zTSbygSWHTp606B0kmy7AfWscysWy2c1YWQ555yK0WiE3dm7HIG5X7pPFWrrEls8OMk/rWJDLuXaOCOc1cF+8Nu7FVZhwGNQ27lW0NDTnUQ7GA2DhlPQinxiTT2YRgy2Ge3LRZ/mKwLO6Yt5hc4DfpWk+rEWRij5GfmPtQ+ZPQcJI2JJo5irxnK/wA6rPqr6bMoUgb+M4rMhnMS+ZHyh6r6VS1658yOG4QdGwfrUxheRUrRV0eiWNwCRLM4VSOWJxgVxficrJqI2tmPc2CO44rotEkt9Q0AG5OUZfmya5fxHJDFLbqHycNkenSopRa5jNtcyKcbqo4OB1p73IfABJHr61leazr6D0zU0Tnbwa2irDk76G5FJHhFjOT1NX7d9qluOoGK5+GbaQcZ5q8k7RMCp6nkEdqmbKiuxr6jbNe6YfLGJB86N3BrP0fXri8k+xajKWuYsJGzdwONp/pTn1IhkR24PZeOK53W4TBKt1CfmBycVVFtrkkJ8sZczR6BczRwjy+rOPyqmcAcdjWFp2qG9t0mZtzcByeoPY1qrMGmC/3h0rmnGUHZmrikato2WA71c1vXhomkfKSLiYYXHp3qpYLvlBHbrXKePLky61HCCdsUSjHueaMPFSqowquyONVCMYb8+KtRBjy7EYqFHB4Jz7EVYiIzxlR69RXc2zJJFmKNWUAnP0NWYo0D9+RVdATyMfVanVioHQn0PBrGTZskh9wAhBBwCKVrgWqYDfMVyfQVVvZiYlI+U571RJeThm5/2qqCutTOcrPQlur15V2R5BPcVb0OQWELlkDzOclyecelZzypbjBBBPr3pkmoCH7oz3FaOLkuVGanyvmuaOoBDetIq4WUbiPfoaopamK685MFW/So1vjc4BGGWrnh+0XW/ETabPqM1qjRyNF5ce4s6oWC+gHB5Pp71tTg7cplOoviIZyS6kknrzRGx6DkVnWdzLKm6R2PAP0q+rqccA+nY1nNWdjanJNXLS7d33u3cYq2qrjAHvVVDwBnA9GFWEUqc8ge3Nc8mbxLMjHyOBkY5qvDIh3s54UcD1NOEpI28EY6r/hWUzNvIyeOMdDTgrk1HbU0JdQXdljwBwB2rNudTcq0cacSfKc02aPjIOfbpVZWSPMhBLL0BreKRg5O5rMhGmQITlov5GrcF07WMlqHwrkMRj0rnVv5S+GbKnjHapbi4kitS6MVfI6VSg9mS6l7s24nAvYsdjWUp2+xz3rT1Sys7XQ7bVtM1a+mDXRtd1zCsa3BCbneIddqnCnd6j3Aykk9SfoaVSDiyqdRTWhbjbI+bg+3NWYQpA5ziqcJBPAx7rUxkxxwxx16GsXfY3TSNCJgr59RTrt8QfU4wKoC4ZD2+houLpmgwflOeo6VCi7jc1YDL5LGNOp6mpbWQI4DE46HNZ45wR+Y5FK1ztI4/EVq1fYyUkjaVtrFCeM0mpPt0x4jztfNZUt+4AYdT60SX32mB1Y4bA4qVB3TG6qtY19G1kR2Zs5GIXORWfq05uLoMSTgkD9KreGLax1LxRHp2pXtxaQzNtSaKaKNYz1JYycYxngck4HeoLtJrPVr6ym+0g207xhLjAkXBIwwHGemcZHpXRKnaNzGNZSlyksTnIAwR6d6tKRuySQPcVSV84BwT78Yq3Gc45Yex5Fc7OiJcUjHA461bR9y5zwRVGNRkn/0E1LG75xnI+mKxkbRZLLKgZnPJAAUetQM/m58zndVaVmE5z+TcU7zCG4x9DWiTSMXJNlWCR9Jv8ZP2aU49ga6SGZJEWaF9xUA8dcf/WrDkZZ7aSGVQQ36H1p9pdrZhYhjG0j2xTn768ylVtHlfQ7fT73IZh/D972riNXuje6vNLnOT19qfealLaaZM9vKyFwF3KecVW1/w5qvh3Q9J1G8luFuL/zPNhMZAtwAhQMf7zK2cdunUGqw1Bq8jnrV0mkzOT+I1PbDc2On0ooqpbGiLIYgMeDipJJCoB65xw3NFFYs0iFwP9HY+gzjtVNFHl7h8pPp0oop09jOpuUZiXDZ/SqTknOewoorqgc89h1kx81v92p7bVLjRta/tC02efEW271yPmUqePoxooraO5jL4COy+VCMZAwOa0e2aKKwqfEdVL4UWQdkW4dTU4Y+Yq8cgHI4oormkbx3HKxaRlOCAPSqd18kp7j0NFFKO4qhDcZWPIJ6dDzVIjIb6ZoorpiczKbcBSO/NXbs/wCisTzyKKK26oyWzL2seKpNfitopdJ021NuixxSWqSKUjXOEALlQvOTgcnmoYz8xGBRRSrlYbZliIZkCnpU6ANIykDA9qKK45HWh6gNDvwAfaoiM5OSD7UUVKCZCjktjAHuOKqzMVmI6/WiitoGMh/3kUGo1YiUjtiiiriZvcS211tHuLmM6dp19DM6uY72DzArJnBBBBHU5GcHuDS/b7nVL66v7yTzbm5kMsrkAZY9eO30ooroqfAZ0/4hZj55NWk46cUUVws7UTg4UH19qmLsoHOR70UVizaI26AQgj0qvH86MTwR6UUVS2M5biKf3hXtmqk4w7YPeiitae5hMgvJGOmSqT911wagvfEmralplvpl5ezT21tI8qCSRmJZ8ZySecbePTJ9aKK66Pws5avxI//Z", "info": {"video_id": "202315", "label": "putting red fork upright on the table, so it falls on its side", "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": "bec91e480b94e2bc14d9501c304b8345b6786b11b3cf33cc2adc1b2db3867100"} +{"episode": 99242, "episode_seed": 3778362156, "split": "train", "timestamp": "2025-10-13T03:54:05.519246", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3778362156, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spilling detergent onto washer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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D9pBbpbkKPUlhVCWLBPFDXUcZdDntS09by3aNvvdVPoa5KwvJvD+sCUrlQdssZ6MvcV6DLFXOeINI+1QmeJf3qDkD+IVpBxcXSqaxe4pq+qNHxZrUV5aadaW0w8u5InYj+6Og/P8AlWzol5JDEkfmRspUEDOCRXmejXJh1BI5Cm0japk5C13Ul3FpEkM8+bi7mytvZwDLS5HPXoO9bYPCU8FhVQjrq3/XyOeacp3Oghi46VbjiPGRzSwx8CriR81xWOxsiWNkcSL1UZrdtb1GhGVB47iqUMQJ5qxFZtEfkG5e3tTJZQ1R3uriIYzGpLlfXAzXGTandJdFmYFM8pjjFeiC1CZd+WIx9BXJX3h6V7pjGB5bN19BXRQcNecwrKenIRyRhlDDoRkVSlirclttiBAOAMVQlhx2rE2RjSx9eK5zXtJF5CZY1/fIOP8AaHpXWzR9az54+tEW4u6GZXw38w/2jCxOxChCnsTuz/IV6GkWBXOeE7KOK9v5UGDLs3Dtkbua7COI59qJtSlca0ViNYyo3L1HIrctYhcTG4i48zDEe+OaopDlas2rvZzhR91hn8alaEvU05LWVkwRgY6muT1CBW1MBP8AVwIWJ9Xbj9AP1rqprqR4eM/jXJ65ZS/2PJKhPzS7n9x0rSHvSUe5nP3U5divJGrDKkEeoOaz5ofaoPDwkFzNFz5ZTdj0Oa15ofarq0/Zy5RUqnPHmOQ1jQbfUVJZdk3aQD+frXGFdT8MX3mRkqDwT1SQehr1OaHrxWVe2kc8bRyxq6HqCKm6cXCaun0NLHE21+uqaxPdOHEspBEYcAAAAda9Ogi4FeZap4cltZPPsSzKpztH3l+nrXrFvH8o+lFTlUIQhstBwVm2CRd8VajizjinJHVmNOaxLbGRW7QyEgHYxzTpLbzpASPkU5+taEWMU+YDBApknmurWDxXsi7T97g1opAyWsSuPmCAGunmt1c5ZQSPUVQubfOSK2nV50kzKFLkbZzssXWsvUrMXVlNCR99SB9e1dDNF14qhNH1rM0OE0sG60XV9LcfNJD50Y/20Of5V2PhK7i1OzguVYNMtpFDL9VLAVylwf7G8TLNjEZcOfdW4Yfzrs/Bmn/YYLuEFHj83dGy/wB05wK6qnvU2xR0kdIkXFTxxZHSpUiPHpVqOLjpXFY0bJ7SP7SsLr/rI18tvfB4rUMEpTG081lQ77SRHXoxwa1zeO0PGau5m0ctrVoPtEMOMu7bn9lXnH4nFUJIgehB+laeqQzPZ3lwpO47VyOw74rk9NMkWpIoJ2udrD1raFJzi5X2MZVFCSjbcuTQ1Rlirdmh9qoTQ+1Ym5554j0gwObyBcIT84H8J9abPM+u6NFcwuV1nS/mUj70kY5yPcdfz9a7K6gV0ZHUFWGCD3FcFf21x4f1RLm3J2Zyjeo7qa6adS65WK3U9rhXgVcRelQQp0q9GnSuWw7kkQwavRHFVo0qyq0MYkvOapyJntV5hULpkUgMmaIHPFZ89vW3JHVSWMUAc1PFjNZc6da6W6gyCRXF20c2p+LrjTJdUntY8SeUI03ZZULBfYcHk+nvVXEdF4XT97df8B/rXWRpx0rz/wCG91cXh1Bp5WkwIiN3bO6vR4U4pWGPjTpxVwWyyqM8EdDUaLVuIYGKQhotCVwx+X2qK6gSSIxsoKEYIrQz8tV5FzQFjAj0u3tN5iTBbqarzW/XFbkkdU5Y+tNybd2CikrI56e3IB4rKuIsZyK6iaMYNct4saW00d5rd2jkEigMvXmmmFjLuI66+BeB9K4PWYlg0OHUbDWL+YNc/Zs3ESos5C7meIDnapwp3eo9wPQYF+VfpQ9QJ0WrKJzTY04qwic0rDHIMVIwyKVUpxWkBTkSqksec8VpOnFVpEoAxLmD2rKnixniulljz2rJu4MZwKaEzz7xdaFreO5UcodrfQ10Pw6uzd2E6tjdFtU+vesyGG31fxXNo2p39zbWk0nlq8csaLH3JYvxjGeByTgVb+G1o9hrfiWxdJ0+zTrGEuABIuC4+bGRn1xxWvP7jiB6PGnFWY4/amwp0q0i4rKwyRIFlj2sKmFowTbuGPWnQjFWA3y4pAUbi3j8gxYyhGCK56PQoba684MTt6D3rqJRmqkiVSnKKaRLhFu7MWaAHtWZcW+M8V0MsdUZosjpSTKOXuIuvFYmp2Md5bPDIOD0PofWtjxYZrPSWmt5GjcSKNy9cE1z/iDStb0PRNMvru7uRNeGTzISmBAAFKBjj7xDZx2/OquI9NgHSr8Y4FFFAFlAM1MtFFSCFIqNxRRSGV5AKpyAYoooAoTqMGvMNTv5tJ8WXV9bbPOilbbvGR8y7Tx9GNFFAG38MFCvqQHQCIf+hV6fCOKKKpCZajqyooopMCYdKiaiikMgkA5qpIBiiigClMBXJeNQP+Effj/lsn86KKAOL1vxC2tRW8UmmafbmBVjje3R1KoOiAFiAOc8Dk816pbj5R9KKKaAvxgYqwoFFFMROoFKQMUUVIxjAYqtIBiiigCpIBzVC4UEHiiigDzPUtYOk65qMZ0+wvYpZgxjvId4DKOCCCCOpyM4PcGt/wCHV1NqGra7f3TmS5umjllfGMsd/btRRTQHpcIGKtIBxRRTEWUFSgcUUUmMjcc1BIBzRRSAqSAVSmAoooA5LxoMaA//AF1T+dcHf65qOoadDp11dzTW9u7yIJJGYktjOcnnG3j0yfWiigD/2Q==", 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", 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", "info": {"video_id": "16535", "label": "spilling detergent onto washer", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "16535", "label": "spilling detergent onto washer", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "16535", "label": "spilling detergent onto washer", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "16535", "label": "spilling detergent onto washer", "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": "31d7a9c7ab929bf39fe19f5fb6c0c20ae25acc36c6886960c18cf01b60c63198"} +{"episode": 99243, "episode_seed": 2784877159, "split": "train", "timestamp": "2025-10-13T03:54:06.510244", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2784877159, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling white candle on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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"info": {"video_id": "43537", "label": "rolling white candle on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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"info": {"video_id": "43537", "label": "rolling white candle on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "43537", "label": "rolling white candle on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d22d2bcde41bf1e8052a6a3f7cede00a2b24c3b2032d4dc2205fe98acc614eab"} +{"episode": 99244, "episode_seed": 1190013989, "split": "train", "timestamp": "2025-10-13T03:54:07.707639", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1190013989, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping flour up with spoon'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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2+h2sMdjb3HljzWUksT71xaWu6RQskm8naMse4xXpFqI4rJImQMEUADHWuimk5XMakrKyMvWrwzRskQ3ruXdjvj0NUbaNTHyBkHGcVZ8RXckdi4XCcY+UY6+lYU9xOmiWySh2k81Xk2rtBH19cY/WnOF2TCVkbpTBGeCeg9aydeg2afNKvG1S3HtWzbXEV/Ck8f3eflI6Gi+tkuLKWGQfK6lT9CMVk0ax3PFWspddvjK24yzS7Vf364P4VyU7ZkJHrXsegeGptMvZnuBlIkIibdkOT/FjtxXk+nwLdzTQM5TepIIGfmB4qIXS1OvFuDkuTsaFnp6pbRyT7mMqDYozznPPHXHHp1rQs7G2im3mSQMp6ZqWa6t00tLaGVlmt8KAB14way7e53XLxJlkUlQ56tzkZ/UU5N2OeK1Ol862mnik++8WQqgj5c5/wrX08rPqMF2YWMdsQ0pA6Ke/vgkfrXLw6dcytuwa9K8H6ZHbaU5l2+dOM7T/AHBx09KdP3mTUlZHUSXiw25TO5iMBV/nXO3CvcX8hk+8T94Drx6VlaL4k1K11AW80xlsTJ5C71HyckKc9cir8d+768TKyiBCMsQSAR0/PnrW81zRMIe6yZtPDIQW4Ix0rPfSZbW38uIrNFsK4YYIPOK09NvUu7q9R5eRISif7I7j/Cr/AJReLDKASMkD1rJq2hqnc47xFfw6f4JvLaJvnkCRHb2PGR+h/CuI0uUS2YUbiyH5ie+a1/E6NLr72IICAhiGPHI6n8KoXGmXWl6NBd2iJmdzI6vyVj4x+H+IrGb51Y63ScKSnfc37GdZtJmQnleV+ua5nUd/m5bktk5H8qtW+tQRQyJ5Dgkq4G7IPqDVW1n+36tbxyfLGZM7VP1qacJJO5gnqZ1xp93qK7lySi5AP8QHGB/Sr9h4D1Ce3Ml00duMg5J3HH0FdekVqzLHGFGDgY9a0mcMiqGBOfmGfu47VotmVKNhfDngTwslo0+pW8l5OGAVZJCqYx/dXH6057C0tpGW0tooEycCNAKuwpNHCrFWCP8AdPY0pTPWs9eoNq2hxGo+EDJFEtptJDHeWO3IJzn/AD61taRpsGlpZwyhWYEebgZ3DnoP0roEt2cfKuRTJtHaaaKUOqNHntnII6VpHczbKunx2lnDb2cLqBLcyTlSeVBJx/QVQ+I2pRtc2OijkvHvYjnG44/kP1rTZHsWW4ugpEaEEJ1ycYNee+NdVa/8TGZMFI0VVZRjkdea0ctLIunvdnNruMckH/LSPlT6jtVmK4EsIcdx+RqqT86y/wAa8MPUU1n+y3Dj/lm43fSrvYyLmEuCIGPUZK561s2miS3BDycKOgFcxaWt7e3oa1jd5N2QV/h+vtXqcMW2NV7gDNZSbuUkYFv4bt5b9BNcNBADuLNgg+w/SugS/wBLt1uIbVo281g6spzuGOefYg/nXO+KrOVUjnj3FAdrKPfof51zMayxtldyn24NdlKj7SF7mbdme+eGrqOfRkYbIo1Xbhe5BOWPvmr91PgxhMH5eSeea89+H90/9jXVuVJ2FiPYnBH8j+ddxJfQmwBMgDjYDu6Z6H6dz+FRVjy3j2JiveILueRWMizAGNMtEeAwJAz+HNJA8dxEJoyrdV3DnvyM1aSSGW0eUbCrrhGI9z39DUFmsfkII4o4g6+YEQYHJI/PiuNP3jrWxzPiiae3u7IRHMUqukqHowyvH864WaKC1u5J0jzJAW8tmOcqeAPbHNdx40ZorrTSBkASu30UA151GzCeaOaQttUswzkfhTjFubZMtEGoag9y8jHyUmMOwqByw+vqK2fB935ySLtOEUDd2z7Vxn2tWneRmKhWBIHO7n/Cuh8O6/BCUtAvloWON3vQyT0C1lxfwcAjeOtdFb6hJERGXLAH+I5JrkVO4hlPI5GK0oboTOXbKsGwRgnr9K1pO2hnUjc2NblWa0VB0Y5PtVSxsbjVY5HZwsUeEXPsOSPfpWbf6iHAji5A6se9bnhy8EtqRO3ywrsVR9cnitE7yIatE0Y4I7G0jjtzuQcbscZ6/jWdeybJJZxM+9AokTGfl5OQPxrRuZ3aCJ44T5QIySwGAT1/CmNNGbJpEKkyYMeRySOg/nWNbextS2uVLaVbuxSdM4dc8ivBdMRoZBJgZkbC57jPOK+gLaUTwj5gxMSuSBgcjp+ByK8N0W3jvLh43lEXkAvGT/Ec9KUNUXPczr92ju2gjZtwbJCnkk/4Ve0Syku9SWV5BHHw5x/F/k1Ru7Ob+0LiZAdiMSWH8NVUmuLC7ID/ADIcEK+VOPccUMg9UAVE4Fbmm3W2wh2vhkLA5PTn/wCvXM6XcfbdMguMEF1zVtLhrWVAxxEzAHtjJ60U3ZhNXQXui3EmoloQ5t5GDllP3ed3P0IzWrb3EyXkqW6hprlwFz0HXPFK1/HDbYIbzCPukjj8qbod4Rqe1UXfKuxXIyU9SPwzW19bGVtDasNEmjvTdSpt8vJGTg59TWhPPDboHkkABYL+JOBVySSFHdmkDMFyFJ79uKzjFJI8aoiOC3zK3pg0qumxVPXc5zW/Dceq6nHdo6p0SUMPvIDnj37VleNVtbe2iZ3KOInSCMdGyVB/ALXU2ENzE8sUsQEKgeW4bO7/AA7VxvxKBH9m/wDbT/2Wsadm7nTUnLlUW9EcHnDY9hVnTZVh1W0kc4QSruPtmqbHBVvwNNlk2Lnv2xWrOdbnoN5Z5vfNhkOxW5CnGfelLTxIpkOJCPvBQc+nH1rF0e9DWMTLOz3LHc/qB6EVu6fb6he3yTRsuVAPlyjA4Pt05rLrY6ZSVju7S0SKyiS9Ku8KsFUE4Oeeayru8t4ZyDtjXKrjGACeB9BmrMGpC5Zo5YHjuUHzxseo9Qe496zvEkL/AGElbYOjjY2Dj8M9vatZQTjZHJGTvdmtZEMGXHIP86vFNpQbSdxxx2+tczot5Kun6bc3AkjSUMHaRcFwPutj0NdbHh9rcNxwRzwaz5WlqVdNmTrlsW0u4ZVywjYgepAzXl+h6amrXkccnzB33SLj+Ack5+vFew3E0O54NwMgUMV9Aen8qxtP0S0024nmtwwMoxtJyEGckD2zUSV3odmHqqnGV92eFwBzHvYEFc/jXU2Wg2tzpf7xP3s6Z3H+H0xXOPBOJ1iKup+6IyDnJrurL5Ejj/uKB+laNnMkP0XR00u3OSplIxkDtWsi8imJ0qxGORUsLDLu0S4tyjrlTwfp/wDrxUNr4M02aJTO8hlONxj4B+laqKCMVet2mgBMKI5xwHJA/StKcrdSJX6DNL0O10aJoLXeQ53sznJOa1lhQg5RTkc8daht/NYBpyrSH72wYH0HtV2NfelNtyuOOwz7LDshjCbVRg6qvTI//XSw2sVvnYOSTz9TmrQGBXDtqN1eeNrrRzrVzaBvNMCxIG5VNwHsODyfSpUUjS7sQfEWZI9PDK3zpG0ZA/2yv9Aa4DSprT+zZxOjG4zhHzxtxyPzqW+v73VrMQzzyTM7iQ7jnHB/xrOayuY4THGrZ55xTTSYmnJXRnS2scFo04AcbsFD6euaj0+ze4u0AbaFIYkj+VbNtYPcRiHbwOMEVsad4fMLZbJNTcVjcspwFBNUtVubqGRbq28zEfLKrEBh7+o9vrWxaWSqOVrQXT4XQhlBz6iqpy5ZJhJXR5vFqGqecziaQZYsVI459j2rt/AC3ZlvbuYswMi5LdCcEED8CP0roNM0+xtEx5MKEcmSQA/rWqssc2GiOY8cMBjPvXZOsnB2jYxS1sOtZJEg+zSxBkwwZiTyCTxxUgtYV8lAmBEdyAdB2/rToxWb4qurmx0F57WVopRIgDL1wTXJJ825tFcuxpJBHBCUjUKoB6V88Wj+UGk55Y9PSvTtf1C4tfD8d9Y69qEqyXBtiZ41RZsJlniA52g4U7vUfQeUlnBVE+6OTn9aWwN3Ok021e80i7AwHnLAZ+mMVU0Dw359yftkWY487lIwDW5oq+Xp9uvfGT+NbyHjjilcGhsECQxpFGgVFGFUDgCjULAXdjJFx8y4yRVhF5q4kYdSpHBGDSW9wZ5fLc6gJUyZITEDGoTgAdxWzoN1qF1r2nRPKwCydQMZ4PX1rtbXRbJ7lnlt1ldz/F0z6j3rXi0fT7GVZYbKGK4xjcq8gd/zrv8AbpptxMba2LdtcLHcLvHlh4Ru4z8/A/xqSaXyJLiYLmJV8xABjHHI+v8AjQqKwwwBHoRU4QhAFI4/lXJKXMjWEbMzLfzBcyKY2y0gYnsFK5x9Qc1xfxPAH9mf9tf/AGWtuC8e68az6Zdard2lu8uyN4pY0WPocsXGMYzx1J4rg/GN7dvq7WN3LcubWWSNRc43rz0OOM4A6cVEFYqcrnOkbhtPTrVJZnNyI8/LyjfQ1bkYJtY8DeAfoapPauoaRyERzgMfWrmQjrPC0FvHkBw0jd/Ue1d3p0ZBfaQCSoz6V5Fok91BqEKwKW3uo249+or1yHchJU9Rg+4rJaSuU9Uay7/tCSuu7auDjqAav3t9DBYup5dxhVIrDe6W1HnklgoGY9wzWLe6jPePud8Dso6Ct5SVjJLU6ez02fVbf7XdTCON2445CdAAOw61tvH5GyKPcsYUBQfSs/QNQE+ltO+JZR8gUH7u0Y59OtW9TkuY0iuiV8vePM2DdhNpPfr0oqfBcdNXlYr3dvLMkrJAu5GXZIx4Y8/KT2//AFVJZpMLOIXKqJsYYKcisvxRqc1v4ZWW1keGW4kQAqenr/KsbUoPEWhaFpd5c315HJdh/MgK4EGApUE4+8Q2cdvzrmitbo3bsrMy9SjQsGKgsDwcc1XsyS9FFW9xG0n3RViHmiigRfi6Cr0JxiiimiGXY+tXIulFFD3GhL+drXTbm4QKXiheRQ3QkAnmvFP7XvLDXG1hHEl6x3s8i5BLptPHoAxwO3FFFMbLvhu3jZ5gy52KoGfxroDbxANhBxRRQdNL4TJ8pI9TOxQNy7j9a1owNtFFQZ1PiKN1NLJf29sJWjSWTy2KdcYrrHsU01mto5JZFjkdQ0pBYgY64A9aKK1suQ52/eLMSgnkVaSiil0Gi3FzWH46cx+FJnAGVkQjP40UUizzrUvE8niK3txcaXp1u8KqkclsjqURc4QAuQBzk4HJ5qTVdMtJj5jRAPkZK8ZoooQkTWnDADgDgCtlPuCiipGWIugq9HRRQJlyJQVFWbeGOJW2Lgsck5JJP40UVp0IL0Y4FWQOKKKlFo8w8Qa4+ja7qQFjYXkc10uUvId4BUcEEEEdemcHuDXGa9e3GpXE99dSGS5mYzO+MZYn9PpRRTQmZ0oEsKq3RiM4qxPEsmngEkAFTxRRSnuC2Ow8J2sMWmmVFw8mMmunhAzRRUSBGVr6LCy3aD96IXXk8EDnkfWuGF5csxY3EueT948Zoor1cHFOOq/rUyluei/D5iuj3WCfmlYHPfKDP8hXa2jO9sQzkqoChe2KKKwxHxyHHoY/jMD/AIRxjgZEyYP41w11reo32nwWFzdSywQO0i+ZIzElsZzk84xx6ZPrRRXGavc//9k=", 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", "info": {"video_id": "164513", "label": "scooping flour up with spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "164513", "label": "scooping flour up with spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "164513", "label": "scooping flour up with spoon", "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": "ab63395e532dad032489a5a44055c16183306a017fb29c2fb103adac5dfac931"} +{"episode": 99245, "episode_seed": 2860776126, "split": "train", "timestamp": "2025-10-13T03:54:09.438290", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2860776126, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering a lock with a steel 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "139095", "label": "covering a lock with a steel box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "139095", "label": "covering a lock with a steel box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "139095", "label": "covering a lock with a steel box", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "139095", "label": "covering a lock with a steel 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": "ff1cf41e94e5675a5523c3128ec881c8d21b35bf752640c619e38c67d57de74e"} +{"episode": 99246, "episode_seed": 4062353368, "split": "train", "timestamp": "2025-10-13T03:54:11.003559", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4062353368, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 charger so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "71841", "label": "pushing a charger so that it slightly moves", "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": "71841", "label": "pushing a charger so that it slightly moves", "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": "4afcff206fa99957bbd7553a30c2a56aa021d0170a017303488b749212ac8178"} +{"episode": 99247, "episode_seed": 1166003494, "split": "train", "timestamp": "2025-10-13T03:54:13.279790", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1166003494, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put flashdisk into cigarettes tin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "59438", "label": "pretending to put flashdisk into cigarettes tin", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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Z6Qoj+fIHYCo5tOg3N8gP4Vi5JmsXYo6bd2FyHS7Y5YYVdmST7V59r+jXem36wedJDHcMfI8hgip6ZGPmx35Ht0r0T7CkUySheEYHitxPC9n4qP2i+EixwkrF5ZwckckH24q4vmVkTPR8zPCLmeyh8lrhLmeVUaNbpuGIYYPbH4ZJHr1rJazW4s4mlVnMM7BJICN43fMmMjnJDcHv+vQ+L/Dj6En2MmdZVndWlkxtl2k7T7cN7daxNIuIIYpJbrLwsGing6FgehB7MDyPpSg1a8ehDmpaMoh7O01OG7kScSRy7dzMMqF4ywxyTnPbHaka48m/htYpm2K22TzF647Yyc5HocZPGKv6gun3ErS3N40pQ7WH2bbM5H8Jb7vb71UHt5HunuUlgEsoY7HcrjJ4IP5VryNx52tA5kp8qZUnsjMAtjOJYSQwiLBXTPYg1XubRIl8mRvJO7lQN2/n26EdOa2XRLl0RQq4P+sjUBn6/wAzj8qzL21iVWkDsCuNoI+Zm9Pr7fWhN30YrL5ncXVwJb8QPIzRSFRvxhQx7HPQf/WqhqsNg1yjRrJHMIsuVcHe+Ccnk9/0H4V0FzoqpI9uHItJFZ4jN18sZxz368djXLxRz2TlViDh2wBIoIOOeT2xnnpXXTk1UUJu/VO9vvflr89TC0JQ56at0at+P5Grp0qabYMYQxvETzJ8ZG5f7uT35A44+uK6JVjuhNBNMQ1xA7ogztLY3f41lgQOLeaFJDJdqwfzflZxxk/TII7DritO1lW0mgiuIJQsWdzhCQVIIIJxxnj1pxcZynzXu9dd9N/ldNLsKfNBR5Xovu12/Bq/c4nSpVW4MLSr5+4hlJweDiu18d38c11FM0gCpbRp16nb0xXmt5Gza9N5e5GVy64U5A6/XpzW5b6RdaxLDeDUZpJYiAJJP3aIB2DE5J+gH1riqZcqtT2l7Fxm78iVyeys4otKP2iUpO+59pyQxzgJ6Z47+lU3aWNI0aRwEHyjzDjB7Vv2tskOjLZvsbbIqCfoRhjyOxBBrMvLcxRvbzAs0TOrA4C9O3c8L39q9bmUKe2qty3+V/x0OaKvUtfR72+dv8xxtwqx70Mcx2lZOMgk8Y9iO1O1GxCiHUIvmD481YmILAcEjHfjn1q3pJ+06dCiNufOXgbC7SON+e9aVtMqSmznXYfPKjkFGGAAT7ZAPb0rlnKnWi02lJX087/0jZKpRkmotxdtfL+tRmnam+mWFxF5n7+8CGLfjcQScD34IP51zl3ZtbXKTWV/GJLlTJOp/hPJxnr0HbucVp31pMGS1jl3mBy1u6ctHgnII9iPpXPLOZZXa+kkYrhNykfLj29MdAKmjGPPyNO/3t9Pz/I0lzcimmrf0/y/M1NFgEMa6pMBJMGykT+g6N1579Rjiuojd79ZFtsGK7iOGYfe+XOQPw/CsJbOOAx3mUWKWPYq5zgFODkfT88+laWnrGsdqjNl7eVGQZx8oYfnwc8VrzKrOTctbWXRLra3la+m7RnK9NR00vd+fS/zvbXa5yemcTSMBhlYqfrmvQvEN00nhbQY05ZImyB9a801K6uNG8Q3EcDbo1lO5GXgj/8AXmte98U3l5p8MdhZuTCp8yTZuSMZ656D8a8jFYCrVq80Fpc0jVSVmJp1o93fXqKqk8RAOoO5jzjnv0qEq0EUtntRwr4QOCdnPIH1IrU0SKK6trlbjzoY9zFXxuYnbwxI7knk4+lVpYGKyRzKBhUYFn9ccgfxcZr2qMYRo8kn8Kv8+39anM+ZVLr7WnyESVr5hLLOI5BhQUAU9OOMdBjGPenzWlw2nC5gDJKhLSpGTtcdc4/M/pUukAyW9xEwaaOAncc4MeR949+PxFath5CFrbeG3w7lUvgMBwCP16UpRjXjaC5bPa+2nQbk6E7y96/+ZnfaJdQswJpomjCqRIFxhucKV5x6V0uk+DYYgHYuxOAQWJrLe0htZmspIT9muGDxuoIAc9Rx2OOM16BFceVFsVc+hrim6iinKV/0Oqm6blJQjZfmZkfhaxmVQ8CnPB471ct/CttcXAgTCS/dWQAbwMevWpYbm6jllYRMRuyBSxy36T/aYiVmByARWHNd+8dSsl7u553498MXWkW0piDPboV3seijt/OsXwRJ5XiHSwx+UXKk+/Ne863pset+Gbq0xmS9t9qEjJDMBg/gf5VxniP4cWvhWy0/VtNeV/spRbvec5P/AD0A7DPGPcU8Y5V4O+rONQVN2R5x4yuPN1rUNp4E7FT6c1iJdTxWNqyBVj+9Iqx7S+M4O7uQCcVd1y6tri5u1V8zuSzHtGM9T/LHrTrmKSDTY0MCi3kwqSH7wKgEgfXP6VpltBKHLNb2XzMqs2neLKObf7ZuaVgvlAKiJ0IGAMn9TQiyGUMZJAztgMzZR/YjtxUEqeWykfMnBJU5KjOOfyzitcwE7GWTfGTyr/eXAwM4Hf1r0ZKP8JttpNfd2/r7yG3pO1k7f0xLPU/s1zJazwFFUFSiDcDz1+nvXefC+3ha41eWBR5TeSVP/fVcVe2DTrFcwYSdEJwDknH3h6Y4P516H8MowE1JoZA1u6wmPH/Au3Y+tcVZVIwdOSVka0nTlJTi9Wd60gWMgVzmpamLeUJ1Zuijqa3ZBtzk9a801fX4LfxqkT5KBSBx3rhjByeh2ppblvVfE1xCZYYISHjG5y3Hy8Zx68Guv+EfjFfEmkXttMqx3FnLkgHqjDg/mCK8u1q/s9T1n7QHP2WVhEu0HnjHPtnFY3gjUrzRdYuLyF2WIP8AZ7nH8SMf8RXfKCpRV1bbX1/r8jkqVHK7Tvvp6He/GWdbya2kjTEZYqD64715RYzqpniljllVUVzGkgUOQR1yD14HHPHvXqvxM1ODWU0uwslyUAzge2P5mvMxZR2mp3yXA3RxSCFtuGwRyxHbjpWdGEPbuHTd/qYqpL2fN1KspF3aSTqhMrMGkXGMHJyee5zgAU+UvbqIw8ABA3PjePdf5VDNGm+RkG6Jjkcc47E/pVnT0Z4TJGqPgnIUncqgHJx6V6Si6cfZuWm6Xf5/oTKXP76XlcfDPHZyxyzR7ZQcpgZQkdx+FWtUELqtzbT4BPzqjjB9waSKzS601oMOCqh0XbnGR2/SmW9vMttKzQK00RETIvcc8kcDn19q5LOF4ct0zS8ZWnzWa0Oo1LUnvzbPMyhYVWNWUZAA9u596f8AY59R0drhbbMLOSschAKnaF3bupzgewNY1wsEI8tdyyqwdoicZU45A/Ef4Uthr9xYahGGhJhjQh4SQ2W2Fcgnp2rfFYf6wk8OruN/w7etxYOSotuq9Hb8e5Jax3F7cSrLK0jgbFLNnaR0H04rtfDmrWrWTRzJFHvA8yVyBtUHnhuOeh7fyrlLBYYCL1Z3bbh5lZQChOcDJPOcDoMV1Wjaar6dC8W2O42g4YbgxPPQ/l+VaYyP1mMPYe7OKd1t26er0M6Ulh3P22sJNWe/f/LU47WNAR9ZnurdtnlSkbUfOV7Yb6EfWq9zqrwWr2yxN5W04Riu0H6AdK7K901LcXYjwRs8wkdPcdsfTtXCyRG7v44UBZm5AHc5rgo1Jyg0enh4R9+fVf5HWvEx0uFJVG1Y1jyFwGcrgfjzn9a5jVBLdzzXDA43M5AI47Z/L0rd1c3yvB5ikSELFDAHwELHDPjtnOMnn6dsm9MVtvsLyx8qWOTEz5y47ceuPrg8120ZONbmlDWySXZbvTv/AFsedKzp8sZaXbb7v/Il0uyMl5HBMqrJIhdeAApIyo+nH61prH58aSQJFIyFdixnKuDjPJ6H1/GseN0aISGbzCsjLI7DqnAUgdccYx2yK0TdSWzPPbQjYoMjBVOwDgHpzwT+vtUxioxvVfu9V57pr1X5Ezm5StSXvLb063/rqLdwSaaIHTiedpA4QAkBiPlH4DH41m3On2zWxkQorpISsvDRn5R8nqSG69qdqOrT6gsAktJLcgnDNlVbPoT9OavaRqFkFt9JkiiTzcOJcbs/KTnPY5GPpmscbTSjCpSd7L56dWdGBcnKSq/8DUyYLjzI4re2gWERZkOW3ea57k/oPrXYaHZabrCCa9ZNyJuVACrM/GB35PPNcpYq41J3ELBC/wAuFyAM9MjgVvaNaTR+ZcwOTGJJDhRkqNx7frn866cdBOjCvhlrrdbvu+5jQnarOliNtLPbXbyOV8W6M2meIiYw0saOA21uQTzgkZ55x9RWppUaWsGbp5pW4MUc3MaHrnafl3D1rdu7aa4vHmmczo8QCyMgBcDPUDj2/CuN1GJFb5EXcTgcd646GIcoPQ7qFC9W76dzqbGSO+sXu8D7TIxjBC7V2DABXvWZq821I4l+aWOIxF26gbjj/wAdq9YXS2fh+0hgUNcOGXzCeIcfMzY7nBGPTNUgYboS3H2mCJEQMiuN24Dp7E9yOe9bxqxlKPO3yRv85Pdempyyg1zOKXNJ/dFbfMoaczi5MsbskjuAz44LFuFHrxzXSTJJcZimJa4UEbAgxgEZ+ufT2rDiikjtnieEL5P755AOHDEAEcdACOfetr7XMzC5mmaTIyUK7QhAAz+IA+vNN0o1arnZWba80raO/wDVtLkSrShDkTd0r+Td9v68xCk+oxkRStJDFAuQe7Z4XPrjPPsK9bi0yNIlLLzXmsOraeYhHbyRZXb+6A2+3cc8V61I6quB6Vy4ynGny2d2XhKkpuSasVxAigDApjxQr83A9ap3WorATk9BnFcZ4m8X3EFo/wBljYnGQ3Y81xwhKo7RO66grs9AsbqOOeFS4CK4AyfeukvLWG9sp7W4QPDNG0bqR1BGDXz7b+I72awlWfzyCp5iUHy/9rn6Y9a9Z8B+LF8SeH4BcOP7QhAjuF/vEfxfj/PNbUJXvHsYYhpNHz/rfg+20TVJre6aRCpKx872lHZs4AH5evNWJLZomhtbhSV3bZEB4Un5c4/Ku2+NNvGdd0VIgA80hWQeqgqR+HWuM1CRIGKGVTKF8x+c+UP4QT/eJxx2FdjmlB93ol5vr8lf5swiuZx6Jat+nT5u3yRzd2xZFgDln27FCgDGDgdO/XmtXT7mORYlnjYMgAZocASf73v/ADrKmg+RGPmJvZVUlMA+pycVqWLQxSzxKhljaPbCEHVh0x7E55rStTSkuVtvVu2na9n6XFTneL5lpolfX009S9ZvLbzR28ivJHg/KwG71/HGOntXbfCsrjV3jRkjcRMFJJGfnBx+IrioYUu1VQ8kR3FgWOXx6H1rvfBTR20d5Eg2gLGAue3zVniaM/Y87emj++2hnRqw9ryJa6r7r6nS6teiC3c5wSMCvGdekia/a4QkypLsznGcjnB/z2rqfGWsyzSNb2xZlj4l2dQTjH0615uJLm5nWG5dyIwQFIwVJ/rWGCwzrycYux2YiqqMeZo1YHFrGIzG/wB4MpVd2CCCOn0PIrmtUuZbbXJpLGR41dyQFJG4emO/Su18N6hDA5SeDzZlBQAtwD0yc56dawvFumga2ZLNNwUKxyow2epAGeM54rT28Z/u57rp+f8AX+Ri6Th7y2fX+v6+8pS32r3lrH5KtFtOPN34ZvZR1J+grT0cXFo0plgRWwSEZMqEK4x1z3/rVCznt9P3HCCRxguMkr6446VtaVLNd6WwOWEkjvub7wA4OT6fyraFOmm7rS2vp1FJSjBSW7enr0MyaAQR7gxeOWIODv4GDzn16DH1FN02WNJ7hJHMeG/duv3SemD7HHUU/UQ0zLHHwhGRg4zubP8ALFVLeJ0j8xlGwPsA465yfrRKMqlNVZOzdrffp+gRcYSdNapb/dqbu9raQE+U8bI24Rvgqc46/wD6qW8lijliuoZfnMa74gvVc9PYinmKJZTbJNG0fXC8soKgg59P61LBp7yIz3QXd5floAexOc/XpVRVWqlJO/na1nv/AMA55ulTbi1byve62/4JJPYyJv125jZLcZdFmGDM7HKgYGCMjJPYCs+4tLW3vkZJWnTje4bIkJUHI6Y5Ygj260+9v7u/RRdXMsiQjZCj4wgGO2MZqKKGFrRZGmVnIw0ZYRlD/sjGPw7g11xcsNGNaq7J6WX4fPrfv8hOUajdOGr8zVMy3EMSMQUK4jDHcUUZJ57Drxn+dd7pRNrZOIQGkUkYdTgc8YPp0Hsa4PTbV9QvJFJj2iJ0QIgUZ2nsK6fTmnzEZ76dIpHWQKzqqk8BgSQCcFenvmvMpzSm6kHZWa1d3r129DsxEXOkqc1e7T08v6Z3d3pdvrmnsr4jmj+WZRx1QEjP5c1wZ0u00BoLywt3MzEKHkcOenIHYjr05r0vS0HkvLuJ81g2SMbgBjOOw9PbFZ+pBLayZFKwKXwHwAqdefStPZKovaN26nHTxMqF6MdU3by9PxPOJhdX97JJeQogLeZbsU24CnBAPXJ9+OtU9SeeWykYEz/aICSxP3gFBLKAO2AMD8cc10c6meBIyLVBGknzRjapAAOcdQSfX0JrlZ7uKG5Q2qJ5728iySNEMBsH5QOnYc4796xdKrUtXWrTba7dr+tjrU6cJOjstLefp6XMyC2lFnHcxRmSFEVpHB3bCWIGR2+7/L1rSM1nfy2iQSt+6RYpFGQrMHckEd/XPesSOZ7aJLaJGhiupFjdlc5dRjI9P680aHYDU/E0+lNqctpFmYxeVHuLMqllX0A4OSfT3rvq1JOpy1FdRvb/ACfocyhFQbg7N2/r5mxrc63ktrZpLG20yGU/3MYJJ9OM1zBtZVvFBt3jEvzRhhjI9abYahcSadcxysryTBVaZuWCZJK9M4Jxn6Vdnu5b6d7kIDIT5jGIFQcBVyO56Ak104erU5+eSSTvv/XXRfLzIcIRp8sW21Y1w7waekSyuzRw4VJPmEfJOYyD0PuK6/wtGYrQI58tUGCx74xn9TXDW7FpYbdJIpWILuyEndxnknr2/Kux0vV7dLZlP2lmMcZESQlhkoPm6Yxxg+uO/FedTqThiOZNPe9tEr/8MdWIhCphuVq21u+m/wCZ1Go6SZLFb+3kEqqmAuOAGyOo6jOB7V55L4U1V7sS3cX2e3WQncWDEgHBCgd69c0NjETFGCtusK4TsGyckfmPyqjqWhrcx3sUjxojsWXamVGTnJB789R/Ws3SlP3qWl9/X/hyMPilhuaNTXbXy/4Y4bV000Qrp2nyIsjwlmLxkkoBnax7ZqhcWVhPDZbomtxDGsMsqbVBIxyR3wDy30z3raOmWKIbiGYNJDMgQ5bcgXrkEY9+/Hesu7MnkszGHyDMFZ3DAIDjcoHRsgZ9snrUValeSVWGlnbTv5eTv95pThSi/ZvVtX17efmrfcczbM8MjncCq5hUsQwI5+UDuOT+dbdvCRpKXW0XPlzoojkYjPBJ5/4CB9KoxSWtvrF0sqxzaa07vtdirtgMvHfILH0zgGsi/ur23tWlimlhiYI8S7+xLbSe2eT+dd9WtGouTl3s7+W7X3nOqTg3Uvtf79kzqrTw/p99CHukcXDYkV1kYFT7c9B0r2mUhoeMZArwHVJprfRLfUdK17UmBufsubiFY1uSFDO8I67VOFO71HuB7pfXIgsHc9Qmf0rz8ZKm+WNNWsdGEjUTlKbvc4HWPEMCXV7A7gOEKgk98Gk8QRWcvgMOrJvLRsrfiCf0rnNS0hbiK9vnUedIGkG/kYHasCxvZrhE07zi8Ck7Qe52k/oBWHKlFzh0/M7k7SUJdTrrWwjvFify2Ljk7cfNnqPQ8VXtdWl8Iakt6AyKHw0ZG0tGcdvWtLTjP51kIS0Cs4OxsEEcZH+H19a2NUtLLUtGXUJIVZvLUlZE3AgMOoHfgjPpXpYqNOrL21NWdrvz6/eeHQlOFqVV3jf7tbHC6tqd3468VNdw71gtlG1ycbff65rOn08z65FZ+e0fnSM8s3lcE7TjA9BwOue9dBqNpeWbxS2cAgg8tnJRdqqMZ65x36EfnWG1pNa20qXTvJJgSoVYsWLjkZOOeOMep9q5nNqNuT3v08v18juai5Jxl7i6X6+f9bmXdG/gQG7QTW0RMTAMCpBJ7jnOc4/GooJgUtyF/eRjZ8vTHUHPqOataoqzQXYtnQpEgkkVEwAu7jtwQM5H5niq2yP7J9vimjMKMkbx8KynaM4HcZyPXjNbYSrScFOouV36af1e7M69Ob0jr6lu584SMI51juSVKxhiGO7nJ/DB7da29FvtS0SyvXuZY5jKqeU65JUDdkNnr1/WsHw/dW3iDxbFb6rd3FlHPiOOWOaNFiwuCWaTtgHA65wKkaa4SfWNOuDdqLWYxYuQA8agtndt4zgc4OKiTTpvnert6LXsVFP2i5Vovv8AvK1r4kdLuOOeVpIZJA05OVI5YHPqCCP++RVdImknN6rR+VNISvzYPB9OvfvWfcWsiXKs5Vd5B2k4KAjIzkenpWgrJHblIvlbYUeSMlS4PO1h0z/StkqeG5a1J+8+nfv6dipc1ZOnPY29KskvfOnjI3GRmGehGcf59jUk+lmCSKQRLF5iELGo+UEDnHJ+tWfDsBht9zguigfKvXkZHHuc4+hrrF0231jSTcW0ey525GeCcEgj0/Gpq0ademq0H77vdd9Wc0qs6NSVGa91WSfbRHj+offKg8lsfStqAXC6FFAqOkGczFf+WidQvryT0HpzWhd+E4LSaea4uXn8mRsxCIjkHqcckfSm6jqcWoyW9sbZBAyjcQxGCchcdMc9zxzXPGVOV+fp072PQrym1H2fzfa9jF84xRJPeWJY3UW+BnOBg9x2xwRjrUUHlOTHFKSGjLRxn/lm+eQSeOcYB9xW3KZ4oI4pArfZsqItgOcAFs59ecdOvvWCkDyTXTRxsxWUL5YxxnJ6Dr07ela4ecKt7u1uvTy06W0OarGcVZdf6ZowyBoI/KUF8lcouDyR1/Hj8fanSa3exLJHJZu0aHa7xI2UOe/0qnJeww6JMiTeXdGSJoymQ20E5x/h/hWnqujat4W8PaReXd1cRy3ok8yFkIEAAQqGOPvMGyR/UGuiVSSqSSlZfm+rOfkTpptXf5IL3FxrUsTKFQ3OzavoP/1VlpqFxHKltGypHNy+FGTxjGeuPaiit62uFhF7csCaa/eN+bO50bEENpJEAuHf5QOOoT+Vdfpzs05BwQJZEAwP4duD9eaKK5subSf+L9GVmqvJX/l/U7WI4UY7LVa6QfZT3zzz9KKK6o/EeXLY4LX4Ua4jcr8wbg++Ov1riL9ikDyA/MpwDn1OKKK9WSXsZehlQb9pH1MBWZ7t3ZiWXDA++ajj1S40nxLNfW2zzo5ZMb1yDkFTkfQmiivErr4Pn+aPahtL+u5BYDaJlHQMAK2o5y2mHeisYDtRskEYHsR9KKKWO/3GD/vfqww/8d+n6Gv4fRZNWR2UE7wn4bT/AIV0VpAlrZ2UqZJkllhIPTah+Xp9KKK8lNqEreX5M9SSTlTT8/zPQ/D0rT6TDcvgPMMkDoAMgAe1SauP9Au25z5Z79eKKK9XDq1ONux4OK1qyv3OFW8e9lSeZI/MlAclRjG1gcD2OTnPPvXLa5PLcS3AdyEabfsXhd2SM4oooy1L2k49OX9EdWMb5YS63f5syNQAZL2Uj94V37s85JBP86ram5/s2Bf4RDFx+dFFEm+ZLso/+kou3ut+v5sZrHiiTWPssb6Vpts0CJHFJbo6lEGcIAXKgdzgcnmvdtVkZoY0J+V8A/SiivPxXT5nRhd2c14qVYLEGNQuIXx+VeWaSgkgjdiSzXKqTnnBDZooqcIk60U+6OnEtqlJ+TOq8NRK13C7F2fywm9pGJ28DHJ449K9FtkCaWu3geUeKKK76ele391Hj4j+Bf8AvMxtajLQoiSyRYQyBozhgwZcc/jXHzyyXtlLczSN5qwq25TjJLYooqk39fXovzHBJYC/mzE1qR0uLyGNikQtIpCingkleD6jk9fWsW1lee9tI5CDH5hIXAAHBNFFZUYx+ry06fodlWT9qtev6jLXV/7HluIjp2n30MrK5jvYPMCsgJUgggjqcjOD3Bpr6reait7d3UxknvZt074A3dW+gGe3oAKKKGleLITd2QNcSywRPI5dioGT6DgD8qtxAj7Ku4lS2cenf+dFFdmJ93DaeZFHWur+R1umPs0hrgojSLbRcsM5yvNdzorEzxnJyLIDP/Aj/hRRXHhto/P80Ti/tfL8mPv9OtnublZVMqzcsHYnHHb061gX2mW8GjmeMMDLJgpn5QEfaMD+ec0UVtiYxUINL7S/MwwkpOc039l/kcvcWiPGw3yKGZS6q2A+GwARWfICvie+uI3eN4SzrtY8lQMZ+veiiuKokq9VL+9+h6dP+DSfoYF0zSxC5ckyygOx9yx6elSXPiLVNVsYtJvrya4tbR3mj82RmJZtv3iTzjHHpk+tFFOWlNf13J/5eM//2Q==", "info": {"video_id": "59438", "label": "pretending to put flashdisk into cigarettes tin", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "59438", "label": "pretending to put flashdisk into cigarettes tin", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "59438", "label": "pretending to put flashdisk into cigarettes tin", "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": "6f38998a86750d179821ef8ccebd14810468aac86d25882d1f9e75ed8dc81ac4"} +{"episode": 99248, "episode_seed": 1432329196, "split": "train", "timestamp": "2025-10-13T03:54:13.759951", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1432329196, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting a metal tube 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "162088", "label": "letting a metal tube roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7edffd9d21a1b2762b6b6af4ecd10ae72ac32c1f9e5984c222010c90c690a968"} +{"episode": 99249, "episode_seed": 70098920, "split": "train", "timestamp": "2025-10-13T03:54:16.264951", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 70098920, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting a ring with a block'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "171829", "label": "hitting a ring with a block", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "171829", "label": "hitting a ring with a block", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "171829", "label": "hitting a ring with a block", "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": "7a768a00ebbc73891af2efb7b8795c2e526124210221ed091381f2f513d2eda4"} +{"episode": 99250, "episode_seed": 1214890029, "split": "train", "timestamp": "2025-10-13T03:54:18.138620", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1214890029, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "195981", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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Gb2NKMVzM8+tpTdXJ8xY12n5SCckfjUmn2SXHje2uVxugiYn34I/TI/OsiwkEUzNIsSPGTgBjn8c9a6nwcBPHf6gVHzyCFG9lGTj8SPyqIK0rm1aacUjYn+9U9lJjiq9yetRW0u2TGauxidhYzZUVuJcPNpywRgtIX2bR39P51ymnzAcV13hvyd95PKwyiAID6nOf5VrT0mmZN21MabSJ/wC0YTLgqHGcdu9O8e3JtPCNwgPM22P8zz+ma1p5k3ZZsAdT6Vk6rLbeI7IBY/8ARcYTPU9txrsU7O7FKnzMk8GW6xeFrONlBDRAsCOueT/Ouc0vwctn4p8WQpgwS6fvgAPKq7glf/HCK7TRo1h02GNRgINo/CrAt7a11f8AtU5DvD9ml9GTORn6H+dObumYpWkiz4DsX0/whZwPFHFy7BUHYsT+ddGeK8a8V6xqOiXsr6TfXaR+aCI0kxGB3Jznkk9Pas3UvG+uT6ayS6hJvkARREwXJPA6e9ctrs0nh3dyue1XmpWlplJpcMQeAM1wUUzQ3IkjYqwbIIp6x+RaRQlmYpGqlnbJJA5JPc5qk8mGNbxgkRFWNTUbf+04GdTiXHOO9ed35a3uGiYcrXotnNwvNXrjS9Ovk8y4s4ZH/vbcH8xVWtsX7Xozxm2i+2axHF2Mg6egrsfFuoPpvhW7eKQo7II1IPcnH+Nc34Vj83VDIeRGvX0J/wD1VJ8RZ5Z4LDTbZHlmmkLiNBktgccfj+lYQV2VU2I/hzNPOLmSaV3+cAbmz0Feig15N4f8QWHhTR5DdSrLdyAukELBznnAYjhen1qeP4tqY3ElgFkMrbOcqqds9yR39aucXJ3Mo1IpWZreONQudEvIryFFuIJRulgbnaRxnHofX1FeUnVL65vHMIZWkYkqowOa3de8WNfa0s6SLIPs6wzEAbXGScAe2aXT7jSMlxPErgZO44x+dZTg4a2uXGXtNOax0HhHV7bT7QaROJfthLTsQuQwP+GK17zW7GK3jnmuBHFL9xnBGf8AP9DnpXnVh9o17xSYLCXy/ORk3lc/IBkkD14475xU3iDQYtK0ywmimud0pffb3OFeM9jtB4BxWipxdk9zN1JK7jsjrrHxTpk08oafywh+VmBAdeOR79eO+K7TS79DsljdJYnUZ2nIZTXz/G2Mc9q1bDVb6xkV7S4kjYcfKevsR3rT6upLQiOIlfU9M162jsbu4aLhLjaR9Bmuo8C2wi02W4x/rnyPoOP8a4ObUtR1Gwt2vreON4/l3IT8xPqO3TpXpukKun6FEHAURxZb2wOaypLQ76sZR92Sszy/xpd/2l8QBADlI5IoB+eT+pr2O2mjtNNEsrBI40DMT2FeK+HrEatrF94l1CXyNMspjPLK38TE5CD8x6nkYHNO8S/Elpmmi0ySZnZPLWbJjjhBXB8pOpPUbnJPJxiuuSbtFdDic0j2CXxNpURIa56DOVG4dM9RwPxrkPEPj+5TQNSudMtjbywsscTz4djnq2xchcf7R/mK8XXxHqkPneXchWmYOzCNchgMAqcfLxxxSX/ia9v7KO2cKiAguUZv3mPUE4A74AHNT7Oz1M3W00PSNaaDU/CeiTS3Ul1M9qDLMzZbzMktn8SRj0xXml1Y3EcpdF3AHqDitzw3qUUsf2V5QpxkIxwD9Kn8Q3kNha+XFtM8o4xzgetcqjOMuU7JeznTUuxk6DqUdrq0M93JjbnDbd4jPYle4+nODkc12lj49gRZVmu5Q6sdjGHejjnuCGGDjk5z6VW0nwHpUtjorXkuotLqq5WWBAY4j2DVxuq2LaTrF3YMSTbysgJ6kZ4P5V1U4wehyS9pBXfU950DXUvreIMzea8SyKjJscqeN2O4zxlcj6V5Lr+rz6jeeZPwAeBU3hPxQ1oyWN8qy2kKu9tIUy9tLkMCp64LDBHoTXO6ldb526ZJ6CufEwcbLodOHqXTZvPeyw+Frpw20PEUT8eKs/DCPm6lx1cD8gKxvErm08M6Rbg4edPNYewH/wBetzwRdW+heG5dR1FjFCZR/vNuOOB/n1qIK0AqTTnc9PQ5FcD47nvtLv1vdJuMStHmeJW5XPAfHv0/CoJPilZtbIIIvKmclSX+YJycE9O2K5PWfFJu9ekuYJTIjQJBMWwRKByfyPSp9k3cTqxutTno4b+7ucAMGJ5Neg+GNah06OPQpIH8xVMglDLhs8nIOOc+maybPUNKCM32iFGC5IbgisS0nu9X8UJFp0ohe5byFLngqeu724zilBOTfMrIJ8sIpxd2z0W41qz+xpdSSCKJmK7mIIU+hIJ5zxx0/GqFlr+n3OotaxTBnwPLbICyHnKjPfjjsa5jV/Cq6foLalBdXEwjufJlWWExgH+8MnnnvXLqTgVpGnB6oylVqRdme9WFyGVJEbcjfdbsa2Y7sxyJtYjPWvBtJ8RX+kqiW8pMasW8tj8pzjII/AV6RonimPWLZZfLMUsXyyLnIyR1HtVxpOM0+hpCqpaG/f65JGkpLZAU96s6PfrFoturMA2K5DVrlJBsU5LGq82oSQmOGNjkkKozVzR0KSueuaFqUdzF5S/eGfxrVu44riymhmbbE6EO2cYGOue2OteeWGppo6JPJ/qoVy5z1Hes7V/idZ32nX6xTIsJgeJIl4eRiMA5POOew/GineRjiYqnI5PxPrWuKh0yV/Ot1fzEmTkSjHDD2I5/Gs3Qo7xLmHULtGa1tHE3lk/f284/Srmna7bywQ22pSpsgQJFIy/wjoCfarXiHWdPg0bybOeKWSZcARnO0dyfSm6c4z5GiE4SjzuR6HaeKLHVLa2uIRMqXJITeozkduCeevHU4+mc3UvFGmWXnB7lHnjyPIB+YnsPx9a4zw54auNe0rT7i9u7pbM3JtrZbWDzHQ9SzHjaoJOCc9TWHrFg2l67eWLSGQwysu8nJb0JPrXRGnGU7XOd1JqKbR7Vo2s2V8sX2a4VzJ9xSQGyOox6j9RyO+Optpsx4JzxXzXaXEkEyTRMVkQ5VgeQa7bw/wDEC8sJo4L/ABPaEhSxJ3xjpnPcD0q5YZ2vElVrvUs+HrmPTdOnvLgNgt8qquWbHoK5bxD4ta71U3liHiYQmAb1GVU53fiRWxJLvA3sT9T0rkfEUKrIs6dztY+voa8yjWtKzW56tbDqVFzg9Y7ruvL0MGRutQHkmnOckVb0+wa8lJbiJPvH1PoK6b3PJtdmdkg0mT6091w5B6jimkcZoRLNTw+s7atF9nnkgfDfvIzgqMc8/St6P7Gv2vT7pCZhI23aGLOAuRn8eTn+lcvYXD2l1FLGxVlYcjqK6QzyQ+KodXjaJUnPmbcbwAflIIHcj+dRU0aZ0UtYtWuc6x8uXb6Ejg571v8AhyEXGog4B8tdwHueB/OsHUGQ3shiAClidoOdvt+FbXgWAal4jNlJqM1nvido2iTcWdFLBfQDgnPtSqzfI4rqaYKpCliY1Jq6Wv8Al+J7FLp8CadHZoAW3oc+4PJ/nV7xTdmy8KXQQ4eRPKXHXJ64/DNcR4E1a81e5mmu7l5IYEWRnkPCZz/Os3xl4hv5tXgn8tUhgyIscq3Pf9KMFCOkZOx14l1KkHWUW11fn5mFqeun+zv7Ksh5dlndhScOf7zercda5lzxUztyarM2XA9675yueRYVhxUJ7irARpGCIpZmOAAMk0X1pNYXslrcLtmjO1wDnB69aUgKxznB6U9CXcAAn6d6Yfu1Lb5Rw/cEEUknewj0W3utd0bSLDOrX0VsyrHHGkqoFznttJxkMPwrD8YWc9tqpmnnNw0mVabeW3spweSAeMY//XW9rGoR3PgC0vNgWUXKRk4+YxqDjjOBjIz71zPiCXULnw5p2oXMu9JZJAm1FXGMDsPb9K5U3GVzrmo+zSW5lwyujFo2wemaaitc3aoOWdgB+Na2saPplp4bt9V0vUr2YNdG1zcwCNbghNzvEM52qcKd394e4FXR5Y9PmGp3ELyRwt8ijjLdufQVFaftOVIVDS50Ot/YY769ub1FlTT7ZLezhc/JJNwSSO4UHp3OK4fVNVvdWuTPeTGRuiqOFX6KOB0qTVb77dfSzAsVdt25upJ6/rWc3UCqcVHRGcpOTuNOaFJB+tWLe2kuWYRj7qlifQCoB1oIYvNXdIa4j1a1e1cpOsgMbAZwapVYsrh7S5jnjJDqcgjtTa0EtzsT/pV5c22r30kkmF2zTS5UhjyQD/IYrj7mIW87xg5VW4PqO1dHq0zza5p+pxW4eJhENrfKrumMgeg5FZXiVYBrE8lsu2GRyyrnOPXB7jOR+FZQdro6Kq62sUkwa77w1pTWdrIST5koUsOy9cD9a5fwVY6Zq3iS30/Vbma2imYKk0cscaxnOSWMnGMA8DknArv9AjlhvtXs5zPm2uDGEuAA64LDDY4zxzjim6rc4pbdTpwioqnPnV5OyXl1b/Qrz27bt2OldbpXgJr7w/Fq85KzOxkiX/YHT8+TVW000apqltYIP9dIFYjsvUn8ga9rWCJbZII0CxKoRVHQADAFaSZFSXK1Y8W1C1Z9NuYdu6RomUL74rxVxgn6V9hL4esFkkk8rLspXn3GK+VPEWky6VqU0brtUzSBBjHAbH+FaUEtTLFVfatNdDHLsQATSd6KB1FdZxnX6OdTXwlcPHeTCzikZ/squVVzxknHJHTqcVN4hh02W1iu7CQFkYKyg52rgdTjGck8dvx4g8L30lxpuo6GAX+1wlIkz/GSMN7YxS2UgHhO+068jh3i4EqSAnepAwxPbbgdfXArmvy1bnTbmp7fMxIJBuIz3rr/AAppS6hcq+0O5kCRg9Ae5/CvP5pnjUspKnI6V6JFpuueENF0fUJru6gubvzS8WzH2fhCgY4+8ytnHbp1Bp4nEP2fs1v+hrl8qdKt7SavZO3r0KMkrY61h6u5e0fPZloorzFujtXwy9H+Rzv8VTpfzwxCNCu0dMqDRRXZDY8nqVHcsxY9ScmjqKKKoli+lX7O5mlnWEsAGyNwRdw47HFFFKQRIb6Fbe4MaZwFU8+4q3YXsuh6mupWYQXEKnbvGV+ZCp4+jGiisqhpE6b4e3Eqwajbq5ETGMMo743Yrd1W2ikRomXKOvIooriq6ao+pyPWXK9mndHmU3yuwHY4qvn96KKK9d7o+UZ2vhRY7G3jv0iSS4k3jdIM7QDtwMYxkMc1jeMcNrrvgAvFGxx67cf0ooqurB/CYHf6VOnTFFFVAzO30S3hvvCWrm5TzPs1urxZJ+Ukdf0rG1eNbfwfaBCxWS6ZirMSAVBHHpnvRRXHPf8Arud0taV/62KmueLJPEMFtDNpGmWpt0WOKS1SRSka5wgBcqBzk4GSea1rMbdPiQfcK5IPQk0UVw4v4Ed+SyaxKs+qOX1eFINQdIxhSAcemaz/AOMUUV1UneEb+Rw46KjiaiW3M/zOi07/AEbTQY8BpRuckDJ68fTiufkAErADABNFFanLLZCUvaiiqIN3TG+2QiOXO1AWADNjP0zjn2rFnleZjI5yzc0UVmkrM0k20jS03XW0QyINN02+im8tzHe2/mBWXOCCCCOpyM4PcGuz8Japd6nd6vfXcvmXFxIssj4xljk9O30oorGHxo3pbs9K+HaiTWbqZxl4ofkJ7ZODXqKk4oorokRV+IUk4618y/Epi3iC+VuQl0wX2/zgUUVpR3MnscJQPvUUV1oyJI7l7RxKiqxB6MMir01/JdW6qY0jVjvYJn5j2zknpz+dFFJpc9yk3ylJkDhwc8DIx2NX38Tavfadb6Zd3009vbSNMnmyMxLPgHJJ5A28emT60UVwVviNaX+Z/9k=", 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", "info": {"video_id": "195981", "label": "tearing paper into two pieces", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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fLkA5HUEHII+hqh4xe21PTYJCsj3UZ2yCP7zFVxj2ycVjN7GlGK5mefW0purk+Ysa7T8pBOSPxqTT7JLjxvbXK43QRMT78EfpkfnWRYSCKZmkWJHjJwAxz+OetdT4OAnjv9QKj55BCjeyjJx+JH5VEFaVzatNOKRsT/eqeykxxVe5PWoraXbJjNXYxOwsZsqKs6teH+yYo9x+ViCM9emP5msfT5gOKNWnCRbjyOvWtaa95EwlyyuZtlF9t1yCEjKhxkemOa6D4gXItPCM8anDTFYh+J5/QGsfwXEbnWZbg8iNP1J//XVX4rX2fsFgp5O6Uj/x0fzNddJXkiar1Ot8EW/2fwxYrjkxBj+PP9a6cEVlaFEIdJtox/DGo/IVp5olqzJCHrVP7Atl4HltbOMbYy4UD3JFW2PFcpq/i9NAu7vTNRWQ2dzGZIWXsSOR+BH61jNXVi46NPsedX1s9tdPE721w5XLiOXJI/Hr9K1bCS1fS4zEuAFxg9sVya6vY3Opkuo3FiFb+76Vdu9YS3t2QMqn1HcmsJReiO5Vo/EjDv8ATLnxB4wFjYxl5GwvHAUDqSewFfRekWkGl6ZbWNtGI4YIwiqPb/6/NeceB9ETT9+qShvtNwoVd4wyr3/M816LBNlRzXStrHntauT6njNtF9s1iOLsZB09BXY+LdQfTfCt28UhR2QRqQe5OP8AGub8Kx+bqhkPIjXr6E//AKqk+Is8s8FhptsjyzTSFxGgyWwOOPx/SpgrsqpsR/DmaecXMk0rv84A3NnoK9FBrybw/wCILDwpo8hupVlu5AXSCFg5zzgMRwvT61PH8W1MbiSwCyGVtnOVVO2e5I7+tXOLk7mUakUrM1vHGoXOiXkV5Ci3EEo3SwNztI4zj0Pr6ivKTql9c3jmEMrSMSVUYHNbuveLGvtaWdJFkH2dYZiANrjJOAPbNLp9xpGS4niVwMnccY/OspwcNbXLjL2mnNY6Dwjq9tp9oNInEv2wlp2IXIYH/DFa95rdjFbxzzXAjil+4zgjP+f6HPSvOrD7Rr3ikwWEvl+cjJvK5+QDJIHrxx3zipvEGgxaVplhNFNc7pS++3ucK8Z7HaDwDitFTi7J7mbqSV3HZHXWPinTJp5Q0/lhD8rMCA68cj368d8V2ml36HZLG6SxOoztOQymvn+NsY57Vq2Gq31jIr2lxJGw4+U9fYjvWn1dSWhEcRK+p7NBEum61cvCSsc4VhjvjP8AjVa/1ySNJSWyAp71k2Gt311bwtqEEcUiLgMh+9kc5Hb6Vn6tcpINinJY0qS/dpHfNShJqSszr9Hv1i0W3VmAbFdLoWpR3MXlL94Z/GvI5tQkhMcMbHJIVRmuusNTTR0SeT/VQrlznqO9S9JDcFOD8j0O7jiuLKaGZtsToQ7ZxgY657Y618/+J9a1xUOmSv51ur+YkyciUY4YexHP411mr/E6zvtOv1imRYTA8SRLw8jEYByecc9h+Ncbp2u28sENtqUqbIECRSMv8I6An2rZ05OPMlexwwnG/LexT0KO8S5h1C7RmtbRxN5ZP39vOP0r1m08UWOqW1tcQiZUuSQm9RnI7cE89eOpx9M+eeIdZ0+DRvJs54pZJlwBGc7R3J9Kb4c8NXGvaVp9xe3d0tmbk21strB5joepZjxtUEnBOeppwj7nNLQJ+7JRhqdnqXijTLLzg9yjzx5HkA/MT2H4+tbejazZXyxfZrhXMn3FJAbI6jHqP1HI748V1iwbS9dvLFpDIYZWXeTkt6En1pLS4kgmSaJisiHKsDyDXTGgpLRmDrST1PpO3nzEcnPFeA6/q8+o3hkn4APAroPD/wAQL2wlS3vgJ7ViFLEnfGDxnPcD0rg9Tut1wwBB5NcGMpyg0mdmGqJptG897LD4WunDbQ8RRPx4qz8MI+bqXHVwPyArG8SubTwzpFuDh5081h7Af/Xrc8EXVvoXhuXUdRYxQmUf7zbjjgf59aygrQHUmnO56ehyK4Hx3PfaXfre6TcYlaPM8StyueA+Pfp+FQSfFKza2QQReVM5Kkv8wTk4J6dsVyes+KTd69JcwSmRGgSCYtgiUDk/kelT7Ju4nVjdanPRw393c4AYMTya9B8Ma1Dp0cehSQP5iqZBKGXDZ5OQcc59M1k2eoaUEZvtEKMFyQ3BFYlpPd6v4oSLTpRC9y3kKXPBU9d3txnFKCcm+ZWQT5YRTi7tnotxrVn9jS6kkEUTMV3MQQp9CQTznjjp+NULLX9PudRa1imDPgeW2QFkPOVGe/HHY1zGr+FV0/QW1KC6uJhHc+TKssJjAP8AeGTzz3rl1JwK0jTg9UZSq1IuzPerC5DKkiNuRvut2NN8Qz/6LEAfvEj+VeQ6T4iv9JVEt5SY1Yt5bH5TnGQR+AruIfEA1/T45lhaKSFtki5yMkZGPbih0nF36G1Kqpu3U9G8C2wi02W4x/rnyPoOP8a4Dxpd/wBpfEAQA5SOSKAfnk/qa9Q0hV0/Qog4CiOLLe2BzXlHh6xGraxfeJdQl8jTLKYzyyt/ExOQg/Mep5GBzXVS01JqM9qtpo7TTRLKwSONAzE9hVeXxNpURIa56DOVG4dM9RwPxrx/xL8SWmaaLTJJmdk8tZsmOOEFcHyk6k9Ruck8nGK4hfEeqQ+d5dyFaZg7MI1yGAwCpx8vHHFHs29TF1bM9o8Q+P7lNA1K50y2NvLCyxxPPh2OerbFyFx/tH+YrntaaDU/CeiTS3Ul1M9qDLMzZbzMktn8SRj0xXm9/wCJr2/so7ZwqICC5Rm/eY9QTgDvgAc1s+G9Silj+yvKFOMhGOAfpWVWD5U10NaFVObUuph3VjcRyl0XcAeoOKu6DqUdrq0M93JjbnDbd4jPYle4+nODkc1reIbyGwtfLi2meUcY5wPWtXSfAelS2OiteS6i0uqrlZYEBjiPYNSp6q8xVIe9y0yzY+PYEWVZruUOrHYxh3o457ghhg45Oc+ld/4f1xL+CEMzebJGsioybHKnjdjuM8ZXI+leC6rYtpOsXdgxJNvKyAnqRng/lXS+E/FDWjJY3wWS0gV5LaQpue2lyGBU9cEjBHua6HSTV4mSqyTtI6Tw9cx6bp095cBsFvlVVyzY9BXLeIfFrXeqm8sQ8TCEwDeoyqnO78SK2JJd4G9ifqelcj4ihVZFnTudrH19DXFRrWlZrc9Gth1Ki5wesd13Xl6GDI3WoDyTTnOSKt6fYNeSktxEn3j6n0FdN7nk2uzOyQaTJ9ae64cg9RxTSOM0Ilmp4fWdtWi+zzyQPhv3kZwVGOefpW9H9jX7Xp90hMwkbbtDFnAXIz+PJz/SuXsLh7S6iljYqysOR1FdIZ5IfFUOrxtEqTnzNuN4APykEDuR/OoqaNM6KWsWrXOdY+XLt9CRwc963/DkIuNRBwD5a7gPc8D+dYOoMhvZDEAFLE7Qc7fb8K2vAsA1LxGbKTUZrPfE7RtEm4s6KWC+gHBOfalVm+RxXU0wVSFLExqTV0tf8vxPTtZsktrezhh7Btx9TxzXNz27bt2OlSeFtWutYhuHu7h5tgQrvOcZzn+Vb9ppo1TVLawQf66QKxHZepP5A0qC5aSR1VJ+0k6j6lrSvATX3h+LV5yVmdjJEv8AsDp+fJqvqFqz6bcw7d0jRMoX3xXtKwRLbJBGgWJVCKo6AAYArOXw9YLJJJ5WXZSvPuMVWj3MKeI5YyT6nx64wT9KQuxABNbHiLSZdK1KaN12qZpAgxjgNj/Csau+Omx57Qd66/Rzqa+Erh47yYWcUjP9lVyqueMk45I6dTiuQHUV13he+kuNN1HQwC/2uEpEmf4yRhvbGKmqrwLo/ET+IYdNltYruwkBZGCsoOdq4HU4xnJPHb8eOegkG4jPetuykA8J32nXkcO8XAlSQE71IGGJ7bcDr64FcnNM8alkJDZ7UqVXkin2CrC0trHf+FdKW/uBJtDuX2Rg9Ae5/CuGCtcXoQcsz7R+eK721aHSNDttU0bW9QYfaHtg08KxrOwTLvEOu1Sdp3eo9wON0iWOwn/tO4heSOFvlUd27c+grz685Vqrf3HpupT9jTpwXwq7829zodb+wx317c3qLKmn2yW9nC5+SSbgkkdwoPTucVw+qare6tcme8mMjdFUcKv0UcDpUmq3326+lmBYq7btzdST1/Ws5uoFauKjojz5Scncac0KSD9asW9tJcswjH3VLE+gFQDrQQxeau6Q1xHq1q9q5SdZAY2Azg1SqxZXD2lzHPGSHU5BHam1oJbnYn/Sry5ttXvpJJMLtmmlypDHkgH+QxXH3MQt53jByqtwfUdq6PVpnm1zT9Titw8TCIbW+VXdMZA9ByKyvEqwDWJ5LZdsMjllXOceuD3Gcj8Kyg7XR0VV1tYpJg16l4G0hYdNu4pOZ53gfB/hwTx+RNcH4KsdM1bxJb6fqtzNbRTMFSaOWONYznJLGTjGAeByTgV6V4Ojng13Vba4adIrKYh/tOA0YBIAbHGeO2fapqVHKUYrbqdmAVLknzK83pHy7/5HZ+Kbs2XhS6CHDyJ5S465PXH4ZrxnU9dP9nf2VZDy7LO7Ck4c/wB5vVuOtbvjLxDfzavBP5apDBkRY5Vue/6VwTtya9OlyxhdO9zixMZxqck0010ZC54prDikZsuB708I0jBEUszHAAGSaSd7nOVz3FIc5welWb60msL2S1uF2zRna4Bzg9etVj92pEPQl3AAJ+nevR7e613RtIsM6tfRWzKsccaSqgXOe20nGQw/CvOrfKOH7ggivR9Y1CO58AWl5sCyi5SMnHzGNQccZwMZGfes6yfKdGH5eb3tjB8YWc9tqpmnnNw0mVabeW3spweSAeMY/wD11hwyujFo2wfWtTxBLqF14d07ULqXekskgTairtxgdhz0/Sk1/wAJaj4b8P6PqF40yz3xk82AxkC3wEKBj/eZWzjt06g4Ua3LZMia1NySVsdaw9XcvaPnsy0UV563R6q+GXo/yOd/iqdL+eGIRoV2jplQaKK7IbHk9So7lmLHqTk0dRRRVEsX0q/Z3M0s6wlgA2RuCLuHHY4oopSCJDfQrb3BjTOAqnn3FW7C9l0PU11KzCC4hU7d4yvzIVPH0Y0UVlUNInR+AJGWLUFB4Hlgf+PV6p8O1Ems3UzjLxQ/IT2ycGiiqp/CdL+A9RUnFKScdaKKOpzdT5l+JTFvEF8rchLpgvt/nArhKKK7YbGc9wH3qkjuXtHEqKrEHowyKKKt/CSty9NfyXVuqmNI1Y72CZ+Y9s5J6c/nVJkV1cMMgDNFFY1UlT0L3lqbOp+LptchtopNK021NuiJE9qkilEGcIAXKhecnA5PNWbMbdPjQfcK5IPQk0UV42K+E9zJpSWIjZ9vzOX1eFINQdIxhSAcemaz/wCMUUV10neEb+R5+Oio4moltzP8zotO/wBG00GPAaUbnJAyevH04rn5ABKwAwATRRWpyy2QlL2ooqiDd0xvtkIjlztQFgAzYz9M459qxZ5XmYyOcs3NFFZpKzNJNtI0tN11tEMiDTdNvopvLcx3tv5gVlzggggjqcjOD3Brt/B+r32p3Gs3F1Ozy3kqSznpvY7j09OelFFc0jrwvx/15mlqttFIjRMuUdeRXmU3yuwHY4oorXBP4l6Hq55rRw8nu09Svn96K7Xwosdjbx36RJJcSbxukGdoB24GMYyGOaKK7Y/Cz51bmN4xw2uu+AC8UbHHrtx/SsDv9KKKrsTLdk6dMV2+iW8N94S1c3KeZ9mt1eLJPykjr+lFFTW+Ff10NsP8RjavELfwfaCNn2y3TMVLEgFQRkeme9Zd54l1fVNKt9Lvb2ae2tpXlQSSMxLPjOSTzjbx6ZPrRRXIh1VabP/Z", 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", "info": {"video_id": "195981", "label": "tearing paper into two pieces", "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": "e30038b9e23e5be4d327f4eb925941e685e0471426e366ff371989200632cc91"} +{"episode": 99251, "episode_seed": 4115388972, "split": "train", "timestamp": "2025-10-13T03:54:19.075458", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4115388972, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting cigarette can next to tv 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "59420", "label": "putting cigarette can next to tv box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "59420", "label": "putting cigarette can next to tv box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "59420", "label": "putting cigarette can next to tv box", "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": "fd3cd104649a5841c939dfeb808c2533e293382507e544b18fa28a9773dfcd30"} +{"episode": 99252, "episode_seed": 3580315926, "split": "train", "timestamp": "2025-10-13T03:54:21.674351", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3580315926, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick gun toy 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": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "150188", "label": "pretending to pick gun toy up", "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": "96aa03af4bc586ac93d3ca04befa31c8bd29269b0d793ad764e007a0101f43d4"} +{"episode": 99253, "episode_seed": 3463938606, "split": "train", "timestamp": "2025-10-13T03:54:22.969286", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3463938606, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging adapter into plug point but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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"info": {"video_id": "131227", "label": "plugging adapter into plug point but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "131227", "label": "plugging adapter into plug point but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "131227", "label": "plugging adapter into plug point but pulling it right out as you remove your hand", "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": "8a3e92b90e15bf71edd294ddf0a5760a300aade9312a717145024bffc68b71d8"} +{"episode": 99254, "episode_seed": 2997432520, "split": "train", "timestamp": "2025-10-13T03:54:24.461310", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2997432520, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'bottle colliding with bottle and both come to a halt'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "21777", "label": "bottle colliding with bottle and both come to a halt", "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": "21777", "label": "bottle colliding with bottle and both come to a halt", "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": "95ec05b1b71513fef47fc9e3da3530ebd807f09a6676f8d23b60cf1a5d45743b"} +{"episode": 99255, "episode_seed": 420809700, "split": "train", "timestamp": "2025-10-13T03:54:25.970331", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 420809700, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stuffing money into wallet'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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"info": {"video_id": "196903", "label": "stuffing money into wallet", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "196903", "label": "stuffing money into wallet", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "196903", "label": "stuffing money into wallet", "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": "3654b11b2ba5e22282d43f0603c5a7ee425ce68e7e46caf24a03eb462dea8b46"} +{"episode": 99256, "episode_seed": 2002296178, "split": "train", "timestamp": "2025-10-13T03:54:27.976676", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2002296178, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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oaSd2NqyujqYgpiUclGORntVOdW8xunPIPrSw3AjjYfwooBH1qSPaSAeYieD3X/Oaa0FLXQmjlwpRjwqjnuDTBGJJFDkZyNrjvTbpCquR/EcA+wptjLmXY33STwe3+cU+l0LrZktwCkcmc43cY+lcB5Ra5ZsnYSTn0r0WbaYgrnKk8N6fWuHgt/LQo3KueD7VF7FWKpuWQAdCxyR7dqu2vEW9ed5ww/mazbhT557c/KRVqGU2/AHCjGPera00IT1JZgHlLx8ofetO0uGhzzjaMD3Pf8azrfBl3rgrzuFTzMFQOvKsdxpX6Dt1OmsZRKwdTz/EvrUtyAI1ZRkZ3EdxWLpk5jDEHkkKPetd5hJISmNwwCvqKOoX0EtmaJZGHpgCrMjB2whB4wUNMWNXgBQfeYblPaqkjlbgnP8AF1/x/Sjdhsi+kI8ndHnl+npXK+LGBkgjbjeWGfy/WuvgYPHGwOG7j1rmPFKRSS2wwVJ3k57Y20r9yrbWOTl/0SHJ/gXcfQ+grAedprjzGYnJrY1m4xZMrffJz+Fc/DyM1jUlc7MPFK7Ls05W2kOTjHaueSKZb5k83OcEMejCt1RvjZD3BFZq2kjPF82NoIJ/pUxZvJ2ab2O58I6pLbRy286EoGAYHpn2r0OLYYU7oRuBJ6V5bo8qeQqlSGBIJ/GvQrW7C2xJ5UALj8Kum220ctfdSfUfKjbyOOTkH1q4swUOjn5VUD3BqKHBcKfmjJ4PdcUl0hVGPHzNwfat79Dl8yRUWR1DnPI2uP6/nRcKUjfI4Lcc1FYy/vNp+6ScirkpTy1D/MhOQfSk9GC1R59bR74yekmcAn9aguF8+XKjDKcYq2wMCEr/AAjap9fenW8XmN5w6qOR60WtqF7qxSI8lSefkHIHqe4qWzl3y7HA2jvUt9EWhVlHP3iKpwAojdgSFGO3v9Ke6FszZ8wALG5OTkg+9aFpuSIjjLEKD6iufFyGmMTgbRxW5ZSgBI3OcDIJpbA9WXjc/v2VgSmcEVfQqscak7k6g+lYTMRIckZH681dF15e5TnaEwR705IUX3CYeXMCehzg1fS4CqVJyFQZGaxmuQpAJ3RHp7Vz0N3d6j4xvNNOsXNpCfM8kRKGyVQsF9hweT/Wk2Ul1RZ8cS+WbEq2VIfb7dK5kXokATPTgVlXOq3uopGbq4km2jK7j0yB0quszebj0rGUveO2lSUqaZ2ls6zRBWxuHzGq5BaU5BJLcj1/+vWfa3jCEODhs4FbFli6Pm9wMn1//XVwkc9WFnZFuO4ESsGOUAAH9as2bbZAp+ZM/KfSsq4JiRVIxn52x2PqKs2E+EZWxtAAzVNaXM09bHQM22LBb7zZB9Ks2E21zn7vcHtWYJhhYWJxj5W9/wDGrCExpIeAcYX39v5VSehLXvaGrLMgjUNzG3OfSq9uxilY5G0LkH9azp79Ym2E5UDGDWTr+o3FlocstrOyfOoVl4IHcfSleyGtWdcLrakYbGCnIzmucwPKaMn/AGVrC1e6kt9Ft9Rsdc1GVTcG2BuI1RZiEyzxAc7VJ2kN6j3A25lXcqKThRhf6imrMUm0RQ2weQ+YPu8g+1V7uIxPGn8Qyf8A61bUEfmwICcNnOfYVUuIhdOSAN4PSmtyXsUbQ+UhbqGIXFWZZCH3LynQgdqa8JhUAg/IpYj1/wDr1Rgn2S85IY/5/Gk1d3EpW0N2AKojKYKZ3GrMM7GUHdySefX/AOvWesoi3PnMYGPpUsJwwIGVYjp2/wA5ogyprsdRHIGVGHDBcketUpisn7yPrzuU/lUDXBQu27oAB71WN0JG3xkCQAZB6EdaNtRvXQ2I5ypT2jz16dK5zxTciSO1H8fz8juOKybbUXvvGs+m3eq3dpbySeWjxSxosQ6ksXGMYzx1JxWJd3l4l3qFldS3LNbzGJEuMCRME9ccZ6ZxxUpplNWM7Wr3zSgAySe3pVaFgYQ3eoJnMt2TjpxinqCjbR6ZrCp8R30VaBbjap0jVsg8A9arxqxqyTtXJqEzWyejLNswE8cKcAnFdzE3l20SFveuE07bJcsT6hQa7CKbfiFiRx8p9a3pqxxYifMzd0+bbknO0DnParMsqLGitzGec+lZMTFYpM4ySFHuD2/Wm3F8EcqTlcYwf8+/41q9Wcy0WpoQExM5z8qrkGpvtXliIHGNnK59q5PxDqNxZaHLJbTsmZFAdeoGTx9Kytfh8Q6Ho+l313qF4s135m+IpgQABSgJx94hs47fnS5tdR2stDWvflSMDsM/nUlmNoYDoWC/hRRT6E9RtxxfBezZz+FQzxqjJtGMAtiiip7FLqZBJVnwfu5I/OuhtWJVl7AAUUVUiYdS3bkzQ/PyQetRXcjBZyD0IH1GBRRS6lLYoWs8huAhOQTj9BXJ32oz6T4rur222+bHK23eMjldp4+hNFFKe44bGLENoZR0XAH5VIignNFFc8viPRw/wIld2WVVB4GK63QeRn14NFFNbmFUm1UAShh1xn9ajgG1CB0Dg0UV0fZRyP4jRiPmF0boGwP51egdptORn5Pc+tFFT0K6mPfOTct/vhfqOKz9aY/8I9MDyBcL1+tFFW/hJXxGNrPiN9bSCGXTNPt/IREje3R1KoOiAFyAOc8DrzXbv29eufx/+tRRRTFUNBflZmHUKv6nmmFAs8bjqWCn3GP/AK9FFUZsTU1At5CBgnjP0Fc6gBuIj/ePIooqY/CD+IvwsTFJn+8386s6exFy8X8A5A9KKKnuaroWbliIZsH+M/pWVDIxnQ5x83b2AooqlsJ7nN6jrLaXrepKbCwvI5ZgxS7h3gMo4IIII6nIzg9wapC8n1Ge9vrp/MuLhxJI+MZJPPHbrRRWcTSRQhGZ5Ceu41aIBlz+FFFYS+I74fCXkQADjtTZ/uUUVMdy5bE2mjBTk/f/AMa6WIl4iSeQSQR2xnFFFdfU8xmtExlsYnbqQCayb1ybkjPWTafcZoopw3FLYzdbc/8ACNyDPSdf51zd5r2pahYRabd3cs1vbu0qCSRmJL4zkk8428emT60UVD3Gtj//2Q==", 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", "info": {"video_id": "8990", "label": "pretending to put coin 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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", 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", "info": {"video_id": "8990", "label": "pretending to put coin 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": "c19f66db7d4275935b1ced3aae7cb66fd933c98be87f32e2b2ef3bdbba054584"} +{"episode": 99257, "episode_seed": 3985758570, "split": "train", "timestamp": "2025-10-13T03:54:30.886349", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3985758570, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 or trying and failing to twist slice fruit drink bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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HHNPemcrEC4tlb/XP2G4dOf5VrTRDmtmT/DZ7hG1N2jO2Ux4PTpur0+1MMkXfr0JxiuL8Haql6blIbWKFIggUIBk53dT3rtElhQYZlB7ZoluJeZfjRXUYQFfzqZkQNhlU4/Q1FCXEQAB6c071NFhXLkVi9yoaN0U9gxxmor95YxsmiZGAAHHFTXBWOwhByC3J2n/GoorqY2brLhoeQFPYf0rr9klC5zKo3MwpIBNJ5rOAc9+9Z96iGBkV1JzjjnFahhManhSD07msKa3dZZt0oweRwa8+S1O5OyOW8QQLFZsx2s394DtXGuyrzzXf6lYz3ELxqFOee9cLqumzWRVmz82e1aQ7CbuQx3LK6kN36V7VZSKzASqQ5GSfWvBklw4+te+QSqI1aT5eMnPaqmSzRhWMkqigk9e9WfLCrkqBk9KqWzhtzR8joMDFWCST83BqUibkihFACgAewxWfqFisdjO9pbKpdt8rKvU+rY61eH3Tx0701dRNtKwDhQhBIPO/I9PSqio3952CTlb3Vc8l10O8TK0eLgHJzyTj0rK0O8Y3BTzCpzzXpvim2sp/9LSBFLAEoR0zXl95bxxahJLaEbe65q6qtIujK8TtYrzy8bgGB/Gta1vbZh/rAjDgAnpXnsepyQ7RICFPer6X6sQQwOaxcbmktTtpboM4/fnAI6DOakin82TMIDgctznNc1ZassDAvBFMB2cV2C+Io9bih8uHyjDneO2D6flRymUrroW7eRDEN0eD6EZrRiVmTI/KspbmMjYNxJHYfhWzZKWuoVONu4daqKuyZOyLlqktmsvnwyKGXG7bxUFzcxzuBgE5yT1zWgby4iuSsc5OCFCknH49R+lQ6zsMsTmNEnwQ2zgMPXFdNWnyxOenUvLUxbrawKN0PIxWebeBSCGII6Vo3UC3EOGGSpyOSP5VVljCKVDg7ugAA4rikjsjLQy7ieMIBHIevPFQrdxEEu/fqe//ANemSWRTzFzIecjK5rNksrrLCIkjOQNtTZDbZtteQhPlZgccDGM1Hau00jLbQzTOedqgvn8ulY0Hia88OXI8u3S4Ei/OJkBP0z2rvfDnjDTNZ2pHF5N0Ey0LLgkexGMitY07q5hKo10OLEzkGNC7OTxtAGPcVrWEkcETtNlSoAGTkk5rnLW7tkmeXGPkwR7D096r3Gq/vFkZvvZIXsPSntqiow5jW1LVYbNJLmVgzSsVEbH17+2Kw2uTrcwsoXcKHX5kODuPFc5rmpSahciGM7nbqQOFFdN4QtobW7jMjLiNCQxPVjxXGqSguV6yk9T0lVveXSKPQLeBLWCOCPASNAqgc8CpQnnfLllIGdyjoKzG1OJGCbW54GRjmkOrxxH5lcE8cV2q1jy9Rk52I4LkYOCCcqP/ANdRLCjR5dcE8jA4P41FcXvmXYAiaMFOpH3vx6ZrPOpmKdkCFomPzdf5+tQ1qXfQtSpG0chZQqKpIZgOfx6ivP7iCO6tiVVcfeJ9PqK7FyZWZ0maGIgopPzK56nr3x78VyMgn0+6ljl5A7+o9a0irGbdzb8KH7HDPAx2ohVlAIDHOc5rrbUSNIJWQYfCj588ewriNCngH2snDrMFyD7Z4ruILpAbeZ2KxqwZjt6/gOgpPcpbXOlwpbC/KmfXpSSZSF2zwATkiqd7qcVlBJcSqsSgAjb3PoPrXIya/qFxMGkuHELsd8SngL6Uqjsm0XSg5tI6631GO7JieRkkxhGP3Tx0ou5lFxbW/VW6bOBnqTj6Vyt3ewLHE1rLIGB+ZWHII7iodDvL6TWb24ul82JD+4Kns2OPwxXNTxFa3sakdV1Oiph6cH7WD0fQ7G+hRBGxzgnLAnpnpgg/pWYTmcgknHUH+hp8mpyTQSCK3BOMYZhzWVc3u2BOplwCFOMg1u0uhzJsvzgKR5aEN33NjH1Ncp4q8lrq3jOSChySO/ua0mvWu1FtIsf2hvlBYgNg8de3X8axtes1ntUngmkPljBWRjwCccfiDVxiRKRxGqaa0EhkXG3g/hXrEJa4CKgDKmMlpOpx3x1rz+WZZVEU4JB5BA4/z0rvNNnVoHWMBeSePU9Tnuac0VHU6iywbRTgBiSSc8GrSqeCpJOMnjpVCyu0NhCERWCfKzEEHPcH8a53xFr7vI+lwscKVaVwfx20MUU27HU3F1DawPJJMmxVLE57CuPF/wDaZ96zgyMeFU+tYyRmbUd8xDQBMFW6ZPHPtTbi0trK4WZYhG4YHCtXnYmrFy5ex6eHpTpxcopO502oB76eK0R8PKMM3XAxya4HxBaxaDqht0D/AGZ1DIWOevUZ9jXa6FeFpjcmNpHPyDccAc81LqKQagJl1G2jZM5Ctgg5HUe9d/MpJSPPjeEmjy1Z9zHYwKnqrdDQJjC2YiQvdT/D/wDWq/rXhw2wa50/KxZ/1TN/I/0rn0ud/wAr8OOKpJMfMb1tqbfxHBrqfDt6rLO5AyCoBOepzXnYkz0PzCuq8G3jI10CMnMZB7g89PQ0NA3dWPTdPiaK5QuYyXfc4CYyRzz+VbT3X2RknBHDflwa55NQWykS8kDAICflwdpI6471Wk8QtqEwinh8qIneCvJz6VlUclTbhuKnDmmk9juNPu7e7xcCcEocusiYOf8AIqkZ1nuJ+RvRyrMGyHOc5z26gY9q5O7vgqzJbXU0avEVD4wy5B/lU2iXVxBo0MbSRyzc75Bnk9v0rKniK1WSjVjbl/E0lQhSTcHe51G7BBB6VV1COON1ZVXA68AgEjgj9ao/b7gxh/LXd/dPH9arXWoXT2cjHyoh3DHGR9a6G09DFXTJVIExHAJOFVjw1Q3MsYl27o48csD6f571m3l6cCKNsSdySRjNVX1JZ/8AQ7qeNSvLeZwCBz19eP15qEtSnIo+Iph/a4ADqPKGCT9f881iyb7V/M85kZXG1lJ59cYrQ1uC1lSO6tzsYAZTOTg8isj7SGlWKQBvRjjrWyRky/NceXalVXa0pxn/AGR1rPuC/lmQsMkYGe1Pu5t5adjtGMIp7CsG91EkEZPy0kjZaIt2DQiR/MZvMJz5i8kfVe4+ldLoafaLqRVCOQAyy5IU9vzrzSCSQ3SSBnB3DLL1FemR3KPHBJEzCQLgHGNw9aiUEpXK9o3HlN+4uZbVkj3qWXlm75/pVBtafDqzZI6EAcfhVJpXkhxuUux7HLcevpTXTaApOExux6kcUGZqTXLXVp50Tgs+E5zgZ657fjWRczTRBow4weDnncKu6feRi3MRQkq3scf4VlXcw3ZRcIzFSPSgLle51KO1tQtvIRKpxsDklRjknt04FYd7rgd487t6rtf1bnrn6fypNTlMM5kKDbjpggZpvhjSIPE/iH7DfXb2oeKV4/Li3FnVCwX2HGcn0961ihO3LY6Dwy3nNIIhvBZQST2ru5p4IIP3jKibfvf0rzHwbd/ZkvQclmCFf1rdub3LGS4kyeoHYVMlqOK6F24uzPIWLSGIHK72yfxqjd3phTcpFY93ri525wB0FY9xqMl/KI4wcHgilY1UklZGhL4muCT5aMxHUit7wzrcs1tcMH2uHU7P73GKxYtLW3tvLkQo+Odwwa19DslitTJsjWQ5CuOpFZKak7Iud1HU6W21Rrmcwy7xvGMfeA/zzVe9DiR33gfNtRMcBR2qnHcLb3ETqC3QnJOat6jdeakaugXdnknJqjnuZEl5HBL5l0xYZxuKbmX6Dv8AjWJdaxJE0zqp8plZFReig+gq7etLNbSJ/G2R6nPauTu7id90aAhEIDYHIPua0SuEWrO5dtNTWeQCQcggKS3869U0/wDdWSlkG44LAc4rzvWPDuj2fhy21bSr+8m3XX2XNzAI1uCE3O8Qznapwp3f3h3yB1qapGjKfMYDGeV/Qf405IlaGnd3MNnOkplLDJJj3Ege+2ueR3muJbh/vSsWP40lzKJp3dfutyB/jUTSiJCSwFTY2hpqXVnEcgZgDjsehqpc3IM27Cuv90t/Wsa91E+SxDYP1rHiu7+4kCRRtIxztA6ms5UYSlzNam6xEorlTPQrPVWgtYVUMsY5GCeeavXg81EKNtVwXclcE46ZrnNO8yPS4hcqyzgfcY9Oc1uR37NpxHljCrg5PGadrKyORybd2ZVzK3SRgyd1PQ1zWti1vZFktlCyAfMwXbk56e49637iVvM4I2sNwHoa5XUJZoLhkjBLyNlcqCSK0iJWvqZayFHIbIIrsvA8m+4uXZlWNNhct+NZHhDStM1rxHDp2t3E9tHOdizLLHGIz1JYycYxnjqTgVpaVZrpWs6zZSpPGLefyxHcACQbSwG4AkZ+hIqpbAtWdZf3/wBulAXP2dPu543H1rLv70WkDMH5A49qzr/WBD8o4A6VjfbJNRmCMSEPDH0FRbQ2TS0JZNT1a6USq5WIdPeu80K7l/sKNbiB4rlV2KTjLqef61QWDbYbYzazIIwoEco4GPSltW8lVV3YgL/DycjoPp71jGTbaasVUaUS9Ley+ciwl3b35/OptOvWmuTG6HBw2QcVQwnlvlhlufqabDcmG8VoUG0dsdKtIwuT3kRj+8ziVySQfTPTmsd7/wDs/l43YZ5xgEH0J9M9RitXUbh5CsblcFP4ent/Suavg89qUDAt1645FVET3M271K5iinYYcSjD9s85qvp+piRwJAu4nAJ/kaz7n7TcK0hLeUj7QCeh+ldBr/gm98NeHdI1C6WVbi+MnmwtGQLfAQorH+8ytnHbp1BxqlYc2pO5Yv0EgG7PAPSuXnXc+0k4L4ooqIlT3N7T9Ogt1hkj37m5OTnkdK3Ldd7LknnNFFJ7kMsAbZYxz8x5pkgzkZOMZoopCFt3YIpBwd4Q4HUHrVXUYxHcvEudqtgUUUAYd8gmDo/KqQQKrWOp3Gka2moWoTz4ywXeuV+ZSp4+jGiitFsLqW9BAjW629gg/nSXTsztliaKKGaQ2MO7YsQTXWWWm2qWMe2PkgNu75IoookSSrPIIipcsoOArcgCr1md9uAQBgnGKKK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", "info": {"video_id": "124617", "label": "pretending or trying and failing to twist slice fruit drink bottle", "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": "124617", "label": "pretending or trying and failing to twist slice fruit drink bottle", "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": "5d3e076d808e009085b6901e4b95119a00c3f618d1928a7ec8f90ae6e7bc2351"} +{"episode": 99258, "episode_seed": 601011872, "split": "train", "timestamp": "2025-10-13T03:54:31.941617", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 601011872, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking a red lighter from a red 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "184036", "label": "taking a red lighter from a red bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "184036", "label": "taking a red lighter from a red bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "184036", "label": "taking a red lighter from a red bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "184036", "label": "taking a red lighter from a red bowl", "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": "6afb804c6772c0bd3154cff232cdcaaeb8f58a9602d229e80a900b6720ca961d"} +{"episode": 99259, "episode_seed": 1587572448, "split": "train", "timestamp": "2025-10-13T03:54:33.222321", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1587572448, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting up one end of cutting board, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "148313", "label": "lifting up one end of cutting board, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "148313", "label": "lifting up one end of cutting board, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "148313", "label": "lifting up one end of cutting board, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "148313", "label": "lifting up one end of cutting board, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f64e6b025053000ae0b62fbfbb9e69329e61cd92c860be68cbca3b7e6f59af7f"} +{"episode": 99260, "episode_seed": 840006336, "split": "train", "timestamp": "2025-10-13T03:54:35.474521", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 840006336, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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k5ePoOPyqwGHTGPrUMBGCTirCEHFZlg2SpA7iqZikAVdpDOwUZq/I8cMDzSDAUZOOKo6WJLrUnmlOdgwo7Lmsqk+VGtKnzvyNxY1hhWMdFGKxYpU+0TyFgDvIBrUv50ghclvm61wsupOT5cQLSSOdqjuSa4Y3k9D05WitTqkvPO1Oz5wQxXjvxmumK1geHvDzQMl3ezeZcYysa/dTP8zXXx2UjoWVSRXo0otRszy69RSldGdIu1RVaRht5rW1C2MMMZIwSua5Owjk1bxXPpkuqT2sZEhi8tN25lQsF9hweT6e9W9DFamgnLn2q4itjg/nXMeHL2e6MzTyu+ApGT0zmunVsgU1sIkUN6fkakUhTzx9aSMjIOal3DqTxTAz76YPcrb544Jx7/8A1h+tXUkKrGgOM5zWPbyRz6jPcZ48zYv0AxVy4m2svtXl4ifNNnr4aHLTR0VpFapHvIUE9TRfzQtZyFSBwcnNcVfaz9nBJduOijvVPTYtZ8VX629p+7gLbWkdtsa/U9z7VMIuTsipSUFds6rwpAn2WXavO5sn/gRrXl4bFbmk+Em0Cx8h38xvLJZ8fePUn9a4/wAWzz2WlySW0jRyCRQGU84Jr14q0UeLJ8020WZmyG/nXKxDjpn6VLq0hg0OLUbDW9QlVrn7Nm4iVFnITczxAc7VOFO71HuAyAjbk1LdykrEy7OPl59xUhcKhYkYAyTSIc1T1tyLBYUwHncIMenVv0FQ3ZXLiuZ2M+3uHlmedhyxJHsK29NkhEHmSMNx7muZW5wknUFWI6VQl1QKdrTbF9DXmu8nc9dJRikjvknj8xlDDJHrUMGsRWOnzxk5CStt/IE/rXAtq13eSCCz3sR1kXk/h611vh/w617CG1Hzo4wcrGW2s3ue9aQoyehlUrRitSWwkk1bVUN0dwA3CH+4Oxb/AArrHTbGOAKuWOjQ28BW0t1RB/dHX6nvT7+1MNrG2OSK76dPkjY8yrV55XMaRsIaxtUP7yL8ajsZlv8AxjJpd9qV1aW0kmyOSKWONY+5LF+MYzx1JwKz3e6j1e/tLmS4JtpmjVbjaHXBI+bHGeBnHFO+pNupdQHHFTKD3H5VEhyoxU0Z55PFUBKmARn9ahuCBIxJAGM5qzkY61Vv3QpHbqAXmYLgddvU0pOyuwinJpItWcRlgV3JzJ0HoO1TTf6+NBjA+apY02RZbjjgVnteKt87DBA4ryZz5pXPahBQjZEk1hBOyPPbgSK24SKOfxHcU2+JGn7CQTvXPGDwasf2tAq/OyiqEt3HfXFvBH8zSyqox6Zyf5VpTbbSM5uyZpxnESduKilPJqr4hlmstJ3wSNG4dRuXris/XtM1zQtE0u+u7u6Wa9MnmQlMCAAKUDHH3iGzjt9c16jZ5CVzNRiq1ZRjkc0UVmyyDVpGFioB4aRQfpmrOk8RlhwSaKK48QduF2MPWLybEvzfxEVJ4RsoGtzeMm6fPDNzj6UUU8MGLbsegWwDYLKDz3FejeF9Pgk0a7lO7IXIGcjp75oortPPOD1C9kuhsdUAjyAVGO9edXOpXGkeJZr+12edFI23euR8ylTx9GNFFEgiSeGPla4A6AIP511CsQ1FFC2B7k6kim3kzx2rsp5AJ/SiigZz1ozJZ2bAnLnJPrnNLqNxJtPPOaKK8l/Ee1H4Tm7FTqOuQ21xJIYmfBAbHFe8+HY49Ljghs0WKNcYUDiiivSwyXKeXjG7o6TUpTdKzuqqyxkgplT29K8q8bMyaSw3EgyocH6miit5bHJDVnK614kfW4II5dM0+3MCLHG9sjqUQZwgBcgDnPA5PNXoiQmQaKKzRsW1J45rK1B2fUhk/wCrhG323E5/lRRWNf4Gb4b+IjnNRmeC1dkOC0hzWLar9svo4pWO1jziiisKJ2Vnoeo6JZW1jZFLeJUwfvY5P410umnfES4DYPcZoortieVLqejeFLKGSxnflT0wDkfkc1xuq30szPA4TbGxAIGD1ooq1uS+h5jfay2lazqMZsLC9ilmDGO8h3gMo4IIII6nIzg9war219cajqF3e3UnmXFw/mSORjLHP5fSiioW5o9jTViGHNWI2OOtFFUyCbccdazbaRptbmLn/VqFX2BGaKKwxHwHRhv4iNSW7l3BM8bawppnEzkHrRRXmHrdDm9Rvrh7yODzCEZgDjrya9ssPB2i6TbQXFvbyG6WAt9oeVmfJHPfA69hRRXo4VK1zzMZJrQ5DxgzJYugYkb0OT161yt7r+p6hp0GnXd5NNb28jyp5kjMSzYzkk8428emT60UV0M5YbH/2Q==", "info": {"video_id": "19744", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "19744", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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Q81FKnWp4V/cJ/uimS9DXoM8k5ePoOPyqwGHTGPrUMBGCTirCEHFZlg2SpA7iqZikAVdpDOwUZq/I8cMDzSDAUZOOKo6WJLrUnmlOdgwo7Lmsqk+VGtKnzvyNxY1hhWMdFGKxYpU+0TyFgDvIBrUv50ghclvm61wsupOT5cQLSSOdqjuSa4Y3k9D05WitTqkvPO1Oz5wQxXjvxmumK1geHvDzQMl3ezeZcYysa/dTP8zXXx2UjoWVSRXo0otRszy69RSldGdIu1RVaRht5rW1C2MMMZIwSua5Owjk1bxXPpkuqT2sZEhi8tN25lQsF9hweT6e9W9DFalifmRfxp6gD7yn+dYWiXlxd+YZ5Wk4Ujcema6BWHAFIoehUDAwKztXnI8q3X+M7m+laqcnoK5e7uC99NcdY2l8tPovH881lWlyxNsPDmnqadq4aSKNuF5OK2ZZoFjAVl464ri7q+8luCR6HFUTrYhBYTGRz2HU1wKLex6baR3s90sU1pcKwykq7cH14P6VW1TXnmlaG2dYwR88rdFH+e1cppcOqandRsY5drH5cD5EHqT616NpPhewtyJChnnJyWkO4A+w6CuinQcjmq4iMRmhWqR2CSKhDyDczN1b3q3Jw1bsWnOJMFcDae1ch4rnnstOkkt5GjkEigMvXFd9rI8zm5ncsTNndVKEZ4GRWdq5FvoUOpWGtahMGufs2biJUWchNzPEBztU4U7vUe4Ghbvx/jSTG9CwAw64P6VIAe6mmIfU1YU4Uc80xDJJlitnkyDsGcVUsGy7TEkknv8A59c03WZlFokOfmmkVPw6n+VPtisdvhOcZrixctonfgobyNK0WO4cedhh6GtdXtYvkGMelcbJe+TGxBx+NYd34gnL+Tbb3kY4BHJJ9B71yRuzslpqdPraxTazaZ5+Y/KD7Hr+VdI8eyJOMDArG8G+BdU1ADVdRlC7MlYN25x2y3p34rrdYtfs8UQxj5K9XDwcYWZ5OKqKU9DAkbC1ga5/rIf+Bf0ptpcfbfGc2l3up3VrbSS7I3iljjWPoSWL8YxnjqTgVlTSXS6te2l1Lck20zRqtxjeuCR82OM8DOOKu/QyS6lpAccVMoPcflUSHKjFTRnnk8UDJUwCM/rUNwQJGJIAxnNWcjHWqt+6FI7dQC8zBcDrt6mlJ2V2EU5NJFqziMsCu5OZOg9B2qab/XxoMYHzVLGmyLLcccCs9rxVvnYYIHFeTOfNK57UIKEbIkmsIJ2R57cCRW3CRRz+I7im3xI0/YSCd654weDVj+1oFX52UVQlu4764t4I/maWVVGPTOT/ACrSm22kZzdkzTjOIk7cVFKeTVXxDLNZaTvgkaNw6jcvXFZ+vaZrmhaJpd9d3d0s16ZPMhKYEAAUoGOPvENnHb65r1GzyErmajFVqyjHI5oorNlkGrSMLFQDw0ig/TNWdJ4jLDgk0UVx4g7cLsYesXk2Jfm/iIqTwjZQNbm8ZN0+eGbnH0oop4YMW3Y9AtgGwWUHnuK9G8L6fBJo13Kd2QuQM5HT3zRRXaeecHqF7JdDY6oBHkAqMd686udSuNI8SzX9rs86KRtu9cj5lKnj6MaKKJBEZoA2tMB0AUfzro42O4jPAoopLYoLuZ4bGd0OGWNiD+Fc7OoWK3jH3VK4oorkxO6O3CbM5jUbqVriRS3ANbvhTTLWcpdTR+ZIHGA3IH4UUVdJaBiGz0WFtk6KuAueg6V1GlwxyXcasg5Ycjg/pRRXVE89nV+LGOlw2skGGJyCHAPb868i8YuX0h2IHMiHH40UUfZD7Ry+teJH1uGCKXS9PtzAixxvbI6lEXOEALkAc54HJ5roIiTHRRUxKkWUYkc1OjH1ooqhGHfyNJrVujH5VR2A96ZDPILdhu43EUUV5uI+M9TC/wANHOaxdTKDtcrk84rrfh3pls8H9oyIZLnJAZznb9PSiitsKlzGWMbUT2fTL6UWLxsEdTn7y5rA1tNgXYzKNgONxI/WiivQZ5S3PJr3W303W9RRrCwvY5ZgxS7h3gMvQgggjryM4PcGq0F9cajqF3e3UnmXFw/mSMRjLHP5UUVktzfoaKsQw5qxGxx1oopskm3HHWs22kabW5i5/wBWoVfYEZoorDEfAdGG/iI1JbuXcEzxtrCmmcTOQetFFeYet0Ob1G+uHvI4PMIRmAOOvJr2yw8HaLpNtBcW9vIbpYC32h5WZ8kc98Dr2FFFejhUrXPMxkmtDkPGDMli6BiRvQ5PXrXK3uv6nqGnQadd3k01vbyPKnmSMxLNjOSTzjbx6ZPrRRXQzlhsf//Z", "info": {"video_id": "19744", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8b6844c5a6ac158bec3da080658f3f3d4e0a9394e1ae2313eeb277f2b65d182b"} +{"episode": 99261, "episode_seed": 370570685, "split": "train", "timestamp": "2025-10-13T03:54:36.366102", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 370570685, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving a peach and a banana away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "84489", "label": "moving a peach and a banana away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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fNVYUvhKcV0I4ZCp5LbfyqOMC4DO5OM4HNZU9zl2VT3rTi/dxKnoMfjXVJ8sUkOKu9SzvCqFHQVGfm5FNQFiamVDuAxWO5qOt4+a7DwvqIsLO+iRW+0T7AjgcKBnJrnYYuOlbelNHCsjNwccV0UE1K6JlSjV92W2n4al66/cxhBgcdKwbyfyLcqTmQnjFaFzK8khf+Ie2cD/GsLU4mdsbyMnDZ9K6nKMI+Z0OEm/JHrW71PSgHGPeqwk3NU0bbjmuaZwRRq6SN2p2q/8ATQU74kMHisofdzj8KXQ8HWLb/eJ/Q1T+IkyLqFuM/MsTNj8f/rVx13+7a80N/GjxnWcCVseprmbC6dLzzEP3eSPbNbusyndIc84Jrn9LXJkb2Aq8O+WDZq9Wje1jU1mtkEbZOOawtM1W40jVYb+25kjz8pJAYEYIPsQafcWcu4tA2QeSh/pWe8FyxK+UwP0rphKO6KqzclZl6ON765e9vD8pYsB6n0HtSX9/5gEMR49qbczTyqlpHGV2qN35fyp9rp3lOHkOSOgHapbS95kK7VkWbJTaafcZPzSYz+tSabB9ovEBHyr8xplwcBV7GtjRLbZbGQjlzx9KHK1Ny7go3nY0lUngdTWvY2pXBxVext/MfJHArpLe2CqMDmueEb6ms5W0I47RXU5X2qZbPB4FX4oMADHHSrHlZxxXQomDkZhhI4AqYRFUA74qz5WXwKVouadhXIEj5qQp/KnqnWn7eMHrTHcyJZlj1LBOMKK31bjrXI63dtpdy11JCssLBQQR6V0qPnmtqj91egSd0vI63SHFv4evrg8fe/Ra8g15gsK+pGa9UmuVs/ANxK38WR+bYrx3xFcfNjoAuMV5dd3khU1qzitUl2KuD1am6aT5TP6mq+qvmRBntmrlkmy0jHcjNdD0pI1jrIsZLHFaUFwyyRRvgKqYBx6VTtY975rSeyFxCUJKnGQR2NKk+Vlt21Rka5fMzbA2QRzis/Qdcm0HVDeRoXzE8TKDglWHY9ucUmpWt5ZyFZo9y9nHes6FZGuEby2KKwLDHauiNkiKtTnLsbEytf3Zy7ElQa9W+BEhvdd1SRvuoIyM/R68ldZNRlyBshXgZ717J8C4ktb3Vtv8MKHP4mpcknd7mUr8nkX/AB3eq+t3zhs7cR/iOteVahNt3t/dGa7DxHMTdXbFgzSSs5PuTmuA1STZEwJ5biuOmuaZUVaJlWq+bdpn1ya3QM8Vl6VHumd8cKMVtwR75AK3qu8rF09rlqzt+MkVoJaBmBAp9tAAo4rQt48jOKcUDZUW3weBVO61aWwP2J0Zo5jlJAB8hz/jW95IAPFNMawMLoW6TyxAlEccZ7VpB8rC5lW+qyR24juYjvYZ6fMPr6Vh3t4000gCEKverd/Os99JIoK5OdvpntWTf3YhjKIPvdSaucUpHRGq3A9nQAKM9TVhWAwBVWPLHcfyqcHAqGcKNrQGA1a3J9T+eDWF8RWP9ueaWHECxgfiTmtHT5/s95A5/hcZ/GsT4kkrqkZJOGiHGfrXBiG00hr40eSa021JWJ68Vn6WuIHb1areuNmM+7Cm6em2yT35raGlI1Xxly2j3vz0qzJYkDKjIpLJcnNb1vCHABHWnFFtnLm2wScYNN8muon0sOMqO2aw9K0w6p4pl0yfUJrVCshi8uPcWdULBfQDg8n096pU22S5pIoNatNcRRjqxrqre3VEVAMADArB8KCS8aeSZyzKq7c9s5z/ACrsrO08xwdvApTvpDsOFviLun2u1Bx9a3raHAzj/wDXUNrAEHStONNqj862gkkZTeoiIMdOnFO2gZqYJwB6UhTNWZkKx4ycc4pGXtVrZhPcmonXv6E1QiuEwcdqUrkdKnVO/esPxddXFjoLTWsrxS+aoDL1wTSSHexZu7KO7haOUAjmpEIUAd+9cfqd5cQaNFqFjruoyhrj7PmeNUWYhcs8ffap+U7vUe4HWxDgE5JoldAnc2NXkRvAoRvuiXkZ64JI/pXjutyCR856V6jqs6/8IZeKxx5Uyn868l1B93JrzJ39pY0pLc5K9YyXjL6HaK2Y12RqvoMVkQoZtRHfL5NbirlhXXV2SNKa3ZfsYsc4rZijGBx1qlZR4Va1o06cURWgNle4sVuo8EcjpXP3WnNCxBXA+ldpHHxUdxZJMhBHIFNxuJSOD+z7eAMAelekfCMmG91QZxviUf8AoVcVplhbXvjB9L1G+ubWCSTYksUsUax9yWMnGMZ4HJOBXT/Dwy6Z4g1y3uDcKLaYRbbgAOo+cfNjjOMZxx6UOk+W5nUmpRcTI1ibdcTc5+Y81xGrNmZF9ATW7LqlvcyS7JMjccbup5rDvIJJL3Zg7mOBWeHg4vUqUk1oWtMi2WYbHLnNbFjHubOKrpCI41QDhRitawgIxxyaL80rmtrKxpW8YwBV9I8KDj3qKGPgcVf2YBHbFbRMmQhRnH41JsyCaUp81Sqvy1Qjlde0WYl7qzALY+ZD3rhrr7SZCslu28cV6d4jmmtdIklgkaNxIq7l9M1znibw7q2jaLpmoXc9wJ7wyGWJkwIMbSgJx94hs47fnV6vUnmtoenrwoPtSqfnH1oorNgh+44HvWL8R3Y3umyE8vaAn86KK46/Qa+JHlGtnlB2yatRqEhjUdAooorX/l2jWPxM07ADArftuhoopxHI0EUfN9K4i7v5tI8UT31qE86KRtu8ZHzJtPH0Y0UVvT3Mamxf8ExJtvlxwPLH/oVd9ZwosQIFFFZT+MuPwGrEoEigDjNXVGVU9zk0UVojOQ/vj3pSBkcUUVZA6T5QMelRHoPpRRTYwHUiuc8cY/4Rt+P+WsX86KKaEzhtV8QNrMcEcmm2FuYVVI3t1dSqDooBYgDnPA6816MOEH0oopTCBT1iRv8AhF9VHUeUrfiHGK8suZGeAknsaKK4ZfGaR6mXpqL57tjkDiteJR5goorSr8ZtT+E3bYAAVqxAZooq0TItoABUrfdb6UUVoiDh77Vzpes6jGdPsL2KWYMY7yHeAyjggggjqcjOD3Bre8D3k+o3+sX10/mXFw6SSORjLHd27fSiitOhl1N+78P6TeyiaewhMqMJN6rtJI9cda4/V9OtoNTaSNSGwOp9TRRWc37ppHcpogMgyK2bNRuAxRRXNDc3lsa0KjI+tTH74+tFFdCMWO/iqVRjH1oopgYniv8A5AT/APXZP51yV5rupahpsGnXd3NNbwO8iiSRmJLY65PONvHpk+tFFaR2Mp7n/9k=", 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", "info": {"video_id": "84489", "label": "moving a peach and a banana away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "84489", "label": "moving a peach and a banana away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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97cfMfkHLc1zc188pO08E8Vu2URgtlX+I8tWNSXs4WRzwhzSuaSlI9xjXG7rSO5YYIpkKNI3FTmBwQMda5NWdGi0KyRbm6da07aHGOOlOgts4JHvWjHb7VJxVwiRJiQxg84qyseTTo4sLmp1X+dbJGdxqoK7nwyDLog3/AHASg/WuM28jitjTdaSz0m6sSzLNI4MWB6966MPpJmGIUnFKK6kO71PSgHGPeqwk3NU0bbjms5lRRq6SN2p2q/8ATQU74kMHisofdzj8KXQ8HWLb/eJ/Q1T+IkyLqFuM/MsTNj8f/rVx13+7a80N/GjxnWcCVseprmbC6dLzzEP3eSPbNbusyndIc84Jrn9LXJkb2Aq8O+WDZq9Wje1jU1mtkEbZOOawtM1W40jVYb+25kjz8pJAYEYIPsQafcWcu4tA2QeSh/pWe8FyxK+UwP0rphKO6KqzclZl6ON765e9vD8pYsB6n0HtSX9/5gEMR49qbczTyqlpHGV2qN35fyp9rp3lOHkOSOgHapbS95kK7Vkeg/CqD7PHqZJ+Z/Kz7fer1CxUS39unrIo/WvNfh6dv9oj18v/ANmr0vQfn1m1B7Nk/kaOa8bkSVmxPiBKJNQgiz/q4iT+JrxbV3DTH6mvU/Hl8r63dov3oo1Q/iM/1ryDU5su/PQGuH4qjY6S905/zDLd7c5y/wDWtjccYrF09d94p9MmtrGSB611Vt0jWntcntXeNmkQZO0j8Kum92WBbcASM4otYPlHFVNU0qfYZrU7uMtGaqm/d5WWp8kro5y8naaUsTzWhea5d6tpOm6UVKpaR+Xvzwy5447YH51kzebuKmIq30qaGWW3tTGIm86Rjgkdq2vZaGE5czuSy3MdvEttb9cgGvqLV5Fs/h+qk4MwAHuSc18vWmn+W6ySHLZzj0r6M8cSY8M6TEGAVQJCPXC4H86wqTioNIiad1c8r164DSkDooxXD6rJmRE9Bmum1Zy8zHPFcfeSebcsRz2FZ4aOtzSWisaOmx7bYHuxzWjBFveoYI/LhRcdABWtYwZwcU370rmi0RPHbAoBjmrMdoFXpU8cWMcdavLCCtaJE3MyUS28XmxffT5gMZz7VSg1ya9uDcpCyKM+YhHygj3966EwBjgjis7Vp0ttPFmLZY41wwlXqzHg5/DFbU39kFLldyjqerLJBuSPk8Y9axHuWW3nzwWA4/OrDOqIScnHSsiW6NxI+aSir2RtWqNw1LGmwfaLxAR8q/Ma6dVJ4HU1m6JbbLYyEcuePpXQ2Nv5j5I4Fc1Z807GdNcsblixtSuDitiO0V1OV9qkt7YKowOa0YoMADHHSrjDQiUigtng8CpDCRwBWn5WccVH5WXwK0UTPmKwiKoB3xT0j5qdouaFTrTsFxhT+VZ0syx6lgnGFFa+3jB61zOuXbaXcvdSQrLCwGVI9K1paNlwlZo3UACjPU1YVgMAVVjyx3H8qnBwKxZmja0BgNWtyfU/ng1hfEVj/bnmlhxAsYH4k5rR0+f7PeQOf4XGfxrE+JJK6pGSThohxn61wYhtNIa+NHkmtNtSVievFZ+lriB29Wq3rjZjPuwpunptsk9+a2hpSNV8Zcto9789KsyWJAyoyKSyXJzW9bwhwAR1pxRbZy5tsEnGDTfJrqJ9LDjKjtmsPStMOqeKZdMn1Ca1QrIYvLj3FnVCwX0A4PJ9PeqVNtkuaSOo8Apsa/LHj93/AOzV6PoMgXV7cn+8R+hryn4aTTXA1AyuzcREA9s7q9Ks5RBdQyHorg5/GtHFqNjGT5rs53xrKq63fEH5nc7ufwH6V5bq7+XE5HUnFeieOZFXxLeop6PyPqM15rrLZVV9WzXFQu56lrSCK2lR/NI/oMVsQJvkHtVHTYytoCR945rXso8vmuibvM0irRNW1i4AxV5YwV6cEVHbp8oq9ElWkS2YV/pIyZEXg89KxZLTac45HtXfGEMpBHaud8T2bW2nNPAxVtyjI96HC+wc1jA8ggj617D45uM6JpR3dYyMZ9MV5Zq+nW1roUGpadqt9MGuvs2bmFY1nITczxAc7VOFO71HuB2Pj7VYINN0iF3IcGQAe3HNRVpPlsjNzUmmcTqUmAzegJrmbOPzbyMHkZya27+T7RbuYzuA6kVW0i2OXmI/2RVU/cptsr4pIvqpLgY6mt2yjwBWZbxFpeldBaRYUcVEDSRagjBI4qyFwOR05pYI8KfUCpWXIP0rdGbGBRmob2xS9tnhfuOD6GrSLz0qUrwaaJZ5jq9lf6fIUeLfH0DL3FZ2n28lzcbPLKbiMf1ruYVh1XxjJpWo6hc21s8uyOSOWNFj7ksX4xjPHUnArO0zT5LfW9UtphOGtpTEq3AAdRk/exxnAGccVUpOKuEXzPlNG3t1RFQDAAwK6HT7Xag4+tUrO08xwdvArpbWAIOlc1OOt2bTelkTW0OBnH/66uIgx06cUsabVH51OE4A9K6TnbIdoGaRY8ZOOcVMUzT9mE9yaZJVZe1MCYOO1WHXv6E0KnfvQ0CICuR0qnd2UV3C0coBHPWq/i66uLHQWmtZnhk81RuTrgnmua1mPxHouj6deXWo3izXZfzIiuBDjaVBOPvENnH/ANemkxuXQ6xeFB9qVT84+tFFZMpD9xwPesX4juxvdNkJ5e0BP50UVx1+g18SPKNbPKDtk1ajUJDGo6BRRRWv/LtGsfiZp2AGBW/bdDRRTiORoIo+b6VxF3fzaR4onvrUJ50Ujbd4yPmTaePoxoorenuY1Nje+GyhDqQHQCMf+hV3bMaKKJiWxxPjiZ/+Epm6ZeONm9zsFcHqfzSrn0oormo/GNfAaMSBYUUdAorUsVFFFC3OjobVuOK0IwMCiitkZMsr0NY3ivH9jPx0kT+ZoorRES2Oa1vxEdbit4pdL0+3MCLHG9ujqUReiAFyAOcnA5PNeo3Frb3luIrmCKaMgfLIoYUUVcjOJz2q+HdLtNPnFvbCIOTIdp7n+ntXKiFIU8tBhV6flRRWFZ6G9LcuWiKBnFbluo2Ciis6Zcy+oAjP1pV+6frRRW5kPQdDT+340UUCOGv9YbS9c1FDYWF5FLMGKXcO8BlHBBBBHU5GcHuDV/w5czaneane3b+ZcXDrJI+MZJzn6UUVVT4CafxnZWcKLECBWrEoEigDjNFFYw2NZbl1RlVPc5NP7496KK1RiKQMjinSfKBj0ooqhER6D6UDqRRRQM5zxv8A8i2//XWL+defXWt6jfWENhc3UssEDtIu+RmJLY65POMcemT60UVS2IZ//9k=", 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", 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", "info": {"video_id": "84489", "label": "moving a peach and a banana away from each other", "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": "42738d084256abdd9197f5e3dd963213b9f12e4635ccb125aaf332fb86abe193"} +{"episode": 99262, "episode_seed": 1613978960, "split": "train", "timestamp": "2025-10-13T03:54:38.661576", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1613978960, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'hitting red empty pouch with wooden stick'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "175600", "label": "hitting red empty pouch with wooden stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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zAenHvViK4iknWa5dXhBMYTcF7Z+v41NhMy4J7iVWg85YpDlmkQBs49jVC7JiuHniRpJXOxjgBSPfvn6etaSqPtsvkZaJyEG4j5l4BHPJ/nUDAQMVldDtBQhmyBzwM9u+KrqTYrKwupUimHlNGclSvB4yee9aeho2q+IbCAEfZy4LhuDgc4HucdK5qV/sYW8SSRZEYfu3J+f8fTjkVnXWqOrrLA7xuAGyh5U9cA9eKtwutCozUZJyPqa6somRoZo8pjjsR9PSuB1Cy1HQZmv9P83yYmJZ1OWQdeR3WvLNJ+JniPSGRDfzXcGc+VOd5/AnmvYvDvjPTNdkubM3EaXlsSZ4m+XP94j1AwRUyi0rnVh8S6b93Vdn1+Rla74ya804SMRHLIi/PHjG1VJyPcsRXAmREhjMkmxW4OOpP8811PiPT7aSXfFAEhQKJjGMKGdS/Tt1UVzk8dtBcPBHKbiPb8kzJtDZHv6evtUwd73N8wp01GEqasv1FgijkSSVQoU85DYAJIHA9eetF1GkMkdmpkXBBJLe45z9aS3Cyw+Uyl4+pGeh/wA/jVeG2S4YM7qACIndOTGPXH05xVs8tlfVDcW80Qtd7NyGJxkn09/r711fw60+8vbu5vdSBFvEQqIT99v8BWTqXh6++1KtsN+wkF4+m3sSc8/TtXf6Wken6asJIHy4PufU1lNxsduG5/kaXiOO2nsZbZ0BVkIHsa8suYvLQxRu8e0n5iPTvj+ldrqN/cLGqFhLCOMkfMPx715y95NczfvCd/nbQEHO3PH1NOnqwxSsoieftk85EDM+NzDqRz78d/pipLhrbzZIhbKqMqt8hGdx/wA+lVHjTzWCttYHAH8zUi20yuUhKKQm/aWyUGMZ9vetbHHcWa5ka3ktJgCOJFWLI5Jxnrzjj/CprN5GSYXQUSL8p2qO3+fpxVEh1aQgthG2nBxzjnn9au2wZCWSMHAGeeCO4+tD0GW7aTz5VQRGMg5+YD8T7Hip57uCK0ldCryeYVYGPk88fWq6yiS4LfdZuMk9Djnk059lxdIfm2yDbuRTtDDoT6d6TRNxvmotorQ7RIDgttyRz+oxWy0iy3CSszZEewKRjavOOKqhLEWMZDbbolwyBjiXHfjuB29jV9yieWG85CVyRHFuP19T0/CpKiU5JJZAViby2yPu4PfoT6VBcxKrSpC4jU5EhDY3H/CrE1i0vzREfMcgKD+ven21rGsRNxlgQfmAzkdCBmndFWK4twi+ZP5iPE2Ci4xJ6AZP8q0rG4jFndXMUJEqMVZJDkg+2O1Z9xKLS4YxeU7GFWKOd3Rum7sfpU9vM8rxmBtgmUu0QI4BODQ9RD4NTnkuYpJWSNeVZdnLfX3FT3000k1s6pFI2wLK3H7vA6Y7DJqrLFEXMJdd3G0jPyj1z65q/BewWxjCyAoQY5QBkBj1z3x1NSFjNCvHKux1+XbnPIGP84p5uJLaWNEjQKVz5hXeTjsBnI7D3qcxpdWz+QjKYZCrjGMjGQfT8vSqEsolAZYlRsBSoPf8apCNEyLa26MjpIjIGdZFw/ORu+hI7egp2l6XJql6YtwUDDMc9OvA/Ks9pjJH/pKtG8UYixE2AEGBz3H/AOuuj8I71v5fN3M6quWIwDnPA+n9amTsi6UVKaRo6ra6fYWMcFyipFuCRt3Un3rn57CNr7ZI0hWICRHz8jjjH5muj8ZWK6jprW7Nt3EMh/ukdKzBCbDwhEs2+YRIHOOGLeufxrKLOydNOOnQ82XUtQ8Ja1NPHJKI5+DKCRljzvHr3/Ouxtvi7ayaZeaemiXM8ruUVw4KurcFm7g9cAdeOaztXiOp25hMcSRkbgzdv096r6Tp1lo9/FcWZZ1CEmVuUYdsit7RktUcjqzUVDoncfbQ3v2pLq6aOSWUbYog2PLTpx6H2rR2YPls5Ekh3MS24DI65PSqdzc5l3xhGjc7l3ZU5ya0LcKTtt4nMvBIcA57HHp1oCrVlVm5SepUsUFrcv8AaLkJHvHBPA7ZJ9T+FbFzDHeQbZnHksw8tsFiDnI6dO9Ns7MQyKJI5C7AgArlfrntTpiyRl2DwiRxyVGCR7fSk2Qir9lmVpJLd3YxkgFU+fGOSf8AGs28mjWNpYLfCnl5E3YOOuc9Ov0rVN0kqOmXMki7Gyh2qe3P/wBf61Hc2S/YVaG5EMxBVeCuCD0JoQMwjEsUUTxXABI3YGPlOeg49qZcgtMYwGIzvHAOPqelNt5UiMr7lDLkNuA2nPpUct2Vd0EQdw+0upPzD27UdSdypfRGVmVCSAm7JGePb0rmblWklYFt2DgcdfyrqLi4McW/IWN1wRnv7fjzzXOldrhlmMTucFugxj2raDJkP0K1jl1mEy/ciV7hhkf8s1L/AJEgD8axftE8d0boORKTvY+pPJro7W1ZNLup1y0t2qWcSovqdzY/AAf8Cqu2hzhtqRmSRcRsEO4FuMEEcVd11JV1sdvo/id9Y8N3sU+DN5weU9CS2B/Q06LTnuNO+2RR+ZAcgsOQpBwc+hzXHadbywyytGzgnG6Nlxn6+tdvoOpvozXCSq7WV1F5vzHJR0HYDrkYGPUCufk5W7HdWxftqUYNarfz/qxSvNLvoImuDZzrAhDEn7uMcH2qG2+0TLuSNSUZTKoO0suOuR0xWpc+IV1e6MEt8NPhSNtipu/ec8qcd+elU76BbOWWCNfKUkLKMhh74I7c9KfQ5DU8PXZSG7Ro1V5XVuH3BupJ9j9K2DK77jyc9vSuZ8OxBr6YI5bYAMH3/wD1V232MMAwO04rmqL3menhv4aMW9kcWhXPJGAa4O5idZSDI7BD8+DkD04Fdh4gJt4MZ2/MOcZrkJZV85pSG4B4Yc5x1A7VrR0uc+M3RYfbCSZUKuqq2GUjaT03ZFQSBDF5sY2jzVDIP9ocn3AI/WiOdLg72leSML5i5XADZ5znrzxVq3hMqbi6BpwWbLhjEeoPTHODx6YrW1jkK8cYES+Zu+VTyQMnnmtjw7bjUW+xkoksmWi3cKxHUZ7HHP4GsyWGeM4uN7ZfzBJE2VIPTI7dP1qaxE5USW8iC8tyJomHJG3np6DuO+TQ9gTOhfwzezCXc0CKjkOZSeR03AjsCKwPs8tvqJtJXBG4RtsIYMOehHBrU1zxJeSRSKyOtsxG9Rj94eCRn+H/AOtTJZLE6fFNZxmKGWQ+Wsw+dQAOdw6Zz+lGtgKDvNbSCFLwO8a7D8v3vTnrntW957RoyTmOYgKV+XbjuQTnoOgrmLgFIwRGzMDgmtjcZIizNgqAVQjPtUtbFRJ5pZZHURkW8fJjUckHv06k+lI000ltvaQgL8gVV+V8j8/yptrIsbM825wFLY7DHr+JqQI32V281R5eGxk/LyOnuc9vSk0MzEmFqWhWCVo1G/zGHTJ5zj/9daVoBAklzujbzCSB7fTtVK7MTQrH5j7g3Pl8MFOevtVe2uxbRS2u9ZCmXEo6Y9PX0/GmJ6Fx5GMytsEPUSLIAxBwcbR2z0qZYpYJJJWiSV3i4cyfO46AYxjjnp7VnTLKHYjZJuG9lznaSBn/AD60wzFmtyWSLyxgFScgE8/j7U7Bc3IZ7aysJ5hvRo4wBEvzF3HfPXGDzVK3kYQ/vlDPtG45+UjnPY5zVCWUAu8EoiZ0IZ2XByTkHjtwe/enWcEduXSLdJGfmj3HBI9B/hRYDVtb9IpmjkXyraZdpZU3jI7bT9a6TwpefaTJE67ZYAA2O4OccdjXHWzTNOsUypHjps7ACux8HvDK12EyGSTDblwcc4571E17prQ/iI6e6tEvoVWQZGBxWT4iCQaPKvA4CjIzk5rogoSM1yPiuQtHHF5oRnb5MnAJArBbnbN2izjJ3IbezEoeM49PY+9KjpMsUUURKJ8xGcHOep9s1aKiLm4lVyUGxiQzNg4x74FS24tIAskc0SB2wgb+Iepz710XPPK8EUe0xCMzeYu4Qsm4hhnPtWlpU9yJrhZkQvsAjkChSTj7p9R0rLuroXjgIj74S4dtwUqxXjb6U62aWcpHcOz3Kk7nPJCgAqTg89OvpT3EOee6wDPO+1XyPLYEZ9ffFaNxJcXVoq2zl5wxwr5O1GIPykDg4H61DOY4m27iRjDcAKp/wPNT21zBY26JG7CRGDlRgF06ZGepBOOKmw0ilMjhwzOPMLMzAD2wf8Me1OaSWK33+StyyhcqOgA4yR+nHtVyW4hur2SKNNss0W9GC4ywx09e4Pris2UII3t5ImMnBznAIPt6Z71SEcxDEnn52FlHRAM7s+tbMNp9tmSNfMDFgGJAAA6EfWqgMUw22yu5QDBIxjHA/HNdJ4dS5miRrpU3r3VcZHv60pSsrlUo80rGyul2Tad9klhRolTkEVw2o+CxaLJIspeEMBCFTJ2d9x9RXXeIL97KxnaJS0jJtUD1Jqn4S1KXWppvOVoYoNoYsMbj6VhGU17y2O6dKFT3XucbqVnHayWmn5O23QmQLnl3IL9OhAwv4VpWy2to6tMfKYLkgN3PbPfr26CrGq/6Pqs9okrIskjP5oI3gnOQD2zmqcKwtdqkoKxsVHX5lycd/wADXRe6POlHldi49pZvHA8rKyyOyAhvmO0f0/rVOGWS3hjjVt6JIRs4XOR1A9eME9+Kkd0SSW1kVdttcszMrY8yMKvygHgcj8c9Kp7nmWRyEwWbHPQk55oWwmRTSMLuO7EPmPEwkIILZGehrpNcOltJF9ijkE0x5lJJDL1DEep6ZrJaIW6LPy6yEjgd8jINUNOtzq/i99Ok1Ke1g2yfZ9ib8lULBPYcHJPoe5rRLm0Jbsdd4Wt2M9wzhwWCsAy4455rryAErgPhlcvdPqjmUun7orkYxndmu/k+4c1yVVabPUwz/dL+upx/iMnC8Z+bGKxbazhv2R53CxooRkUDe2Bx1wP61seJplj8oEbgXJxWICv2efc3lkrubvkH0NXDY5sRrMpajp8tlIIZISjIMtGV5Az1x6VNZwpBaMHh2qcDLpy3OST9RjpU/wBpEMUbI3mXKLtV2bJkH9f/AK1QMVA8zcSzEHe+ST0yOTWvM2jmsaltNZXDybS0aRxMcFST8vp65/rVSbyTKkkeYg8e1wucBsZ+76gkVI0ywR2dzAikOJYpY25wdhXI9+9UmYTyQ28LptRDGrDo7dSefU0kguJPLJLGAxT7oXgfzra0rU/sOhXFpNbxSNCSF3/MCh5X8myce5qhDbCbzRht2WKZHGQPu/lWfrc0yaSSv7qZZAV55Kk9P5VS10Ey2yrNGC5QyMAceZyzE84OMfmauwFpMzFG8lQBjPt39ax9Wigi8NWl7YavqE8Yu2tg08SxrP8AKGd4gOdqtgHdzyPcC89xIJN0SLPGQdocECnOLQQkmW4HVS0hYmJCDIpHJHHT+vep2W3kkkaLcUKsFBJwvv8AhWZFLFCZN0Z3HD89z6etWnu90AWD5mwW8tVYjd3GewFQzQjIQrJI5fO3PYEkfj+H51RkidP3gjj+YZClOfrVtpml3fuipOcc4GQP51C12Zp0YyqJB8rFOQB04P07VSJexPsmn8t3O2THDcBTjt9fpmnb0jmB8uKWDbj5MjfnOCT25FMdpLtFSK0VDsYROnCkfxdOre/vikhjXFzbLIfLaMMGLDDEHceB0OR0oEiE7HcyLlQ4wNpIxjqPbn61bhtZHhklSV8cZOP4utMa4hXEom8z5hnI4yRnA7fhV/Qpbe3uo0vnAt7mTyy6cmMtwreg54I9DQwRUkeRZR52BnAZh0+vsK6zwYyyzXjqxbiNS2MZxu7VzbaVFN45vNIvtUure08/YkkbxxhOBkv5nGMdupNa3w8jnstc8Q2dxJM/2WVI1E2N6gF/vY4B6ZxSqRap3LoS/epHoM8mCFHYc15r4m1X7RqrxxMcQ/IAD1Peun8R60LCCUxN++b5Ez6mvNIGmEokRt8r8kgBie/SsKcW3c6q07LlLtuwlZUCCSXOVBGQPb2HvVxE8pbknG5TwgQc4PJ9OPaqNkzRXGAxQryTwCfbP1xVyKaNcrcK3nMjEj5gS316Y6H8K2aORFab7QknmpcRxxKpDfLhW9Bk8/Q1d02WNlNyGbzj8p78gc/NVSaTzEZDGMnDDPKH6j1qCwuo7S8khiz5MoBYs3KMB0HABHb36UAzRneVpF8x44JEIPmdSyHHUYODjmpFt5JHhnC+bGXwskjFWjB+8AOnPp2xms4tIQrxMru+Ny9c4J5I9fammYtaiDylA8zduDYOQOme3r6c07CubOnKk+phwskMzT5YMBtC9G5Ht09aqXFwl1qUyB0kijKx+ao4cjG7H4/yrH169nisGuI7txcgopCOQSuc49PwxUGu6TrugaPpl/d3Nwj6i8hnt/KwIcBCm44+8ytkj+uaqNNvUTnZ2JNJnb+00i2qFfcTgY7ZHT3r0bTVCrwBRRXPWOzC7Moa3bx3T+XJnHXg4qvpaiHQyIxtyTnn3oorJPQ6Ulz3OTvLuZtXvIHbchVnORySFyDnr2pLXbcPIHRfkfbxwWyhPJ+tFFdMTzKnxshWVruUSTYZpFy3AwSpwD+VaUcSfYpnCgEqjHHc8/4UUU2QR3t1LDHLGjY27XDY+bJXnmuXbUp9I8RNfWoQTRszLvGR8yFTx9GNFFaUtyZ7HYfCrHl6ioAGFi59fvV6HL/qzRRXLW/iM9TC/wAFf11OH8VnFzbAdD1/Osh5Cj/KFDGTG7HOACcUUVUPhOSv/EMlJ5Xiim8wpIWkXKcYAHanXmpzwXICLHhydwK9e1FFbdjHoSrdSzbIydqEZKr03KOD9a6LTLWOSJ5GySjAj8s0UUp7AinPM9uGkiOx/O25HpisTWm8vT51UDAZGHXjOc/yooohuKWxX1LxPJrskFtLpenWogiVI3tUdSsa9EALlQvOTgZJ5zWxAzmUQF22Bto55Aziiitau5NLqK8hd5NwBK5wcc1oaci/aYoOisockdc0UVizZE19BHBBMyD+MxgHnaMA5HvVV7aE2kUuwBhIy5HGRgfyoooE9ih5SW0BdFy288tz1Gf51f0S5a5kEDxxhRKshZVwzNkjJP0z+Zooq2QXL63jtSk9uvltKcOF+63zHqKqxW6M13AWfyzH5mM9ziiil0A5+78T3VjqF0stnY36TiN3W9h8zLKODnIPfkZwe4NdV4W1C5dtbv5JS9zdGOaVz3Y7s/Qe1FFXW/hFYf8AjIy9evJ5riSR3OYztX8QTmotOtoxcyRc7drNnPOcgdfxoorJfCXU+JiW8rzRz+ad+I3cZ7FRkVpx3UskiSMQXZAS3fpjFFFDJiRWSpNM6Mg+RSAe/wB7FZ88jrIGD9+hUEfyooqkDLCTSS6dA7Nzll44wMA/1q6sEUtlHK6AtI6q3uORj9BRRSJMXxREsGmpsz80ynnt1rGudf1PUtLt9Nu7uaa2glaRRJKzEl8ZySTnG3j0yfWiitobGc9z/9k=", "info": {"video_id": "175600", "label": "hitting red empty pouch with wooden stick", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "175600", "label": "hitting red empty pouch with wooden stick", "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": "9bc31032fbcad1493a1a507a843ba0fb7ad4c66eed8f53364fb7bbd005ac06ac"} +{"episode": 99263, "episode_seed": 2971861270, "split": "train", "timestamp": "2025-10-13T03:54:40.882222", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2971861270, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving an apple closer to another'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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zrRGTOn8HTJFFqPIAwmSf+BVqyaihbaCv4muCa8ltXSGFh+/cKcH0/wD11Su9UkGtwojkIxPGe4rui7U0YOm3Js9LWcOO34U1yp7VlWLu8ak1dOfQmspDiWIL6W1VkQ/I3b3rnr6xF5dedOxbHQY4Fah3bulQSoT2/WueUnblOiMmtjP+yJFtaMEEcggdKuPqc8luYXBLYxv/AMaY0ZHUH86haL61lGpKD91miehVFuoLMRuZjknpTTEoPP8AOrLJgngGo2Q54XrVc19WZMjaNNpbivK5rJ45BAHDeZ0I6A56V6u0R2fdP5Vi3elW8Gx2RS3XkdK68PG6Zm5WdjA8P+GXvJBJcgpaL36F/Ye3vXS6hrMdldpbxqqRQ8BQOBgcU46gsdpt9sCuW1FnnuSxOWblq3fuaoSCNxc3skijCs5IFdHaKFjA6/jWPp1mwAOK3YYyi4OBXLIol3Af/rpkVzLaTeZE2D3BPBp3lk+mKaY88cVzN2d0bwdht5dPfH96ABx8oNQbFAGNuPYVN5XpSFD7YqueUt2KWpEu0f8A6q6/wZEstpqqD+7H/wCzVyaxHPUV2fgVdsepHAwfLHH/AAKujD/xEc9V+6zldTXzi0Lj7pODWBeaE19btgfOFwr9wP8ACut1q0xcXBUcBj+FP0ACeIq6jKjvXc0nuRex59o/hC+nu1jn2RxKfmYNkke1d3qjQ6RovlWqJEmduF+lOeZba7k4AGetYXiG/W5TyFOWYj5R261k0orQtMzIJGvbszuD0CrkdhW1Epj2vGWVlOQwHINUbG12xjArUSIjtXFUd9TWBqnXZpbXypEJkxjd2rLWEGR5GGWY5OTin+TjsaeIyDnAqXVlJWbNJO5HsA6/zp5RcZyKDG3Hy0piO37p/KhGTPSnOPpVd2OcZpi3StGCORTHkBA2sa9NnAhLhN3fArKurcFlG5vXAPWtaaSPuM/hWdNMuThK55tGsbmdJCzdAQKhaIjBJ4/KrEzu4OBgVQlG0H5vzrkkzoihHWIE5P5VVeYKflIFOc5GQ35Cq7qW6HH4VFy7CNOOecmoxKN33c0jIxrI0uObU/Fc2my6nPaIRIYvLTduZULBfYcHk+nvWkE2yJ2SLcsobWbFNu0lmPHcCszX0+yapG6g8SAfmKreH7m5vtahknlaTZGWG49M4p3iWbffQqOjSZxn0FdbX7smLPRtClaXTomJPI9a1iJNuQTx71k+HUb+zIT04rcKqFwXpSSsZpu5SzLj94w3egNMIYg8H6g1bdo16YJqq8r5+UAD6VyzaNURPG2PvfzqBx5fVyT9adLK7A8nNVZCx6g5+tZOxokyRpVJ4yPxqFnXP3yPxqFs85B/E1ka/cT2umPJBI0cgdQGWqjqxSVlc2pJkGMSNnHrWfq1yrRjPCjr71laxi30KHUbDWtQmU3P2bNxEqLOQm5niA52qcKd3qPcCjfXjzsEUEknAHvXfRja5lzJjDNLKWIztzgUqWZLA4PPXNaTWXkRpHgFlHJx371Zjt13DJ6VU7MjmbI4bQqF+bHrxV5YiBgA1LGI1wQCcU9pCfujArCbKjcjEROCcflTWiXPJpGLKDlv1qFjkZyK5mbxTFLhScAUwyrznGfpTGGemKZtPp2pFNIlWRA2dua7DwJIpTUztx/q/wD2avOtHMV/4tOm6hqF1awSSbEkjliRY+5LF+MYzwOScCu0+G/nw6n4ks7k3H+jzJEq3GA6gFx82OM9M44rsoRakmctSSs0X9VhDzynsTmsy0/0OKR84BrotXtRFHLg8EEiuDvr1zDhScCutijsU9Y1Bt7CLBIP5msuxglkk8yZtzscmrKW3mKJHPL88nmtK1hRMcVzTd2U5XJraEqvAq6IW29aYrPxjgUF2PGTXNJmkUx5UIOWJP1pfNU+341A249ev1qPnuP1rI0sWS65+8fzoaVABh2z9axdcuJrbTmkhkZHDqAy+lRa9pet6Foel3t3d3SzXhk8yEpgQY2lAxx94hs47fUGtoRurmU5JOx6VKTDqk1unEauQB7UodvNxnHBNFFehPc44bIia4kIY5HBx0qFnZs5P6UUVzTN4lVmZs5Y1XkGR1oorkkbIrMSRk9vaqnmtuHI/Kiikiiu877GbAyAcVx0Wr3Wn66+pQbPPR2xuXK/MpU8fQmiitqRnU2LvhRQLyY91jCj6VS1l2OrQ5PRm/pRRXRL4BQ2PVNF+XToAO6itcqMCiiplsStxmBk1Xk5J+tFFckjVFR0ABbnP1qFlHPFFFZPc0GuoAzjtWB4oY/2S3f96lFFXD4kTP4TB1rxG2tQQRS6Zp9uYUWON7dHUqi5wgBYgDnPA5PNW9AhS41+ISruChnAPqBxRRXpU92cvQ6W8iVZOBUAAznAooonuEdiVTgHgU0yNgjgUUVzzNYkMrY4wKjLcZwKKK52aohErbugpDISpOBxRRSRRzC66+nX16r2Gn3sc0odo7yDeAy9CCCCOpyM4PcGu9+GV/c6jc+IL66k8y5nkilkfGMsd/5fSiiu6lujkluzqPEszrp0pBwdtecXJygHvRRXS9wjsatxaxRYVV4UYFOiVVAwKKK45blIlHOabsH3u9FFYSNkG0fmKQgYHHaiisijG8SMf7KP/XRKwb3XtS1DTYNOuruaa3t5HlUSSMxJbGc5PONvHpk+tFFdNP4TCpuf/9k=", 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", "info": {"video_id": "165865", "label": "moving an apple closer to another", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "165865", "label": "moving an apple closer to another", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "165865", "label": "moving an apple closer to another", "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": "a85645ee9b72d174e2b6c1ea8530c72b148b52b3659f9abbbdebbebd00f73e19"} +{"episode": 99264, "episode_seed": 2109095522, "split": "train", "timestamp": "2025-10-13T03:54:41.866461", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2109095522, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'digging rock out of blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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HZazGjH07WLS1uJLm6mSNfuqGYDjvV7V9XbVYI7azjYRtyWIxuH09Krv4SS51OG6aAOU+6DwB6Z+ldHDpaWwJIy/qe9ctfF8+x00cOobmRoWgRiYzSJnbjqOpru7cDcigYUdayLXChkHGWratlw2TXFOTe56FKKSNaNs1zPiCXZKc8d810isFSs69soLuVWlXdt7dqdOXLK45LmVjnUaea185gRkcVDbXj20vzE9a6GdVb90MAAYAFYd9ZMjFgK9OhJzjzM83ERjCXKjobO+SXa2eR3rVeVEgaQ5+7muH06dklCE45rqRJujhjDZI+ZvYA8D88flXPi4LSQ8PLoTkMtugYjdjn696wr9zHuNbPmZUrjgdKwNYmSKNixFcG+h6UHaJz1xc4YljTIdXjt3znFc/f6pumKoc81j3N3JgZJrphR5jGdZRO61HxskFsfnwAOa4a/8AFlxqEuzzCsZPPNYl08txCQ2cfeqvHGJIwf4uma7KWGjHVnHVxUpaI9C0HUYSoVHJOK637VL9mBClhj0ryPQL6WyvTGSCB0r0ez8QsSqCLJHbFdK0OW5Bd6ndWMwmKHyxySK7DQPEMN9Co8wbvSsaW7W6s5XvYY47ZFLMxHTFchDNJaST3envuSJ8lV7rSfYD1rWIBd6bKq/exuHHcVLqd7tQ4PasnQtUXVbFQWKvjkEciodXnzEeTuNcmKV0onXhXZtmHrOumNGAbkcVwGqag8rMWbOegq5rc0sU7+cc5PyisOOFp3LueaqnTjTXmOrVc3ZbGcyNLEzerYFJawGWUIRxgkg1qLab4VQcESEinpbrb3yORhHB49D3rqjqjkluZs2nCA+Yu1ge1KsYVcelbt7ZI9u0kWFZRyKyJP3bA53e2KLiOs0gCPTNx6V1eniFLH7Q3CryTXK6dh9FZlHQVuxMD4OuJ/8Anmu449qljKus3n2gNcRKAkZA49a7bQLoSaXG7HOBjjvXB+HY11LRishyZJRz9TXVaK4t7e5tz/yxlZPyrKqvdLp/EdDLcbk9B2ArKnuijH/GmPdnkDgVnXNyOea5TpGXsgnHFc/eKqhtzDirN3qARWC/nXP3V2SrMxziuulB2uznqSK+oRGZSI+vbNYQtE3EMpDqc5PeuhSNLxA4ZkcjAIPH41m3ELxsysQNvHSttjINNtPtt3GvYEZrr9ZuRp+k+TFkOw2jFZfhm2EQadh97kZ7VZvka9mDkfLuwtJ6gWbOUaJ4AaVx+9nfA9STzUng6B7gSTyNmSTkkiqni/C22maevRAZGA9TgD+tbvhFVhgAI64pW0C51UUKxqC3UntSXUYZcj9KmJBBOR+FVLpyinDda8Sx6lyHT1Lzux6KeK2rfl/pWdYxeTAWbq1aduNkeTSOmKsi4zYWqssm1GYnAAzTJbrnFc14r11bDTXVGxIwwKuMW3ZEylyq5j6j4oMGt7Qf3WetdbZ3cGp2gKkEkV4jY3wvbiRJm+djkE10uh6zPpF2scpPkscZr3IUlGCseJOpzTdzuLmzaC4Dp0zW5aL50Cyhtkv3Q3bHoR3FZrXUd5arIvORWBZ3F/deKp9LbWLm0iHmGJY1DZYJuC+w4PJrmxEOaPKjWjLld2dbfXotIQJFMbgHPOQfcHuK4nVb170sAx21Ss9T1HVxtu7uSYKARvPTPWpLghPlHauBU+Vnd7S8dDEltUGTjmqEsG+QLWxKN4NV4LMSyNJI5VEPWuujqzmq6K5lXlosMQAACoC7n04/rVLTrB5C7EfIFBP1rb1NPOQRINsRYE+rH3qzY2bRWpdxgfewOreld20bnHe7ORZHh1SRlHCHGa6ax1Ao0M2Mr0NPuNKOwKR+9kbk+5rNRo7SdoGcGMnHzcYNSM9Pit11DTiki7oZVwRivObGc6Dr97p0+TCSUUn6cfoa7fwvq6xqNPujgtzG3qK5T4l2gtdXE8fHnxggj1HH+FKzuB2yQPDYWGo2zlGKCOXHQjsasTS+ZIzOcgdK5qe4a18J211p2uajNAZ/s3+kRLGs5CZZ4x12qflO71HuBbE8kitz8ijk+9c9fob0epg65ALi6GBnmqqWIjUGtqZFdsnrVO6X5DtHJ4rDnbZty2INMs1O6V8FVJNZ+oxbrmNApDsGcr6ZIx/KtxI1soNgy8p5KnoD71n2kDzam0j/ADPu+Yn2r0aaOKciW8tDb6W2T8xUDp1JrDmsnVR8uGPau1ltvtMiowBVfmJ9T2FZd4ggUyeVv3FhkdgKhAQ+GEc211bE5wMgfhWroEpvPDmsafn51ikwPwrM8NTqda2BSokUgZq7oKGy8RXNu+Qk4cUdRmd4Ju3/ALQgsmBCmQP+Vei3tv8AZL24dRhJ8Px6968x8FpBc+NFs7q+ubRWYok0MscYjPcsX4xgHgck4Fdtps19c6nqdnez3L/ZJfLVbnG9OSOccZ4GccVFb4S6fxD7qcxxnaDk9qybuR44izZJPauhlt064zjrWHqKkggYx2FcfMkzqtc5i5uZJHIHAqOWACI7jz5Tk/TH+NWjbSS3HCKVB5qPUnURfZ4+d5Akb29BXo05c0UcUlytkGmQSPGc52qAT9aY9t9t1B1ByA2Patqyj8nTQ20jd8xPr6VFZW/2cSSNyxOTmiXxCjsWyBHEkMYwRxxWktnsltUI6fMaqabCbicM3Qc1u3uBMjr/AHMUhnG6zIbvXmJ5A4FbPhy5J1aO16AHmub8RCW2JuImZGDAZFaM+i634b07StUubm5jur3zPNi2Y8gAIUDHH3iGzjt06g02I9LIH2YP3NVIx5swDcgHpRRXiM9anuaQALgdqsPwtFFQjpZn3jlImYdcV5V4luZZ55DI2ducD0oortwq9448U/cOTVRDICnBHINdfaIt7ZqJhncnJFFFexS+GR5FTdHQeEZ5J7eOORiy5x+tU9Wv5tL8ZXl5b7fNimbbuGRyu08fQmiiuCp/ER1Q+FkOgfLFcEdgoH61ab5g+aKK5ZfEzpj8KKLgbDVm1iRoIgRwwZj9c0UV0UPiMa/wlLVUWKWJEGF2l8e9a1rCgEQPOV3EnuaKK7J/Cjljuye7RUt2lCjeqkiuZubOF4Hdly2M5NFFCGP052l8P3TMx32pJicdRSeNJnu/DWk3Mx3SEsCfXgUUUMBNS8Rvren2scmmafbGFESNrZHUoijhACxAHOenJ5rpHUR2sar0bk0UVyYjodFDqRSgccVSQBr+NT0zmiiuWHxI1l8LLhhTyTJj5wpYH3FZmkL50z7yTxuI9T70UV632WcH2kdHAo8hT3Iyay9QVTMUx8qjgfWiioQzPtkWPUIZEGGD4zW1eIsN9azoMSeYefrRRS6lHD6NrDaZql/EbCwvIpZQxS7h34Zc4IIII6nIzg9wa7bwvdz315qt9cyF7i4dZJG6ZY7u3aiis63wsul8SN48xuT1rDvuhoorg6nWtjIH+rIzjcefeqc8a+fENowR/WiivUodDgrbs17YeZAGbnPOOwqK4ACDHeiioQzT04bIcjjipg7OzBjnHSiiqQHK+LOLNsf31rPttf1PUdOg068vJp4LeR5E8yRmJL4zkk8428emT60UU3sI/9k=", "info": {"video_id": "161939", "label": "digging rock out of blanket", "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": "161939", "label": "digging rock out of blanket", "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": "e574ad1eeab5e6b75bb87d7c61a3ffec0d8382856702ced51767953c91ae3e06"} +{"episode": 99265, "episode_seed": 200400385, "split": "train", "timestamp": "2025-10-13T03:54:43.835133", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 200400385, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pebble bluetooth headphone upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "71947", "label": "turning pebble bluetooth headphone upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "71947", "label": "turning pebble bluetooth headphone upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8851ae8b7dcae14d6eadc3516d41daed772979d6d2d37eb92522e3c28bcebe64"} +{"episode": 99266, "episode_seed": 2398256139, "split": "train", "timestamp": "2025-10-13T03:54:45.630332", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2398256139, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 baby bottle from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "28869", "label": "pushing baby bottle from right to left", "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": "28869", "label": "pushing baby bottle from right to left", "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": "ccc1184edd18f542ab97cf30dcdbe50fbf3c32a4a8d591a71c228bbe70c41d08"} +{"episode": 99267, "episode_seed": 1147491238, "split": "train", "timestamp": "2025-10-13T03:54:48.641832", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1147491238, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'uncovering feather'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "145430", "label": "uncovering feather", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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jc5wBg5z9eKghv1tGgE15bwRToZCp++wGMbTn6+tRLY1uk/Mghk1C80iSO0ZYoC5JfbllIIzxnrxVXWJL+xEkS3sMk21VIhjIK4+bIPYkgD8a2dCv7K+ludksSspJcIdwZsdc4H+cVgSM9ldebHAZ7eQguHbaY39j788e3FDi2tC1ZM6QyxazMXeGV7S52TTRZ3Mg2fIy46sMjIPp61gwwX/mQwtcLJCAsBAwC69BweCPbtxV7QblpNchuArQGAOogVshlbG5j6t90/gfWtbSNO0iC4Zo1UT3Dym4Mw3iOMEnpngYYc/4U9b2MJeRn+GZb5JLixHmfZxxLHId6KSTt2A8KMLn8qq6zJctZwWxlRzHJKhKNlchv0OMVox2s2mx6hd2FxHf2zRgPOLnavBKl8Z5VRx1zwfWqviSCw06S38p4UDhmJjP3m4GSPoBWtJWkjOSXKc89g7splKj/aXoasxvHZJjHPrWXd6vFFCQpJA6c1kR6rJdbgXIIOFUj7w9a2lNXFGLsdJNrFxeOLYSlggJz6UzTMXoaNk3o528HG6quhyW9qnm3UYA5UyZ+8SQQD6D3rRjUadFKwu0g8jbhigJ+bvtPbrXPUm5I2jFRJLKG5sdVltbXbFKI8gv/EuR0J684p0sFxp1mrtqTm4DvIsXlhjuHTP+ySRUkOr2c+owRrMZVb/lsFYkdCecY59Af5U/XIPO1AyWILXCYCE8hwByCO445rKz5bI1vrcdo91NLpMVrISlzBJKkcrEndvydzLxlTuK46cVHrFiYdTkhgl+wq+1zbsflVtuDtwc7T27/lVQ3BvIkiuo4ktZAGZ4WJ5BBHJ7Zwce1dTd3GnJqou72OL+0PJRLd2Ycvkgkf8AfXBPpTs0Zz12MW0gvIvEFq9vuE8qDbKrksABudT2PYc+tblzIE1S4t3ut8jiKZowxDIQSDyO2cce/vT7i203UPEKnTr+OS/gYGZZ1+VSQVwNuByRkkegplrfaa2nI91dWxuvMk81Yxxu3Hgcfd4H1xVct9L2IvbWxzwv5XtpbVJAYXG4Lj35AOOKimcSptSQs4jJ8sHjP9afbIrZkvCNu3JDv8z+5A/xqZ7xYy7WoxjGRGuAB9a6PYtu7J9olsV0trtYsZYTA58yToSOnXkjHFXbW0tJLm4W/vZUBiErpA2AGH91j3/DHFQyyxvcIJ7mRI+fm27sn0GDVXVXRppZLa1kih6qAcj8TmqVGKd2HO2rG9YX9nZ62k0VkhG4iaSQmRm5GGBPA49BUWo3VsNQmSKC3VUmIjaNfvAknrXNQ6h5X72RxHjHOeahv557iZRZy5SQ/KUIyPY+natNEtBWOiudXttOYPcTQod33cgMfw6mqh8S6veXSQafptzKJD8pKFB9cnHFJoVrHZvNLIiIWGWYgFm7ck5bvXTNNLc+WAxYdQX6e/H4UK7E7Gd9g1c6Tc3l48yLbfvgMlQpHO44HQEevNVnv7vULeC9iuJpJ4h5bJFIAvkknlcH1Hf0xx1rfkvvM/0aZztkDK7dcDac8Z5/Gs3TdEk0HwNYCAp9pYiWVjxkydQo9hjArnrxs7lU5JqxjeOLKztI9PubOeWRLkOT5jZIKhR35HuK82v71t5WPscV3nj1oYdL0nYwNx++84gnBOVwce4rz+2gMrbnJ2k81FON0bObjEnsrSW5lE0szIgx8qj+td9bTTaZBZSxwCOEfOGIz5gB/wAQRxXO25e1VFDIDERjkMpI9R37Vo3WoySxxyym4kOcDyVUgZ46dhXTGMUYuUn1Ni71iTU2Lyu+1jgqTuHXI6+3H4Vc1DVfNhtA7r+4jKBieo6jI9s4rjhcG3nIYMxz2Of5da0rW3v9atJo1txiFS+8HAUZGeD16mq5mxWReXWkfyo7eGS6nY4O0hEH1ZuKmfStf1C3YtdWVoq9F8xpC3fqMZqKLSBpnlNLIGYfNhTnkn/9f5V0UUkhUlgIkJ+RiPf/AAo9QfkVtG8KIohlvNSa5kVgXDx4B9lxniq964s/HAsLdGnZ4vOgJAZJBjkDdypHNahuooAFhk3uRyV+Yg1Z0GGC71T+1pEXzo7L7P5hzk/vGLAg9Dxisq0Y8vmEJyV+xDoIg0ozWdwI57Sc71JTJUehHp9en0rm2U/aCABsyQfn428gc+vtW7aXdtoet3U0hkfZv3b+SEPQHtn5cgdcGseztVu7u3tWk2CaTBIGeuSRz39Kwp63ZckRLJFGsKFdwL4D4HGeOnpUk9sdMfy5FUxykfvT07j8AM9K6/8AsKwto18sOI4j5jeawKnjnJ7CuK1TUnuFnCCN7ZpB5MY5+XjjPfP+eKLrYuCLf2K60zVR5zI0Fum6GQcliRjGOwH68fWsxNU002CT3kKiUXDnyAoyVHT6evapZBp91HbXN3eyw2Zy4RWy0nHAC54HHU8fWszUfsbxtJZosVvu5IbLNn1bt68CnTpcyuyqlS1ktxdV8Y2M0ca2trcwzRsQGC7QykEFeOo56GqkXitpIJYDaqVnKOzSyZ2Mp7YHNYQ064mvpYkEhdCSY2HzAdv0py2Ti4SNlKykfcbg4989M+tXywSuQ5Skd3ostxq9xJdWi7ZbdxtEY45B/wDr1cgtoDNmTAmGVuVZTuKEHuPcY/CoPCtjOmmiO3mdfOc73dMBCoGFPrjPWtrSbaeG8a7uJADbNskbb6hgSSPQn9a55S10Q7rqYtpfWb38lipV7bBL2yAoCMgZAXhhnrn0rD8TWf2WwiguIwJwzmKZTyy8Y/8A19/au10Dw/Y/8JZqOqQb/JaEtGjLtCGQncQD6hf1rkfFtvJ58fmz72jaVQFzjaMAEA9OQc/Q1Ud0JyTZyUNvK7N5hL/LjaTwK37fSmGnR6jCocYwyFfuDkHI7/Wum0vw1Zx2aEB3lkQbpA/XIzwOlZ+tXgt7tLKzkiWOFNs2zncewPbI6/jzVPcI6spJpck9lFdQTxhJXMc6sOUxwTjueOnvVhtVgXU5xeECGK2KxkcsTngfgBWdZeTdQzw3DC3KjLSbtuQ3ORjqevFWZZNKdBbaXESyrtM0oy574A6L+v1ohT5my6krK3Ujm8YW1vYvarpTtE8ZRiGADZHXnFZFt4svLeWOaONPMjIKM7E5yMHIzWbqFsGkjkLFFdjH5hbOXB7jtxU02jXNrFuliJQnCMOQzegx35FXywRHNJnTaNqEurXlvYfKyyb87E24ON1dHPatbP5V0xMki7YZFO4KQp25/I1g+GNImguXmEUomWMhGOVX+EHPow3dPrXVLoskt+kH2iR45lLbuOMDH8/51jOeug7paMyNZ1CCyv4LOQSQk7cho+BuPVl7g461tWaHT9VOoy28Yhddk1sV5RumQPXj8frzUt7p1nrXiLTHmtn82ymCyM+MHhnxj0yB14NP1tYrbxBFdNI2CVZAeBvBycH0wpznpketTeyBvmdjkIJzNkhSSny4VvmyatNtVo5HIBBOA4yPpiueEOqafpkF4lwriRsBWGCAcgEHvUEuo6uiBu57YPT1ruc7bmCidVLb3Dwb0GAOmMDOarTWFtI6zP8AJMkZK7uRnvkd65ttb16BFUPGoHONmQa0W1G/mRJHe1uCYwdyrxn8PakqsXsUotFqPR90hPJXGCc4A5rqbK80fT9LSOSWNZoJGJZEyz5UdT2AI7msHT7C5uraWW8uUSHYxREUAZAyT9Bis86YdQt4IDK7O7AF854I5P5Uvapalclzcl1OBVF6sTzK2AHbkHJ9Aefzq7bXT3upT2tvqMTJHEjs0AIwX5/Ss6DT11DSksEfaUjXtwdvGD+tHh60e3nuk8t45VjV3YN86NgjAPrwfzrKdaV9CnTVmW9Mn+1SKjwCWS2I891JVlcklSDzjjseCDWpq2qXkujx21vYO1ySkbqGAVN2RGAf9or17UzS5ILLQ7tLaVZZ5ZJHk3Nzy3f2C4xVbT9TvLkzXMkUURi8nOAWLeXuwcHsQwP4Vndvcz0OQ+IcUYs9FaOCS2m2yw3Fs5yYnXbkYzjvnjrmubs51EIVevH3hxW142uHu722vZXDtLuG7ZszjHb6ED8K5gXARiqrknsKunLS6NuVNanT2kloIWeZ1Q7epOBWpBJFBHF5Esc67sgLID+HvXG6fJIs7NcQO644TbkfWrdja2zLtjSSOTeWYbvlIORx7VsqhDp9UdOsdvuzIViP3gAeT16Cr1jr0OmeZ5EKSAoyyK+ecjqQOvr1rN0TRLVmNxcRNIEbIV+QzdvqAOanlWBtRvxAnAlKn6gAZqfaW2BR5tGXLPXJ9bmuJYwsKowUvtAycZ7VSXVo7lIbaWOaS6kulUyIxGI8EnOc89OmQatafAljOtlHGNzJG5AHXIwf5Ut7paabfQTRkJBJMgBwf3ZJwfwO4YrOdST6lKMNi7eRBNZtIbH5jfR+UwR+ihslsdsDg9xkVuI99p04dpllIaOB1cA7mdwockdSB69RVFpYbLXBNLAWfYY/MQc/Pg8/UoRVS/e8mv2ukvXWyMyec6gbQwYMuOvTbjNZ36kW6F7T7a80kS3uqXkctjeTPbSgx4KEMwWUH+6xzkds8VzkmX+SJiJ45fMVwcbSD2rR1RW89bL5wjBjGxlP+8cg8Z6fmaLe0iuvDbyANJe+YfL2csMY4I9DyfyqqbTbB6epm6hqWrapaiO8uWYL0jjXYsmOpYD1/So7u+R7dUtoiSPvORy7dBj0UfrUgyIzsdTKV4JPKgdsep5rOuLIx/xOgY5aMH7p9RU1N1YuBe0f7GRbvcKm0SYfOMEHoT+JFT3oghvZbE2rN8+Ni7VXjGB7g8cVX05tPNmsdvGwnBJmVvcYGD6cVsaTZRXF4l3OXdImChWzy3GOfQcVb2FJWZTvLOCO6e9ht40yi7GMRXGFwVORz1qbTVW8tbzDLJLgoJmj+YNgZU+oBwMenFJelLv7ZEjM8byyKCfqRip9NghtZZdPjJC+b82DyAyg5qLW0NFZLUv/ANu2upRWaQgR3su5ZoY24Xaud6nup4HODyAelEmr3ltqptEOHvVSNF2bsSAnccY5yo6Hjiudks5bDXIoHDbmlKQSbQdwI4Y+vQ5rqobq0OvJPdmOK7hhaBcZGckE4BPXHT2JqImVRLSSJ7O8msrkRy2irBJsixESCJWbCrg9FOT64+lcLrX2yedb6/tPJW5aRIzvDElTtZSOwU8A9xzXR3eq37a55KQweW1zHKGYnCFG3AHHXKjpUd00dzdQ2V6wkjtopMIU27txHIx1PetY7kdbnKw3upQ2YsvtbrahfuoMMB/d3dcf/qqK1uFs4HgEe64OQJD0UH+LHcnP0FTmH7NcSJLkBTlVk4LDsf61WuLJpCZpGIOCEcH7w9DRUemhcBLNle9lWYBSUO3JwR6c9a3L6eKKzs7m3hyu0oVGF2uBghv1rFsDZ21zKs8LmZgVRiOFY+v5ZH1NbdvapeTrFhlQ8kqeB6n69vxpr4SpLUfFAtxpsYW2wBIZQCA4dCCD8x5zzUOmzg6wkCyO7ruB/u+WAP1zitLVJLdbyzhgj2FLckJ227sY+veqUEUVlcpdsoV55HTcep+UEfyqeWxUNFdmjJr8ekpqFncKZE2tPbMq5KOedp9VJPXqMn2NS393Np1jb3sb5WGYSL5bZDHkFc98+nes7XdMbyFvolODGfPTPJPGDj8MVoQXXl6PYi4RprWYJcbAobG0h8DjOBjOPao6kzSauaccWqRLbSPKBMcSYlAJK43MmeoHXjtniqznVrvVBrMP2cW1vaxXH2ZgTvjdTlM9nHJz0OR6VHrF/eXLwy6bMd0aF9u3Py8li31HaqlxLJZ6TBieaWNo442dZdnKjaMjpjoP5027LUhavUwft7w2xgKCWEphPN/hHp05qG2YQNHNLuZPutz09DTWKGUCMk+hNQL82YwRjJ59K6GkyIli9gLwSt5agv8AKgz068+1O062DQsB+7cqHwo+UHPce+KmCG6OB8oCZy3c1I6tYyRvGDlMZOeo/iXFZ7bHQmvkaQleZf7ODrEZ4NiOoA8vjDHrzyTirdhpU1tdRQ71VIUGZGHzHsCPyOaxJ2LXS3sTlRE0QJxzy23v/vVr61qV3ZQWlyEjdFk2P2Zs9F+n9cVOtiW7S5VsJZSnT4r+2SMfaIwSMevzckehNP8ADk11faqbqe3Vbh0KzqPlUDIx+o/U1mx3rXd+b1IATcJuaNjglcDAz64qSW7kbWn1GyZooWi8tgONwyNzYPuCR9aUfeVxPTRF7TVjvtWe2RjtiiQSqvHzKSpB9ecfWtDVpFthe3ttEzzpDFGIwMLwfmP1wAM1zvh++uV1WWSNPOdyY5AxxwSCx/z6AVMPtOp+NLzT31W5skLStGkS7ssEyFGegOOSfT1p8t9DPm1scr41tpoXt4SCR5sjpxjAZUOPzJrFsrALictl0boRWxfXs+p3UTXU0kuEBy5zjNRxAByqk4z61pGKSsO7LoQeU0m4BtnyrjgZo0yNYpURyHXeyjfx1zgY+pqWCMN5cZOFGenXFTyW6LbCMFeQc5GSQen5Ck7LQ1Te62LcsjadFB87Ltk2qGJYAEDPHfAHf1+tag0WCKFJYWaGKaXfKw+8GPO78TwT71ixsNQWKKc42fffPt1rSshNc+Giq3Dws9rux16Lkj2FT6inK0k47Fm+K6dqFncQnCTHb3OGHH5YIrMuhd/2jI9xOPsMz7I1ZjtjJIU4z05wao2+oXOo2SCUgiLakWBg8gNz74wK0r5p760+wTDdFEwlaUDGR0A9jgHkdwKiOujHJW2NHxNcPbzwRnMryLGWdQABsY54992fatu5ghgs1sXiWSFpF3pnAIVgTx34Fee3swW/iSVwWVCzsc8YGc/T5v0rp9bub+DwqJJJwZxKvzIACMnj9Mc1Vuhi3bRiTWV3e373Fw6vi+BiYHgo4wR7j5hjv1rIW4ltCDbusZAKYUAkgdDg1Z1O5m07wwbzTdb1CVJbnymM8axichQWePHzBVPHPcj3AoTTI78II1PYdq0jFITvuNjkWMmYMDNG+75hn3P86tzSmRJLnKgsmEU9s+v+e1Ze9WlZVYkE8nPWrsKiQxRNhY0U/UilJI0hKxHpMIEiRzN5md6Kenrx7H/CtkXc1gLZTcEjcUPmdMcHccDqAMfjWZc24SFVQjcACW/iBzkEfTilnY6jbnJKtHE7Mc8EgZx+OB+dQ/I1vdNPc3IdGFn5MME5SGSQuZH+Yk5LFfqe3piiTy9O8Qqfv/aE+QsRuYbegPtiob25uv8AhGnminC7YVlYvy23AJwexrJOpzan5E7xiJ4mEa459CT+PH5VEnZ3M4++tS1Jdahdayizwq3kXCtaEAAt8+Rk+vUZ+taGuTRw6pFEu5Jp5YnUck4wyZ9juI4rN1Gd71LOONBBPayiR2Q9DuyAD36Hr61Su764n1SIzSs0qgHHHBGOOPcj8qvlsRzN6naS2FsthBZSF1Lzoxdcl+Dhufpx+Jrk9au5bq4eR4xbvFNIEz6DBGPz5FT2V/LrPitrLVL670+KWQhfLmjVYc4zuLjGMduucCsm9lvY767sryS6dra4dFW5C71Gcc44yQBnHpTUdbsm/YhMjXFwGuHJyuAWAA/TjFWYpWniSN22rGQpIH3h2/SqErLlNrHd9elTRErG2MfMMHNXJIuDsyNlZ76aUuTuU/J0Bx0+tb+Fjt5biORkjePcSjccYOR+WDVJLdERnDckAZI6HqTUcUzJFLalQVkJK4OMZ6j6Vm9djdS/mNqzs11GA6kqhr0R+Wx5AIHO0VJfWsMOkLcRTNK8GNzt1YEYzj1ziquiqbee6ijlKosq4bPXKA9PqTWWLy7hvr3TJJRLEJXaR2GGJGD+RyPxqZMyj7zcWamq3N/dtbz20oW3KK0yDo2SCpPvkVceX7P4Vs5tiyKoKxeWQTsdSq9fTcM1n21xcw2H2YDeLhDGOOU7kn14HFZN4DY6fFb7ztDbVXJAByARj6sfyppJoTvsdtoRW30WK8K/PLFlux7r/Ss6+sZrmOOxhRUslsSm1TykgPXPqWbpWe97fW/hWRoZ1SEOiR7PvAbjuH51Jf2ev+HNP03Upr26Sa7WRZIin+oxtKAnH3iGzjt07Gny82pCld3RhSAEdO1LBGvy8dRRRWwkXISVeTknEirz6ZoklZ3mLY4Y8fjRRWT+I3XwjZSY7SVVJwCcD6cj9a1PFI/4kRI4+dH49drGiiiW5n1RnxubfT5ZY+Ghtty/UDj+VXNRJj0YbCQVgOD/AMAooqKexo9yr4fVY/EaBBgF2BHYh0JP6qP1rnLzxFqGl+IpNQt2jM4dmG9Mj5htP6MaKK0juc/22SwqPITIyQpXJ64FTRqBGpxzmiitOgx7StHIu0Ab0IPt9KmeZ3MbtglozkduOBRRWcjWA5XPzHjO3rW3ojmbQZw2BseeMY9Mf/XNFFE9yJbGFpQEcMaqBhpDkH8Bj9K0bGZ2gvSTkm5defQKoH5UUVkupszLnRXjnlYZImPB6ENwR9MVZ1m8nuvD1s0jkEW0R+U45yRn9KKK1W5jLcy9U8Wza35dvNpmnQeXF5SPbpIpVFU4UAuQBzngcnmtORiHCdRjFFFaImQkYHlq3cmmSXDxOAgUb0546delFFS9hw+InM7ysXbGWTOKWA5Zz7D8ciiioXU0fQ0wxm8IMW6tayIfcDI/pWTpCgwW69N8khJH1Y0UVnPoKnszRs5Wk024kfljNKD9FbAH5KK5+4TfM0pY+a7yoX74DjH8qKK06MmRJqniKbSdev1+w2F5FOyStHdwbwHC5BBBBHU8Zwe4NVrXVbvV5rq/vZBJPPIXkOMAnJ7dqKKtEL4S2ihpGz/dzTXcrEzADKYIoop9CkS+fI9tMSfuFXAHqeDShyznOOG4ooqFuaPY0tElY6pdQnGwwB/xDY/kapXShNf1Jx97k8+5H+AoorKewR+NlmCVxqu0H5UtCwHbJYAmqt6gnvmR848nPHY7s0UVa3BkFzcyHwm8IIVRqC9OvKhj+pJ/Gsi88Tavc29tp9zezXEFvI8iCaRmJLlepJ5xjj0yfWiirjsZx6n/2Q==", 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", 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28UpZty7AN+UJyOqqCDWnZ3FrdaBK21gWIUQlduBxkYI46HisiFrqyk8qOKGS3cEweaTuwOoBHUA/lScW7WKVkrM3Li0S60u5cIRHCB5MqnL27hyx5J+436cEVkw2lxcW90FuUuGkUkLuIG7P3T2Oc/UVp6OyS6fqpkUGS6iAuUJwAcEKQD0AHHtgVqR3nhxNHuk+1fZNNjCgGHBbzOWPvntmnboYy3Kmnm4PhKWSS4a3s1Vnt9/KoFOAvOSc7Tx71R8QXixxJdpIX8xiVTfkSswXbj6jH61rW8MWk/YI5rmyTTpJpCpQHdkAlV57YPXjoOuay/EC2Fxd2klpIj+Tv+dAMJkjGM8YGP0q4aPmuS0mrFbQLfUI2urmSNpZXkG4qpKx4HCD6dav28VtrLSXEDyxuwLPbqu0lxjJ5HAqU3D6LPEiTGRZFLLH2LEfMxPfJ5/GqPnRmZ4JbtoUALLcRty7r0UnsPbvgCkm+ruwtroWJ7G/gvrWCSWN1kZmkCr1GcAE+hyP19K1zqENpeSRACSQDDSKMbeOKy7fUFl1KW7uYQTmNlk6FFHqPofwocxzX8k8EkWyceduPZQAM+//ANekarb3hl3/AKFqdt9mRvNmk3J5nQnk/rzSTQaoWu7m4vYYQyqNrx/dzwCMdTxz9KZPrtm1vbG5u7ad3YE+W2AjZ42jnkeuetW/EEUM9pbBJ2L7C6uoAw3GM/rxUxWhd76lHStUklk1K0uncxyrHIjxfIqrG23IB7n5DU2qW06sl5H+5vZxILjglJgSNrgnvwAR6gdqy4tRmRAr2CRTq21nD5CE/wAQXGQfY10CWNheaNpNhfySvawuQsxkwShUhdzfUgH6UJNJXM6luhhSi7to4b2V5TJDIytNBLhuBkAMOcZwMHPpzXWSzX6vYXVy8Szl/KkGAjO204I7k5GKg1PT7O/0y38m6t7aZ1YQWgxG0ig7kyc8qNufwxU4t/td1NFqcUCyWscZiEs+8t1PmZzwMj2PB61XKzNW3aOWF/K9tLapIDC43Bce/IBxxUUziVNqSFnEZPlg8Z/rT7ZFbMl4Rt25Id/mf3IH+NTPeLGXa1GMYyI1wAPrXR7Ft3YvaJbFdLa7WLGWEwOfMk6Ejp15IxxV21tLSS5uFv72VAYhK6QNgBh/dY9/wxxUMssb3CCe5kSPn5tu7J9Bg1V1V0aaWS2tZIoeqgHI/E5qlRindhztqxvWF/Z2etpNFZIRuImkkJkZuRhgTwOPQVFqN1bDUJkigt1VJiI2jX7wJJ61zUOoeV+9kcR4xznmob+ee4mUWcuUkPylCMj2Pp2rTRLQVjornV7bTmD3E0KHd93IDH8OpqofEur3l0kGn6bcyiQ/KShQfXJxxSaFax2bzSyIiFhlmIBZu3JOW710zTS3PlgMWHUF+nvx+FCuxOxnfYNXOk3N5ePMi2374DJUKRzuOB0BHrzVZ7+71C3gvYriaSeIeWyRSAL5JJ5XB9R39Mcda35L7zP9Gmc7ZAyu3XA2nPGefxrN03RJNB8DWAgKfaWIllY8ZMnUKPYYwK568bO5VOSasY3jiys7SPT7mznlkS5Dk+Y2SCoUd+R7ivNr+9beVj7HFd549aGHS9J2MDcfvvOIJwTlcHHuK8/toDK25ydpPNRTjdGzm4xJ7K0luZRNLMyIMfKo/rXfW002mQWUscAjhHzhiM+YAf8AEEcVztuXtVRQyAxEY5DKSPUd+1aN1qMksccspuJDnA8lVIGeOnYV0xjFGLlJ9TYu9Yk1Ni8rvtY4Kk7h1yOvtx+FXNQ1XzYbQO6/uIygYnqOoyPbOK44XBt5yGDMc9jn+XWtK1t7/WrSaNbcYhUvvBwFGRng9epquZsVkXl1pH8qO3hkup2ODtIRB9Wbipn0rX9Qt2LXVlaKvRfMaQt36jGaii0gaZ5TSyBmHzYU55J//X+VdFFJIVJYCJCfkYj3/wAKPUH5FbRvCiKIZbzUmuZFYFw8eAfZcZ4qveuLPxwLC3Rp2eLzoCQGSQY5A3cqRzWobqKABYZN7kclfmINWdBhgu9U/taRF86Oy+z+Yc5P7xiwIPQ8YrKtGPL5hCclfsQ6EINJ8+zuRHPaTnepKZKj0I9Pr0+lePXke66kNszJE3YHpXrVrdW2ia1dTSmRgm/dv6iM9Ae2flyB1wa4TQNFgv7947hmKRpuKKcbucfXFc8NbmjsmZum6ct1dx2zfI0iYDkZ5Fa8WmkX6adcYhDEqj469SOe59K6e5s7LR7V7xlUKqeWiyMcE9gO+fpXG3F9OTFLdETbDlyF6D1/DNDZcUaJ+1aRZ3skrxyTkGMBfulRnrnuf0ofXbCxFqyW5uZUgAcAYCt3I4xntSFdGtJWnvWeaXYFSBXyo/3jzjr0HP0rK1OIXAQRxqElykcSfIAccD659aqFL3bthOfvaDdS8YNdXazQWJhkCBGDycNg5GcHtzTrbxTcsYomEKxQMxiBTc3zdRk/WsOx0me9En2b95IjbTHkAg+n51dsdIlnunjWJ2wQrbVIySeQOOtV7qVybtndaVaXN7pCX6naZVIkBbbuCt2H4VaR4YrW5vVSTy4k+b5P9WwJDNnt25p9lpUj6ZFEkksSJCrRIx+ZuNxDDsa07KFbDSnurlJZUuk2OvHXkDJPQEHv6VzuTbKUkc7pTx6zZXcUSn7wQyOo3RMOV+bvnsen1rS1KUNptpbPFGLi2BWRkwN49ee/HStLR9Ct9O8JXlvArxPLNK42jLggkKBnrgKBisKRozbQQxMrCN2fOSfnwFIHqODz61cH7yRDfNdkEY2tE0nLKSMZzuH9KkitP7RgkeJPmhY5jx94/XuPatvQdFs7u1N9M8rsJGEaggbcHHPvSa7s0i3jhtWQXcsm8M5+YJnnKjqO2eOvrVt2YRRjJDcXttc3dp5f2i25MOdu8E9PYcH8RUUtylkdLsp0Ro/MJlk24CZyTj27VDbXSz6jNEy7ZJOUZDtyFHIz2xnvxULR6NDD5fnm+vmYszyMdinJGB3b9B9amEHOWhtKSjEePE2jaW0oS0kmLOcvHGpDD0x2/rWC/ilTJIkMdwYckxb3+58xYDntk/lVTWIGKud0gKOA5A+VAR0I9c8VTGl3EcKvJGfLZc+Zj5fzrbkinYy55NHTDxMbyaaZraGJ7h1LKrFiOx/E10k1jJa2yRXu/wCwqzHcy5Az14/M/nXEaBp32i+tcswR3G0qM7znhT6Zx16V6BdQX8sUc8km6OUlTEy5IJ9fwrCpJX91BtuZ989pp1rHLM6LNGSElEeSiAnGPTjriniE36Wl5HEJnXHnkuWEqHBGCfQfgOn0v+IdNguPDh0yeVzeW5aaF1Q5GNx3E9gcgfpV7VNKXStG0y0tpRFFAqwuf4ivUkH8GJz2zUp6XY3JOyRxsE5myQpJT5cK3zZNWm2q0cjkAgnAcZH0xXPCHVNP0yC8S4VxI2ArDBAOQCD3qCXUdXRA3c9sHp612udtzBROqlt7h4N6DAHTGBnNVprC2kdZn+SZIyV3cjPfI71zba3r0CKoeNQOcbMg1otqN/MiSO9rcExg7lXjP4e1JVYvYpRaLUej7pCeSuME5wBzXU2V5o+n6WkcksazQSMSyJlnyo6nsAR3NYOn2FzdW0st5cokOxiiIoAyBkn6DFZ50w6hbwQGV2d2AL5zwRyfype1S1K5Lm5LqcCqL1YnmVsAO3IOT6A8/nV22unvdSntbfUYmSOJHZoARgvz+lZ0GnrqGlJYI+0pGvbg7eMH9aPD1o9vPdJ5bxyrGruwb50bBGAfXg/nWU60r6FOmrMt6ZP9qkVHgEslsR57qSrK5JKkHnHHY8EGtTVtUvJdHjtrewdrklI3UMAqbsiMA/7RXr2pmlyQWWh3aW0qyzyySPJubnlu/sFxiq2n6neXJmuZIoojF5OcAsW8vdg4PYhgfwrO7e5noch8Q4oxZ6K0cEltNtlhuLZzkxOu3IxnHfPHXNc3ZzqIQq9ePvDitrxtcPd3tteyuHaXcN2zZnGO30IH4VzAuAjFVXJPYVdOWl0bcqa1OntJLQQs8zqh29ScCtSCSKCOLyJY513ZAWQH8PeuN0+SRZ2a4gd1xwm3I+tW7G1tmXbGkkcm8sw3fKQcjj2rZVCHT6o6dY7fdmQrEfvAA8nr0FXrHXodM8zyIUkBRlkV885HUgdfXrWbomiWrMbi4iaQI2Qr8hm7fUAc1PKsDajfiBOBKVP1AAzU+0tsCjzaMuWeuT63NcSxhYVRgpfaBk4z2qkurR3KQ20sc0l1JdKpkRiMR4JOc556dMg1a0+BLGdbKOMbmSNyAOuRg/ypb3S002+gmjISCSZADg/uyTg/gdwxWc6kn1KUYbF28iCazaQ2PzG+j8pgj9FDZLY7YHB7jIrcR77Tpw7TLKQ0cDq4B3M7hQ5I6kD16iqLSw2WuCaWAs+wx+Yg5+fB5+pQiql+95NftdJeutkZk851A2hgwZcdem3Gazv1It0LthbXmkrLe6peRy2N5K9tKDHgoQzBZQf7rHOR2zxXBwyTwXCXNlKY5owVLEbs+2O4NdXqobz1s/nCMrtGxlP+8QQeM9PzNZOo2UQ020ngBaUIDNJHyCDzk/Q8VVNptg0ZlzPcXNzFdXs8krKcsD0UH+6OgxUd/eG4jzHEI4QoAXOcDuSe5Jqy8bSx+XCVdj9/B+9nr+VZ8tnHbryGeNMfKeg6nHt3H41MtZFwOh0X7M0qIVXfLDtQ/wAIk6/QZ/pUdlN5l9HEbQuYX3YLAn/awvQ+2ajt5LSSBRaRMiqgXD8MGH9elb2mW9taW013KjM7xORu6qoBz+Jq3qS1ZsyL1Fs2aUkoJJD8wUKzoWz27itC1uZY9Ct76FyrxMJYi65yvIAYDk5U89+9UobdL63tYSm6Ish59OvNaOmxQX9l9jZcxxqUO3jYynA/lUWtoa6RVi5BrMOs6kWs0MRSJJCjnkSHduC/3hhevHWk02fULq+u7CF5PLtneViSCvzn/VnP/AvlI75rI0S2ubTXjas2LhIvMLqQd20genIO7p71v2OrRBbs7TBdT5kaRkAUnaEz2BxtxipRlNWd0OuLrUYtLvLaMxSM8Ek8T/d2orKpjGO5ycHtmsvU4LzS4rSx1F4pXgJkSaFNu9G52kHuCD+dFmt9JdslzcusTQv9nUgKWVmB69eGTPFRCc3muwx3DSLmYLJ5su4Dv+AI/nVx+JIW12VrbUNT01pBp86xw3DFipTdgkfeGehqvb3Kw3c014ZrlpcFSxJZzzwT6Drn8qv6paRwanIId0VrIPk3DA/2gD/LvzWdc27XWG4SMYZGQ/6s+madRqw4sqmbztRi89F2FueABz1wPatry7NNIMqoDLDLiVwoLAE5B56jgfkawbZbKC+ik1ESNEpySM9ufyPetjarkJHvG87fl/j54B/SiPwlTWzC3httQs7sfYwJJlVQZE8wEgj5eBxxj86iLJbSR267UjLKEhKZDEn7jew5/Ktu5gttO0m3t43ImNwAWHHmNtJP4YFZclpCbk6jIMGFoyCT0+bv+dTbqVDTVm5BfWmlamkdyiJZ3Uax71XDQsp4IHdeRkDkdeeaZ9tludJuLm2YhJEbypM5AKkhWH1xnn2qnqdnJeWC3cO53jk2tH1BTPJGe460mg3Hk6LMfLV7ZiYGDqfvcgnIPTnpUvcmolJM0o9TutXtmvhDG6ANFGWUrtdRhhn0JzleenFJrl5qOqWlvZWth5k8sjQzo8gVTIqBimfTBJB9gKdcXkVr4Xgt9LeN0iRVBY5xgcZ9SW61Ws9TvRBLqMoSA+fJIURN5Usiqc59Cv61WxlvY5j7e8NsYCglhKYTzf4R6dOahtmEDRzS7mT7rc9PQ01ihlAjJPoTUC/NmMEYyefSt2kxRLF7AXglby1Bf5UGenXn2p2nWwaFgP3blQ+FHyg57j3xUwQ3RwPlATOW7mpHVrGSN4wcpjJz1H8S4rPbY6E18jSErzL/AGcHWIzwbEdQB5fGGPXnknFW7DSpra6ih3qqQoMyMPmPYEfkc1iTsWulvYnKiJogTjnltvf/AHq19a1K7soLS5CRuiybH7M2ei/T+uKnWxLdpcq2EspTp8V/bJGPtEYJGPX5uSPQmn+HJrq+1U3U9uq3DoVnUfKoGRj9R+prNjvWu783qQAm4Tc0bHBK4GBn1xUkt3I2tPqNkzRQtF5bAcbhkbmwfcEj60o+8riemiL2mrHfas9sjHbFEglVePmUlSD684+taGrSLbC9vbaJnnSGKMRgYXg/MfrgAZrnfD99crqsskaec7kxyBjjgkFj/n0AqYfadT8aXmnvqtzZIWlaNIl3ZYJkKM9Acck+nrT5b6GfNrY5XxrbTQvbwkEjzZHTjGAyocfmTWLZWAXE5bLo3Qiti+vZ9TuomuppJcIDlznGajiADlVJxn1rSMUlYd2XQg8ppNwDbPlXHAzRpkaxSojkOu9lG/jrnAx9TUsEYby4ycKM9OuKnkt0W2EYK8g5yMkg9PyFJ2Whqm91sW5ZG06KD52XbJtUMSwAIGeO+AO/r9a1BosEUKSws0MU0u+Vh94Med34ngn3rFjYagsUU5xs+++fbrWlZCa58NFVuHhZ7Xdjr0XJHsKn1FOVpJx2LN8V07ULO4hOEmO3ucMOPywRWZdC7/tGR7icfYZn2RqzHbGSQpxnpzg1Rt9QudRskEpBEW1IsDB5Abn3xgVpXzT31p9gmG6KJhK0oGMjoB7HAPI7gVEddGOStsaPia4e3ngjOZXkWMs6gADYxzx77s+1bdzBDBZrYvEskLSLvTOAQrAnjvwK89vZgt/EkrgsqFnY54wM5+nzfpXT63c38HhUSSTgziVfmQAEZPH6Y5qrdDFu2jEmsru9vpLi4dXxfAxEHgo4wR15HzDHfrXLvJLGrwxSYR+qIAcev0/CtrU7mbTvC5vNN1vUZUlufKbz41jE5Cgs8ePmCqeOe5HuBhM4LEt8vf0q4xSBtj4Jlt/Lljw24bGGOSDTr5C9pJGZPmkYhiByB7VTiAbjnbWhHH9oZt5wdoAx60SSvc0hJ7IfpcayK0TnMjIrBt2GyD1H04rRLrJeCwnkZ4riIJIpyT0xgemcE1nXAMUiNCRmNgV45yOOvvzmlnZbjF5yCjxBRu6/OAfyBNR1uXJ3jbqdHDpsVrdRxvIVgWP92inhh0wT7Y/Wq0cpsb2+sFI4TcpOenUEH1wRVbXpbmGwt7mO5P7m4UeWRkFjwCf89KpW91c3txDebkSeRN54yoyOBj06VLepMfejdl/QPt663EL2VZbpVYsXOC6YUH/2Q/hU8W258SixMR8uESAkgbWwS4I/BulULoy399DfEGExr5KHHJA4Jz7gNx7CqOlXMz6uz2siCfcVQuc8ldxH5H9KqyRDb3Z3F+26U+WqieC2kjgckYVnx0H0zXK3FrLFJDcXCqJLi3USAn5Vbnn24IqxDN/aXjObTb/U7m2hkk8uOWGWNFjGByxfjGM8dc4qrc3dyl1c2F4Z5PskjRRi4C74wDg5xxk8Z6iqjHW5F7ogmu5ZliS4lZo0OB8vHPH4/jUsNwVjltIygU/OGA4A7/WqM0ieXliQ2RxTrZyjiXq4GOTxirklaxUXqOvUdr2BY5AqR/JjucjmtbT02pbTwsyYBVgpHPJ6+hFVILZDGsjtkhSSD+lNt52tLlwQCj44XgFhwDj371k/I6FLX3tjUs4BrQiMk2+azc+VhuHONu5uxzzxVptPMuk3LPLvflxCAMAKeVPqeDzWbo6Pa6iQsjgSW4kIz0w2MEf560y+1e9sNdnt28uX7Qq7CvHlhsgH3PBz60pbGSd24stT6rdJoUD6aqO6sUbIBUr8wPHqPWptKTOgairRERb/ADc5/iwu/wDHjPvnFUNMvFsN0kkIe1VjwByOMYA756VUikvLG0u0E7JHM5YhTkAnAwM9O5/CiKurkyuvdRv6Cseoz3F0pLwx3DlB0Bz8w4+hFP1GVbUTTW0by/a73a+AQEXH8I9yxJrmINWvbPQ5DZ71WSRHMqnBTjgfiCB+FW9XsNf0HStJv5768WS6ZvNi248gDaUBOPvENnHbp60+XmRN9boyJACOnalgjX5eOooorYSLkJKvJyTiRV59M0SSs7zFscMePxoorJ/Ebr4RspMdpKqk4BOB9OR+tanikf8AEiJHHzo/HrtY0UUS3M+qM+Nzb6fLLHw0NtuX6gcfyq5qJMejDYSCsBwf+AUUVFPY0e5V8PqsfiNAgwC7AjsQ6En9VH61zl54i1DS/EUmoW7RmcOzDemR8w2n9GNFFaR3Of7bJYVHkJkZIUrk9cCpo1AjU45zRRWnQY9pWjkXaAN6EH2+lTPM7mN2wS0ZyO3HAoorORrAcrn5jxnb1rb0RzNoM4bA2PPGMemP/rmiiie5EtjC0oCOGNVAw0hyD+Ax+laNjM7QXpJyTcuvPoFUD8qKKyXU2ZlzorxzysMkTHg9CG4I+mKs6zeT3Xh62aRyCLaI/Kcc5Iz+lFFarcxluZeqeLZtb8u3m0zToPLi8pHt0kUqiqcKAXIA5zwOTzVljuU5A6DmiirEx7ARqrAZJXvTftEkErhMfKQ4yO9FFKRUSaV2S4lQHPzDk9eRk0yZytnMQADtJ/Qmiio+yU9za10+d4aWVuGYROceu3P9azkcwWsnl8GO3BU+hx1oorN/Egh8JYeRho0Sg4xagg9/uev41n2x+y3+nzRgbzJEeemchc/kSPxooq1sTPYrXmvzaXq+qZs7K8Sa5Zmju4d4BTO0jBBHXkZwe4NGl6rd6tJfX95J5lzK4kd8Y3Fhk8dvwoorVEP4S2nzyJn/AD2pzcIwx0UkH8KKKbEEN5LIjKdoDJ2HoTSu5K9uVB/Wiisupu9maOnuV1i3TqrpIpz6bc/zFVNaUHxNak8nyl/QPj+dFFTPZkR+MmRyG08DhZrkq47EKGI/VRTdZ/eSwxNykkgDj+8Nrf4UUUQ2Q5GQrtF4cv8AaT8ogI9ipwD+tUbnxVq99aWml3N28tvFIzgu7MxLAZySecbePTJ9aKK0jsZR6n//2Q==", "info": {"video_id": "145430", "label": "uncovering feather", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "145430", "label": "uncovering feather", "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": "c2206a2c0769bf5e7197cf037917367d70d70ac898448045f0f3daa7d08500d5"} +{"episode": 99268, "episode_seed": 83213942, "split": "train", "timestamp": "2025-10-13T03:54:49.956981", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 83213942, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 1, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera downwards while filming digital thermometer'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "74534", "label": "turning the camera downwards while filming digital thermometer", "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": "f5c572e27e1f57b4dabf4af5d07683d4fc89cee79b79a58b59d721f44f264519"} +{"episode": 99269, "episode_seed": 285809575, "split": "train", "timestamp": "2025-10-13T03:54:52.016245", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 285809575, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting wallet with glass cleaner 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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PpXoPhCCO90tVWHbbwWcUCbv+WgCBScenWsC+8LLrN7bWUMz/ALmRy8oO4DqpDdg3t14/Gtqjcoe6edyck/f2Z5D8QBt+IOusOj3bSD6MAw/nWDFnPX9a6z4m2X2P4i6vFkH5o2/ONTXKrncOK515nrq/KizEpznNa1nEXI5A96y4u1a1k2flz07CtYoykecVq+H9H/trU0t3k8qEcyP3A9vesqtvw/P9nufQdTWb2FFXZ73olpo/g3w7LcW6oI4/mfkFmHrnual8GPcaxfXGqXYIM7bgn91ew/AV5Zay3OuXqK7uYEICpnjPrivdPCFmLa2RAvam3pYtLqY3xM1260zQRY6W3lXU6M8s2f8AUw9CR/tHoPxryLW/DWnaR4Fs7+WFDdXxZYH53AgjO7/gJzXeeP0uNT8X39hGn7q3Ebzkd12ghf1ya4H4haiHn07Ro2JWwiLSf9dHwcfgoH50ka2XKcQtsvUr+tWF5oQZXrUirjvTM0h8eMelW4RgjBqogI6mtXwzpsWueIf7PuL+W1VopGjMce4u6oWC+w4PJ9PeqTIZl69HxaD+I7v6V3ngu60/RrIhogFYZkk4yx/wrza4nkn+zmRye4z2zity0eS52W6EhP4qHuStj0nV/Ex8TzwabpodLIY858Y80g5xj+6D+f0r0fw1YfZ7JVQYOK868JaWsZVyv0r1zRo8RgZ47Y4qtxXseb/FbV7u7UeGLGUwxlBLfzeinkJ+PU+2PWuL8MaNY2/g/VdWnbAtlV9jDIdcgH8Tnj8K2vGqXGp+NtZ023yT5uZXx1G0YX+n4VznifUE0jwculx/LNqDgsPSNDk/mwA/A1HU6Y6RuzhbqZLq6mmMYG9y2MdMmkiwowqAZ9KgVgKmRvm5oMyYMeKnRzxj+VV1I7mnTPtiyjENnimhNmnG5ZQCMGuTPWu81bS9Ps/DsGq6Xql9MrXJtc3MIjW4ITc7xDrtU4U7vUc5yBwdDZB0vhS9NnO21iuTuYg1166pqHiO8S3eZzZqy4j7MR3PrXnmnEiQhTgtxXrXg3TAPKYjnrWT0Zqj1vwnZpBYpFs4wOK8y1OO51vxPNcMGW1t7t0JPeXJGT7ADH517BoCbYx/s1438Q9V/wCEc0jVbFfkub+5dI8dQhbcz/kcfjQaQlbU818W6yuu+Kr6+Rt0JYRxE90QBVP44z+NZm4BRVJGwasBhgVQm7ssCTjpT1bJ6D8KjUdCMfTNPAzu+ZeKETIuQucjnH1qr4icMlrjtu/pWn4UtNP1XxJFpuqXs9rDM21Jo5Yo1jPUljJxjGeByTgd6xvEcEtnq1xYyC4U208kQS4AEi4OPmxxnAGccelW3oZdTIqWCCS4lSKJC8jsFVVHJNRYrT0K4NrqkUy/eU4U+hqCkex/D/4U6faW51TxKqTSA/JCTmNO/wDwI/pXU6boun+M7+C9ngBtbFmFvHj5T23H16cVw58R6pqluujwTkW7gCYgfMR6A9q9j8H6elhogQL91M4A9BSb0LStqcd8TteutL01fDPhnzjqtw6PL9nYqYYhzyR0LED8M15Ha/E3xppF2beXUrppYXIeOYLJg9wcjP616ot1aTeIb69mUG3gglluZ/8AnpKFJ3Z9F4A/+tXz6JZp7qW6ncvNMxd2PUsTkmqjKyFUpqVrnT+JPEsvijWn1e5hWK4njjEqrwNyqFyB2zgHFZav7CoFIdicAfU1KMheSBU31LtZWLEb4NatlJtPLD2rBuGaOIsr4ORyK6DW/Deq+G9B0i/vJbhJ74yebCYyBb4CFAx/vMrZx26dQa0TMpHn1X7H7/1wKKKhiiepeDreM+Ucc17b4fUAAD0ooqUXLY5XWMJ421aUKC3lqxz3xGOtfNktxLdXD3Ezl5ZWLux7k80UVSG+hLH92lDHNFFNiHqTgc0thqtzo2rJqFps8+Itt3rkfMpU8fRjRRQiGUXGPKHpn+ldb4ZiRnBI5zRRTYj1/Qo1WMYHSvQdK4gB70UVaIkeXXCj/hP9XcDDNdEk/QCvGfGtxJceMdSEh+WGdoY1HRVU4AH8/wAaKKjobS6GKOKlU0UUEkyfep8wHk568iiin0EzX1rxU/iGC2hm0nTLUwIscUlqkilI1BwgBcqF5ycDk81yNFFJiNXSADdqD617x4RRRChxzgUUVnI0Wx6rpCgJwPSvmH4yXc1z8Rr2KRspbxxxxj0BUMf1JoopoFucItTrziiimUSegqxAimQCiiqiTMsWmuto01zF/ZunX0MzK5jvYPMCsmcEEEEdTkZwe4NZmr6hc6tfy397J5lzcO0sj4xljyeB0+lFFNmRn5NWrA4nQ+9FFQy47nrngWCOQq7DLZHNe86YoGlTgcfuj0+lFFQtzSWx4n8QnOmeCLSK0AjF0VglI6lBlsfjjmvHRzRRVLYp7k8YwKkQBgSaKKcdyXsT3KBbDcOoYU698TatqGmW+mXd5NPb20jyoJJGYlnxnJJ5xt49Mn1oorRmXU//2Q==", 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", 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", "info": {"video_id": "64419", "label": "lifting wallet with glass cleaner on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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u6ukkkj2ultJI25m8llYn6gn0rp9opRakcE8K4STpm58RfD9xoPhLw9HOwcrPOuQMY3BW/p+lea7yBXeeLfiLH418I2tnc2scF/aXQkVonLK6FGU9eQQcVwigHvXO42Z2Ubqmr7k8b/KMCr0TZABGDVKMDIG7Bq7Bw3PNUkNs5ClHJoxRjkVAHVeD/BN74svlWM+VZq4WSbv9FHc/oK9ybR9D8GW1ppmj20YvLrKSOfmfjqWPU15T4N8RTaTp4MLlRGMBR3NeheDor3W9dOr6k2+dgAOMBR6AUrl2Oz0bw1ong3Qpbx9sEUY86a4kPPqSTXiPifxx4zOtXfiC3n1Cx0y4nxbJ5mFVQMKNpyASBnp3Ne3/ABBuIbbSoYZY/NVwWSE9JJOi/gM5rxT4pSiPTfD2mo+JTC9xdL03PuKqxHbjdRF2KlFSjqVv+Fo69qvh2/0XVW+0291GMSPGqsjBgwORjPIxjHeuY8zPQVThfCFasqvQjH505O71FCCgrImVvYfhVyBznOcVRHf5l4rQ8NaemteITp0+oS2qtHI0Zjj3lnVCwX0A4PJ9PeqRMmZ/ip90dljsH/pXPwECZGIyAQat6hcy3EcBkkZuCRntnFUo/vUMhbnpNn4mvLLTQttKwnkHy+g/Cu08B2Est497dM0s0jbnkbksa8z8OWxu7pN3IXpXuvhS0FvCmB6Vl5GvmXPiFdSWfh+zSCMtJcXAjQHoW2kjPsOT+FeSeIrhvD3gi502R2+16jMI5AepCtudvz2j8a9t8bWjS6RYOFB8i5DknsCpGf1r5k8ba+PEHii6uYmzbRkQwe6rxu/E5NNGinaPqZMTDOakEgB4qtE3rUyYJ7fiaZBMHz6VNG2PbNQDIXkgY70k7NHGSrc8dKpMiRtWsm3OSOnFY/hq2t5NSWa5jEiIflQ9Cfeuh1bTNPs/Dtvqml6pfTK1ybXNzAsa3BCbneIddqnCnd6jvkDmdKm8hmYde1VJ3Rmj2qDxrpulWjZhaS6aPCRL/Eeg57Cn+ErW51HUH1K+YyXEx3EnsOwHsBxXAaFYvdzrLLks38q9n8OWghjjVRjpTvpYR0N/eRaJo1xqNxnyLeIvhRyT2A9ycAV866jb3uv+Ko9Q1eUNc3smfKByIEHQD2A4+te7fEaUWvgOeZi20TRZUc5+b/HFeSabpszahFqF98omXfk9I1Xkj8BzSl2N6OurMr4kR2elakukW+JCoSYvjkKV4U+pyT+lcKFj3Z8sE/StDxHrH9u+Ir3UeQkr4jB7IBhR+QFZ4bjjFJkt3LAY+lSRuc81CrAgVKhUc5/WhCZbgkYHpxVLXORbn/e/pWz4Us9O1bxJFp2p3s9tBO21Jo5Yo1jPUljJxjGeByTgd6xvEkEtnq1xZSi4X7NPJEEuABIuDj5gOM4xnHHpTvoQzHr1b4eeDNOcw3+osslxuDLG2CsY7cdz/KvK4/vg+nNdxY6vPBYLHA5E0nAI6iob1KS0PVvEmttPfQ+HbLH3g87qf4OoX6nv9Peu802OGx05ZJvlWOMu7HsAOTXlPgXSj9o8+TLOxyWY5JPc16V4un+xeA724KZVVQMAeSCwGPxzihu7LirHk11b3fj/AOICR36qIACbW2kJ2xxnON2P4mI5/wDrV5rrtvY/23cJp8QS2QhFGe4GD+ua9NspJvDyX2vX3E6xeao7EsMIo/HA/OvJ1LM25myxOSfU0y5pWSEjjEWQBip06jjikC89afg8Y7UGfQnjAJzWharu6ngVkyuUiJViDkdK6LW/DGp+G9B0fULySdJ74yebAYyBb4CFAx/vMrZx26dQatOxmzgzwaUElh9aKKgZ1HhwB5okb7pbpX0N4NhjjiXauOlFFZs16Gz4stIbjWdP81d2LaVQPTJH+FfMPi2+nv8AxPfSztlklMSgdFRPlAH5frRRVIa+FGSg+apvQUUUAWbeNTKBSW+p3Gia39vtAnnQltu9cj5lKnj6MaKK16GUjFuj8sa9lGBUMf3qKKhiW56N4IRTIMj0r3bQkXy046AUUVn1NCL4tXc1j8NdTlgba5jCZ9AzKp/QmvkxetFFWgjsTJUyDiiigocgDAk1YnVVss47iiiriZTL+u+LJNegt4pdI0y1a3jWOKS1SRSkag4QAuVC85OByeayNNUNKgPrRRSJR6x4ahQKh29K9Q0hQJEGOKKKcRMi+JYD+DgjDKm6iyPxzXlvje4ktvh+DEdplnSJiOu1gSQPrgUUUPcuH8M8fQZFSqcUUUgJhU8YyMUUU0DLVhrraNJPGdO06/hmZXMd9B5gVkzggggjqcjOD3BrP1q+udUvpNQvJDLc3MjSyvjGWPPQdPpRRSZJnx/erq9ARZLtA3OOBRRUMuB7h4VhRIVKiur8XIreB7tSMg+WcfR1oopdC/tI8P8AildSrZaJaq2InSSRgO5BAH4DJ/OvOIzkiiirQMmY4pVYnvRRQ9yWNnY+V75q9deJNW1PTbbS729nntraR5UEkjMSz4zkk8428emT60UUyGf/2Q==", "info": {"video_id": "64419", "label": "lifting wallet with glass cleaner on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "64419", "label": "lifting wallet with glass cleaner on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "64419", "label": "lifting wallet with glass cleaner on it", "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": "fa7e65d952c4ed00ea4bfdc9033fd170a6236f7d3968b96ec531d83679076fc0"} +{"episode": 99270, "episode_seed": 4032077463, "split": "train", "timestamp": "2025-10-13T03:54:53.398288", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4032077463, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving bottle across a surface without it falling down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "146597", "label": "moving bottle across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "146597", "label": "moving bottle across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "146597", "label": "moving bottle across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4ebf46cbc788828677fa9f61e16bedcf065ca57d4e5e8ab65f6bbf99dc840417"} +{"episode": 99271, "episode_seed": 4079257449, "split": "train", "timestamp": "2025-10-13T03:54:55.081370", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4079257449, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 oil bottle from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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X0a9Xfb6hCpHUM4Qj8DiuqE4tWTMJqV7tHkN3c6i+pSG/M8d0h3BZMgqfYdq62TxXf32k2tvbKrTI4efegYEAccH1P8qwdU0G+s5JtTvrmCQyylVCSiRn6ndkdBTNEv0s76MyIDGx2P7A9/wrJu0je3NE7jS9ctpXj+1xvbvuG4KCR+Fen+ItXW1sCEbkiuDj0hSyPsQgc/WoPEOrtcYQN7UJWMrmc98z6rHcZ5WQHP412njx9mmWd4hBaSPyh9e1cLbWcriGUqdjvgGtTxFrIvzZ2W7KWcO9/wDfPAH5D9aL2AoeGcNq2oQk4DWq7Mj+63X9a1Lvw/Hf37SpdRIJUCzRvGxzjoR0wR0/KuUltxPEASeeDSWuoa1pMxaC4NxEesNwS4P0PVfwrHnhJclQ1tJaxPQtKj0yziXTgn2jbwzygNmtdbLS7SB2hs7aEdTsjA/lXn+k61Df3QMIMN0py1vIef8AgJ/iH6+1dQsslzBsLYZhuC/SuhKPJZJGTvzXbOzsbSFbUOqJuZTtYKPzrmr+LbujuYFdfXHP5iuJ8Y+KL9JLHTre4ktvJIkkETFc/wB3JH4nFegw6hb6vYRTJIkm5ASynIz3/WhKMly2Cd0+ZHPixsHl2xL5LkcFvmH+NY2vwS2CI0yjByVZehHtXS39i2d8Qy684Heub8SytLpnly5DxKSQeoyBWH1SlGoqkVZor20nHlbucVreqpcaPFahvneQk+wFcsSQd6MVbkZBwabNMZJXbPHQUiPxiup3MluTR3t5AwO8uPR+auW15HLMORE+ejHg/jVMDIFIyAnJGRSUx8vY6fk5BYpIoBBBx1qVbm5iI4PTBFc5bSMsTbJGUjoM1Yi1ueNQjxRyBeAeVNNTVwaZvG4E/wB8EGqklp5j5RsHr061RPiBF+9bMPowpP8AhIYw2fIcfiKu9yCkbKZ5TOXYSMc5rV0+8u7Ms8i+bCo+dVAzj1qsdasti/uZcjqOP8aRfEMEXMdsxb3IFIDdiI+bJ5PNTCMHsDVRMvP7dKvRnGQDnHOa8up5HbEsRRoVAKj3zV63iezy1pNLbk9fKcqD+AqrAwDVc3EKe5xkZrDma2NLItReI9Zt32/bGlUf89o1Yfnwatf8JhqSocw2hPrtYY/DNYMtx8ypgYxk1HK6quFBORx7VrGtV2TJdOHYt3fjHXJVYwx2SY6MI2P48mqdl428QpeCOSa1ZScECHGfyNUdyiPcY/lHByf1p2nxQveQiRQVkchWxjaxyB+tauvPuT7KJv6xrGp25WaC5ZY2iLKABkN7/jis7WNQkvNNs4GuzdTDDyFv4fl5/H/CrWqW8kMCo7KyNjY4PJ45Hsawe5AZug4NTGrJxsyeRXud18Lh5b6u/bERwe3364rxRqA1LxFe3SH92HMcZ9hwT+ea2NI1r+yvDmtzRNiacRQQ/wC8d3P4DJrjZvkjCDJxW0H7qJe4+I5lC5zWpFIpyFP41gRl42BAwT0q9az+XjJPPWpqRuODsarIBkjvUcSSSXCoFL57L1NRS3YwUQEcZzVeHUTb3UUpBYIcOvQsO/6VzqDNuZFjULqezuCbb7+wgrjGa5qG6PmEsMEccitvWNSi1HVjJC7tGEC73XBJHJ4/GqtxZJexl0G2YDhh/Fx3rqp6K0jNvsUS6nJQAZ9BToGCuMniqkLMGZG4YHBBqVx3FaNagnoaMqXW7zIru4CnoRK3H6111rDNqd4kS5JP8q4/TroMGglbOeVBr2fwfo+2XzJEwyDbn1pq97MyktS1qOlxab4fEpACwxFvxxXk0dwXd5HJ3zMWPNer/FHUFtNDt9NRsSXTYbHZByf6CvHJJFSQ5JyBgUMRrwXBY7eoHeroAI3HrisW0uFVdxGSSBjNakcnyZPdT2rirLXQ3gyjNbRzOSygkHII4IP1rTsddvbCRPOuGuAvCiXk4+vU/jVSQ5AKnFY2pzSwywSAfIchWHZhz/hVUnK9kxzSa1JNbvW1DVri5IwWbgZ6ADAFdf8ADvUFHmWErgKQXTJxhh1H4j+Vefl2OXY5JOSa0tNCzkIR8rjBz9K6YyadxOKase3Mqnpn8q4T4l3MdlYeamA9wvlj61yojkVFWO7uE7/LKy/lg1keJbm9nS0W5v57mJS5jErZ29PWtI14zfKc7puKuc4eOM05GC5NNIPpSCtjMuRkkA1JxtwapxybTSl2J5IzWbg7lqRoWkHm71WQKR/e6Vns2HYehNOiuZIJC6EZIwQRkGoMnknvTjF3E5EpbcRxScE45pgPanIRv+aqsK44pk4pssLRY3DgjIqQFWBAPSopJXcKrHO3pQrg7HVi48vJI5NW7WbCgN371A9lIXbah2jpkVGIpUbJR8Dv61xOKZ0JtGu12sR2gjd1qU3uYNpYlh1Pf2rF3v5e4od2McipRcsYwe4xzj0rL2RamW4pSblixyDjHHNWTKrSE5wo4x2rJhudknmHO1TnHvU0cm7JJAyc4ocOo0yxcE8OnK5wR7U9Z4zaqq/eB4Hp9KqPI2MYzn8zUYdRG2OpPPtSUF1ByNe/uZJXiZwfLUZ3D1PeseKV53kkMhBTjgfe/CpIr11Xy3GYx0p3h2yXWPEb6fNqEloJIpTG0UYYuyoWC+w4Jz7e9VTpyu0RKSSuT2mk3uqwTPagtHbDc6DqSc4wPXrWa+I90Z4YHBDDke3tXX/Cm4lnXVDKxbiEjP8AwKu+vtJ07UYz9rsoJj6ugz+fWuhU7KzM276o8UgNvJwwBccDBpTaJuGCyk8j0q98QNGtvDl/ZyWMbLbXCtuVmLYYEdD9CKxoJpXLlHYeWu889valKPLrcFdlmS2kSPCurHHas24aYfMVP160/wDtoMfvqR/tLg0n9pRbzlMg9dpzT5JLdApopCUAknqRgVoQTMEA54FVJJ4JCACv4jFXIIEZCVIz3CnNNjTKWoACQXCYz0f/ABquJgQPetmXTTIjbSH+XOP6VhXNnNaHLfcJwCPX0q4pNWE5WFbIYEHByOa+qtItvs6cgbiBmvn3UfDukRaHZ6ppmoXs6td/ZSbmARrcELud4hnO1ThTu/vD3A+iowUjVV6kAcU5aaCTvqeO+ONV/tjxVdOrbobb/R4cd9v3j+f8q42WJ3lxjGfWu68Q+DbnSS00MclxbnJeRRu2nJPI646c1yrsocliCM9DxWTumMylJVxk/KDWrBehl2tnI9abJbQlQEX0yfeoPsT/APLFw2DnB4qZJS3KTaJHvNxDAlVB5FOt5IbyG5srh1TzU3ws3QOOnPbIqhcGSFgGXA56iqMkgY4xwcCpVPXQbmPDgpV/Q/tMl0wjhd4h95gOFP8AntVSxtFuLpVdxHbjLO5ONqjrzV658VXPzQaQzWNkgMaeV8rsvfJ6jP8A+s1T5r2iirpq5oTmW2co+QQcEEEGszWrC4vbe3a3iMhQEsvQ84q74Yu18Q67Z6Tr2q3aW5HlQTmeNRCM5O5pP4QM4HXPA61bgEsGq6jYy/aAbWYxBLkASJgkYYLxnjnHHpThSlCSkZymmrHBTRTQNiWJ4z6MpFIHTAHSvS3VX4ZQwPYjIrz7WrYWur3EaqFQtuUDpg811LUxasVwEYnIX8DTXjHambR5O/vuwaZmiwrj2jIXd2plO3tjGeKbVCClzRnmnKEKnJAI/WgQiuVbP6UOQTkd6NueldP4j8E3vhrw7o+o3glWe+MnmwtGQLfAQoGP95lbOO3TrnCHc6AsWiAPIwzfjUG47zzwOgoorg6nUgkYlsk5+tPtFBcKRkdcGiik9hoknREJUIuM56U6KKNhyi/d9KKKgonjtYWhiYoMlyD7jFUXtIAHAQDAzRRWiM3uQ/ZomKgrwRWTBfzaJrovrQJ50TMF3jI+ZSp4+jGiit6e5nI7T4WIIzqgXOMRDn/gVelZ/dmiiqe4R2PPPivEj+GbWUj50uQAfqpz/IV57p5Jk/3oWz+VFFRV+A0p/Ec/SZxRRXUcpbslEzsr8gLkVdSJYZcJkfjRRWb3K6FuG6mil+Vs4I6jNN1VjJaO74JyDjtxRRSW4dC7qfi6XXrONZNJ0y0e2RIopLVJFKRr0QAuVA5ycDk89a+kY+3+6KKKUtzSGwqHmuV8YeH9Lu9G1C7ks41uYbeSVJUG07gpIzjr+NFFJDZ4da3Mu1ZFcq3tV+wne4kKSBfXIGDRRSmtBR3EuQMFazZYI3jLEYI9KKKziXIdLEE0W4KlgWZVPPbBNY0BO3HaiitIbP1F1XoaWma8+j+fGdN06/imZXMd9B5gVlzggggjqcjOD3BrW0XULrVdS1LUL2Uy3NzIJZXxjLHJPA6D2oorV7GT3N5ugrjfFQH9oRP3MfP4E0UU0EjEH+pYe4plFFNEvoFFFFMQUUUUAKCeK2L/AMT6vqmkW2l3t9NPbW0ryoJJGYlmCjkk8428emT60UUAf//Z", 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", 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", "info": {"video_id": "10439", "label": "pulling oil bottle 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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g49IUsj7EIHP1qDxDq7XGEDe1CVjK5nPfM+qx3GeVkBz+Ndp48fZplneIQWkj8ofXtXC21nK4hlKnY74BrU8RayL82dluylnDvf8A3zwB+Q/Wi9gKHhnDatqEJOA1quzI/ut1/WtS78Px39+0qXUSCVAs0bxsc46EdMEdPyrlJbcTxAEnng0lrqGtaTMWguDcRHrDcEuD9D1X8Kx54SXJUNbSWsT0LSo9Ms4l04J9o28M8oDZrXWy0u0gdobO2hHU7IwP5V5/pOtQ390DCDDdKctbyHn/AICf4h+vtXULLJcwbC2GYbgv0roSjyWSRk7812zs7G0hW1DqibmU7WCj865q/i27o7mBXX1xz+YrifGPii/SSx063uJLbySJJBExXP8AdyR+JxXoMOoW+r2EUySJJuQEspyM9/1oSjJctgndPmRz4sbB5dsS+S5HBb5h/jWN4gjmsERZdo83IUr0P0rpb+xbO+IZdecDvXI+Lbh3jtI5ARJHuO09RnFc0sJShNVErNFqrKUeVu5e8OI82hxuik/v5gPpmq3/AAiUlxI8Nw0K2wJaFmYMyA87dvTg1zsWr6hplqLa2WJow7Ph1z1/H2q9p3jG5i+S904Op+89u2D/AN8n/GqtTqJcw1zRbselaelhHapDFEhEY25ZRk1qQyRIQAigegGK5HRtRtNQObK4V2x80LfLIv8AwE8/lmuiUMoBOc+mK64JJe6Yu99TbfyrmzaM9CPyNctqVvJa8q5Kk4q8GnWTKEj2qO6eSSFg8efSqauSjMt7tkPkXKB1J4VxmuesrrRl1+9SCzmjZ5dkczOZAw79eVGc+3SuqhtUmRklUZ2naT247VmroyxRINp3Y+8RWUoLctTa0NqKxi1nQruxddrSqYlHqcdf5V4NqluWsJoXH7+1fdyOcdGFe2R2N8bYtFM8c0QL28inq45IPqDgCvKNVaO61i5nRSIZnZip4KhjyD+JNZ35bXKfvXsYPia9+2azKVOVi+QfXvWNxmntluckk8k0zBFdCMmTo3zADtVhaogkVL5pKgA49aiUSkywwUsDnHPJqS/iMMcb+YrBj07j61RLkrjPHWlmuZJkRHIIQYBxyfrSUHdDcgD4FICMd6jzzTicj2q7E3HgZXPvSi3aQEqOgzQGUIKVpGibch6jmlqGh6t8DztGusewg/8AZ6w/FGoDUvEV7dIf3Ycxxn2HBP55qLwJrB0fw14kkRsTz+RDF67jv5/AZNZU3yRhBk4rGo/eNIbD4jmULnNakUinIU/jWBGXjYEDBPSr1rP5eMk89awqRuaQdjVZAMkd6jiSSS4VApfPZepqKW7GCiAjjOarw6ibe6ilILBDh16Fh3/SudQZtzIsahdT2dwTbff2EFcYzXNQ3R8wlhgjjkVt6xqUWo6sZIXdowgXe64JI5PH41VuLJL2Mug2zAcMP4uO9dVPRWkZt9iiXU5KADPoKdAwVxk8VUhZgzI3DA4INSuO4rRrUE9DRlS63eZFd3AU9CJW4/WuutYZtTvEiXJJ/lXH6ddBg0ErZzyoNez+D9H2y+ZImGQbc+tNXvZmUlqWtR0uLTfD4lIAWGIt+OK8mjuC7vI5O+Zix5r1f4o6gtpodvpqNiS6bDY7IOT/AEFeOSSKkhyTkDAoYjXguCx29QO9XQARuPXFYtpcKq7iMkkDGa1I5Pkye6ntXFWWuhvBlGa2jmcllBIOQRwQfrWnY67e2EiedcNcBeFEvJx9ep/GqkhyAVOKxtTmlhlgkA+Q5CsOzDn/AAqqTleyY5pNakmt3rahq1xckYLNwM9ABgCuv+HeoKPMsJXAUgumTjDDqPxH8q8/LscuxySck1paaFnIQj5XGDn6V0xk07icU1Y9uZVPTP5Vw/j6NBdWci/xqc/UYrkhHIqKsd3cJ3+WVl/LBpbi6vZolW4vprlAT5fmtuK569acq8ZLlMVScXclwrYIOeO9SxRqGyVGKrQDbGGJ6frV1DjOa4p3R0RLKWkUpyyDcDwR1H+FX11HU7MfuNRugBwFL7x+RzVaJsrwcYpZZtnOB939azU5J+6ymk9zUi8WasijzDbye7xYP6GorzxpqijbHb2e4/wkMf61jpIsg3N948iqc7hnXCZBGBk/rW0K1W+5Dpw7E934v8RxuWSSzQDjaIcg/iTmtnTPEmrarYSiaaNZ0Q+WyJtH49q5aXa8ix7QrZz0rd0i1EtiZbUKkilgYicZbP8AgaJV5tbkunFC2OvX324i71GSKFIt2B/ExPt3xXOXe6eWeQjG92ZSPTkjNXL0AzO2SMkjK1Az4BXJO4YFN1HJIXLY5O50q+tSd9q+3++g3D8xVJWCt8w/MV6avIrF8S2iS6S8wjXzImDbgOcdDz+Neinc5mjj9yH0P1pxRMcD8jUCAF1B6E4NDja5HoadhXH+Xk4BqNlKnBoDEdCaCxbrTEJRS5oBGRkcUxBnin79y7W/OkZVzhTmtvwlodp4g1wafd3klqGhkeMpHvLuqFgvsOOvtSHcseFNHvdUhvpLUF0twrOg5JJzjA9etWXxHujPDA4IYcj29q6T4O8f2wPXyf8A2evSb7SdO1GM/a7KCY+roM/n1rCcbyNY7HikBt5OGALjgYNKbRNwwWUnkelXviBo1t4cv7OSxjZba4VtysxbDAjofoRWNBNK5co7Dy13nnt7VnKPLrcpXZZktpEjwrqxx2rNuGmHzFT9etP/ALaDH76kf7S4NJ/aUW85TIPXac0+SS3QKaKQlAJJ6kYFaEEzBAOeBVSSeCQgAr+IxVyCBGQlSM9wpzTY0ylqAAkFwmM9H/xquJgQPetmXTTIjbSH+XOP6VhXNnNaHLfcJwCPX0q4pNWE5WFbIYEHByOa+qtItvs6cgbiBmvn3UfDukRaHZ6ppmoXs6td/ZSbmARrcELud4hnO1ThTu/vD3A+iowUjVV6kAcU5aaCTvqeO+ONV/tjxVdOrbobb/R4cd9v3j+f8q42WJ3lxjGfWu68Q+DbnSS00MclxbnJeRRu2nJPI646c1yrsocliCM9DxWTumMylJVxk/KDWrBehl2tnI9abJbQlQEX0yfeoPsT/wDLFw2DnB4qZJS3KTaJHvNxDAlVB5FOt5IbyG5srh1TzU3ws3QOOnPbIqhcGSFgGXA56iqMkgY4xwcCpVPXQbmPDgpV/Q/tMl0wjhd4h95gOFP+e1VLG0W4ulV3EduMs7k42qOvNXrnxVc/NBpDNY2SAxp5Xyuy98nqM/8A6zVPmvaKKumrmhOZbZyj5BBwQQQagvHxDDwecse1L4Yu18Q67Z6Tr2q3aW5HlQTmeNRCM5O5pP4QM4HXPA60y7gmXUb6ycXO60naER3AAkQAkYYLxnjscelT7Fx1ZDqX0RElwXkGAMKOea045k2Fj0HUVlNaTR/wHp0AoUSRkIytjGDUygmilJo2ItQAcNu+QdQO9RXdyzqwVuccjtWeszJJt24BGOlElw249RzkexqPZpMrmuaqTKIDnqTjI9KCylAucv05rOFxlFi6FTkk1Lv4BBzScBpkkEgjuR5nUEjPtV+0u2jM5hHXlQOOcYB+tY7PuYbxgZHNIbho5S8f3h0o9ncTkPu52iiVDkMxw6kfrQ2Y8AsWIHBNVtSumktgwwr5AJ71oeI/D2r6BoGj6heyXCzXvmCSAxkC3ACFAxx95lbOO3TqDjSFKUokSmkzQjPFVdQG6wuUPKtG2fyooruiYdDzscGnS/61vrRRVdSOgyiiimIKKKKAAHFX9I1a50TUotQtNnnxBgu9dw+ZSp4+jGiigD0P4QHnV/8Atj/7PXqmf3ZoorGXxG0djzz4rxI/hm1lI+dLkAH6qc/yFee6eSZP96Fs/lRRWdX4DSn8Rz9JnFFFdRyluyUTOyvyAuRV1IlhlwmR+NFFZvcroW4bqaKX5WzgjqM03VWMlo7vgnIOO3FFFJbh0Lup+Lpdes41k0nTLR7ZEiiktUkUpGvRAC5UDnJwOTz1r6Rj7f7ooopS3NIbCoea5Xxh4f0u70bULuSzjW5ht5JUlQbTuCkjOOv40UUkNnh1rcy7VkVyre1X7Cd7iQpIF9cgYNFFKa0FHcS5AwVrNlgjeMsRgj0oorOJch0sQTRbgqWBZlU89sE1jQE7cdqKK0hs/UXVehpaZrz6P58Z03Tr+KZlcx30HmBWXOCCCCOpyM4PcGtbRdSu9U1TUNQvJTJc3EgmkcgDLHPboPYdqKKup8BEfiNKUkLuHUqDmgMwUgE4oorkRsQ9WHqOc1fEaG3DlQWHciiipkUiAKpkb5V6elWo7eIzxLsG0nBH40UVKAjuLSDYCUBIZutVJLaIPwn8OaKK1RBn6lbxrZhgCDuHOahvNf1TU9Jt9NvL2ea3tpHlTzJWYlnxnJJOcbePTJ9aKK6IbGUtz//Z", 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", "info": {"video_id": "10439", "label": "pulling oil bottle 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": "cf392b3bf2290b62fd662390f94d173171a0e4934337e2711e3b89bff952312a"} +{"episode": 99272, "episode_seed": 3776939031, "split": "train", "timestamp": "2025-10-13T03:54:56.190506", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3776939031, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 super glue away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "174705", "label": "moving super glue away from 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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nOeRmiC8OWG1OnpVaGWoZVAQ+7Bzhga+Vr3xNf39wzXdw8jA8ZPA+lfVrXBZWU7VG09FzXxlLIPMbjqTQzair3ua39qOTy5okv5HXbuJB61h7zT/NbHJIpNnUkXILjy7sSMc4bNaU+t3VzlGciHI4J64rA+8wwTU8cM1zNHbwjLMcZ7CkDPZfhxqgu5XhRMqsXzMOgPpXpMMpjIA6VxXgTSotL0vai8gAFvU9zXZQnc3WhHNUd5GxB++2BicVcC7DtCsAPfrVK3YqAQRxVk3MmfvEVasZMnkQYXAY556dKxPED+WsB8v5xu2gdzxWv574++axfEdwUjt2C+ZL820MflHTk0MSRz0800EByczP2zXBeJtJ0pLe6166VHu1xHHbouApOMufU9fpXbPbuB507GS4k+7noo9hUN/pto2nfZprOK5eRgMSLkFj2/DqamxpGXKfOlvcTQX8j2jyJBuOFxkEZ7iuo8pJdAkvZGCuj7HXGMHtx7169a+FtOF6lvBbQxwWyeZKUjA3t71gav4Ui1q5leYPFDLIFVIzt3AUOKZpCrZnneg6kIDKcgDI5PU16jpLzBVkG7Bx2rQ0X4b6FpJWQ2zTTA53TPvx9B0rpG02OGXytuARlcelHKOVVS0K9m7uBwfetyKD/R0McQJOcnFUorbyjjOfwq6A6x/KG254oRkyaOBijBojkDjnrRFFMjcR8dweahR2yQSR+NSBu5OfYk07iOPBWSZpCP3cQwBVO4LEeUP9bP8AfI7JVtcQWikDOThR6k9KI4B9qO7k8bifQdqzZKEESwRxQouGfkgdvQVvz24+xRoRnYMnpWNZj7XqZc8YOfpXSOFaI5xg/wCzTiDZV0x907RuTkL3zVmeLlmIzk/3azbN/L1UcjDcf3a2J0Ugfc9epPemSymEKvkZGF9KFDfM3UfQ1JsAJ5j4yOpqGe4trSOPz5oojK+xAZMbiaL2KSbdkWJ4rd3I87aQBwadFAipj7QnT2pn7q3VGdSxkHTOasxtbTBQEaMkYzt4q7EvQ4z4gEQQ2UiShhiQHB/3a8P1yfznZlPOa9y+INr5ulmEH5xuKHHU8V4HcIwLpJwwODUvQ3pK6MyKVXDl+GUc1YSaLy93mAD61TuIwA5XqRjFQ2t0YFkARSzIV5XPWp5b6m/PbQ6HSdYmsbiO7tLgxzRMGRwcFTXuHh3xnJr9hJcXM0azRsqtFH1OR1A+or5thjDOGIwo9O9dp4c1U2k8EVoAs0j7SQO2c5/ClK6Wg7RmveR7VeeItSttUj0/T7QXJvLY+bu6WxBxkn0YHOKn0rQZ7W3jge9dI1/5ZwoFH/16g0iOJbQPGiAv8zEvksfUnvWqkhBH3Mf7xoWyuc7qNXUdEzZtbW2it2WRWbBGCetThbUEkO449DVCydZGYuBhBnAarsd+rcCIEH/aFaq1jB7kx+zbGxI/T39K+NmjzI3Hc19jzKjwGSMMOxXd0r51g+HupPL+9McSluoO41MjWlJK9zg1g5yRxTZEGcdK39e0S6tJpBCSIkO0EDrWRZ6NdXVxhyzAdcmlynQqqIYIjNIscfLMccdq7nRdEWERSEcjnNLonh0Wz+YyjOOAWrsrKz5ijCHkjoQaAc7nX6XB9msI4yRnAJ5PWtOMqrdRjHrVZMqVzkZGMB81bIJTjzOKZzN3L0MoA4YD/gVaBmjduIt/A5FYkT8cs2f9ytNJmigjMS5LDk7aqJLLW6MYzAwz61ja+EkNr8u1F3Fh69K1Y7qRiBIgI7/KRWbrcCvPAFGEweB+FN7CW5iJC8rNcEeyA9vSmvGseZjzsBSP6/xN/StGZdpS3Tr1fHrVWVPNnjhXpnH4CoKLFhakafz9+4bDH/ZFVtRgVHJReIyAOPSt+NFjj3FfliT+73rIuV32u5tuW55XFUT1Lk2BbRTY4PXinSw/aLElQfMi5U4p0sYOjLyuQv1pulTI6AEJnocmgaIFYSAOBz3G2rUMpjjKKMsxBAKmq8kYtb48DYx6K2KuWoBLnB3beMnNC3GybM7DPkxk4ppnK8PHGD75pqi73A7m/Aip2EkluwdcOMYIAzTEeHa94+jEqjTF/wBV92SReM+uP8ag0P4hK3mWusYDy/cuUGMezD+orzi4dt4QH61QacNeBN3RcZ96wsdHJFI+ldHcCIXMZ8xJOVZGByK6WBw6gZk4FfPfhfxdP4ckWKc/aNNkP7xCeUP95ff1HevWdJ1tHmdhIfLIypVsgg85pxZjUg0zXJ8rUBls84AcZrZllAwN6jjstc0+p2y3QmkugqA5+foT6VPDr0V/YXUllI3mW8oWXzI8FUYZVx/sk8Z7YolJRXMyYxcpKJrfabaO/wDs1xcLG0o3KGXGfb6nt64PpXl+rQXmq+LJ7SCf7SscmFk7BeoHHTHpV/xLdS6stvolszNfJOssky8GFADlGPYk4O3qO/XFdT4f0yHTLVAohDEckgZNRpUimdVOrLCzly72sT2sM0FnCtxL57j72eOa1LeSJVYNBgjpjGKlO2O0Mx2kgkZAFecvq+pXnja+0waxdWkG6TykjAcZVNwX2HB5roijik7s1PiJeIlpaSKCCd+Se/SvCtZuI2uSycEnmun1nXb6+skN5dyzd1DkfLnriuCvJDI5PrSmdFHYiZwxPNNXb3AqE5U9aFck1Nja5O7kqEUZJ4GK7TwlpP2ZvtEgVpSueT0FYGi2QmmWRlbHrjNeg6eBDKhB+XGMBal9hNnfaFJnTY/nTrj7tam4E/eT/vmszSgYbRULKOc8rWkrkt/rE/L/AOtTRzPcu2cwiZySnK8YGMmtO3ndlB8lCPr/APWrOslEk6qzKw64Aql421e603w5LLYTtBMs0ah0bBxnkdK0iRI6b7UNpUxr9NwrkZk8nT5ZcYZvkT+prl9S1zURpMN7a+IdSlVrjyAZ0VFmIXLNHjnaDwc+o+g67UD5skcKn5UGBVMSOW1Owge1SJ4wSeSSKh03w9CIQ+xRvOQCueK0b9TcTpGvLOQo+ldHbW8ccXLkLGvYelSap2Ryk1okd0Ik28cEFatWluv2uMbUPPripLQC4vHk804ycBhmrcMf+kqxMRx+FS0Xc1ZQAAAU+mKntxujb5Mkf7VMuATGp3p9McUyLI3HZn3U0MhFlUIJ+Vx9DVqOSUokcYcEZ6gHNVhtIB2P+dXLdxHaO6hsg9+aI7iZYSS5XOSCP92oriUylXkxiEE4xjk9K85fxBfzeOrvS7jW720tWm2RmKSONY+AeS4xjGeOpNX/AAzqepXl9q9nf3N1MbaZUVbnG9OWHOOM8DpxWj2JudNGSFkuH+8aTTYvNumkILBRj8afdMI4hGOwyfrV/S7UpAgZCWY5OKjqO+gamxhsFjCuWlbHXmqtzFtijTLge9Pv5FuNZWLY2yAZyD3qa52+YFDOMDvVEomK50vGWPHO0YrEspvJnxuH3+jCuiTa1syF2PHpXLL8t1sDj7/RxSZUTeu4xMNwMfTNVoGaNyFVTuBHDVLayFtyMiHjtTkiZLtG8oAHuKXUY9IJgMtIwOc43ZxSu00XJZiPUYNc1451HUNO0Ca4s5preQTRqskZ7EnNcfquo+LNG0rTru61i/El1v8AMiKgeTjaVBOPvENnH/160sTex4XduzXEpLEHJ6VmkbXyCc0UVnE1l0NXTiZZGVyWCrwDXTWur3lhAiQSYCjAzRRUM06F/XL+fU/DsU9ww822lDxunBB6VvaTqt+mp6QlvdSWzXsLRTvCcMysoJAznHPOeoooqvsMx6noOn21vYQvHb28SAcZ28n6nqTWrZMGZQUXHtmiipIZrqqmyddoxu6V4zr9y+meOdQu7ZUEsU7bdwyOV2nj6E0UVstjPqcTrK+XFEq5xyP5VzbAHJooqJbnVS+FFFzlqWEZkAPQmiikaHZ6HGscIZcg7sV2FsTtQZPaiioZL2O/UmMBQcjA681KkpzyidPSiimYvc1tPkzcxDYoycZA9qz/AIjRp/wiEp2DP2iL+ZooransZT3PNNS1r+1Ut0k0+ygMKqkbwK6lUHRQCxAHOenWvSX/AOWjdwtFFEgiZ9givqwJH3EyK3ryR49GuWU4JGM0UVCLl0MjSwBATgE+WTkipbba3JRc8UUUPY0NdiPsxGxelQpAnkFxkH2NFFSJDoZpM43Hp61q2bM0bhiTzRRVQ3BnkXiPUzp/i3WENlZ3UclzuKXMW8AqOCDkEdemcHvW78PbmW/1LU7q5bfNO6PI2MZJ3UUVpLYyW518/wA90gbkNIAa6GzA3Z7gUUVmtypbGBpzM19OxJy02CfbNacpZrp8seGxRRVATWsjFiMj8qwJMHXCjAEZ7iiikxx3LJiVLs7cjPpWisYEkbZOciiihblM5T4kysvhiZBjAuIv5mvMLjWL+9sYbK5uZZYYXaRd7sxJbHXJ5xjj0yfWiitTJn//2Q==", 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", "info": {"video_id": "174705", "label": "moving super glue away from 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": "23206bc38cb7e1544aff2ce6b5337b9acb1d7d286879fb0d6aa5f81f7bd2bf01"} +{"episode": 99273, "episode_seed": 1389821018, "split": "train", "timestamp": "2025-10-13T03:54:57.849152", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1389821018, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting keyboard with pack of biscuit on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "191594", "label": "tilting keyboard with pack of biscuit on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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6Vqp4nmKk+VG2PQmuYhxH1IqZmVcOCM9DWnslbVHJ9YlfRjPG+pi6TTZQrKV8wSKR0ztIrJ0fWhoE5kgmyXOZYGHGOxrU1KQXVkbacqYzj5iBkY6YNcXc6Fe+a8sTAr2JPJrF0mnc7aeKi48rOj1vxHd395FNIT/osiskXYP9PYZq2vifTrvJZfJcAjzGGFYD7oPoa4b7TcW+Y7oEAnOeuTjFV0gYktbTjP8AdPes50lJp9TanUcdj1/w5q9vPpcjCWECM4wp+UfT24rzjxVq8eqJYpCxYwxPux2YuT/LFY7T3NsCrwKN3Xg4P4dKjtA5k2H8eKxhhlGp7Rm1Su5R5SfSZ5oJ5A27DKMhueQc1f1DUpQIjCxjcORlR1zzSpbxDMrDaSCNw5Gc/pToLVLgp5hAjyTkev4V1dTmeiuamg67O8vk3kMcqgZUle/fj/Cu10/xBFbhvKtIUyeSvy5+tcVY6VFFeLPHMrgJgKD93Nb0ICjBwatU7nJVxDT0Z1i+JoyvzwsB6hhW7H0Nec8ROCOFbt711l54ghtQY4cSy9Dg/Kp/rSlCzVi6Ne6bmzZuLuG1iMk0gUfqfpXMarrxlk8uNUMePutGHz9c1j3OozXcpd5d7d2PQfSqzSBQRnOep7mqVNLVkSxDlpE4/wAQW/2XUlurGF4llJJSNcKjD09PpUcd8L2IjrdFsnLYBHsK39RhaZVKOcLk7SMjNcncxedJ59ucyFui9z/jSd0b0p8yN3w/4lbTne3my9u3Eigchf7w9cfyrr9OnhmvEEbAoRlGU5Vx6g15a7PcKAqMl3G3pgk/41oaDrkulagsgGFz+8hJ+U+6/wCFclalo3Hqd1GrbRnsM0ywq8cjAxsuCD0I965bTfC2l2mtQXxuY0MUwlVMt2OcVFN4rs76TygSBIME/wB0+/tUcLM8xbcw5rly+jKEpJ6Jix1dcifU9NTU7VxxcR/99ClaRJiNpVl55BzXn+54+c7l75HIrV0zVIdOhmL73diNqDof8K9R07bHnwxKb10LE3gbQWlluJIQqtkkE4C5/lXm2v6INGuHaxdrmxJ6kcrXa3+sT3rgSNx/DEvQVRPzcuQT9OBVqlpqRPFa+6jz+KBZ28y0kCy4+43erNlrl1o07+SHtpGGHCjKn3ANbOpaBBcMZ7VxBP19FP8AhWFc3MscQtdTtt2CCj9CQDyAfesp0lJWkjppV76x3Ksl7PfuxnleRfMaTYxxlj1PselOsbK3md0uUaNww5J7c1Yjs7eTfcWchZQ4xE33gD/Pnip2kjjUo3LAYwO3NCSSsi229yCex0u1ePzVlZWHJQ9Dmt7T9F0HVoIxb7YWTAclmJJx19qwZLGSfZIvQDPJ7GtDRbeWK6kUx7F2jDepz29qLXIdRwi/M9O8JWmn6BYS28N1G3myeYfm9sd/pXS/aoX+7KjfRhXm0AYR8Oc+4qzHKd4DnaVIyV9Kr2fW5zrE9LHm91N9nKgn5mOfdamkvVukAknLt5f8YI5J5HOe1GoQNfzgjO1f4sdaqPpE6LuifPsRimqUrGssRBvVhLeXMN0zK8jdhIjsCR0xnvxQmsTRW8lujT+XIcsry8E++BzUBF9AcMjgfTIpPtkmMSRKfqnNS4dGjRTT1TC0RjIQelayzLD3AYgja2CMHoazVvyoYNCmGxkYI6dKnOowOkgMTKzdMNwDRYdzRt7mIQj5wJNpOcEEHsM1ZN+0by+VNIVXDJ8xxjIzwayB5GwlJkYlBww5De1LHhJJFaZCNhCtk8nilYVk9zbh1O5VhmTcNzJyB16/yro4mSWMEYKuMj8a4iOQCOXOzd8rrg8ZHB/Sul0u58y3KKANhwBnoDyK1pvWzOPFU0o8yRPckAJvGWTIqi8rMxIqzeAtKjHHI6VXaaKJsAZPrWji5MwhOMI3M+9ETxnzlDL7jJzXMTrHHKdh289Ac4rprpGuScge2OwrLk0kk8HGfUVDpSR0U8VT6mel/OqbC25T2IzV2HVIH81bm3VWkxmRBgjHtTG0uVASFyfrVeaxuiCxjP4CpcJdjdVqb2ZsSvbzrI1rcAqoBVGwp/8A1/zqCC5mRQmBt2HGR271gnfE3OQRVtNQlChWIcAbQG7CoaNLm59uMsrsMBmTK47FcdPyq9b6jPGxy4dA2MNzw3IP9K52G9hSdJNmABgrnrxir8NzDKcbhtaMpz2xyD+dCuthSipbnZjbLFlf4hkGqrys47on6mq+lXgltggByozjP+e9PDF2xW97q553JyycX0HCWRRwFIH4VHLeCNdzhh6cdanysceW6VlaipcrkYJ5A/uj/Gp5WylOK3JPtIbLFgWPoelZNzbL5/nQSNDKH3Ap6jnNMaKccA5pjiVEydwbIxScWbQlHoyrNDNcST3Ul35lyTvJIJaQk8kn1/nUBIu0CNhZVJOT/EackzRO4Zdwbr68U29a3Zo2t2O7b82Rjms3udMXoWNPaSF1lOTjkZ6HkAj9a7iyuBcQh1G1gcMuOhrgbS9O0xSEkEEA+lddo86FpMMCrAN17kc/1q4O0rGOJgpQv2NwO2MZUg+oqtM8gIjBwRkE+1Shxj7w/Oq92+CpXBJGDW701PPjroRvJt4ViD3bPJqFrmUcZBH5U9I2fk1DcKsiOEyFAO5h39hWT5mdEXCO5Tk1NHbZnCg898mobi5iuItkm11J784rMmt5i2R09qg8qUHLZA96lxaN48j1TG3FsLd/NtpChGSAT0x6U5dQ8+NknXEh5DjjP1qvc7sfKTjPSo1aNgfPypxwVGefepZvHY2YJZYAcuCBg88jrxzV+01BxI7RgAs4OD0wc/1rlYbp4wVzlT1U9K1LK9gDybiV3gYA7EHOanbVDaTVmdjZagtxhfuyYB2nv64q67sAHOABwcelczbXG2dZEIIWTGM9m5H65rpNyumD0IrenLmWp59emoO62Zy8CfOoxWwI43jO5QcDnFcrDeTR4+bdjs1atprkca7ZoiM9SpzW6mmYVKM15ltrcZwBkUC1Q87Rx7VJFd20vMMyHP8AC3BFTMgcDcOR0OcVorHJK6epW+zxNwUU/UVTudEtJgT5QUnuvFae0AZ3D6UVTimjONScXdM5ibw5In3J8j0IqE6DdBQ3mpjoOK6s9OefrSEgoFKjgk1i6MTrjjqvc49tMvYzwAfoa3/DcE8KzSTEjdhQp7e9aKwJIm7kU3QbH+0/EsumS6lNaoySGPy49xZlQsF9hweT6e9RKEYam8a9SuuTQNSvY7YxB8/PnBA6dKpo6THKODWNcXM1ysbSyM+BkZ7ZqJSVOQSD6ihVLD+rXjvqdMsDFNwWlEZx0zWRba1dQAIxEq+jjn860YdVt5ANxaInseRWsZpnLUoTiTbFzg9fQ0eUuMYqZdsqbkZXHqpzQVGRgnpzkVojlbaKFxp0U4+ZAayLjw+oY7GIrpyMio2Ukc81EqaZtSxFSGiZyb6HOgBDA5HFVzY3cJ+4T7iuxYKUUEfd4qpqUTxWRkjJByMVk6UUrnbTxlRySKPh37T9uZmysaoQQe/pXSR4A96g1PTrOx0CHVdL1W+lDXJtc3EKxrcEJuZ4gOdqnCnd6j3Ay4NaYYE0YPupqI8prVjOTub+AzhickdPaqd9EDIhzyRikg1O1l4EoB9G4NPmkSRV2nv6VrFJnHNtblTymTjaM0xoS3JFWDkZAIoGcc9a05EYOq0ZVxYJIDxg+orNm0uQD5cGumx6gGgohXGKiVJM2pYqcOpxr2NxHlvLJA9K0dDvZotQhiwxDsFIxW+kCkSDg/L/AFFLa2arcrIEGV71l7HXQ6ljbxtJbmvkY7VBOFLKQPXNN0RbbUvFf9majf3NrBK+xJY5Yo1j7ksZOMYzwOScCsTVZrzTtYurRnuFNvM8Wy4C7wAcYYDjP049KHJbCjRlbmTN3eNvXimsIzHjjGKwk1YsB5q4PqtW4riOf7kgJ9M81cUmY1FOO6FEGRuBGB2NNeFmGMA1PgAc5BowfUYrXkRze0ZRkskdcFAfwrPuNKBOU49q38GjaO65pSppoqniZxejOMm0+dCfkP4VXMcsfVCPwrtpIUck1HNZo204B+UVg6J3Qx7tqjlre+ePjJI4yK7TSbxbyx34GVbaawNQ0+JIDIEwcgZAroNU8Nap4V8N6RdzyTxS3pkMkHl4EGAhQMcfeYNnHbp1BqOXklqbSmq9P3TkxR3oopouRIpIFWYby4hGY5WHtnI/KiiqRjJJ7mxpl3JeZEqrkd1GKu4xRRXVDY8qskpaCGomoopshFiH/VCsT+07jR/ED39rs86J2271yPmUqePoxoormqnfhdzBu5Gh8sIeOnNSRsXQE+lFFYdT0vsIdjmr7Wka6VHdAtvY4I7dTRRVMzK6SPGQyOyt6g4rSsNTuJZ1ilKuD3I5/SiitYN3OWtFOOxsuoViBUZ6UUV0s8tbkTdaZq3Gmf8AAloorKpsdFD40Qa54nfXYLeKXStNtjAixxSWySKUjXOEALlQOcnA5PNYdFFciPY6jWOKnhuZovuSED0PIoorSJnUSa1Niwna6U7woI7rxVgMVyAevWiiuqOx5NVJSFxShRRRVGQmBk1LbffP0oorOWxpEof242k6heRnT9PvoppA5jvYPMAZRwQQQR1ORnB7g1l6hfXGp3899dyGS5uHMsj4xlj7Dp9KKK5HuezD4UVjwKapIPWiiqQMuQ31xGoAfcPRua3IT5tushGCfSiit6bPPxMUth+STySfrT8DFFFbHD1GlRjpUR4ooqWUiPVo1GnlgMHctU73xDqmo6Zb6bd3k01vbyPKgkkZiWfGcknnG3j0yfWiiuWpuerhvgP/2Q==", 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", "info": {"video_id": "191594", "label": "tilting keyboard with pack of biscuit on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "191594", "label": "tilting keyboard with pack of biscuit on it until it falls off", "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": "e323508611cde88ba592ef25e5da7e45fcb83128084e62ec54bdf216af996a1a"} +{"episode": 99274, "episode_seed": 725197523, "split": "train", "timestamp": "2025-10-13T03:55:00.375859", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 725197523, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding blanket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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QKC2tQ/HMj/yH9aErsl6GhdqDyPTPFZkq44rn9N8RSwpsm/eRE5Hqo9q2kvIbxN0Dg+3f8qbjYE7ljTnw0gxycVqI4yCTz0rGtiUZx1/WrqPnjIGfxqBGtG+0gDp6ntVpJQVzwSOpFZayhVyWwO+asxyZHfHTnjNSxo2rXUrqxZ/s823djIxkGppfEOohAvmx7eegOT9axVk4+v6U4yktkDI96LstGhL4n1QBRHHanYPl3K3HvXNTz3l7qM93fMrSS4+6MDgYq475HBP+NZt3MLWCaZmGI1LCndvQGRyyI4dQwynBAPK1mS8E4PSuRGqzwXYlWT52Ys+eh+tbNvrEN2MN8kh7E8fgapxaM73LMjYYcV38cmRkcDGK87kJJz2rt0lyo9KSA14XH3h1HFW4peF3H3GayYX98buwqykvzDJye9DGjVDk5Azxxg1LvBAOBkd6z1c8AA89alEo5/w7VJaHNKFJ/XFVp5AwwRkZ4zTnk4APBP61UmdiN4PT1oBle4ZU5J6+/FZV2Ru9KxvF+otFcQWqthUXzGwe/Qfp/OszT/EhaJY7rJ9JO+PQ1fLpczvqbcx/MVreF5Mm6GOfk59OtYJnSZd8bBge4PFavhx9jXPr8vPfvSQzsY3BPJznirsUhU49O56CsaJ88ZAq4JcDcW+U+tMDXSYBQR06HHau9sHS3sraDDAmMMcDjJ5rzOOXK456H2rvE1K1ezimjuIWYRjKhxlSMcEdaqIzYaUVDIwKFicEDisSXVIiN6TKCSTtBzioxqc1z+6U/KQST3xirEcjrKr/AG9qQ4IM24e+QDWBPIrxuUYHHHB6e1XvGV82nalqM643LbxuB6MVwK8ntddnsbsBH3JjLq3Rs1HLe427Hby5GecgfpWdcPtPSm2+s21+nyttfurHmmzlickgClsI1om6bctjngdavRyhgMMOmMGsa2f5VGBkDkj+VaEUwwRzg9KANKJsYOS3HODVoNuZVJJA7ZxisoToMADp1q0JsEFWGDz0oGjT8wbDjGPWoZZM8s3Tiq/nt5eDjI46flmmtMM52k+5oGJPIcbWYnt9a8u8QXg1HxDcoDlEbylx6Lx/jXpU7EZZumcDmvI9LH2jXSG6ySHA7nLc1USZEmo6De6Yolj/AH0GASVHKfUf1rPgvWicOjlWHQg16bN90kdPrmuVsfDdlrniyawlunsw6ytH5cW7e6oWC46KOCSfb1NPm7isLpGoNdq/mYyncd81tRSYBU5BPQkcYrj/AA3vRrjeDyq4B75z0rqInx/P8KzluI0kO443D8+tW0lwv3mH1rMWVclmzk1ZilVlODyOeeakpGjE2wZzz9etK8pAI7nj9KppM2eQpB60NL97O76AUikSvJhSQ/HTFc14rvhBpewH5p3CfgOT/St1pCy4UY7HFcT42k3SWaDptZv5CqitRMyodKmv4HnhYb1A+U/xZ9PyrPcywSGORWVl6gjmuw0KNV03IPDH8wAKr67bxzWpZkBdSArDqPx9Krm1JsYtrq8sRVXO9BwAe1emRvgDLHpz1NcVr3hzSLHw5b6tpd/eTg3X2XdcwCNbghNzvEM52qcKd3qPcDrYGK4AyMAbuaGBrJKTnaRgjsatxPtbljg9xyDWVG67cEHk8YHNWo5kDAAnHHT1qGNGqrs7AZ6elTmT5eMdeuazRLtOBt9c1IZ/3Y4APpSKLEkhZgd+D0FVZpS3BYDPGRSNIhfnJPvxVS7lKwTSH+FSRx6CmM871e5/tXWLkqflZyq49BxWdfafeaVJtnXcmcCReh/wNTeH087U1DHqw/nn+ldtdRrJGyuqsrDBDdD7YrVu2hna5wVtqclu+6N8H09a7XwrqAvEucjaV2gn655rF0Xw/o+o+LhpuoXE1tbTPsSSOaONYj1JYycYAzx1JwKu+HLU6ZrOuWTx3CfZ5xEI5wBIuGYfMBkZx1wSPSk2mB3UEhC7T8r/AO0MVbRi+cn0wAay4ZMMO5HXvVuOaNVLZIJ5HvUjNRZPkPzEZ4wRQbW2d/Nkt4mf1dQSapxzArlTyD3yanSYrjIXGOvpQUhZ7O1mlBeJQ68ArwaieCFF3RsynoGVyCP1pzyqVOd3PUAdailclAFGB3xRdjON8ZTLZWkcKyuzXMhZt5yQF9/xrlf7DvLq1N7asGIO0xHq3GeK0fHsu/V7VN3Ai/mxroNGiVdJjx/ESxHbr/8AWq7tIh6s87FxJE22QFHU4I6EVsWniCRdqT/vFHGT1Fafiext57Np9oWdWADqOfx9azPEngvUPC+gaRqF4ZRPfGTzYjGQLcAIUDH+8wYnHbp1zh3TFY6iORsccc44rRiYpHIR2/8ArUUVmhkrMy+Vgnkc1MGKgY9uvPaiimNFlCTEshOTnH6UpchsdskYoooGRXDsttK4YggMB+ANeKSSPHLG6MVcHIYHBBooqokyO/0a+nvdISadt0m8oTjGQMfrzWRJqVxo3iJ7+12edE7bd65HzKVPH0Y0UUnuCKulnYWRenArWgcvgnnkDHaiioe4F1WZ5JAT04z+FOt2MiBm65AoopMEWIZGeRUPAY84qYEiMNnn/wDX/hRRSGNRi8gUnqSufpXEeMWLX1tn/nl/U0UVcdxMreHb2dbtbTfmFsnaex68Vr6oS1k7Hkhx/OiinLcBmueKX8QW9vFNpGmWxt0WOKS1SRSka5wgBcqF5ycDk810MbHagHAbHTtzRRSYFyJyI3PGc9akVyWxxjAH50UVI0W8lWxknHr9KmV2I5ORjOPeiikMdyX2ZOBkVnalM39nXhwMrE2D6cGiiqA8qguZrO6SeBykicg16Db3Dz2UUrYDMuSB06UUVcyTF/txtJv7yJtO0++hlkDmO9g8wBkGVIIII6nIzg9wavaLfXGpalqWoXcnmXVwwlkkxgljn06D2ooqUCOjhcsVJ5yeh9qtGRj5p7g4oopgTQEtGJCec4/SrEUjN8ucDrx60UUhol3HYHz8xwM/XH+NJuLD6g5/CiimM8w8dsW1zntAmP1qbwjqNzIxs3k3Qom5c9V9gfSiitH8JBpeICTpzNk5Dr/OsS91/U9T0uDS727mntreRpFEsjMSXxnOTzjbx6ZPrRRUMZ//2Q==", "info": {"video_id": "14092", "label": "folding blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14092", "label": "folding blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14092", "label": "folding blanket", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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SD83Oe/WuK8aagUFtah+OZH/kP60JXZL0NC7UHkemeKzJVxxXP6b4ilhTZN+8iJyPVR7VtJeQ3iboHB9u/wCVNxsCdzc8LMQboY5Ozn0611Mbgnk5zxXIeHz5bXPr8vv610cT54yBUgbMUhU49O56CrSTAKCOnQ47VkCXA3FvlPrViOXK456H2oQz0ywdLeytoMMCYwxwOMnmrDSisdNStXs4po7iFmEYyocZUjHBHWq0uqREb0mUEknaDnFaoRtyMChYnBA4rzLWVX+3tSHBBm3D3yAa64anNc/ulPykEk98YrgPGV82nalqM643LbxuB6MVwKUthoozyK8blGBxxwentWZLkZ5yB+lcRa67PY3YCPuTGXVujZrpLfWba/T5W2v3VjzUuLQr3HTvtbpV1JMjPQegrOnLE5JAFSrIfYfpUsTNWJhxjqOOBVqKXAGcAehrLhfnk9eOBVmOb5gM5PfHNSxmorkZA4xjitRfEGojH79H29C61gLJ0z+JzUnm8HqPaknYpGofEuoxsZN0TvjGWB4HtWRrGtaxf2L2RFukMhG8Ipy3OeppJH4AYY57d6pzklSwPT1/lT5mNoqySLFGrOyjPG4nHNULrGc57Vj+LL0rNBbK3yqvmNj16D9KyrDX3WIR3GXXs3cD0+lPl0uQ3qb0prW8MSc3QxyduP1rAFxHOm6FgwrX8OuUa555+X+tC3Edej5I3HPbmrkchUgA8CseNyTjjrV1ZcLndx35oGjVSUBMjt1x2qZWwxyM9qzYpARjBP6VMsp25YdaRSLUrgL0GOvGKrvNxjnNDSc9Awqs8mehJz+tIoilKsWwMetZs7qVbHbj6Gpb65+y2007EERIXFeax65cW13vD7t5LSKTw2aqMbmbdjr5TyeelUJn2n2qODV7e9Xg7XP8LGiVj17Ci1gOiibpty2OeB1q9HKGAww6YwaxrZ/lUYGQOSP5VoRTDBHOD0qgNKJsYOS3HODVoNuZVJJA7ZxisoToMADp1q0JsEFWGDz0oGjT8wbDjGPWoZZM8s3Tiq/nt5eDjI46flmmtMM52k+5oGJPIcbWYnt9a8u8QXg1HxDcoDlEbylx6Lx/jXpU7EZZumcDmvI9LH2jXSG6ySHA7nLc1USZEmo6De6Yolj/AH0GASVHKfUf1rPgvWicOjlWHQg16bN90kdPrmuVsfDdlrniyawlunsw6ytH5cW7e6oWC46KOCSfb1NPm7isafhLUHu0uRJgFNo3D3zXXwSELtPyv/tDFedeBiyfbt4b/lngZ+td5DJhh3I696h7jRqIxfOT6YANW1k+Q/MRnjBFZcc0aqWyQTyPerEcwK5U8g98mkNFw2ts7+bJbxM/q6gk1HPZ2s0oLxKHXgFeDSJMVxkLjHX0pryqVOd3PUAdaLlDXghRd0bMp6Blcgj9a4rxlMtlaRwrK7NcyFm3nJAX3/GuylclAFGB3xXmnj2Xfq9qm7gRfzY1UdWJ7Gd/Yd5dWpvbVgxB2mI9W4zxWYLiSJtsgKOpwR0Ir0TRolXSY8fxEsR26/8A1qxvFFjbz2bT7QJ1YBXUc/Q+tUpdyLGZaa/Iu1Jj5i9MnqK3434BGTgc49Kwte8P6Zp/h231XTNQvJg119l3XEAjW5ITc7xDOdqnCnd/eHuBqwtwOnAGSD1qJAaqybuQw9MdKtRNjnJOe4rNjkGMckHtip1mQEDnH5c1DBGmG3sBuzjjrjFT+Z8vBBHrWeJSDgEc89KeZiUHAz7CkUWHk3MCWx2qtLJk7WbOeOKQyjd0J92qtcSFY5HbsCR+AoGcDql1/aWsXGDlSxUY9BxVW/0q601tzfPF/fXoPr6UaKgm1JA3UsP55NdnOAVOec9c1q3YixwcF7LA+9GKt7V2fhS/N2txu+UoFyR3zmqWg6Fo2qeLF07Up5rSCd9iyRyxxLGepLGTjGM8dScDvU+h2R0vWtbsmiuIhbTeUEnAEi4ZgNwBIz64yKTaA7GGTAIz83bPFXEZn6ntgc9ay43PGef14q0kiDLZI/SpGa0c3y5DfmKsRNtGT+O7isyGVWXOeQcnOanjn5GVGMevSpKLrSkBgDjPFVnkKqcMMH9KiaYENk4HXgVG7/JhBjPHvTGYHi+/8jSvLDDdPIFx6Acn+lcOuk3V5C1zbEMUwCh6nPp+VbXj2UmeyRTgBWb06kVf0KILpeQfvN+gwK0TtEh6s4hbh4nKuGVlPIPBFalrrjrtSX94g4HqK1PEdlBNbNMVCyhgA69fp71R8SeCr/wvoGj6jdmVZ74yebCYyBbgBCgY/wB5gxOO3TrnDumKx1UcjY445xxWjExSOQjt/wDWooqEMlZmXysE8jmpgxUDHt157UUUxosoSYlkJyc4/SlLkNjtkjFFFAyK4dltpXDEEBgPwBrxSSR45Y3Rirg5DA4INFFVEmR3+jX097pCTTtuk3lCcYyBj9eayJNSuNG8RPf2uzzonbbvXI+ZSp4+jGiik9wRP4X+T7Sq8bVXB78ZrqoXLFSecnofaiikxloyMfNPcHFTQEtGJCec4/SiijqIsRSM3y5wOvHrUu47A+fmOBn64/xoopFCbiw+oOfwrzDx2xbXOe0CY/WiirhuSybwjqNzIxs3k3Qom5c9V9gfStLxAc6azHs60UU5biM3XPEzeILe3hn0nTbfyUSKN7ZJFKRrnCAFyoHOTgcnmnJIxCjpk4OPwoorNjLqOUhYjHUdqlZmWRADwRg0UVIiwWKYA9T19hU8bFlRiTls5/CiikUK7FTtH3c7ce2T/hVW/Zhp0rZ5aJ+3TAoopoDzCKWSCVJYnKOvIYHkV2tldS3OnQzyEb3HOBgUUVpIkpjXG0a8uoTp2nX8M0gcx30HmBWQEggggjqcjOD3Bq5pN/c6nqWoX93J5l1cMJpJMYyxyfoB7UUVIzdjYnBPPzAY/CrTSNlunA9KKKkCeHJVmyeDjirCO3TPqc+9FFBRLuON+ef55qOVzHGrDknrmiigDgfHDFtSgGAAIeMfU1H4V1C4ZzZswaFRuXI5XnsfSiitfskvc09cY/YCc871rLvvEGqanpUGmXt5NPbW7vKolkZiWfGc5PONvHpk+tFFQgP/2Q==", "info": {"video_id": "14092", "label": "folding blanket", "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": "773a753d304a8936fa8f4335373ecd10584f0d377b69dadea86b15985ab1361b"} +{"episode": 99275, "episode_seed": 9301023, "split": "train", "timestamp": "2025-10-13T03:55:02.074352", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 9301023, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pour coffee out of a coffee jar, but the coffee jar 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "158867", "label": "pretending to pour coffee out of a coffee jar, but the coffee jar is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "158867", "label": "pretending to pour coffee out of a coffee jar, but the coffee jar is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "158867", "label": "pretending to pour coffee out of a coffee jar, but the coffee jar is empty", "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": "ba7c818644cd528159f56b49689afe31d32b44c1e98d2815d236c8963f61814b"} +{"episode": 99276, "episode_seed": 588709419, "split": "train", "timestamp": "2025-10-13T03:55:02.957868", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 588709419, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling a ballpen on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "55606", "label": "rolling a ballpen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "55606", "label": "rolling a ballpen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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FY2jafHp811c3ciKJdwhVR6cZYj8RXN61FZf2X5YgQLuAG0cj3rL0BRba9Yt5m6ISr14IpdTGe53+o2trLfwytpyyIMqGByI+/IPX609mBUL5RC9BxVqY7CWHT0qBpQybl5/pVJIUm7GNMghmODgA1mi8OkyXDTShUmOVVTgvjsPTrWjco00MxPDEnHP5Vg3VpcaubeCNVLx7txb+Hp3olsJK+50NvZw6lZpdWI8oN1jf9ee1U3voNOkIu5NjY4BGSfwre0SxGm2UdvwTjLEd271m+IPDD6vfR3EcwjCptYbeTzUTj7t0dVGetmc/qHiyEoYraBjk/ec4/QUxNenaBDs25HJJCj8M5NMbw1bwXzJK8rKpwRnFbMen2kUKLHbx4U55GTURTLqNMpLaXUtsJ5N7k/8ALNMZ/Nqq6nc3GlJC62KZJGZJH8zb+HStSdJbQ+bBueP+NDyR9Kx9YvjL5G0kdeKtoxmtDo/DvinV9YuVs7jUJpLSGFmSAHainI/hGB3rVaGTz3lS4fawwY25Cn1FcR4cvodP1hXZSBKPKO3sSRg13V1lPnXr3oMYkEisqtufK454rGmeNcI3AkyK1Z2E0TKGwSDxWVqMQNqOcFOQfpTEHgy3kS3lnkYhHbaF9x3rf1bRbbVrbZLwy8gg4/M0sCJsVFAVR0A4xU93ug0+ZwwHykDJ9eKdko2ZpGTTujkb2zt7iwgsnhIjiU7MNzn6/jV10jbTYbJU/dgqn1XoaZFtd33DOxVCnPcn/AGnvuN1GitnaOnauKTNb3sS3GDGLZnx53ygfjVXW7nbYsXUYyOD3Gae8u7UYE4OCW/IVW8QL5tkYxjPSlDdBsclf2dqzRvb/unYEnHT8q2fBrPHrO2QcGFhkHg9K56ZmjZFYnjIqaG6eGRXicoy9CvWuoxnueozN37VnyRR8sM803TbuS60eCWU7mZcMfemNIUyD9Kshsj80WlrfSdCQqp9T/k1mQc4qXVZMpEoOFYkke46fzNMtV5FZ1HeyKWxrWq4Hai7nCrs4yKasmyPPpWPeXLMx5571lYtD/N8yfimalfnyUhT77HFYc+rpA5VWy3fFWbAPdqbqQdRhAewrSELsotbklsZ1fI2xk8VjeTsAeM7gOo71el3xLKvOCpFZ6vxnNbSMpnoGiSG60C3fHzxgpx3ANWBNztY4rn/AAnqU3nvZscxKpdRjkHPNbl6oJ3px61tF3RmMu3JibHPFbltGvy7CAMYAFc0s4ztYH8a6G2VuChpscSxNpkc5DyRq7DoSORXNatYfY52uSwEZ6k/w9hmuztpvm2SDBpmsaOmqae6CONnCttDdM44P4VnJLc3jJ2scbHICoDAcn86m+zC4t33AFAOho0/SHkgitbdg8iRlsN1OPeneaYbR0PB6GsubS5RzesWb29iWVyUDAgGsISHNdXrzhNNeI9crj865NkBxgYzTe5jU3PVdPk83SbTJyTCuSfpVWbfb8/w561Bpe9tDtGVv+WK85qR7kjKyDjpVoi5FNJvjbZgv6VT0IN592XyDlev41O8KlhJC2P9mmJdwWtwqSukcs/ADHG7H/66GVB9DpbaTaw3dK2IljmXAwaxLGdCQCPzrYjGCHi4NDL2MHxXp80dk11brGXQZy/HA6j3zxXNWd19oj3BWQjhkPY/WvUEKXEZhmjDKwwVYZBqOPQ9NSCSBLVFRzuIHrUWdy7nAE/LXP8AiS2VEgdABlj0rq9Z0ufSrpsBmgJ+STHB9j71yniCTzBAo7ZJoewS2MS1Yx3sBPGJF/nXp8kyMSr968vU7biNh/eHX616TMFkQHHqetSjEr3EZT54juHoDzWfcgXkLIDhx29asNcNA2D0zTDJDMcjhvUVVgu07m1HyQVqrrVzL5UFseAzbm9wKdb3IXaRyp7g5FUNWuQ9+3Pyxx7fx6/1pVHaBSVinaygtJ6Bx+g/+uanjcIZJD1J4rNiYom0H5mJY1LvYSKMcEVxSNVqT25Dai7k/cjA/En/AOtTNTfcFBPU1LbxKFZ+7nJqjqHO1eT84Ax71UPiQNlLU9G36TJfE7SvKj1Fc6p6YNdnrdwI9Klt84GwACuK+6MGuhO5E9zudClP9iwjH94frVwzJLkN1NZXhyX/AIlSg84ZufxqxpFmNZ8USadPqMtorJKYvLTcWZULBfQDg8n096u5jbUj1CPDRc5HOKIOMVk2N3PdLmaVnwoxk9M1pK+xOT1rKW5a0RPc3OyMrmub1S/Mce1D87cfSrd9d5zzVTRtIOvahIZHKQRLyw9ewojG7si0UbDThOvmy7sE/KMferoovljC8DHYDFdZZaBanTBZv8yjncOCG9R6VzGo2U+lX32ac5DDMUnaQf4+orqjDl3Agu4w9szDghTWAM44rfkk3W0meu01g4IyBUzIkbHhibbrC84yh69+ldg8itkdz0rh/D7hdYh99wz+FdFrDyQ6eJIpCr7hgjqaqDtEh7li4h53JyByRWvpGqQXqlreZJVXrtPI+orE1a3t7Xw/Bqenavfzq1ybXNzCsa3BCbneIddqnCnd6j3A4aGWSFi0UjxsDwyMQaUqlioqx7nFJHMACeadf3LWWlzyBs/LtXnueK820zxJqlpYLNJsuo1OP3nDf99CthfEia3ZCJIpInVg0ivyPwNS6qszRJGho9x9nmvLjP8Aq7XYv+8x4/lWVeEo8EOfmZgT/On2tyBbTDI/ezDP0Uf4mo5D5uqf7iZrmb0RaMrxRJnbjoMZ/WsAgsBjkdq7W70Ndb0iZonCXkcp8snowwPlNcVsltpHgmRkdDhkbqDWyvZGM9zvdBcnRbVT/wA8+lTXUYZSR1qtoZVtItcZ/wBXjB+pq+20rz1FaIgw2lkjfk8VieKH842pPQbv6VvaXb2mp+LTpepX1zawSybEljlijWPuSxk4xjPA5JwK5nXYZbXVbqzn+0L9mmeNUuABIuDj5scZ4GccVM3oUl1I9K17UNKZvIm3qeqS/MPw9K7bSfHVoURb5WtnPV1+ZP8AEV59FEJGxzip1gLshAO2slNotNntun6pbX0Ky288c0Z5Dxtn/wDVWuJgQCGzXg9nLPYTma0neCYcB04/PsRXWWXxCntoxFqVi0zLwZoCAT9VP9KtVEyrpnpMsaXKNHMqvGwwVPevK/G+jSaZeRPEpNu2dj9cf7JrptN8eaPfJ81ybWUNjy7n5T9c9K2rkW+p2TQzhZYZV9cg+hBq7XQmro8T2h3TA53DP516IpOCD2Nc34i8K3Gij7ZE3m2oYcjqv1roI5Q0at1DAGps0zO1iK7gLjn0rJZWglxyKu6zcyRacZIpCjblGV64qHxF4e1fQ9D0q/vZ7gT3pk8yFkIEAG0oCcfeIbOO31Bp3BanEWl/dWEgltpnQr2zwfqOldM1zJPCkzn55RubHrRRWEtiwhOWGfSrj8qp74oorGRa2LMfQCqF3/x8R/8AXRf50UUR3H1KfiNj5R+grmj8y80UVvDYiW503h0ldPXH98/zpg1O40fxA1/a7POiZtu9cj5lKnj6MaKK16GfUq6YoG9R0AUVduGKx8Giis3uMwLuRsNzXdeHbaK30ODyxjzF3sfUmiitaG5fQ6SzPygVFqtlBqCCC4TcnUeqn1B7Giiut7CW557km1lJPIDDP41lEAjOKKK5p9CZkuknGrQY9T/I102sf8g1u+HWiiqh8LIe5U17xO+uwW8UulabbGBFjiktkkUpGucIAXKhecnA5PNc/CqkkkdMmiisJmiNlABoKj1bP61a0f5IZMd2/pRRWLGh9q7GLOf4j/OrMRO53z8xAH6UUUizb0diLOQ/7ZNTajpFlf2V3NPCDLHCXVxwQRRRXdD+GhSMHw67HSFU9FdgPbmtPeTn8KKKFsc7MCTW20rUr2NtP0++imkDmO9g8wBlHBBBBHU5GcHuDWXe3E2r3s97euZLi4kMkj4xlj1+n0oorKRfQiFuiPhSwH1rWgtYgg4P3aKKwkAv2CFkJ+bP1qYadBKctuz04PWiikh9B0mi2UsBR4yeeuean0OafRZ47a1nka3kfmKUhlH09KKK1p7gnqdnd4likjcBkYYKnkEVzs8S2r+VGTsA4BOcD0oorolsazXumPrTH7A2Dj51rPu/EOqajptvpt3eTTW9vI8qCSRmJZsZySecbePTJ9aKKzZij//Z", 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", 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", "info": {"video_id": "55606", "label": "rolling a ballpen on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d3109f2e80472d232984e31f510b8abfed4466e259d60d0bcdba390928650c92"} +{"episode": 99277, "episode_seed": 3500724875, "split": "train", "timestamp": "2025-10-13T03:55:04.550355", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3500724875, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'lifting bag with white box 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": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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8baxDd6NbRwKFxPkkdsKf8axfDtzLMlwryM4TbtDHOOtWqfu8wp+67F+/f9yVBwX+UH0z1P5Zrl55vtEjsw+UcIvYL2rV1y6KuIVPzFOfYH/9Vc612IyylD1xmtIR0IuRA5z9ataWZPtEpixu4HzdD9az1l/eMT0Y5rQ0pwJpPmAJPGTWzukIfcTmeYsVCnoQDkVvQSAQIv8As1yjSGGXDBh6/wCTW5o6XurTGCwHnSou7y3CpkdODkDPtUyiNM9E0nUJ3sBbvJkqvIIzketTSkMWfaAx64rj01PUdJ1CGC/0u4tpdwUq6ldwPbkc+vHpXUQXcV1IIow+4/3lwPzrklBpmi10Q54UZg5JDD8qgkRbeOR0OflJAIxV7UPslrpd08km51ibGD3wa8rj1m/hTal5MFwBgtn+dVCk5hNOG5r+ILzagtVPLcvjsPSudA3jBJBB6ipZ52uJ3lc5Zjk1EOGroirKxBUnh8rkEntUUfL4HertzgxEepqnCp84VonoJrUteSY4y27C9Dg9ahAU+g/Crc5/cAe9MgjVlORSuOx1vh7xVBo/hs2BO6R7pnIxwE2jH65rWh8XpDGXtYQPM4Lk5Kj2rh7e0hfO5c/jVsRCOA+WCEU/zrJxi2B0zo6zm6juHLMpG5jngjt+dU9R0i2u2R5GO9l3Z6ZJ/wD1VW0i4e6K2X3nz+7Hr7VrXLg21oRwyxFT/wB9NWesWaXujH0u2/sqW/3t+6Cqyt7c1hXVw1zdNM3Vj09B2FbGtzstvHEp+VyS3vj/APXWCRkVpHXVmbVmNltxIudx69KoOMHae1aYPyiqFwP3rEetaReomiSGLzVB6npzSyjEmHbcR3PNS2Ywg+tRyczN9ad9R2I9iY6j8qv6O6RXwBUEsOCex9qYIIzj5avx2sEbK6Jhx0OaUpK1hHS6bcieMpuw6eg6irjTgR+WSSM9COlcmk8llchhkMvUeo9K3FlWVFkQgqwyK5pRszWLuT4BPDA+44rK1+82oLVTy3L+w9Kv7vm6/SuTuJmuJ3lc5Zjk1UFd3JkRAbwASQQeoqpPD5PIJPara8PTLnmM/WtkTYpRjL49atmExxls4XoQD1qtCD5w4q/Of3AHvVN6iSKqqpI6D8K9h8ASWdt4dhtbkgxXRypx9xycH+n5V5LbxqwORXoPhu6tYfCgS5baRdMkeOwwGJ/UVnU1Qzv7Lw9cxyhXwkWSwfd8pGata9pem2Pg3Uo4yr3c1uyxSH7zP1AH4iuLbxTDYWbNNdvcugKxRIflHpk1y6a/fanetJcXbGQKRGP4QMdh+tY8repS3MrXp4ltLW2VtzqxdzjuRS+HJlhhvpHOFUKSfzrQvNLtpW/epk/fBz6jNY15bHT98UR/cT4b34zx+tappx5QndvmK1zctc3TTN1Y9PQdqrSwCRc7j16U48ing/KKvbYmxmPwdvpViCIyKD1NR3C/vWI9atWYwg+tXfQVtSOQYk2udxHcnNdf4D06a6nvJIYmdVRVbC5x3/pXJOA0x+teg+AUmgS6ns8iZSvI6KBzk+2aio/dHY9HsLOO60OGzvUaWIgkhmJwQeOKxpvD7i6Om6OyCWZsB5jwgBxyRyfpXRafqSXdwGuVa2GzDRxKrK75+8D1H06VfmutN09WktlxeSkgBx8zE89DyB+FcrZcZOLujwW81G4lW7hlJXarIwznkcVy+ea7vXtLt5tUlS1QwrKiuzI+5HLKGO3PI5PTkVzN9ogt4jJBI77T8ysOceorppyitAq+8Z5ak3d6qGaQdR+lAuW/uiq5WZ3RYnYbQPeoov8AWLz3qF5t+MinRyqrgkGqtoVdF2dv3Sj3p1qf3ZzVZ50kUAHGPWpYnRIv9an0zzSs7BdGhCcA1c+0KulyRY+Z5Bz7AVlR3KBPvDP1qJ7hmJwTj0qOXUC9bXT2l3FPExEkbblI7Gt6K5+0xrKDgHt6GuUVjkHrmtvwpaLq3iJtLl1GW1jeORo/LTcXdULBfQDg5J9KJQuF7EeulgIAf9r+lY27mlvLu4mSJnkZ+M884zVP7Q46gURi7CbVy4H4qox3OTnvTTc+qj86jDirUQ5kaFrwo+tRZzN+NNiuERQDmiNkaQEyKOe5xRZjui8B83FX4mAmj3dNwzWYJ41f/WKfoanNwvZx+dQ0BZv5hNeTSLwCxxU+l3ZUm3Y8Nyv19KzS+4nnNRTu8UW9CVYEYIo5bqwr2OsGccdu1cizcmus1S1tIPDsGq6bq1/OrXJtSbmFY1uCE3O8Q67VOFO71HuBxDTyA8gflShBobki1u71HO3ygZ71ALluhUUx5t+MjpWnKxXRNF/rF5qzO37pR71SjlVXBINTPOkgABx9aGmO6LNqcITVhbl402jdtzkDtVSJ0WL/AFsf0zzU6zxtEq7hx71LQEU80krZJOPSiCR43EithkORU4jSQfKwz9ajeIwtg4yaYI61rqO7SGaIjBhQN7MByKxtdLAQA/7X9KPBiWd/4lTS9Sv7i0guGwssc0Uaxt3ZjJxjGeByTgVS8RC5s9VuLOT7QDbzSRBLgDzFAOPmxxn1xxWaptSBy0Ke6l3cVS+0uOoBpTc56qK05RXFY5YnPerVqcKPrWfvHJqzDcoigHNOzHdD85m/Guv8La++hNfOtu03nRooUSbQCDnJ/DiuOjZGkBMij/e4q/FdLGWUSrz15qZRvoB0l34umacvFbywE9VWXH6isu71rUbvckbmGNvvBHJZvq3U1CiQSklpkz/vChlt41JVyWU1KikBq29/JeG32oSptkjJHZ0G059MjaatyMWlZk6dT9e9cbcXLQp+5JX5gQe+fWut1rQtY0Hw/pGoXs1wlxfeZ50BjIEGAhQMcfeZWzjt06g4UqbeqHzWOPZRioii+lFFaLcyIWUZ6UoRT2ooqgHGNcUmwY70UUAGwe9IygDNFFNbgNDMBwxH41Y0zV7rRdUj1C1KGeLcF8xdw+ZSp4+jGiimBPtAjUegwKhZR6UUVkhsidFx0qMKD2ooqwHiNfSk8tc96KKBC7B70hQY70UUwGHIPBNI8j7eWJ9iaKKAOm1DxZJ4ighim0nTLU28aRRSWqSKUjXOEALlQOcnA5PNY7qMUUVD3GRFF9KiZRnpRRVIQBFPanGNcUUUAAjGO9AQe9FFADWXGcE0m5h0Y/nRRTQF7S9ffR/PRtO06/imZXMd9B5gVlzggggjqcjOD3BqxqF7carezX95IZLm4cyyPgDLHrx2+lFFTICiyLnpUbovpRRRECIKCelPWNT2oopsA8tQeM07YBzzRRTANgphyDwTRRQhjJHYryx6+tbf/CS6tqmmQ6Ze3s09vbSNKgkkZiWfGcknnG3j0yfWiiiWwI//2Q==", 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", "info": {"video_id": "79906", "label": "lifting bag with white box on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "79906", "label": "lifting bag with white box on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "79906", "label": "lifting bag with white box on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "79906", "label": "lifting bag with white box on it", "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": "eefae511836503e3cdd9c9f93846664895bffa6ca6e4dfef00c03a0108e8b0d5"} +{"episode": 99278, "episode_seed": 86046953, "split": "train", "timestamp": "2025-10-13T03:55:05.165768", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 86046953, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting ornament on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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INRmfA65qu9xjJFFxD5G7VUk680rS5OKxPFN3PZ6K81tK0cokUBlPODQBausFW+lc9pxxDHj+7/SoNYleDQotRsdb1CYNcG2zcRqizkJuZ4sc7VOFO71HuAaZIfJT2H9KTDobUbVMGYEHBK+o7VTR+KtCUiNgOcjpTAto3yjnNTiTHes+OTjntUvmAnrmgDQjfJzUrtwSc8CqEcnQ1YkmUx4XqetUBE7/ADU1wFAOetRlhmo2fikA9z8mRyR2pA2HrnbC6+2+MZNMvdUurS3kl2RyRSxxrH3JYvxjGeOpOBUulTXa6tqtpdyXLG2m8tVuMB1wWHzY4zwM44oYjpk5FShfLAZTwe3pVSN+BUhJIz6Uhl1XyakDVSSTgU4zhVyT3pAaUbjIFLO2I+euapJMBz6Usk++quBG7YfNV52DHgYFLJL3qs8gIxQBWnUMR7Vl3S8Gl8SXM1rpTSwSNG4dRuXrisnxBpeuaHoemX15d3QmvDJ5kJTAgwFKBjj7xDZx2+oNIC9H0FTfxA0UUkA6XhPrWW87pMQDxiiihjK51GdMhSoA9qpza1eKcKygfSiipQFR9WvZG5nI+gxVvSLiaXUE8yV269T7UUUxHUd/wrj7jUp9I8SzX9rs86KRtu9cj5lKnj6MaKKsDX8ADbNeAdAEH869FRiKKKnqBKzsGGDUhJwaKKaApGVvNxmnoxwTn1oorMocHYA81DLKwz06UUVRJSW6kN0iYXDHB4ql4wP/ABIG/wCuqfzoopoDkta8RNrUEMUmmafbmFFjje3R1KoM4QAsQBzngcnmtDTSQg/z2oooZS2NRCeamQkjrRRQiSRCeeaUO27r1FFFNgSW7N5a89qm3tjrRRQgIWdtrHPIpm44oooEcfd6y2l6xfobCwvYpZQxS8h3gMo4IIII6nIzg9wa0PDl7cajf6ne3UnmXFw6ySPjGWOe3aiimxo6uP7lTdqKKkBCT0qJXPz55570UUASJI3rQ7tgnNFFAFZ3Y7cmowSSKKKAMfxT/wAgZ/8Aron865O+17U9Q02DTru7mmt7eR5UEkjMSzYzkk8428emT60UUwP/2Q==", "info": {"video_id": "154844", "label": "putting ornament on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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"info": {"video_id": "154844", "label": "putting ornament on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "154844", "label": "putting ornament on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7ef3fe0b2bcb3aa0e7bd0d8a9cbddceae5187308c07129de85851a46c4fbc736"} +{"episode": 99279, "episode_seed": 3549270227, "split": "train", "timestamp": "2025-10-13T03:55:06.329764", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3549270227, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing product catalog onto leather case'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "142342", "label": "pushing product catalog onto leather case", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "142342", "label": "pushing product catalog onto leather case", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "142342", "label": "pushing product catalog onto leather case", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "142342", "label": "pushing product catalog onto leather case", "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": "aa2add4e03e23b7847e7d194b74fc8d30b64caa69c478dbf834431c499583c52"} +{"episode": 99280, "episode_seed": 245382903, "split": "train", "timestamp": "2025-10-13T03:55:07.420360", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 245382903, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put a towel on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "45784", "label": "pretending to put a towel on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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qMcelySNKMgHDGnPREJNyueefEvVo4Ivstvhbi4bMzr1I9PpXPeCX0jQlu9b1ry2dcRW0bDPJ9B3NYWuasNS1dppHxEjYz680tppqeItXsbYybF34Cjnan8R/+v71zRd3c6mrRsdv4iv49ThtZYrU25mi8yLIx5i9+K4y5HkQMrKcwSLKv+6eP616B4oEKarbeSyi3tY/JODwnHSuN1vUdPESJGC8kqmNGUfKcnoT+tEtyI/Cc3qhnESXbrgmQ5HoueKk0zVJRMY5sSW7Dj61c1ZhJaKgXOAc1zsLFMDkc5AFaJhF6WNzUdKtLxWktcRzdRjoau+BbCe1udRQwDLGPcT0XG7p9ayLS5ZysbZDYDA11/g2YSTX4dvmRk3HHc5rVbiUU5HSRx3C8ZVfSrkcEpHzS4+nWkJd5BwqgetaVtZr/rZDkAce/wBKtm0pWH2tmsa/OxJPLE9qpNH9rlkJl22qMFIHUk9M/lW9Fp8z4uJwFtlGRH6/X1rD0Nz9t1+KSNnZdrYYfKyAksB78nn1qHKxz873JZN6/ubVVAH3nI+VPp6n2q0kPV/9ad235unX0HSoJUMmrjTsH7GIFnhkz/rlJ4/Ad/etESiJcbcKT196aKldrQUKSzIPkA6Cs2+Zop0Ueuc+1bCfOOOaxNVkzdqvqnH1qkc7OK+IYU6DPewFVuFQxSKf+WiH+oODXj2kaldvay2i4KgBE9cscf412/xH1UpbJbxPwWYZ9eOf6Cuf8OaYbLTzcXEf72VgyA9hjj+dZ1GdmFpuU0fQvj3XVsdPkRGG4jGa+eZpDdX7SE5+bOc16D8TNVJujFng9BmvKLmd4+E3ZP8AdrB6sxjojoJ0lu41t4CT6qO9e4fDnwwNC8MtcSoouZRubPavFPC9veS3kBa3McIYFnc8n6CvX9b8Xf2d4fSGGQIzAD3qo6Ck29DndUlP9vyy54LYOKsgxhsMeGGSTXP3+uwDT3uyh80A7R2JrmV1m7vp42MreYeMA8flWRunZWOivbiwaRYbZg5MpcjHC9uK6zwPqPk3tzaOx2Tx7wP9pf8A6xP5Vx2q6S2nSwXyjInUB8DgPj+tavhOZ/8AhIrJjwqycn2wc1cHZkSfU9La4Flcm8i3FduyZfb1xXM+LNGttRje4jKRTIhaKXGQR3RvVTW7czwoxCvhGGCAfrWFqV0lnZXcMjbwUzb/AE9PwP6V02uY8yZ5nZ2rWmoXlrJGUK7GUH+6c4571aeAYyBV/UJsPAHVfMEeN3fb2X8MnH1qsJQTWTVnYTVmU2gzUH2ErciT0rXjCud23nvUzxxLbtJ3qS4mtpMytAqHoBgV3Xh678y6SKZshMFFIyM+teaabIyYJrqrC9KOkgPIpwmVY9UWYYBxx61NnjIrH0q4N5YiXdkDjFasf+rWtiZpIo6lIEkhB6HNedfEHVG07Q7kI2XKgn2OcCu81qdIHiklOFUMTXhnxJ1VpbOKNj89xKZGHoo6D/PpTbsiacbu/Y8lkd575nHLtLkfUmvsyIEBfl7Cvj7QIPtWuWqkEr5m9vw5/nX10k0l2dsXyrjGamDHNaJkd60k8vlxttUcE15d488Y5Q6Tp7/KDtdx6eldd4n1xdFsJxvHmkEDnnpXg4ne6vXkJ3MxJrGcubQ0pnReGdGj13VI7O5k8uEpJKzH/YUkD8WxXQ2pOitiz0wJOBy5bir/AMMfD32/UZp3GIoYCA2P4m4/lmu71Hw7E1vl1C5O1eOTSUXYKk1zHjGt3Opy2JLSMN82ZsHhvT9amsbEHR5LeRQZSnnIfRhyP0rptW8NzgNCVJjznisLTb0rOyMgfBP4gVOojLc5tm9NuKplFHOBWzcaezWwdAf30uRj05NU5rGSEsGHSrimTzFMIWGV+8OldR4BaRpb4LEC+6PO7oPvdawreIrIuRkZrs/ClmkN1cTR8mUKuOwIzya1iEJWkdTBAJblWJZiBhscDNbELj7Xb2YALuckddijufTnFVLbbbW3mkcLz/vHtS2IaF98jDzXJllbpj0H0H9K1CUuZnTXaMEhiLhUc4kJ6ng8CqjWxht2aKP/AEhSZ9v9/P3l/GmPeLfixuU5iVizAjlu3A9+tWrqVob2zI6ESE/Ubc/pmsXuZq6OaSSOLwvBeM+57J/3ZHZWbG0+2D+Yq2y+ajnd93t2qPX4HsYJooY0a3Y+Y0bfdeMn519sHB/GpYWgM4iEgaR496gHqOnPuP600aRnZFq0JXapBH1rkvE199icsv8ArGQqn1ya7FeHB+leaeMbgy63BH/DGWiJ9881oTCPNI8i8a3ZmvzADxDGB+J5P9K3tNuxqVlDcL0ZQGHow4NcRr1ybjUbiTj55GP4ZwK3vBt4P7PuYDwYn3g+zD/61YT1O/CztV5e5o+LtZGrazK6k7AcCufgSKXULfzw7ReYN4TqR7U0ncxNbnhjRpdY1qC2hHzH5j7Vkjk2R2F/qMuy2j0ixjs4UjCjA3sfck96xbm3mu5A91cSSuP7x6V6VL4eGnwKjoScYz3NYV5omN0ipk/3abTIUkcbqdjK+lkeZwnzAVL4Q0j7bffKhbyl3tWld2jumyQYU8baNPml0CSWWBMK21SfTvUo01ex2N5p4vtLltW+8RlDjow6VieHEMV4xON0KHdjtnipoPFDFgXwy96bbzwRanezwSDyrgKwHcHuPzq0tUyG2k0yzqesNFvUnkEVSvr1NSsXh3YcDcp9DWZrkwa4BBzkZNc9o4k1bxVLp0mqT2iMshi8tNxZlQsF9AODyfT3rbmMrE5vxcLEu4l412Pn1BP9KswtvYCuf8Ms+pXN7NI5YsEY59TnNdUIltomf0qHuU9ySRxDEFH3mqF5vMURDoTzVMTGWU7uh/StC3s2kj3qCazZcS5EwVR9K09PmO456ZrLjQxrhhzmrkUvlJ05qI3uWj07wWxms7lFIwrDr711fevPfA09xFM0vH2WRvKf2fGVP8xXfq+5q647GU3rY4vx1e7IraLdgl2LfTtXgXxGvN2rGEH/AFMSp+Lcn+dezeMXW6vZZN2VWRSOe3Svnjxjf/btduplPyvKxGPQcD+VOWxslywNLwbcQxwXK7R53mKc452//rr6h1C/g0LTzNlS0keRXzBcaVpul6RZ6xo2qX0gkuvsjG4hES3OE3O8Qznapwp3D+Ie4Hf+OvFfm7oY3woHQHp7VjJ8opTU4Rj2uc14w8QvqV7INxxn1rJ0OCS4ulWNdzuwVR7msWSUyyknkk16h8I9IW88Qx3MqZitvn5HG7oP8ahK4r2R7f4X0eHRdBtraNAHKBpW7sx61JBILrVbmGZR8gDKPbpViykKebbSHLRH5Se69v8ACszTb+1udekCNtlMTAKe4BGa2Whg3cpeINKYWt1Jk+XtAU5x3rxeCPGpP5P3RIdvuMmvXvH3iJLbS3020/eXdydgA7AdTXIaN4XfCTumT/Kk1dmkW1G5Glo3kwggbYhhRVHVoAHU46jmu4OlFB8w4rn9dtfJmgyPlYEGtErGdzjWCo2Ow6V1Hhcsy3KFwAirIyn+IcnH6VyFtFDfeNZNLv8AULq1t3l2JJFLGix9yWL8Yxngck4Favgw3cV14vjma43WBVVW5ADrtZxhscZx6cVcNZWM6jai2jv4NYtdQEbwMGhjcf8AfXv9KvSqJ7gW5OI1wZiP4m7KfYDk15lossmk+NLizYkpcoXiQ9Ac8GvUdNiAiAPzs3XPVmNNqzNIO6uaNkFhuFmfJMjCKOPsOf6DmtmazEssMu7mLd177his61dDcxgYKwOUye7Hqf6VsQyCWEOOhrKSKbuY+qQx3Fu8WPmhORx95cDcPxBNc3ZWkdvbOqKZLrTZnVMdWUjO0/UZ/ECuwvSquSw4A3Y9fX9K44TPa69uk5S4tfNfH9+In+YX9aRJpDUoo7F7okhQnyhhg5PQV5R40vza21xcr/rQ2fxbitKLV5rvwxNdB8yafJukjY8NGen4iuC8ZaoLtIgHyrrubHeqbOikrRbPPbpy9w3ORU2nai+nvIVGVkXaw/lVNzlz9a6bxF4LvfDXh3R9RvBKs98ZPNhaMgW+AhQMf7zK2cdunXOIsQpuMrobH1r134LWkL6zNOy5dFwD+FFFYx3HLY9o1C0hlVZHTLqcA1zcdhBNrYgcHyznIB9KKK1ZhEoavpNkJseSPWuH8Rc28gwANpOAOKKKiW5rDc5O3diCvbOasKxXJBORRRTRdQhmkd5cMc/LXKtqlzo2vyaha7PPhZtu9cj5lKnj6MaKKsxLvgf5Yr/HYRgf+PVu308gjRM8FuaKKnqN7jIeHNdxocKPYoWXPWiioYyW4tojeQoV4YnP5VnTRLu6d6KKl7lo7nwxH/xSV6qsyFnkO5TyCqAgj6EVvW15O3hx7pmzN5A+Y+9FFdMNjN/Gec+L53XSLsg4JgY5+nSvnvUWJunJ5xjrRRSlub1fhNXXPF8viCK1il0jTLVrYJHFJapIpRFzhAC5UDkk4GSefWrWr3Es10+9ieaKKyqdDKJSi++K9++EsEcWk+Yo+Z5eT9Bx/OiiiG4T+E9BnlcauwB7rVG7iS18X2SwqFElpPux9AaKK1MonOaBaRatfX15er5kyzGNSeir7fzrtbCCPyFIUDd8xx60UU4m9TYdeQp5DHHINcV4kjVmgBH8JooqjmR5Hq2tNpOp6mPsFhexyShjHeQ7wGUcEEEEdTkZwe4NdD8NLufVofF17ev5s90I3lYjG4sJCeO39KKKqHxoKn8NmXrF3MfHlpNuwy7UUAYAAAr2nTHZIfNVsMqbh9cZoopvcdL4EaVtiNEVVHUNyO/Wt23QJAqrwAKKKiRoyrqX+rj/AN4CuQ1j/R/D73EYHmlnTcfTbux+dFFQSeGz3k8PhzUo45CFl8tX9xmuSuZHkt4gzE7cqM+lFFI6KfwswDwfxrVv/E+r6ppFtpd7fTT21tK8qCSRmJZgo5JPONvHpk+tFFBiz//Z", 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", 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", "info": {"video_id": "45784", "label": "pretending to put a towel on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "45784", "label": "pretending to put a towel on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c850778f95d534ffdca18dcb6af87dc7c30fefe32f53da664f66fe74929b038a"} +{"episode": 99281, "episode_seed": 888014524, "split": "train", "timestamp": "2025-10-13T03:55:08.839533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 888014524, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 handphones'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52305", "label": "taking handphones", "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": "52305", "label": "taking handphones", "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": "12636aedc5f02f7f53f64048455462ff59156b3d1f73867334a9647d59a6753b"} +{"episode": 99282, "episode_seed": 871885367, "split": "train", "timestamp": "2025-10-13T03:55:11.106025", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 871885367, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'scooping sugar up with a 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": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "26229", "label": "scooping sugar up with a spoon", "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": "26229", "label": "scooping sugar up with a spoon", "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": "ccffb470fca2ce1d1ec260e4aa018fb802ad4b38e4da7544d7fd75c14ae76b33"} +{"episode": 99283, "episode_seed": 2286488742, "split": "train", "timestamp": "2025-10-13T03:55:12.811969", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2286488742, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cello tape down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "105501", "label": "moving cello tape down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "105501", "label": "moving cello tape down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d7f4709834278ddb21ce88fa4c0a95cf95d1e1545c51fb39b24791526a253912"} +{"episode": 99284, "episode_seed": 310839362, "split": "train", "timestamp": "2025-10-13T03:55:14.876069", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 310839362, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking cotton swabs'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13429", "label": "taking cotton swabs", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "13429", "label": "taking cotton swabs", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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VcTlx/qpDFuzndgDn9ayne6sRO1tTQuRA8scluflGUPuRzTFUrcLKp5B4qPYUWQgZwpYD6f5NS2itdxnZx6t6VSOZ7mhayPKpZjkZwKsGkijEcYVRwKcwwKpCIm5rifFqm1uDO4LQzDg/3W6Ef1rtJ5Egx5rhd3TmqF7bWur2cto5EisOo6qexpm1Jyg+ZLQ8rvYQk4kgcLLC25WAzWJeO7X85MUY8/keinvitabzLfVLm2mGHico2e+OKqXkA6joeh9DTeh16S1ONvLZ4JTu5BPUV6T8Io0eDVmuJSkMZjKjtkhs/wBK46/VZLR94/eCu98AQpBbfZIo9yld8sh/v+354/ClNtwdjKcLO/Q9Fkks5rTZCD5hAcH0x2qF4xJHjPGKaYwNpHrmnQbnuWg2HIJA9MeuazT7nLIvW0kjSKhbIA5q9UNrb+QnJyx6mp8VaJGMajanysscZkYgKOtVxcwyMFWRST0Ap2Hyt6pDJFyDXl3xA02S01GO/iBCyjBYDowH+FequMHB69cVnanp1tqdlJaXUe+Jx+IPYj0NNMk8OjuhI00MwCwyxCNR2QqPlP5/zNZ7sSOevvXTeIfCN7osjSBTPaZ4mUdP94dv5VzhjJq0l0Hc+j5bJPsbiMZfrk9TzmqaAFR3LGtkDAAxWY9nJ9ubYCIzyD2FYNdi7ktrEGlaQD5RwKuAYHrQiCNAo6AUveqRLADnk4rG1u6MEZRSMlum0k4P0IrYLhRkjPtXIeIWuioIU+TtOVDbT+J7VaOjDQTmrkDX0KTCNrj94cELjBA/OuhknRbVJmd2jCgIcEDPTJ964i3yFVRA8m7+F1Un+fP1FdHcXivai2trdY4T98dMkc4z6+1OR14uK5UTanEbi0LxnJxkYrzjU7lgzJIMOK9TTBjAxxjpXnvjixW3dZ4xgfxY9KlHHTqNaGx8NCbiTVmkO7KxLz6fNXUbPIZo3+8px9RXKfCo7hquP+mX/s1dze2bXEkbpgEcNn0qZImo/eIYIvNkUY+VeSfetADGfemwxCJAo59T608jNCRkw71S1SXZbSMJGUgc4bGKuZ7etYHiC5NtCFfbKrDdgjB/PtVJGtGN5JHK6jeEWEsWwNLghm3k7Qeuc9+elcnZ2Yvbe5bz0jETbVJ6scZ/DsPxroLjyJLeXbGIRIfvYOc/TvWBLYW9r8sM8uQ24/PkZ9RTlqehXV7WMJJxIPQ8ZU9qsIMCoJkWG8+ZR8xJ3KOuT0NWcYzSZzpNbjHAyPqK9zubRbeRAgwsi5J9W7mvCmYbxz3FfRFxEJ7UgfeAyv1qGjKq9jNCLuJJxgc1ds4ikI46nPPpVSyieYBmHyZ5J71q9BREwYmKHAETEjPrzjilqK5uPKiKhWZuOAOtUEVdnMX86f2nJGu1TjIV5cgn2GM03TJg922yceZgqoH3QfbA5P1rJ1Ceae8fDiIFjuUg5A7dOlT6U1vbmVo08qfB2yJCGU57Z7GtOh67io0fkY/i/Sd1/JqNqkgZUH2mN+Wz/f8A5ZrBXbNDhsV6EhdnlMsSbimxuck445HauB1aybS9QMSZ8l/mjPt6fhUI4ac+hniyjWTPyll5UN0PtXdeBFM1tqpVceU0RAI5A+bP+fauBlnywGeR3r0b4XtvXVGPORFnP/Aqb2sFTY6hUBAB5yatWkQMjSL93oDUP2WUXjooOwdD2ArSRAiBVHAFZJHMxQOOetPReenPbNNpS+xSwBPXgVdhIwtbljjkhyiqS2Cxcj8MY5rNini+3IkkyjByVQ4GO2e9Lr89w0gOTCNuFfGf/rfrVXTfJiuoy6GQno6Iu5T6/N1rRbHrUopUjop3EdxEkiuZHJ+fsR7egqQrkVTXzZLmMyAMMllZxh+fb8Kv44rM8qS1KzxhgQRkHgiudvvB2j3chk+y+U56mE7Qfw6V1DCo2WmhGuBkUY5p1J0oGNbpUbECnO1V3bJpBYd5hAJHDfwk9j61xesx3Ml47p5pz1KnbmuuLcVUuolWF3+UP1+Y9Ae9UjejPkdzi47aYOFUEM55YL90fh3rbhjaQRpNCF8tjyOj9s4pjXSo5W3hMpHG8Dip7c3MmWl8xAOiqowaT1N60nOOpoq3HbGKx/EFjHf2pRgM4rRUlVOSSTyc1xhuLzUvGV3pj6xc2sOZPKWNQ2WVNwX2HB5P9aSVzi2Nj4aWTWU+rxsCB+6xn/gVd+RXnXwrvLm8OqvczvK2ISNx6Z3V6NTBu+o2o2YAU9mxVaR6BWFL85rC1y2jdBIsXmSnPB9fU1rFqgn2eWpkbALY6ZNCLg+V3Rwz6RNIS07k57YrE1jTjZuJ41ymfnx/Ou1upJJWK267RnlmFZNxp7O26Z/Mxzg9KDpc21ds4uWFHbdn3HpmqcvAxWpqcP2S6ZANqMdyj09qwdYleOzLxsVbI5FMnm6hu/eDPqK+lgPlH0FfN+r6dY2ug22qabqt9OGu/submFY1uCE3O8Q67VOFO71HfIH0kv3F+gpWsYzlzbDAufpQRT6idgKDMazYqlqckosnECg5XkscYPtUzPzUTkyKUxnIxihFR0Z59dC4mlaOQvOV4Hy5C/Q9at6bHcW8qzCN8r2JOfwP+NdDcQw2yb3woIyB61nG+c8QWzfVh/Sndnd7WU42SLMO5nkZyCzndmuf8UWPnaa8gX54TvH071vKZWQb3fLfe+TAHtTLpFljKsMgjBHrUnG9GeQs2ZOtem/Cc7l1Yenlf+zV5/aaTZy+OX0jUb65trSSXZFPHLFGsfclzJxgDPHUnA713PwljmtdX8UWUv2hTbTxxhLgASLgyD5gOM9M449KpjlNNWPTiOfpRinGmk4pGQ0mmOzBDsID54J6D8Ka7VEz0IDjtRiumumw0jsxyyIcKPrnrTbLT51cfu1QA5wMYz9OldLdLFEGeQquCMjPPNZ/2q4dj9ngwvZm7/hRdnbGtJxsi9AZXdZJcgldu3qBj3q2DWdAs+3dMz7+mAwAAq0rYAA6Ckck1aRMxFM6msLxfe3Fj4eee1meGUSoN6HnBPNc1rDeJdF0jTry51O9Wa73+ZEVwIQNpUE4+8Q2cdvzppEnrFMfpRRSGV5CagJoooAYahuIY5Rl0DE8c0UUxorBFThQAKQ0UVIxjdK8y1a/m0vxheXtvt82KZtu4ZHK7Tx9CaKKpEs6j4Sjb/awHQCEf+hV6U3SiihgVpCarsSTRRSAY1RMTiiihDKcqLg8Vm3CgjpRRTGcl4mhQ2nmY+ZGGD9a4bVmJsGJ5+YUUU0UvhY3W/FD6/Fawy6TptqbdUjiktUkUpGvRAC5ULzk4HJ5r6gX7i/QUUUSMxjmq8hNFFSBXY1HuIbIPNFFAIoXFrF5ikqTgcZOabtC8AUUUFjG6GoJPumiigk821bVRp+uanFJp9hfQyzBzHeQ7wGUcEcgjqcjOD3BrqPg5e3Gpal4mvruQy3NxJDJI5AGWO/sOn0ooq+hJ6q1QyHrRRUgVnJph60UUhkMsaSHLIpOeuKi2hegoooK6BnpS0UUiGc744J/4Rl/+u0f8zXA3OtahfWENhc3UssEDtIu+RmJLY65POMcemT60UVaEz//2Q==", 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", 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", "info": {"video_id": "13429", "label": "taking cotton swabs", "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": "fb9453459159e16e35e5912173ede921607a9b93c329aa8d6002097a055dd672"} +{"episode": 99285, "episode_seed": 686853494, "split": "train", "timestamp": "2025-10-13T03:55:16.357714", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 686853494, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'approaching nail polish with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "74982", "label": "approaching nail polish with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "74982", "label": "approaching nail polish with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "74982", "label": "approaching nail polish with your 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": "26ad607ca5d0ff9d0b23ab183fa6b5bda257f6203699be3015fcb589c2e98d40"} +{"episode": 99286, "episode_seed": 1086131174, "split": "train", "timestamp": "2025-10-13T03:55:17.253238", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1086131174, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging a torch into power point but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "119486", "label": "plugging a torch into power point but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "119486", "label": "plugging a torch into power point but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "119486", "label": "plugging a torch into power point but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "119486", "label": "plugging a torch into power point but pulling it right out as you remove your hand", "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": "0925d180b6c85c787a6d32bd14f8c87e8735b4d0be15aa4418a7d5b56e266d7a"} +{"episode": 99287, "episode_seed": 3710471334, "split": "train", "timestamp": "2025-10-13T03:55:17.759224", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3710471334, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'folding paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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"info": {"video_id": "211756", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "211756", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "211756", "label": "folding paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "e2958dc2f6acf17fae04c84d837120609a01ccacc80a4871a0bc5c273c706b6f"} +{"episode": 99288, "episode_seed": 1540585824, "split": "train", "timestamp": "2025-10-13T03:55:19.147228", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1540585824, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'letting toilet roll roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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jPqD/AJFea674MvtKmiuIJX8yFt9vdwjaQR2b0P6GpirbHVzRqqz0Z3l9G6wSNCitKFJRWOATjgE9hmvAbHxxrWoeOVQ2cWyecRSC3BICpkA7u4BPPrxXoOkfEacj7PrVp5jBtpmtxhvxTv8Ah+VdFY2mhmzS40qC0WA5ZWgQLgnr06H1FafFsyXH2UWpx1ezOcvNBu72/W7BtlVhHnfv3rggtgDg52jrTXtdVn8SSAjydNiRcEMP3rHn07dO1SL4thl1O9ggAuIY4hJAycbyBgrk993861NH1GPWNMt7xY2iMsYcxt1QntTtfQwd0WdOst0zgKSdvYVd0DRoLfVdfu4btHnvI4RLDwdgQMBnnPPNeL/GmTV9PutPmttQu4tPuI2jaGOQqm9Tk5x1yCOvpW3+zVlx4oycki2yf+/tLmtoZ8t9T0vxr8lvp6+iN/Jar+HcBFNSfECTyxZqegR+fyrO0K8RUTc4A9zUdUUloWvE/wAPtI1lTe2sbWeoMQDJbx5Vye7oP1I5+teaWes6l4Z1KfTY3nsrpGxJlcxk9iynsfXrzXvdnIrxgqcj25rA8TeB9I1nS5Fhskt7uNGMMluoRt3XB7EE+v6U5LsdFGqk+WeqMjwn4nTxPp7ieOOK/gOJkjOVYZwGX2/lXJ/FbXr7RNPitre2geG8yjOxy4wckBfpjmul8HeGJ9F1jUy9q0MflRKqgHaGYBmVT3APFbepaTZXk0Ut1ZxSyQEtE8iZKE9cZ6VVm4+Y5OnTq6K6PMPCl/qXifwvM1xEI55CwVnBCnBBBA7CtF9M1DStFvjbQRSXLAeTFC7YUABerck962fEGpW3h7TG8gRpNtzBAF+/gjIAHtVOHxLBcalaWogfZcwNKswPyggj5SPoc5otbRmWr1E06xuo7KNb2XzLjHzsMYz7cCtDX9Dg1Lw1PZ3U4tYJo13TMBhQCD3x6U/ULWe50y6itJmhuJImWKVequRwR+OK+XdQv9RvLhv7RurmeVSQfPkLEHuOTSVoszd2fdGousVnJK7MqorHAHX5SMV8s+KtYkkupLOOQqGkw2DgkDt+dfR2oabbyrcWs9zdPCYtzKZ2G488EjBx7VwNnplrbR3VutnZCO6TZLm3UsRz0J5HWlolqaUaijUUmr2PDlmkiYFXZWHcMa17PxZrlmmy21i/iX0W4f8Axr1CD4a+FnA8yO4J/wCvhqfefD3wmuzZaSpg4OydufzrO0uh7yzPDvRxv8keXXHi3xBMjGTXdSb/ALen/wAazJ9a1GYHzNQu3/3p2P8AWvYX+HXhQqP9HuMEdPtD1Wk+HvhZQdtrOf8Atu9ZSjPuW8xw7+GFvkjx0axf2Ey3dtdzRypzuVznHQ/pXWeHtShdYoYWvZDFKGLyxrsyxAJ3ZJ5wMDpWpD4W0mO+TdZM4WTPzOSODxkZ5rQ1XwtC2bzRoYbW7CgCNU2xsAwbt0PH0qqNWycWedjZRqTUoj/Deq3Y8MzyW6+bdQRyNEmPvHJwK8y8S+M9S8RWgsL29gubdHEiOLYRsGxj+pFdJpetXmga/NY3NpJbDBKBxgMOMkf/AFq5vx3/AGedc8y3iIknjWRsEKinpwAO+Ofc10U6nNG9vvPOqQtLc9T/AGalC/8ACS4IP/Ht/wC1K6X4t6glnDbKJGLDcCT2y2cVyHwBtoJLTxLLHJPFtW3YBZcc/vOCB15H613nizQLK6uYJnT7TK6bne4JkOc8AA8AewFK63sKS5Xys+c76aXU3lmklJLvkc8Adh+VTaff3WmKBaXc8BHOYpGXn8DXtes+GtL1t0vNTtlDxIIwLVRCCM8ZC9aNP+HXhGa2802U7EnBEk7cVk9X7rPZo46hFJuLvax5efGniRo9v9v6lj/r5f8Axq94dh8T+MtYk0+11q73JEZXea5kKhQQOx7kiu/i+GvhYlw0FycHg/aGrR0jwvpvhm7lvNFWSK6kj8omSRnUrkHp+AqUnf3nobVMwouDVKFpeiOG1P4V+KrSyuLy51O1aCCNpZGaeThVGSeR6CuE0zXZo7mFL68vHjs3326RgPtJ56McEZHQ19Aaxe6pfaDqFhMsJjuLaSJmUsCAykZ6Vwei+EdO/sZra6sIHlYYacjc+cYyD2+nSq54Qmmjz51qlaFqljJttQeC+00oJEQSyDbKAGwUHBHrzVjxp4y1jw9cW62VxHBC8IeMvAJPNbPIyemBj86zfEOiatoUDT28DXdrCymJ4wS6DAB3D6KOelJd61aa54RljvVJRIPMUqBuGOwJBweMVpTqJyaSOSpDS55rd3T6hqUt5KUEs8pkfYu0bicnA7c190XbrHYNIzMAqE8d/lNfC0P2eSf/AFbAEgqN/T1BPv619sXWlwXFtLbzTXLwtGGKmdhuOOhIIJHtTbT6GbVkn3PnPxbrDzXUllHJtVpPnwcEgdvz/lXMeY0RG1mVh0INe/2miQW8dzAtpZiO5TZL/o65I579R1qlD8LPC7geZBcE46/aGpS12PUwGOpUKfLJHkdp4p1qzTZa6vfwr6JcOP61I/i7X/MEz6zfSlGDBZLhmU47EE4Ir1y9+G3hT93ssJEwcHZM4z9eaif4Z+E9v/Hrccjp9oespRl3PQjmmFa1h+CPPddtbrUtOsfEdshtPtx8oqrcBt2M/QkGovFNvqvhCWxju79V1MxGSOa2BT5M7SHz1zzz7V6Ff6Nb2GjHSrMYsEB2xykuQxycgnnrXOa7pd1q2r6Pc6r5U5t1CcAgugIOGB68/wBablGK13PNdZydo/Dr9xh+GtSgdYoLc3shilDF5VXZuYgE7slucDA6V1PhrVbz/hFp5LdfNu4Y5WiXHU5OBUOq+GoXJvNHghtbwKAI1TZGwDBug6HI+lc1pWuXmgeIZrC5tZLZcFkDDCuOMkVftk5KyON09DmPE/jbUPEdoNOvr+K6to5BIj/ZliYNgj8OpFen/s1oqf8ACS7WDA/Zv/aleX/ED+zjr/mQRESTxLI5BCopzjAAHfHJPc16R8ALeB7bxHLG88QC27ALL/104IHXkfrWs5J6WMFHRyvsdh8WdQSzhtlDsWG7JPbJz1rwW4u5b24lupHLF2JHzdB2H5V9E+KtD0+4uYppY/tMki7na4Yyd+AAeAPYCsfU/C+keI7mK41C2VZI08sfZgIQV9wvWspNbHZgcRCjNykrniNtql7ZNutry4hI5BjlZf5GtY+NPEjR7Tr+pY9PtL/416tF8NPCUakm0lkz/fuHOKqxfDfwsS6tb3PB4P2hqzal3PXWZYZvWF/kjzjRpvEninXYtLt9YvGmmyd0tzIVUAEknn2rpLn4S+KyGZtUtpABkl5pP6iuv03wdo2gaguo6Uk0V4isqM8rMORg5HetuTVNXMEkUn2eRXRlbAZTgjHvRBRS9/c5MRjpOd6KSXmj5407XJYbyKO8vruWKyk3WyxDeBk5zhiARkdDXX2+ovBf6YYxIkfmyDbKAGwUHBA6HmtHQvCGnR6K9rdWcEsjZBnZMv0xwe3HasLxBo2q6HA09vbtd2sDKYWjB3oMAHcPoo56U1WXKkcU480m+5qeNfGeseHrm3WyuY7eF4Q8ZeASea2eRk9MDH5149f3Dajfz3krRiWeRpH2LtG4nJwO3NenXetWmu+EJY71SUSDzFKgbxgZwCQcHjFeYRi2kkb92wzyo39MdQTjv61vzpxTscyg3K1z7SudVgmmvBFICBER+hrkUnjaXgioNNaV572Ug48lv1qO3jbzO9RNmMDo7VhgYNJdn54xgEFuarQuUA4p8lw2Bx+tRzaGqWpYfAUDPSqc3IIyKVp3PYfnULSv6VnKZtFGI2m7brdkEZz0qWeNgcAngVfZmY9Kryo7cjHSsLpGzbZm6hp8F5hLmFZYyMFWGfy9Pwrz7xV8Op76YXWlT7mVNv2eY4OBno3+P516bIZMc4rj7ee91Dxjc6Y+r3FpH+88oRpuyyoWC+w4PJ9PetKc3fQwmX/gBY3emL4rt723lgmAthtkXB/5afnXqutDzJosnpH/AFrhfhDqd3fQay15cPMf3G3cen3zXdarOouF46IK6b+7c5n8RkXUSNB5YI55q7o9sIbWQZ4LZGaijYzPu28VeSfy02hazujVXsRxIMMxABzTH4OQRStctk4A/OoHmY9hUOZqkR3Uu62ljbBDKV6e1YsNoYoCOnHYVrySMeoFV5NzAgY5FYzndmqVkZxiJVwckEVzGseEbDVLaYBTa3EiFDLEOufVehrrijqTjFc54svLuy0V5raVopBIgDKeeTSjLXQmS0PG9a8DazoMnmvD9ptQf9fACQB/tDqK+zHlAilGekf9K+e9Tup4dFhv7HXdRmVrn7Nm4jVFnwuWeMDnapO07vUe4HuNxeDybo9fkIz+Fd1O73OOo7WKCyRF+SK0YpECjkVyyXpL8CrqXzKKXMrjSZp3sqh4wMEFuahmlRE+8MCsy41I44GT6ZqnJfSOO1RKojaMSrq8/nybVxjrVS4je/mhdwAUGOKvAEncwGTT9+OAoFc0pX3OlbaFC4jcHCk9OlVNQsIbtgs8KyoRgqwz/wDqrTmVmOeOlQyNJjtRzEM8y8V/DufUJxdaVPl1QL9nmOMgZ6N+Pf8AOur+AVjeaUniu3vbaW3mAtvldcf89OnqKpWt7Jd+NZtMvNVu7S3eXZG8UsaLH3JYuMYxnjqTgV2Hw2uLz7b4ktL2W5c288cSrc43qAZODjjPAzjiuqnJvc5amidjrtb/AHk0OT0j/rVe1iUYwRVnVZR9oXjooqCKUjkKacrXIiaG1RH1FUYsYdiADk1IbogYxVKa6bcQo/Woc0bRTJXkBbhhmoJZ2VGzgjHpUCSv5vIHT1pzyMeoFZupY2UTLhtPJhYDj3AqMxEo4OSCK0XDMpAxzVYo6k4xWKkkUzktX8JWOp2syhTbTyIUMsS9c+q9DXkeu+BtZ0HdK0P2m1H/AC3gBIA/2h1Fez+K7y6stFea3maKQSINyHnBPNYOtw+I9F0TTby71C7Et55nmQlcCEAKVDHH3iGzj/69b0pSt5GE0rnp9pEi2MxA5I5qnGihuKKK2mc0C0BwKRx8g+tFFYs2iRsuD1NG3Pc0UVmzVETfh+VRMOKKKzZoVpQOeK8z1LUJtK8XXV7bbPOilbbuXI5XaePoxoorSluYyO3+Dnyx6wo6Awj9HrvNSJNxz2Aoorq+yc/2iGEnBqbJOM0UVgzVERGc896Zj3oorJmqI3GBUR5//VRRWbNCu461yvjXA8PvwP8AWp/OiinD4kTLY47VfELayltFJpthbmEJHG9ujqVQdFALEAc54HJ5r3GeRjZznPY/1oor0afU46m6OeV2D8GpnkYAc0UVgzREOSWHNSbcc5NFFZM2RKBnuaYSc/8A1qKKzZohrjIqtL0NFFSiWec6lrDaZr2pIbCxvIpZgxS7h3gMo4IIII6nIzg9wa7n4U3txqN1r95dSeZPPJFJI2MZY76KK7afQ5qmzO41Enz/AMBVdWPTNFFKe4o7AxPrURGTyaKKxkbREVBkmhxgZ/nRRWbNSE8//qqBx1ooqBnK+NePD744/ex/zrhbvXNRvtPg0+6u5poIJGkXzJGYktjrk84xx6ZPrRRXTS+Exnuf/9k=", "info": {"video_id": "159421", "label": "letting toilet roll roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "159421", "label": "letting toilet roll roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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5C+0ovfaVOeemBzSs1sdlGcKi5Kh2N2CbVpbcJIxQtHk4DHGRz6HivB7Txvq9/wCNghs4wk8wikWDJAVcgHd3HPPrxX0ELMwWUMJUny41Tp6DFYS6Lpmnj/RbG3twpLDy4wuM9fz4rRxb2MIzjGLTWpyt5od1e3y3Q+zqrCPJctuXBBOAODnaOtMkttVn8SSDBh06JFwQw/esefTt07VMPFcMup3lvCBPCkQeBk43kDlcnvn+daWj6hHrGmW94iNEZUDGNuqk9qTV9CXdFnTrLdM4Cknb0ArV8K6PBb6x4guorpXmu0gEkOAfLChgM/Xn8q8W+MEur6fc2EttqF1FYXEbRtFHIVTep5zjrkEdfSui/ZpJf/hJySST9myT/wBtaV0tDNxueo+MPlhsh6K39Kh0OKKa3MUyLJG67XRhkMD1BFL46l2C1B6BWOfyqnoV7GiJvdVB9Til1Q7HB+NvhnLoskl/pcTT6Wx3FBy9v7H1X37d/WqvgnxFeeDrghke40icgzRA5MZ/vr7+o7179byJLCNpDA+nIrkNb8A200r3WlIkLtkvbEYR/wDd/un9PpU8tmdMKqlHlmbqy299ax3VtIksEqh0dDkMDXl/xa1+/wBD0+C2tra3eC9yjO5y/ByQF+mOagi1LV/A84hgG+xlkJa1uBgI3fB6qf0rp7LXtB8Tz24u7OOK/hJMKXKq2D32N6+3WrvdW2Y40vZy52rxOS8JX+qeKPCkrXUQhnkLBXdSFPIKkD0+laT6VqOlaJfG1hhlumx5MULNhQFC9W5J71s+ItTtvD2mN5AjSfbmCAL9/BGQAPbNU4fEsNxqdpa+Q3l3MDSicH5QQR8uPoc5qrW0Zg7vUXTrC6iso1vZfNuMfO2eM+3ArQ17QrfU/Dc9ndzi1gmjXdM2AAAQe+B2p2o2s91pd1DaTtBcyQssMqHlHI+Uj8cV8oajfajeXL/2jdXM8yMVbz5GcgjqOTRdRZm02fdGousVnJK7MqorHAHX5SMV8s+KtYkkupLOOQqGkw2DgkDt+dfR2oabbyrcWs9zdPCYtzKZ2G488EjBx7VwNnplrbR3VutnZCO6TZLm3UsRz0J5HWo0S1NaNRRqKTV7HhyzSRMCrsrDuGNa9n4s1yzTZbaxfxL6LcP/AI16hB8NfCzgeZHcE/8AXw1PvPh74TXZstJUwcHZO3P51naXQ95Znh3o43+SPLrjxb4gmRjJrupN/wBvT/41mT61qMwPmahdv/vTsf617C/w68KFR/o9xgjp9oeq0nw98LKDttZz/wBt3rKUZ9y3mOHfwwt8keOjWL+wmW7truaOVOdyuc46H9K6zw9qULrFDC17IYpQxeWNdmWIBO7JPOBgdK1IfC2kx3ybrJnCyZ+ZyRweMjPNaGq+FoWzeaNDDa3YUARqm2NgGDduh4+lVRq2TizzsbKNSalEf4b1W7HhmeS3XzbqCORokx945OBXmXiXxnqXiK0Fhe3sFzbo4kRxbCNg2Mf1IrpNL1q80DX5rG5tJLYYJQOMBhxkj/61c347/s8655lvERJPGsjYIVFPTgAd8c+5rop1OaN7feedUhaW56n+zUoX/hJcEH/j2/8AaldL8W9QSzhtlEjFhuBJ7ZbOK5D4A20Elp4lljkni2rbsAsuOf3nBA68j9a7zxZoFldXMEzp9pldNzvcEyHOeAAeAPYCldb2FJcr5WfOd9NLqbyzSSkl3yOeAOw/KptPv7rTFAtLueAjnMUjLz+Br2vWfDWl626Xmp2yh4kEYFqohBGeMhetGn/DrwjNbeabKdiTgiSduKyer91ns0cdQik3F3tY8vPjTxI0e3+39Sx/18v/AI1e8Ow+J/GWsSafa61d7kiMrvNcyFQoIHY9yRXfxfDXwsS4aC5ODwftDVo6R4X03wzdy3mirJFdSR+UTJIzqVyD0/AVKTv7z0NqmYUXBqlC0vRHDan8K/FVpZXF5c6natBBG0sjNPJwqjJPI9BXCaZrs0dzCl9eXjx2b77dIwH2k89GOCMjoa+gNYvdUvtB1CwmWEx3FtJEzKWBAZSM9K4PRfCOnf2M1tdWEDysMNORufOMZB7fTpVc8ITTR5861StC1Sxk22oPBfaaUEiIJZBtlADYKDgj15qx408Zax4euLdbK4jgheEPGXgEnmtnkZPTAx+dZviHRNW0KBp7eBru1hZTE8YJdBgA7h9FHPSku9atNc8Iyx3qkokHmKVA3DHYEg4PGK0p1E5NJHJUhpc81u7p9Q1KW8lKCWeUyPsXaNxOTgdua+5711i09pXZlCITgZOflIxXwvD9nkn/ANWwBIKjf09QT7+tfad5pttPBNbT3F08LRBmUzsNxweCRg49qb16GbVkm3ufOPirV5JbqSzjkKhpPmwcHA7fnXOCWSJsq7Kw7hjXvFrpdlbx3UC2Vpsuk2S5t1JI56E8jrVKH4ZeFpAN8VyT6/aGqJNPY9TA42nQp8skeVWnivXLJdltrN/Evotw+P50648W+IJlYvrupN/29P8A416tefDjwoNmyzlTBwdk7c/nTG+GvhQr/wAe9zz2+0NWclLudyzHDNfBr6I5LR/AvivxNocGqJq5EU+TGs88hJAJGe/cGsHxToPiDwDNaXVxqKCeXcY/IlYsVGAxOR05xXtOnrc6HYw2GlOq2cC7USYMxHJPX8a5fxlp83iDWdHuNQiidbYOpQE4cEgjOfcfjTfJGN+pwTxdWcnHTlfl0OF8PalCyxQwNeyGOUMXljXZuYgE7s55wMDpXT+G9Vux4Ynkt1Et1DHK0SY6nJwKXVvCUZzd6NDBa3YUARqm2NgGDduh4+lctpms3vh/X57C6tJLYYLIHGAw4yR/9ar9snJWRxOnoc14l8aal4htBp97eQXNujiRHFsI2DYx9R1Ir1P9mlQv/CS4IP8Ax7f+1K8s8df2edc8yCIiSeNZGwQqKemAAO+OT6mvTv2e7aGWDxJJE00eBbsAJcf89OCB15H61rJpu1jBR91u+x2vxU1BLG3twHYkbgSfc5rwO4u5b65lu5HLF2JHPQdh+VfRvijw/Z3NzFM0a3Ejrl2uCZT7AA8AfQVk6l4Q0zxHcRT6nbqHjTyx9nHkjHuF61Dtax2YHEwoVHKSueFWup3Vk+63up4iOQY5WX+RrWbxl4iePb/b2pY9PtT/AONevQ/DDwlCpJsXkzx887nFU4vhp4VJdWtLjg9ftD1DjK257Ec1wzfvQv8AJHAeHdWvvEFzL4evHkvDdhmjmlkLPEwXPU9RgdKXQvDmtXEmpul5Cltp4K3CXAL8AEkjHTgHmvQYfA+g6NdpqGnQzx3kWfLczOQCRjkd+tUJYr+O9vjbNBi5gMd0rIcSDkc4PXk0o2XxnFiMTGcm6KseV2Wvqt3A013ftbWz+ZaQrhzGTz0Y4Iz65rsbbUWg1DS/LEiR+bKNsoAbGwcNjvz2qbw54Z06PRZrW6sopWdm/fMm51GMcHqOKyNe0vU9Et2mtbdru2gZDC0YO9BgKdw+ijkU1WXIkcdSN5N9zY8c+NNY8OXNstndJbQyQB4y1uJPNbPI3H7uBj868Z1CcanqFxeyyRiaeRpH2KFG4nJwB05r1O81uz1/wXNHfKWRLfzVKgbxgZwCQcHjH0ryeMWssjfuiM8qPM4GOoP19fet+dOKdjlVNuVrn2jc6rBNNeCKQECIj9DXIpPG0vBFQaa0rz3spBx5LfrUdvG3md6zmzKB0dqwwMGkuz88YwCC3NVoXKAcU+S4bA4/Wo5tDVLUsPgKBnpVObkEZFK07nsPzqFpX9KzlM2ijEbTdt1uyCM56VLPGwOATwKvszMelV5UduRjpWF0jZtszdQ0+C8wlzCssZGCrDP5en4V594q+HU99MLrSp9zKm37PMcHAz0b/H869NkMmOcVx9vPe6h4xudMfV7i0j/eeUI03ZZULBfYcHk+nvWlObvoYTL/AMALG70xfFdve28sEwFsNsi4P/LT869V1oeZNFk9I/61wvwh1O7voNZa8uHmP7jbuPT75rutVnUXC8dEFdN/ducz+IyLqJGg8sEc81d0e2ENrIM8FsjNRRsZn3beKvJP5abQtZ3Rqr2I4kGGYgA5pj8HIIpWuWycAfnUDzMewqHM1SI7qXdbSxtghlK9PasWG0MUBHTjsK15JGPUCq8m5gQMcisZzuzVKyM4xEq4OSCK5jWPCNhqltMAptbiRChliHXPqvQ11xR1Jxiuc8WXl3ZaK81tK0UgkQBlPPJpRlroTJaHjeteBtZ0GTzXh+02oP8Ar4ASAP8AaHUV9g3EhzOAcfucf+O14Nqd1PBosF/Y67qMytc/Zs3Eaos+Fyzxgc7VPynd6j3A91nlHl3DdflI/Su2m29zjqdDnI4lMnJFatsigDkVnpJ83CmraTso6frU3RSuLeAB0GAQTzTJGVBjcMYps92dmcVny3Ej5OB+dRKaNoployEDKsMVl6in2qeEkDMee3rVxJH8scDNRsxY9BmspzurGsVbUzpomBwCelUNR063vfkuYFljIwQwz+Xp+Fa8qMxzx0qvL5gHas+YGeV+LPhvPeTC60mfcypt+zzHBwPRv8fzrrv2erG70t/FMF9bSW8y/ZsrIuP+en51St76W78azaZeard2lu8uyN4pY0WPoSWLjGMZ46k4FdZ8Ory8jvfEdrezXLmCeOJVucb1AMnBxxngZxxXZScna5y1LJM77WJk86ME/wAH9arW7xZGCKo63e4ukHogqrDeNjPNXJpMzjd6nSNImzqOKzopVIdjgHJFUm1EheapPqTliFHHrmolNG0YsuajdKsbAEE4rm4ZpEebABEo5q88rzHBGRQCF/hFYTnd3OmKsrGfa2Zgt3xwSPSgRMySBiSCKvuxZSBjmqxDqTjFZqSWgS1OZ1TwxZ6lZzRlTbzSxmMyxDqD6joa8m1zwLrOh5mMP2q1H/LaAE4H+0Oo/l717B4qvLqz0ZpreVopPMQbl64J5rF1uDxHomiabeXeoXay3nmeZCVwIQApUMcfeIbOP/r1vTk7GE1qeo2kSLYzEDkjmqcaKG4oorWZzQLQHApHHyD60UVizaJGy4PU0bc9zRRWbNURN+H5VEw4oorNmhWlA54rzPUtQm0rxddXtts86KVtu5cjldp4+jGiitKW5jI7f4OfLHrCjoDCP0eu81Ik3HPYCiiur7Jz/aIYScGpsk4zRRWDNUREZzz3pmPeiismaojcYFRHn/8AVRRWbNCu461yvjXA8PvwP9an86KKcPiRMtjjtV8QtrKW0Umm2FuYQkcb26OpVB0UAsQBzngcnmvoSYn7NIc9Voorvj1OSe6McHDHFSbjgc0UViy4kT81GUGM80UVlI2iP29smom69vyoorNlohccVVlAweKKKkGeZ6pq50zxBqaGxsbyKWcMUu4d4DKOCCCCOpyM4PcGut+G99c39zrd5cyF57iWOSRsYySH/Kiiu+lujlq7M6nWHY3fXooqrE7Y60UUVPiYobDGkY9TQg3DkmiisJG8SRB2yac3A65+tFFQzRDM5/8A1VE4wTRRWYM5jxif+JC//XVP51xV1rupX+nwafdXc00EDtIvmSMxJbGc5POMcemT60UV0U9jGR//2Q==", "info": {"video_id": "159421", "label": "letting toilet roll roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ca057752c69a4af689fb459bac732f032e8cff1d393f4b7d2e29cb3d99f48acd"} +{"episode": 99289, "episode_seed": 1871863104, "split": "train", "timestamp": "2025-10-13T03:55:20.163964", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1871863104, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 baseball 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": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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", "info": {"video_id": "54770", "label": "spinning baseball so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "54770", "label": "spinning baseball so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "9e8ae75b986e00ecd90599f944f15c5d5aaabe077dfa46533d460a9bd4b40061"} +{"episode": 99290, "episode_seed": 2447019235, "split": "train", "timestamp": "2025-10-13T03:55:22.736578", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2447019235, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tilting box with marker on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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delQSb1Jq3toRXmj29zC8lgoiuFHyqvCn8K4eLzfPDyDM68FdoB3ZOfp1Fdzb3cnlFlXl1yP/AK1YevW4a6W/t4xvaP5gDjJB5/HoarEQSXMTSvLQ52/Ef2O5usN5m/ygAOoA64/IVP4JmaSXUXYDP7oDHtupoWZ4pIyq4b5gB2OCcfjU3hIIlzqAjVwAsY+Yd/mrjjuadTqX6A8AGoDhvXB5PvUsmX3A4AqKT72QMd60KC4ihdXOSoxtUHv71RilxmOMYx1x3zwfr/8AWqeQk4B5PXkdaqMHRgFK5Y547YpX1CxWu1cAswPA+bnk11Xgu5WO2u/lAc7TuHoT/wDWrn5kM1mZlVXCEAknkf8A1qn8OXqWmqTQj5luUOAOTuByP0zWkbKSFLVHYzNErFg249Ao/hOe/rUd5Nm0lIYkMCufwwaybnX7W1tzcSzw4kYIHH3h15/kKddXKJYiQyENKPuEYwPWumUlGN2c8YtyVjjNXlUa3BCEDI37o5/n+lQMqmKdEXhXIQ/hjGagv7uN9UUscsh3A/hS2E6SRyW85+RnJBA5yK8pHo11pc7YuNgI44ximYZm4/DFEfCknOQM0/eU9OBXQc5XkIU/fHB5I6VVeQbB0zntxmrE20ggjbgY4/nVI/M/qe2ewoEmb1u7nRbWNNvlkSFmJxkhs4/KvMdZvEurlljZUZtVQFf4R6V3SytJpkkY6I5kAHUrt5x78A15bNaX1v4gt3uraeFJLpHHmoVU5PBrpVSKUU3qzkrvVI9GlSeaa0uJF8shslW6jgj+tctdRbLi5BIIZ1NdDcX088ySSDAH3geMKBjP4nFcpql2TeMR0wa5sTK9Q9PCq1LUsyRmJTc+Xjfgp3A68Vl32YGacEbjJ8x28An09q2dLuBci3SQBkBbIPPQcfrWNerIblllX5N3RT+FRc5pxs9TsPAl0buO9OTkFBgj7vXgV1rEc55JNcP8PIxGdRVC3Plg+nVq7oKD3HHtVx2HDYhkwckmq8nzA8jC49jVqcEdNuAcAf1NUJHYggDLHrkYAFNjIJdgcHGABxz3rctb1D4eMhcjymcMAeem4frWDOD5ew4KsMnmptOjhkD2V2XS2nCl8NyMe/6fjTjPkTk+gp7Hn0d8+p6zo9vIM/Z3kbk9ec/4V6DdRiJ4UMochN6kHoCPun6Zrn/FfhrQdDvtOvrK+kRTI25GO/sDx39akSbzbUXSN8si4jGckL1OT6k/yqKWNp4nDe1p7PuZYOk3Nc3QzLuaMSToMbjyT0+lZkkpivjMgCpjtwOff1p9/EyM0pJ3v90UCRZNKuUkUb8jY2OR/k1knY9CtHmR0FprCSR7TsGUGeM/l/hXSW/K5I9DXl9heTWN3hwwUNhhjjnqK9NidQ4XoCMc960RxwJZOowdw7nv7YrO1eZFs1WRgFeRYweeMmtFtvJA6e/NZmr+Hr7xHYypYSwo1viTZI20t16Ht0pyqwpLnqOyRNZ2g7HI6C5vtR1K92BjJctjA7dP6V0szeTbIgIZiOzfkP61ieFrNrXTI2YYk5J56HNbFwu8KN3yjoQOTVyd9Qpq0UOtjuvYiSDtcHkVv6lq4N4CsYCTDcJVHXIzg/nXO27KsiZUYQ5yOMetaV3BJNHHCoIli+eNJAR5sZ5OPcHmtsO4q9x1L7o0LNJ49Q80xusWxnOfu59B2yarys89/ZWzHaGeQycdljBIH44qLw3qcgt7w3mHbzCoZlIbeef6Useq29x4lFjGd0tnBJLIQoIXOAVz68jNXiZWptMnDp+1VjJSaKW2ltWH76NmKMTjjsM1Z8PGVJLlZAclIz7E8/rWYQE1krt3F3yFP04rc0rImkBUAYXGT9f0/wDr1wQdzaorTsjUKluufemShU+XJz39BUoJ49CefamFwzKJGwhbLGtG7K4mR3trPYQxyToyRyoChPesyUrsznDHhcetdB481NI72xso8dC2PQAYFc5K2Yj8w+QZIP61x4KvLEUvaSVtX+YlJPYS0V3zHuTDgEnrkc8fyqO1jW2vo3Z9jBt4fupXuKUSohXYCNp+Vux+v61UuH8xVdpFaMg5AOCM54rtvpoPrqW7rUNRvYlntGsklchmbyAGI+vrTZHnjs2NzN5s8rF3IOQCew9qz9N/0Vxb+YZFZdyE+men4VoXIPl4I4FYSqya5WdsKcPjictqUXkyGQt85HAqCC4KyRkBjtG9tp9etW7vEskjtzmsxJGiWdlUlihGPpUJkVVdNM9UQ4JI5Hp3pVJOO/rzTFIx82c47CkB57E5wCK6kcjK88uMgAn+tVTLj+EljnPU8VduPldZEI3L61TkUCUO5+QA49D/AJNBFwtpxH5xeURbELjI7jtVTX/HS6no62sVuBctIpDleAVOc/pVG5AuRIjkgNx8vB75NYX2N7CVA7CSHd8sh7Hrg1xYnDxrThOX2HdG0KdOektzeSSY2WZRukIBZu5rCuk3wlh95zjn0raEheLg54rMuVIcDacYNaOV22zsUVFJIj0OCSWdljJBi546g+tWNTgeSLEKxuGxuY4BBxjH86l8PZiu7iROGAHOPrVW3tm1vxbdafLqU9rG4cxqke7c6oWC+gHB5Pp6mtI7HDW+Kx0PgoTQSX0M3G0odo9SDx/Kuv3benUdfQ1598Obya7OovNK0v8Aqmy3YnOf8+1d4pBJB555yelaR2FHYSRtv4VSb5m56d81YulbhsnBOMntVKVPK+UNkEgdOtUK5FcyhVJIy4ZSuPSqkl/LDBO0Q8xyjJswCRkHpU1ywjk8snJP3uc/yqgqBHkkAOcZI6D/ADzUPsXGVncwbSKPU7mN7lmdVGGR+cH09q6GdI/soiRQioMKAMYrOv3+cXcEQBiwsoUdV9a0ImjliBLAk88Gudrl06HdSkpq63Ma7G6QgjO1QorOWMskkZIG0F85961rtQs5I7msTVHMVjMycNlQD0px3IraQY14vtEJIkO9SrBAM7ueefYV6NE4jVVBJzyGYf0rz3V7O1tdBt9T0vVb6VWufsubiIRrcEJud4v4tqnCnd6j3A7lW8yPge2ffpmt4o4VoWluGZAVGT3JbtUV4jSR4WWRDyDtO04PvUsZGPlI+UgE+mBSkhlc/eHQEHv6ihpPRjepmxRLbxKqjaFHGOuR61CzBuCBwemO/wBavhmVirDgnpVCYEhhtGOoHrQwiyAuH3sx2gk4Dd/aq+pa1JqGoW8FwCBGoU5PYZpz53sp6jn5h0qvLaRXUQLqVcHKOBypqHdm1OoovU6K1vbqC0W3Sd2A+6xOXP1Jqno+iW/h9bm889ri8uc5Zv4Fzkj3OeprOsblpY1jLfOhKsM96vSXDvbMufmAwDntUTqSkrM6I04xfNHqUvO8/XYxx827OfpXQ6a2ZJB93AHQcH3ridHMF941SwvtQubSOWQrHLFLFGsXHJYycYxngck4FdF4ce5i1XWLS5a4b7PMIwlzgSLgsOdvGeBnHFXBHJUd53OnLckkgelZetyyrbGOFtkkjBFcevrWhuGSQe3T/Cub8U6mliIVc/wu/XuF4/Wt4q7Oes7RZlWmqXur6xd313M05RhEkjKB8q8A8VuyElNr8ZGAARz71z/hW1/4lcbM3J+Z/Xk9f1rcu5M3BHzKg5C4x9KhRjBcsVZBTVkkQjzPtDAf6vHUdjTnERiwpBdlPHbJPX6j/Gm4AbJHABLcZ4wf1psMLo7mVwnybgeoPUDH5/pRE0YlyjQm2uFxjGcj06c1YlutyhQc7hxVS43yI6+Z2G0EdOv/ANam2hNxZiRVy6HGK56ytK52YaV4uJnz8swPFZzK6M0ynCklCAeoxz+H+NP1+SaCyMisY33gEik17Q9X8P8AhzSr28uLkT3vm+ZAYyBAPkKqxx95g2SPw7GiEb6k4iVlY9IhObck4OMjmpf+WcjgAEcDH0oorpOboRy8gDs2Cf1rPlOCdvG0ZGKKKTIMk/IS4PzM3J+tQ30a3Nt5b8KUd8LxggEiiioLiVtLkY2MTE5JHNLfHIFFFc56X2SXRlBFye+5Bn061ztxqtxpniSa/t9nnRyNt3rkfMpU8fQmiit4bI86r/EZv/DhfJOpbCRjyQOf96u9yfm9R39aKK0Qo7C3B+Rh2wKrEfuxJ/Ep2j6ZoopskxJ3LSbzjLHHTpmomxhjgcDH5kZooqGUDxRwx3MQQOuABv5xnrWRp8jKskQPyr0ooqK3Q6cL1J7hQ1qrn73PNZWoKDodwx5xMgx+BoorOnuaYj4GZev+Jn1xYLaXStOtvswWOJ7ZHUrGvRAC5UDnJwOTzXc6bI09hC8hy3rRRXSjgW5ft3bzApOR15oLHzgucAgniiik9yug0jhz3ABH5VSl5LZHOOvpRRQ9hIqzAJlVHGN351Go2wxDJIfkg/QmiioKIoUVdWYKMB1DHHryP6VekUKgxxRRWMt2dtP4EcdJrTaVrd7GdP0+9ilkDlLyDeFZBlSCCCOpyM4PcGup8IX9zf3uq31zJ5lxO6SSMR1J3Hp2ooreGxxz+I612K+hxxzXLeO9Lgk8MRaozSfaPOMWM/Lt47Y96KKJtrlt3Oav8I7RokWzijVQF256e1WJkG/ceT2z2ooq2aLYjkJaN0JOAtQT5VioJwWI6+woopDBMSeYGH3MEfypdMPl38sagBSOlFFYV/hOnC/GzM8axImnuVGD5iGubv8AXdSv9It9Pu7yaaC2keVPMlZiWbb1yecbePTJ9aKKqnsLE/Ef/9k=", 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", 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", "info": {"video_id": "136492", "label": "tilting box with marker on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "136492", "label": "tilting box with marker on it until it falls off", "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": "c986c6f3647de5ec2be1a39e0458be4ddbfa07e0986a60591fd95240fc6b8b57"} +{"episode": 99291, "episode_seed": 3664152168, "split": "train", "timestamp": "2025-10-13T03:55:23.521765", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3664152168, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to pick shaving foam up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "174790", "label": "pretending to pick shaving foam up", "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": "174790", "label": "pretending to pick shaving foam up", "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": "13564e2d55ca76419ef53b30299b293c964b712d0e20ba055c40af979f71fad6"} +{"episode": 99292, "episode_seed": 852213548, "split": "train", "timestamp": "2025-10-13T03:55:24.465863", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 852213548, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving tv remote controller down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "35476", "label": "moving tv remote controller down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "35476", "label": "moving tv remote controller down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "35476", "label": "moving tv remote controller down", "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": "360bcc83f4880fa39112023559f2189121f6dcb766d9893469fe27356d950a45"} +{"episode": 99293, "episode_seed": 3840771901, "split": "train", "timestamp": "2025-10-13T03:55:25.210557", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3840771901, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing ponds face powder from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "111929", "label": "pushing ponds face powder from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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"info": {"video_id": "111929", "label": "pushing ponds face powder from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "111929", "label": "pushing ponds face powder from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "111929", "label": "pushing ponds face powder from right to left", "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": "8fd0db356f9184532981c44bcbf641ad6034f1c333e916b5a97a2cd1633a010a"} +{"episode": 99294, "episode_seed": 3479433878, "split": "train", "timestamp": "2025-10-13T03:55:26.240032", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3479433878, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper box against glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "39219", "label": "throwing paper box against glass", "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": "39219", "label": "throwing paper box against glass", "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": "c2b839b0efd456a58ffe13cbebf44e1ebd8ed0203f6dfaa44cba2166722e2e35"} +{"episode": 99295, "episode_seed": 3222768109, "split": "train", "timestamp": "2025-10-13T03:55:26.938449", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3222768109, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 switch board to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 3))", "action": "('swap', (1, 3))", "reward": 0.0, "image": 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"info": {"video_id": "109919", "label": "showing switch board to the camera", "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": "109919", "label": "showing switch board to the camera", "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": "0f7dda67599fe1442ed0f068bbd289ca3f731372671a54206296603b3b7c7d40"} +{"episode": 99296, "episode_seed": 428214526, "split": "train", "timestamp": "2025-10-13T03:55:29.519156", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 428214526, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting card board box in front of plastic coffee cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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ztByAfr/9aoUuY/tUThfNO4MWcjB+YZ68H+tfQWstaWPh+8leGHZHA5WPAUMQpIUfWpbBs8EZ/KXYshPzbRu24P58/wD6vemC8WeYlVQ4cDBBGQR+Ix1wDzwaqXskcdxGschSOaOOeOMuZGUMu7Bb2z7ZFZ0sodXXcSCGIc8Z57nOAKoTNeWdfPkEKjaMAfOOh74+nNPkMXnoixjI+boGAAHOffFYY1GGAo8SxvD93Z93ZxjO30GKzrnUWmwiyuEADNlicn16cUiTrftD732SIQO+SVwemD/ntVuSRvtKSkx75MspZsdO59z0/wA5rkdEnEpuCyklCMDdkd+v+fWt5JREiMG85yPvg4JHHHboaEBcW9YESIkTyIPvkDa2c9T3o+0rNJH5hWPG0MMnAOB/nt0qtFcbpCw8tg33ixJIOPQH9KjklkKKXt5tzAE5Az9SM/kfQ0ykej+A/CGn6tpU15ewyhfOKRRh8bQPccnqOtdf/wAID4cyubDO3kAyv/jXC6Fqd0ngbTbeCeSASXywuynaxUvuPPXkDH410Da6JVMg1IFeT/rcDiodxtO1zR1zwhZL4dmh0u2Cz26M8CM7MCe6nOeoyK8A0SC81HWbqKWRlKI0kXuAR3/GvT21dtS1e2ngebAWe3kLEjcuwOD+BHf1964KzuINEEGt37uk0kRENsF5kU8Bj/hWVSJ1UG1o3oZviATRWUrs0YMS5aNnO8c84BGP1rzm5mY8lxk/wjt9a2fFOuT6hqc5MbxlvlKkYwPSs6306M+W80mcnLKPStIyk1qctVRUvdN/wnZwQxvqNwR9of5YARkKOhb616rLrdzcCULMIflJEaFfbgt+ufwryGfUI1jCbSsIG3aOFx6eorvbeeKKRS0WEwF245Y+3ft+lPlT1ZCubEd2Gkikl8tZAdo8wHDL/tflSJLi3ZHmjWQ5LL0JA78/XrWc24RMCkaSFm4UZx7A54x2ppjQBWWRPMIwr5BIOOSx7CrsNFgyTPu8nkM4Xh8t7bfXmnJK7SbROd5OASAST7d6ovM+7y3zgncm7OVOOvv7VLY3Zj1W1liURqk0Z3HOQdwI98/WkWjbEXiK3jaRrW8WHP35IXwF9c460QeJrq2lQsdw38dc47dsZr1jxlqX9l+GL6dQrOYXCI6kqx2ng47cGvANUeKz1J7dgYgNrmNV2rESoYrz6E+9JO5IzVgmtWN1BMwj8xicsvTvnOfr246Vxtn4MkkmPn3KCMEfdPJHXg9OhH510ck6vHgj5CMoTjn5u/UmmyauI38yPkFSGRxhkB9McflTYjNi8EwW2qRPLdCW0T5nDLjOP4c9/wAK9F8ParDYSXG12ZAEAjjXKsOf++e1ecXGoiVuGKogHAJwTjqcnNa/hWd7kXkS7WDGP5c4HBbn2pOKkrME7ano82vzzOI0eOONxgSl87T6HpjnNZL3klxbysLyZt+AcSFtwByR14PSsyO5aCJHTZ5YJYBirbiODwPf/PNKL+RF2BE8jaxwwyRkYHHpx0pKnFbIrmb3Lct4A0gk4PCjLjLH2P4HpQbvK5UyqByBt3GqJkj2SAorsHDOCNpC9cg56kdx696kjkIukEkqxq7DJPJAJA69Dx+ZFUND5bzLn5iuMLggYLen40ea0cZ8xRuUgEB8H8vxFeoXfw30W106e4N3dq8cTOZGkATgZyRjpxXkdzJNDMYgwk2kOskRJRgRkFc9QRSVmK5eM6F9iNL5YfaSFzjPYn1HcVWmmRZmjMgYqQoYA8noOR2HNZTzND5hj+WReucHGOByfbt/hThdRwShJZpORgMSDuYKPTgepxTBm4JSjxw+YzDoq9DjrketRXF8ZfkZwk8YVUYcFVJ6dPauaudXnDERMpYqN7qDnB7c8kZ9Kzbq/vZ7CSdVEkauI2ZmwQWB6D14pE7nUiGZYoWuIht44Z1BI7E/z+tKZZnZmRi4D4KBhkkY9TVW1zJcorsBJKdm+RwqhuNo9Me5OKa8kzupMYSOTJ81yOCT2GOD78/SqAt5AQ4cqVbnA3k9iAM4+vtzTJw0U6BpmdichMDIAHQE/wCeeagQI1k3ltMuwFFaRFMRwenByOvpVfzgxmK7k2AozEEK4PBxj+dBRce7tgRudYg4PRWJyBkk59PoK9y8TeKtEj8D3F79vspUkt8xKzq29ivA2+ue1fO1y23AUKh5JJBAB9M/hzWX9jt9+9x5mT8/v75/Hg1LQjSvtTn1K7e5ulLTO3zDhMYGMBRwAAOPaooi8sgQKwT+Hr8nv6H8fWoreBVlVSqDI2ktxjPfJHXAxXY+B9S8MafrZTxJp3mygPIty0xdI1CMdrJ91gRwBz81AM5jVtOutPgspLuKSGO7hE8TuMGRD/LB/mD6VhXB2fKCcn6HAr0D4mePLPxZJYWWmRMtranKMUCAErjCk+30H1rzyWMqNzIV2889SM96ZKNrwzNJbm7aKXy4yEB+TPrxgc455robm4W1c+ZI6FBt+Yk5yRjjHp68VzXh8eebj9+kUmVwz42kc8Enp9a6TcCoX7fGEVFVpV/eCMIOEDN16YAz0oAdE07XAxsUcGMNIkZ68ntk9f6VFJNKsE0AUxtvYFSNpz3Ge/r71V+1RQEyTRtIChVVmwxUdsjpzxiqjSTykTSoGePkArkrnv7c4pjR6Do827wLqMkWA1pObiPd13IFb5vc4I/GtbSo/Des25ngjsY2KZl+1cPEMdCGP8uD1rk/CfinStM0nUU1a9SKWWeNoI3z8+4HccnoBgGt24+JfgpkjgNql1JFwplRGye5yRiob1NYyjy2kjoXlju4ri8tAPsFnaSxQSY4mcr8zD1UBQoPfJrwe3S61W5tbeDdc3LKIoEZgBgYGAWwBzxXpup/FTRZLKe1WKT9/C8a+SwfaSpA6cdcd68bjR3jTgRsAPmA56UaEyk3tsenD4azQ+GdSvNcmSzuEt1ks0Y52OBuIfA6kZGATg815Z5zFehJA/Kuiv8AxZrmqWgtLnUJPs6RqgRO4C4wT1OeSfUmsMIhRWy2Rx7fWqk09jFJ9SIfNGM4wTxxzXpSp5bxgzxTOBtZQpbGR2/Qe1eblNr5I2jPU+ld3ZSRmYxmRV+Q5dV3kHlgxI5AJGPxFJFIsbukglVTk5DlgMAkE9Pb9KcGj8lT8wUMGAVtoYEYySeo56d81RaULMqzTxhGUEomS3Un5jnpnPpUrNGmno8kX2ZmwUkWYlmwe6sOOCe4qikSSeXFNiEs4XLsSx2D8jnvTF1SCK4ikdZCo+YiJVGApHp3yD6/pVH7Qkqu7bV52rhg29eOucfWqd3MHbBkxhdzFcHn147f40hntfjb4n+G5fDTnS9YjkvJF2xpESHRz68fLj3rw6S+kvJ2lkKSzMWZ2dixPPJLd/X8ah+xbEMy25Ma4V2YZHI+Ufjg9PSnwfu5tjMFxgMGHHGCOnOM0rAiaJZJJnBTBxuI6FPoeoFXPE2gah4eksY9Rt3iW5gWeIEnkEchj/eB6jtxXQeBfGOneE7qf+0NItbkIkjx3qQ/vt+Puhj1DdO2Me9ZXj/xtceNNUtyYJIbaHIiV2POcZIHbp9aaIb1ONncAhQ2e5wa3fCqyLPdsgIQhBJzg45GB6d6wpI2QhmADLzjvWz4YK+bcO5T+Eb2BOOp4x9KAOoWVNohVT044/LDYB//AFU83DbU3RYJJG0bm3cdW9FqgZFSFPNiRm2hgDvG88+/IHc+1O+0GKBd2+MEq25lK5J9D1x2x34pjJN5M6ARSghsfMAex/CnhSkm5X8yTAKlRnpz3GCfpVS4uN8paQAJsbYvGwnjAOe3P4+lVJrh4wp89uCcbSee2fwFIdz6d8RkHwtetJM8KfZ2MjKoJ27TkYPtXzRq2pQ3N8jWjstvCiQwiY5baqgZIBxk8n2q1f8AxD8Yaron9jS30Udo6CPzBCBI64xhm75wMnArnLcFiNzIFOSFUfLk9s59ec1K0BIuLOWYKpUsBw4H3yewPbvz7VFOHjjWMEgN1BYlUzzn64rq/AvhW28Uap5bavZ2wQkeQdxmYYPzJn5evbng5q/8W7fw/pi6NYaSIxc20PkuyuBujAypYDvnJz7nrTE2eaSsy87hljwd3T3qm91c24kEcjcqUO0/NtI55/pU0pLyKzOW5w3/ANY96iZ93IB6naB/CfXHehiOstGtI0SSQ3CyRpg+UN+8Z6HOAOvWpJzCpaNYE+05AVpPnEaEFsHn7x9O1U2vY4IHt5bX94r/AC7i2YeeBt6dM5J5NKdSESSRxoQELD94pDE4xgDouCc9O1NDC+Nyoit5I5YID+8i81CCV6DHqCe44qExrvhjjYZc7Svce/pipra7juZrdbkNOoIUDJZio+8oz09R9KdLetAjw2tsqQgIZS0qy4GcHnHQ+mT3oGV5IHUMXEYkTKCNcEkDA9eBk4z35xTpI5YrXBmZA5KiPkKxUg846jPRfrU1wbOOKKJJkcqD0j2BxuOCeMg/4CpmkkW0ALSuIxlVLhQc8ZHv1xz+dAGTjC/MS0h27SxAbGP5ZpJ5WUCIxlV4BYjPNTPdsjIMKyL8vmbQf0I6ZqvG8UdwBIpkEb7nRSQHHHGRyPrSYiKeH5QC8gZHwQFBH5561WuFPmESl2bA4zkkf0q1NIZFdlAI5x0/Lr054pPDelw69r5024vXtA8UrRmOPeWcIWC56AcHJ9sd6NhE3h42sckwulZY8LjYqls54OTwB3/KtaO5tzGiM/nLhmjhGCSTxk9AM8DvXMaCxllkllYMFCk78EAdyfWtSNvtt9bWcGVaRiEJi6qSSD7DvnrQBqPeQXEc1qYovLkcBZSmZFwvTeeik9fU+tNaO0gVXub4MkigtEhIkXIJOTjGAevSssxeVHK7YaNyUR8kIcMRyeMinG4nDRYldwrh1JACHgY4xj/Gmxone2N9aq8cUgi2jyflXBG75hnqcAj/ACKzobTBYKu4spAwwXr7/iKvzoI7bAXcHcqcS5bdngbR2PJqFVfbJtkjbay4YgkZzjaT/X2qWO5RNvENxLfMAAG4waSSFfuhSRtyTjBqyMSBlkDeZz8owFz1P+faqzyIypscnYSQMY4+tAmTeS0EUR3Hc6bhsbnB7HHQ+1VyCxKrsyOcl8celSZZ/NeNC+xdz5z8vI5/OqlxIURmjbBOGOPftQK4SAbuSx57njH4V18VzHHHG8lijybFCM0gQEY6EDrgVlazo+nW/h2DV9L1W8nzcm2zdQiNbghNzvF32qSFO71HPUC1Df3H2ZbeNVaJZAWcBQc567uv8ulCA0ZpZNhhjwI1dmeZBjeAMhQOu3r37VQ1CCe3ulgumVV2+aFikDqN3TocdD65GKhl1CXyXi4iXlREpBAB457n2z1z6VJaX6xMjyqhiGW2y8KARjB9fX8KoaFFuZnicK6RH/WOVOxe2c/zqF1zED526RjgE5C4JwDnHPGfQDFSyX0sk2IpIkgjlTdFboyEnGCVB7+ucU+9niVY0McyeWgUPMd2V5wD9MgZ9qBkVzZMLeJykpkkDbGIyFwe2TwSOSfeqRjZUEZQjJDAHJwCMDn0q9LJAkZRXi38KoZixKnnH5Y59uoqs00wZWy4h6D+FgOnPWi4MrySSOwXjyycZU96imiTaMqwKk5O/gjtx29c1LDOsMwcRq7REkeYMq3uQaikcmM4Ybh0BJJHPPbvSEVpdgZh8r+vOR/9f8K1NAkEa38bxgs0ahdrEMjBvvdMHjPHuPSo/DNrp+r+Io9L1W9ntrec7FmjkiiWM9SWMnGAM4HUnA71Lp6zaTr2qWB+0QpDOY5POjXzlRWIwcZAOOuMj8KLiNXY1vK9xFbMqsceZK+N5AH3R6g5omvxa2UUX2iWZn4ZHkJUEHPCn8qjIlMSTPhYolxEAOU+YYIbA3Hp0zUdzZol7/oLvdxFfkd49hc9WwuT7j3zmmBGtw0fmL8++Q5OXzjuMAj8KjmmZ2BVxjbgAMWx6+2M8GrS2xxFLctGnlsFEUqlXYnsSRwOTzz+FRshNsgVEMdwN4CFuct0LcdAuMHjnNFxkDIggYuJWcANuyFVeeWOfvZH8IpqSOreamYyu0hWPPTqM/WtLbHJaRCITr8zM/ygLyBxk9+gB+uOtUfKgAQCRlBHzJtBb69c9OPrQMU3LRTi4jnZLooVUxnG0Mu1sAexI47VQkhkBWcIS+4AuZMk8cZB56VOsa3EqAhIw8m0SE4CjvnuB60l0UDyHAIyWJ2jp6j2PpUgUrg+ZvA2RrgAgdB3qvHKUjkWMKxkAG85yuD2/LFPvXc23m+Y5boMLhQBxxWl4i8Kal4d8P6TqN6ZhPfGTzYGjIFsAEKAn+8wbOO31zguSWYkHmXeCVG12wPboPpVZ4hItzKzMWVRjJyP8+/WiiqAVYleWG2YtsIJJBwT16n8Kht5SXdtqZCjouOw9KKKXUroaksW/WZLSSR5Il8zG4/3RwOMegqrdQRrYGcLiSIlVOc8biBnPpRRTEVZrmU2LPnlflAHTGM1SNy8qecQoY5GFGBwPQUUUkDJpVCWlrdcl5HcMD0wMY/nVG01W50TVl1C12GeIvt8xdw+ZShyPoxoopMRLpCLLIIWUbcdQOeAala7aLUVASM4zyy57f0zRRTBF+wH2l5xJjZCGCooABAIUA/gTUkAEtoTjb+8jQ7SeQxXNFFMGVYpy91DA6RlVckHYA3UjGRzj/Gtewto57KaWTLZhc7M/KNvTjv+NFFSwRlr++d1kAITPGOvU802C4e0uoZIVQSxgFXZQ2Mj0PH6UUUhsrRMPLmcIoaEjacZzknrVa6maaF5GVAYz8oC47/rRRVMgv6/4qk163gil0nTbVreNI4pLVJFKRr0QAuVC5OTgcnmrN0/2WGXy1HUAZ5x8w/zzRRREYthHHc6ZqM8kamSOSIAjIzuODn16U3AMWSM7RsUHooJOce/AoopspEtgDKs8jsxK46nr84GPyp+pBbLU7mOJQUUjAf5sbsZPP1oopIHuRTKrW5yACkKFWAwRnJI+nNVbmRxAG3ksXC7iecYJ/nRRQBX3PIzu7sXzyxPJzTrgCOC2kQAOUbceu7kjn8KKKBFew199HM8Z03Tr6GVwxjvYPMCsmcEEEEdTkZwe4NW7bV7vUNQvdQvHWe4nJnkLjhm+g4xz07YFFFJbgWfOkltxI7sXY7Cc/wj5sewzU1tdSwzROjYZ8Nn0LYU4/A0UU3sC3J72IrLfTtNNI9pJCEMkhbdkkfNn0A4xio7rUriby1cR7HG4qEAAO49PSiijoU9y7cIv2WQsN4YKME9MsR2+grOlTcGck7xyGGAepHaiikMqJK0sk0rcEhsgEgcGkdyp2YUhuTlR3wKKKCSlfZWCTBOQygHvxVi+17VNR0200u8vrie2t2kmTzJWYlmA6knnG3j0yfWiikI/9k=", 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", 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", "info": {"video_id": "141923", "label": "putting card board box in front of plastic coffee cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", "info": {"video_id": "141923", "label": "putting card board box in front of plastic coffee cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "141923", "label": "putting card board box in front of plastic coffee cup", "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": "0257a6b0f5d687cff444e18446bbe8723c97402bb417f85682c8b38c53d44353"} +{"episode": 99297, "episode_seed": 2341135270, "split": "train", "timestamp": "2025-10-13T03:55:30.889846", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2341135270, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing cup to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 4))", "action": "('swap', (1, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52566", "label": "showing cup to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52566", "label": "showing cup to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "52566", "label": "showing cup to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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MwDEIbhtp5I9M1C0ZvdSjY9+0yztNUvtV8Q2l3BLNqcjW1sCOFjThgcg8tt9Dxj1rE1MvrHi7TfDcmVRCZblAxZUO04A5O0BQOM8bq4zwR4yTQBc2WpWrXOnTLvQDrHKBwR7HAB+gNdN4FWaR9T8SXjFprpnjB65JOXI/QfhVN6Eo4/4tauL/AMXfY1b9xYQrBGB64yT+o/KuEQIzDr+Va3iBzfeItRuWP37hyPpnA/lTbKCPeML+JqQvZELxbIUbaQDnkiqj4P0re1xEWC0CHP3s4/CsBlyrD09a0SOdu7I8rvxuIHc4pjEEjnHc051IXJ+6BUXJ69BQykzo/Cd2EuLiEnG4Kw9yP/113un3ISdGJ4BryK3klhlWSJirryDW3F4ovUAQwxk9A4Jx+VZta3N4v3bH0Dr7ab4tOkaD9sRfm+0zp/EY0XBA9zn8gag8S6hLomm3OpKUEUoAtpIXxuJ+VFK8ZCjnocY69q8O0vXNQsdVh1aOTfco4cbujDupH90jIx713mp6tB471/S7HT4JLWzGZpo26q5AMh/AAAfU1XNoTazLfiGUeGvhMkSHbc6x5fmcYIBGT+g/WvGCEY9TXqfxcvBcy6dZxnCR7mx2AACj9K83gt4wwBG41DHfqPs7YTMAgckjjA61C5xle9dbo0USlS2ODnFci4+bOK0ijCcrsgZuoAyfY00sMABfrUjJliAagcEHA6evrVAmKkhSRHQcqQc16VY3qTxJKjZVhkV5kBluOeKtwXt3ZjbbTlc/wkZFZyVzaDse9+HPGFl4f0y6luzwBkKOrEZwB9TWvodnYjQLNdOuzHLe5vGlkxiWRvvKe3ABGOeAeDXzsL66vmU3ExbbyB0A/Cux0XxlqeleG7/RQFe3uATFIfvQFvvY9iM/ifempIbWuh3vhWaHWvFmo6mwBsbCNY7dk4UsG4IHbPzt+NeL+I9VbWPEF/fyks087N9BnAH5AV7Dp9ufDfgGT5CJ5oWuJR6Epx+Qx+deJLAuQXOTUsL6jYI1eTAViT6Vfu7U29vFIVKh8gZPPGP8at6bGnmDICirniUo1pYLHjA3/wBKqKvqZ1JdDl3Yjk857VGWxkkLzUzAEYPX2qJ0I+7nPU5qzJMjZ+emT/Kuj8L6gkSPayMAS29ff1Fc0wwMGnheMnn6VMkbQdnc9e0jWk0y7juiwAjO4knpXVeHPGNn4s8RX7izje8S2EdmWOC8Wf3uPc5zxzivnxWnb5WmkdPRmJAra024uLC7gvLO4eCeBt8ciHkVCdjRq+qPVfFDx6h4l07w1YGZUllSe5WXnYx52keoXJP1HpXPfGfVEl1XT7GJdsEMTOEHABJx/Q1r+BIpby41HxFfHzLiV9ivjqTy5Hp2FcP8Q5GuvFkhkYHZDGox9M/1ov1Eceh3HhMmtrTdPluHVREBu45qpbqqn5QPrXU6PLHCVJ+9nrRFXZMpWOVkX061BtJJ4+lXJDvGcewxUX1AA7kCtW9DniUnB6Y69zUSxlnGDyavu26MjA2g4A9KQqEy2MhV2g1DZqkViBnjtmrNvEpG4c84z61Cq5Jx2FWYztwMjA6Y9alo1TNCANI8cUSlndgqgdya9njiXRfD8NqMKLWEs2fUZZv1zXm3gmw+2a3HO6/u7ceZyOCQRj+ddd441BoPCt26nBmXYDnHBOKErA3c8fecyStIx5Ylj+PNWbebDCskPlsZrS8M2Ka34hOnz6hLaK0cjRmOPcWdULBfQDgkk+nvTSJkXr2TzoovRc/0rLdSSPrTNLupbiNhIxcELjPbNWSCCcDJPTitLnPsytIu3nBIHIFVmQnrj1NaQbaRtxk8Mf6VFsDhwAMscYFTc0SKwTZGCe4yKkijDuFJGen04606XBc4GAOAPpT41KE44PSoZqi5BhByK9J+HVk0Vtd6tIn3x5MRPpnLf0FecW6tK+xAWJ4GBXtOmW66bpMFknIhTc/uep/U0krDbuebfEe78zxDHDuH7mAfmxJ/liuUilwal8SXzXfiO+nY5JmYdc9OP6VkTSvHbkoSGyMGqSJex1VndbePbismVOcDrV3VLKzs/D8Gq6Xq1/MGuja5uYVjW4ITc7xDrtU4U7vUe4FV/mUE4z3rRGElqVvLwhzx/WopY3U/MCOOKuElTluT1APao87tgJJ5NJsqJVSHDtnjaMnNLgZOQccDAqzJwCMD5znHfHbNRIAevUH/APXUM1RZgQAKSOSOldF4a05tX1+1tCMR7i8mf7o5Nc7GeR3J5yfSvTPAlibSzl1GVPnmAER9V/8A1/yqbalX0Nbx5e/Z/DF6d23cohXHfcQMflmvFVk+bNeh/FK6aO2srQn7zlyO/A6/rj8K8yVyT7inuI2bWfawx2qzqEpljiPYAj6VR8LwWOq+JY9N1K+uLSGdtqTRSxRrGepLGTjGM8DknA706RJrTVtQsp/tA+zTNEEuABIuCR82OM4HOOPStFoYTRX8sk7hzTWgZlO0++D3qwUzyen8zUTN853dhjihsUSr5JOCB1YKBT2UBtoHANWAAqAk4KjIx3JqIgiQZBJ7jHepbubIdbj5SzY9APer8SySFUjyWY4AHPNUk4+71Xj65rrfBOni71UXDn93bfPtI4Y/X9am12Xex6Zp1nHpei21lEeI0Bcnux5J/P8AlXiPia+W88SahMhJQzMF+g4H8q9pvZhHplzM7Y2qRwcHAGeK+epZmklaRjyxLH8eaNwL0UvNa1pcFcDPauallZINyMQcjkV0Gt+HNV8OaDpGoXctwk98ZPNhMZAtwAhQMf7zK2cdunUGriZTVyueGIz0FI4A3DsoOPyNFFN7GaKyj54x2YjNSv8Awg8jrj8zRRUvc0iRIgbcxJyAT+VLGx29BwTRRUlnqXgZAmhZH8cm4/XpVH4nTONDtYg2E8xePwNFFNjPKUOW/GnWeqXGjawuoWmzz4S23euR8ylTx9GNFFOIpE2kjbHIB/sr+FaeMD6nb+HFFFWYP4iCQYdscbQMflmljGIQQTkj+Z/+tRRUM0iR4BwPbP40rjyptq8gAgZ+lFFJ7lnSeC1D+IICR/q8kfy/qa9RnkaKyuHQ4YL1/OiikwR89SuWmJPJLE0yc/6Me/IooqkD2NTWfFL6/DbQzaTplqYEWOKS1SRSka5wgBcqF5ycDk81ZICseM8Z5+lFFUYy3I5ifKY98j+dRwgNJz9KKKTHEbMxBYjuDSA/us4GSQM49iaKKk1Q+1YyMAxPYV7XpMaw6bbRoMKEGB+VFFLoB5x8TZGfXYATwIW/9C/+tXERnvRRTGTWeuto81xEdO06/hmcOY72DzAGTO0gggjqcjOD3Bq7a31xqt7e397J5tzcyebI+MZY5J4HT6UUVojKRYydyj6VWkJ8/Z23UUUmQh0zHp7Z/rUULENuHXNFFR0NUHSUKCfT64r0/wAGQpFosciDDSgM59eSKKKCupo+Kp5I9BmCnG5ZAf8Avhj/AErw5uGAoopLYoJz/o5+oq1deI9V1LTLbTLy9mntraR5UEkjMSz4zkk8428emT60UVcNjOR//9k=", 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MwDEIbhtp5I9M1C0ZvdSjY9+0yztNUvtV8Q2l3BLNqcjW1sCOFjThgcg8tt9Dxj1rE1MvrHi7TfDcmVRCZblAxZUO04A5O0BQOM8bq4zwR4yTQBc2WpWrXOnTLvQDrHKBwR7HAB+gNdN4FWaR9T8SXjFprpnjB65JOXI/QfhVN6Eo4/4tauL/AMXfY1b9xYQrBGB64yT+o/KuEQIzDr+Va3iBzfeItRuWP37hyPpnA/lTbKCPeML+JqQvZELxbIUbaQDnkiqj4P0re1xEWC0CHP3s4/CsBlyrD09a0SOdu7I8rvxuIHc4pjEEjnHc051IXJ+6BUXJ69BQykzo/Cd2EuLiEnG4Kw9yP/113un3ISdGJ4BryK3klhlWSJirryDW3F4ovUAQwxk9A4Jx+VZta3N4v3bH0Dr7ab4tOkaD9sRfm+0zp/EY0XBA9zn8gag8S6hLomm3OpKUEUoAtpIXxuJ+VFK8ZCjnocY69q8O0vXNQsdVh1aOTfco4cbujDupH90jIx713mp6tB471/S7HT4JLWzGZpo26q5AMh/AAAfU1XNoTazLfiGUeGvhMkSHbc6x5fmcYIBGT+g/WvGCEY9TXqfxcvBcy6dZxnCR7mx2AACj9K83gt4wwBG41DHfqPs7YTMAgckjjA61C5xle9dbo0USlS2ODnFci4+bOK0ijCcrsgZuoAyfY00sMABfrUjJliAagcEHA6evrVAmKkhSRHQcqQc16VY3qTxJKjZVhkV5kBluOeKtwXt3ZjbbTlc/wkZFZyVzaDse9+HPGFl4f0y6luzwBkKOrEZwB9TWvodnYjQLNdOuzHLe5vGlkxiWRvvKe3ABGOeAeDXzsL66vmU3ExbbyB0A/Cux0XxlqeleG7/RQFe3uATFIfvQFvvY9iM/ifempIbWuh3vhWaHWvFmo6mwBsbCNY7dk4UsG4IHbPzt+NeL+I9VbWPEF/fyks087N9BnAH5AV7Dp9ufDfgGT5CJ5oWuJR6Epx+Qx+deJLAuQXOTUsL6jYI1eTAViT6Vfu7U29vFIVKh8gZPPGP8at6bGnmDICirniUo1pYLHjA3/wBKqKvqZ1JdDl3Yjk857VGWxkkLzUzAEYPX2qJ0I+7nPU5qzJMjZ+emT/Kuj8L6gkSPayMAS29ff1Fc0wwMGnheMnn6VMkbQdnc9e0jWk0y7juiwAjO4knpXVeHPGNn4s8RX7izje8S2EdmWOC8Wf3uPc5zxzivnxWnb5WmkdPRmJAra024uLC7gvLO4eCeBt8ciHkVCdjRq+qPVfFDx6h4l07w1YGZUllSe5WXnYx52keoXJP1HpXPfGfVEl1XT7GJdsEMTOEHABJx/Q1r+BIpby41HxFfHzLiV9ivjqTy5Hp2FcP8Q5GuvFkhkYHZDGox9M/1ov1Eceh3HhMmtrTdPluHVREBu45qpbqqn5QPrXU6PLHCVJ+9nrRFXZMpWOVkX061BtJJ4+lXJDvGcewxUX1AA7kCtW9DniUnB6Y69zUSxlnGDyavu26MjA2g4A9KQqEy2MhV2g1DZqkViBnjtmrNvEpG4c84z61Cq5Jx2FWYztwMjA6Y9alo1TNCANI8cUSlndgqgdya9njiXRfD8NqMKLWEs2fUZZv1zXm3gmw+2a3HO6/u7ceZyOCQRj+ddd441BoPCt26nBmXYDnHBOKErA3c8fecyStIx5Ylj+PNWbebDCskPlsZrS8M2Ka34hOnz6hLaK0cjRmOPcWdULBfQDgkk+nvTSJkXr2TzoovRc/0rLdSSPrTNLupbiNhIxcELjPbNWSCCcDJPTitLnPsytIu3nBIHIFVmQnrj1NaQbaRtxk8Mf6VFsDhwAMscYFTc0SKwTZGCe4yKkijDuFJGen04606XBc4GAOAPpT41KE44PSoZqi5BhByK9J+HVk0Vtd6tIn3x5MRPpnLf0FecW6tK+xAWJ4GBXtOmW66bpMFknIhTc/uep/U0krDbuebfEe78zxDHDuH7mAfmxJ/liuUilwal8SXzXfiO+nY5JmYdc9OP6VkTSvHbkoSGyMGqSJex1VndbePbismVOcDrV3VLKzs/D8Gq6Xq1/MGuja5uYVjW4ITc7xDrtU4U7vUe4FV/mUE4z3rRGElqVvLwhzx/WopY3U/MCOOKuElTluT1APao87tgJJ5NJsqJVSHDtnjaMnNLgZOQccDAqzJwCMD5znHfHbNRIAevUH/APXUM1RZgQAKSOSOldF4a05tX1+1tCMR7i8mf7o5Nc7GeR3J5yfSvTPAlibSzl1GVPnmAER9V/8A1/yqbalX0Nbx5e/Z/DF6d23cohXHfcQMflmvFVk+bNeh/FK6aO2srQn7zlyO/A6/rj8K8yVyT7inuI2bWfawx2qzqEpljiPYAj6VR8LwWOq+JY9N1K+uLSGdtqTRSxRrGepLGTjGM8DknA706RJrTVtQsp/tA+zTNEEuABIuCR82OM4HOOPStFoYTRX8sk7hzTWgZlO0++D3qwUzyen8zUTN853dhjihsUSr5JOCB1YKBT2UBtoHANWAAqAk4KjIx3JqIgiQZBJ7jHepbubIdbj5SzY9APer8SySFUjyWY4AHPNUk4+71Xj65rrfBOni71UXDn93bfPtI4Y/X9am12Xex6Zp1nHpei21lEeI0Bcnux5J/P8AlXiPia+W88SahMhJQzMF+g4H8q9pvZhHplzM7Y2qRwcHAGeK+epZmklaRjyxLH8eaNwL0UvNa1pcFcDPauallZINyMQcjkV0Gt+HNV8OaDpGoXctwk98ZPNhMZAtwAhQMf7zK2cdunUGriZTVyueGIz0FI4A3DsoOPyNFFN7GaKyj54x2YjNSv8Awg8jrj8zRRUvc0iRIgbcxJyAT+VLGx29BwTRRUlnqXgZAmhZH8cm4/XpVH4nTONDtYg2E8xePwNFFNjPKUOW/GnWeqXGjawuoWmzz4S23euR8ylTx9GNFFOIpE2kjbHIB/sr+FaeMD6nb+HFFFWYP4iCQYdscbQMflmljGIQQTkj+Z/+tRRUM0iR4BwPbP40rjyptq8gAgZ+lFFJ7lnSeC1D+IICR/q8kfy/qa9RnkaKyuHQ4YL1/OiikwR89SuWmJPJLE0yc/6Me/IooqkD2NTWfFL6/DbQzaTplqYEWOKS1SRSka5wgBcqF5ycDk81ZICseM8Z5+lFFUYy3I5ifKY98j+dRwgNJz9KKKTHEbMxBYjuDSA/us4GSQM49iaKKk1Q+1YyMAxPYV7XpMaw6bbRoMKEGB+VFFLoB5x8TZGfXYATwIW/9C/+tXERnvRRTGTWeuto81xEdO06/hmcOY72DzAGTO0gggjqcjOD3Bq7a31xqt7e397J5tzcyebI+MZY5J4HT6UUVojKRYydyj6VWkJ8/Z23UUUmQh0zHp7Z/rUULENuHXNFFR0NUHSUKCfT64r0/wAGQpFosciDDSgM59eSKKKCupo+Kp5I9BmCnG5ZAf8Avhj/AErw5uGAoopLYoJz/o5+oq1deI9V1LTLbTLy9mntraR5UEkjMSz4zkk8428emT60UVcNjOR//9k=", 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", "info": {"video_id": "52566", "label": "showing cup to 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": "f8e1d158d0dc306708012cf8f072b71949827973e7bed81eec4c1f94ee8355ba"} +{"episode": 99298, "episode_seed": 2194322326, "split": "train", "timestamp": "2025-10-13T03:55:31.897596", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2194322326, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 3, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'rolling tube on a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (2, 4))", "action": "('swap', (2, 4))", "reward": 0.0, "image": 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3TPsKKKBlSUDBHbFeT6vfzaV4vu7222ebFM23eMjldp4+jGiigRrfDgYbUAOgEY/9Cr0SPoPpRRQMtRVLD/qxRRQBYT7wpj9TRRTEQv0qo44oooAw9e40q4OAf3Tda8Q1uNFhf5RlX69zzRRWU90bw+BljUPFMniKytkm0nTbVrcLFE9qkilI16IAXKgc5OByea9st/uj6UUVUeplLZF+IdPpVgfdooqyR0f3F+lSHpRRTERNVaTqaKKYFSXpWdcDg0UUAed3+stpet6hG1hYXsUswYx3kO8BlHBBBBHU5GcHuDXT/Dy9uNR1HWr66k8y4ndJZGxjLHd+X0ooqRo9ET1qx/yzP0NFFIZbj/1C+4obrRRTYhDUL9TRRQBVl6VlahCs9pLE+droQcdaKKQ0eK63PJPZsXOTt69+vWqGpeINUv8AR7XTru8mmt7eUyoJJGYlnC5ySecbePTJ9aKK547HXW+I/9k=", 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iigCu9RTdM+woooGVJQMEdsV5Pq9/NpXi+7vbbZ5sUzbd4yOV2nj6MaKKBGz8NAA+ogdhH/7NXo6etFFAyx/yzP0NW4/9QvuKKKaAG60hoopCIX6mqsvSiimBlahCs9pLE+droQcda8V1y4eayYyEMdvX15oorGrujqofDIi1/wATPrdpaRSaVp1sYBHHE9sjqURRwgBcqBzk4HJ5r2iD7o+lFFXE55F+IdPpVgfdooqyR0f3F+lSHpRRTERNVaTqaKKYFSXpWdcDg0UUAed3+stpet6hG1hYXsUswYx3kO8BlHBBBBHU5GcHuDXR+AL241HUdZvbqQyXFw6SSPjGWO78qKKkZ6FH0H0q1FRRSGSw/wCrFWE+8KKKBDH6moX6UUUwKjjisPXuNKuDgH903Wiik9io7o8Q1qNRE4AwVfhu/WmHxFquqaJb6de3s08FrK8ieZIzElsfeJPONvHpk+tFFYrY2n8Z/9k=", "info": {"video_id": "157902", "label": "rolling tube on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", "info": {"video_id": "157902", "label": "rolling tube on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "157902", "label": "rolling tube on a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "041363d6c97b9165c9c8602d25855a022922dea0a984ce9a6712aa8e07df592c"} +{"episode": 99299, "episode_seed": 2830561808, "split": "train", "timestamp": "2025-10-13T03:55:32.537802", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 1034, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "swap", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2830561808, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 4, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera upwards while filming scenery'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('swap', (1, 2))", "action": "('swap', (1, 2))", "reward": 0.0, "image": 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", 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z2wQJEzlj1+dQRwTkdfTH1rWXxMwSsct4ljQ6TpV5bwJZx3EbyNbByxV93L4PI3cGl8A+Cl8VSaiJNSktYbZo/MWNMu4bd07cBah8UaBqWhXb22oSKzKqvnflR7FvoBxXcfAUYk8QnAOBbZOc5P7zNUqkoPmiW4KatJHkOtaQmj6zd2AleRYp3jDEjJwxGfxr1m50S+0XwRaX0d2kpnWB42MJMqJtXo+crgkqFHUE15x4sDN4q1EOux1upA6L0yHNeo6bd+ItV8J6Pbx2czW0cUUcciYAdlLYbpnKbQR2yOetaVm3ZtnPGzVrGZPe/wBreJ9HSyge2uYIzAwunGWP3hyAORjjPcDJqXV7GGz8Tz28kzvGJoXlklB3Ywd27Hfk57fpWdovhu8h8XW9olyBjUXg84cbtgyxGfVc+tdcJY/EGrau01spZIlQmLhgdz4Ygc9gD7mskb07tanc+Gri9ktUS73FBGPKdl5cDPzE+/BHTgjvmtx2CLkgntxVbT1RrSKXYokKBWbHJI4P8qtE4H1rKT1NUrI8R+Idos/xGgjEkUTSwIoklxtBKsBnPHpXk93m1UQsjLJGQS6uQCeuD7g9D7GvV/iha3F14wtYolUyyxxLGp69TjP415nr1hNbMtpIi/acneAeQc8g/iD/AD5zWsndJGT3KUypPbLbW2Db20++EkbZHDHJzj72PX8BxVO5cJMAQMnkj+n9fyrp9AFvcQX1uYJFvrSzmmiuImAQY4YED72RkD3bNchdhmnJGcg4OetOO5fQ+hfiHq1v4g+GmrXOm3080MAVpMJ3BBwemBzz1r528NQvP4v0yO3fyHe6jCuWxsOeufbrX0H4xsrPw/8AC7xBZ2G8wvFlUYAbVZlB56tgjvXzZpzourQNLu2eYM7Bk/gKJLlObDy54NnsfirwNdafoWrX2oXUF75aL5csAJJnLAyOSOvG5TngccCqOjWVjpPgvxJdxTSfaPtFtbqykqWiZd2PbPzA+wNUDFq8mhf2dYaw0ySBBcWUR/dqskhCgtjG7JUkcdQe1UdTubuW+1SyZvJZHijuYJGCh3iQrvzk5bcG6dc+9Zvua0z1bwOlxAPDmqSY+zmEorEYb5tiMDjjG45HNex15noumgeCtLt4XcmTTt0YcKMOWDAdc5BHavRLC6F7p9vdLjE0avgdsjNS9ToZm+IIpbzTbm1B8pHjdGkB+bHlk5XsOcdfevki10lbq0vdQaYrFZyRhlC/e3Z4GeM8HA74NfVninWdOtdOu4priHzY4XJibJLEo2AB3ORXgXgu3km8H+KIIbCS5nl2FJUQN5RVdxOTwOM4+tC2JkeXxl/NZw5VwvyjoOw6/TNauuXovdF0p5XgN4nmJKsSBflyChbH3mPzZPXpXpmjfDq61/UtZtGtniBs1ENyiKiF+cEgkk7iCrYPXOR6cF418GP4R1L7C1wtw6IpmkUYRWYZ2/hg0IOp6X+zbKsQ8S7j1+zY/wDIlYPxWCxePtSTkkyK/J/vIpo+CN1FatrokXcXWEDDcfx1S+JUs114wubqQqodIyMHOAEA/pW9NWXMckqjlWcOx6j8NhYTeA7OeaEPNbzP1PX5+CfwPetHVLiO61HRonwsY1yZjxkkLkiuJ8BakyeCJPmGY5XwQNvB2nBHpRrPiEi6WIRlbi21J5VAUkMSTxnpj/CpnyxV31FGUudxXc6jwtKLvxpdXc6oI5byURLyx8xQCWHpjd1PcmvUyJQrsHBULlcLzn+teIaNKiJpt0JFjU6jI29TzwI03enUDj0zXqiav9ne3gf5S0ZZj6YrFanXOfLoM8RapGvho38cjiSMhl8p8EEMFOPXGen0rxDXtcePxetzM8n7uZNolwSwQk8+nofpW/43154zLaQTPlpN8Y3YUNlSfxzivNtXeeXxDK7xjyzNs+Vs4wPU/Q1MZ9CU+Y9k8Fa7Jc3s9yLqRrVsRKxJJQBjgd+Dn2wKk8TXdzqEl3LbXK+RbhSru+AWxzz2NcJ4Yvbu0hKKCLYY6nJByWz789fwq49y8mm3km0oZVJ2YyMZqo1Fy2ZhKLb0Z5hqcxLE8bi4zxwPYe1fSvxZiWfwA7kgGKeFlz6k4/rXzBqRRpfvFhvr6X+IWpR3nw61NkBHlpDIu9ccF15HvWlP4kzWvNRXK+p4l4TD6l4ohtiGbzCV2K2Nwxkjt2B/KvbdJtZ57wXF1E2X1GIxGTJO1Qy457BcYrxHwDdSQePNLljXJWfGOOQVII59a94u9WL3VkVfKC8ibAGMfI3GOx46VpOLbujHnUJK5wR06S1sdQniuRBZnUHtFjA5bqc+mBgD3zXr2k3X9o2NrLb/ADQbPKfepUnAwSPbjtwa8kllW60Wy0wOymbWZBMRy3LgZ/WvSfB2owX/AIbtYWYjbmLCuxI2+55/pWD3OqLXKdVApSCNGILKoBI9cVy3i/U7ZPDepOlxGZFUoPm4ByASR7An8q2bu9Wwv7bLAQTDyySejdif0H4145471xLyTVHgeBYWZAG2/MAU+ZcjtyfxJpJ2YN9DpfAmsWMPhu+hu9iHzpGV5gBuG0Hj6cZHbIr0SE2On2vmLJGkZALOT19Ca+ZNF1Zpglg8ZEckzOTuwV+Xkg/QCvVr/W44tAFm5xNIwQzAdRwcnj/OKpWk3cylUcNLHOfFrUNOvZbaS3ZGbfJ5gxgk4UBj7YApvwKV7jWNXkiDrFEsSuFIUEndjIxk9PWuV8d+XDexpDLI8ZG47gMZOMEHr0/Kun/Z9l3T+JSW72//ALUqvIbl+75mcH42lUeNtZ8rIX7bKMKAP4j0r0fwb4p8Q2unWdtbW5vYILQMsLYUAFgM7h3547815v8AEPFn451qMDO+8dgcevzf1rrvC1veHw5p628Ekn2uZGkwx2yKhyAecY6++QK2qPRXMIu1mizaa2IrldVjtlhu21RZ0gBwGXa25eegHY47nrXVfDxftE+s3zALmNQcnBGSSM/rzVTxZp63I0iG3YieXWLmGJmP3R5n/wCon6VN4IvTb6tqdnJdm4uJmEEW1N6s0ZPOey4HfoKxbOuEbM9P09sG4hJyY5SR9G5/xq6azrNLhblZJ9oLRlGw3Uhjgj8CafqUyIsUTTrG8r7UG7azH/Z9x1/Cs3uUeY+MWSb4qaOjuBGrQBiwGANxP5VzXifQLGXU7sLE6qt6sEcokXDKTlg3GQ2CCCAffNXdY1O3/wCFqWkxbz7aK5iQ/wAZZdoyx/M/lXp2nx6Tf38ksfkKIxG/lALhX7EH228EdQTWj2RFrnieu+Ddd0iTUmgGywVkTeHJSRTygGevX8K8zvlMMzFiVyCAdpwcV9WeNNW0ebTJLKaeGSYFiiHJ2yBTjI9O3418s6hJHlneVm3dQXxk00Ctsj3LxrewzeBdYR2DBrRtoHJzwRXznpkX2nWrSHdgyTogYnGCTgGvStU12RvDl7bTz+arWjLGwGGB9D/jXmFiduoW7FiuJVO4duRV15XaOPBRahI9p0eOLRm1K4vLoSfaTaxpGPmZsTxtuJ9RtYetYfiX+zr2+8X6x8xK6kkVmEOxdpJ3EjvlQMDt14qrd6gGIDOFYSRHPQNhic/pWFdXa3RubbAcNqO/d6j5cgVE1FbGtBy2Z7d4JlW+8OWGp3tzDaRWDpBbvA4yFDjIk7DPIA9K9J0K4tYbaKxhkDIUaa3boJIyxPy/7ucY9MeteC+DvE95ZCSzV8wJcMFil+aMgE8BTxxn+VdZqHj8RNouoLbxhtPlKssXyo0RG0gDsRzWfK7XNvaR5rEnxC8XWenrrli9pcw3xV4YnmXcoDoQZEPYEEDHHT615v8ADzxpH4cstWSVoza3ciAxMCxb5GGD6DB6+oA75rL8c+J5Nf1nULieSQb441ZR8ocKSFbHQHB/U1xdrcSKSm/ajsobPTA9qV9Cr3Wh9QaZ8SNG0/wxBLp9pLJIIVeXdHtDMQCx3k9c5PTk14z8QvFI8UyJK8ZTbMWClgSQR3/x9PWqq6v5elfZoQfKlQAgduOcVz+uyRMIjDGIwyjeM5OfSrbiloZxcnL3jrPhfKiXOpEbRgR8k4z97irPj7ZJfxvGw2m3yu0YAwSD/Ssn4cymN9R2lQWEY57j5qseOWctaHuVYY/EH+tVCXu2Odr/AGhv+tjY8BxrLot+JGJ8sbk2nuVOfr0qQuwYysJAHlYJtAOeQP4vY8deayfh/dOPt0RZ9jRAAjseef1rSlvNsNu0iRj7KHnZZX27th6L15YsBj29qxqPWzNYK1b+uxs2lxJZeGrOE24dFnmKOw+6rSKob6gjFdpbahJId9y25wAmcg5Ht+VcG9y97o91HBCCzRecGBB2MZS5X24P6V1GneZLp8Ulxs84qGYpyCcdvf2qLu5vOxzPja4LX7LJ5ewKzKQuGDdQPc8Vxd7MbfxRD5gLwzurY/usTjIzxnrXX+I/Ku4/tULDzwqqAuMOTnv2A7+/FcDr/GpQxiQKYVLFs/xbu35CoSXMTBp3Ou0e4ez1GeOWRI8Ljacgbu3Ht6itO/vl/syRcOdyMqsv0/Idetck+p3N5PbyMC6ISSWxuJ5B4HQVuRtczaZM7EYWBgqhT8vHPPQf/XpJakqN2cBfIolZQTgY5xXtfie9k1TwrdRl5eYgcf7pBwfyrxDUZi1w6AscsO+a9d1GY/2LcQFBhrduh4ztzXdSla5jjFeUP67Hnvh+ZLbxPYMc8TqSxbHfrXpmsa44ImtZiHE0bLkY3YVgckflmvJoHj/teFgcAMvTgD8a9L1oLdajbqrqi7csenGT+ZwamctHFCqxu0M0CeSXxFp8coOLi6L7Eb5SBls568kCu68GahHBplzuHlTRuSA/8eQCD/MfSvOtFDjVLO92xReTO3zLGV+ZYySD7fyJrZ0iSeKa4SWZmkidRz2BUHBz36isFK2p1zj7tvQ7TXtRuJtGjATfJgZJ55z1/IV41ql1JfW15LNK0TSzRB1wMDgn/P416LrF35ujzj5xt6bcg+meOwrzG9Y3NjcROMHyVVSwGWK7uw6VE371zOKsyPS4ysIDyqoDMPNK+/r3H+e1dyxuGSFPM3xqSWbP3x2//XXn+hie/wBHfYd8kEmwKpwSNvGc9QPm+uTXVWF+sscEcJYbF2nfwBjqfbpSlKzCd7mV41lT7VGWPJUEAfz/AErovgjqsWnPr4aNyJPIJdBkKAX6/nXH+KHlnkEkkY3GPIK855PJq18P7s21xqcY3KXEe78N3X866aO6uTXT9g7f1qRfEt1/4T3Vwu3/AI+M5XvlQa9E8C6rNH4H06EttZXxEAfvfvs4+vJryXxZF/xUVzIzsfMYOPX7o/Ouu8L6gkHheCEtIG83d64+cHPsa6Lq7uYSX7qJ2VxqQ/tDQ5J2IEd7dyZPPzfMc479Kj8B6kbHXPtbuWe8knBDuVGFI9BznrzxXCXF9cTyxxg7445JHD87lXnJ9Pxrf0m6jSPRZ5lcpKZWZiOm59oPHTGBXM58zOmknGF/66nu6XEElpM8c8u9kLRiQ8IRkgj0rkfGfiS2vfC1ttWJrppUYJJzyG2svHI4Ocjsaz/7YdLjCyeaqw7Tjpu6f4V5t4sv5jcfZ/LCK7g7/QjjP0qZuzVgU5MxdT1h4PEqzqdzJKCuwn5QCQP8+9dz4Gv44s3kijy5WC+U4yAMsAR+vfua8sulkfWZZjIj75WGw8etdJojyxxnY6MmQNgb7vHFCnZpjqRTVjqtfvE1K31K9WZlaNgVj29BjABx9PwrxzVH+YcgnOOOgx2Fei3Ekg0u6DnErISSDivNNQbMg5zVOfNqFGNkzo7li2mSpJ/zzbr29K5KFtk6NnowP610FxMHjcBiQUI6+1c53pzlexNBWTOj1GaUqFlVVZypyvsT3qtp5/4mdnuLHfcKWLA5HIxUt22+eHzAT8mSM9arWq/vEkdmO2U8huu1c5H6VDd3cdNWRv6ZqRgnmQ7WDOzKQehyR/h+VW7m6Y6eU8wD1yeOa5y2by72WN2zI4VvqTyf51enZpIJVIBJGQD7UcztYJRV7mBNIXM+47jgAHPbdVdPcnbnmpOCzrg4x25PWmw4ZWQtgnGAehNJGvQ1owGt4vLlfZkYB/lVbVm3GLdncARj2psE/lqImAXaSN2f85rV8O6Pa+JPEP2C6vpIEaKVoike8u6qWC+w4zn2pLclLU0/h4F2amWIGBHzkDH3qt+MEElpE4wCrlc+oI6/pWb4EfyxqDbh8vlkgnH97n3rQ8Q3FvJaNboWbcVO7GOlWm0zmlpWKfgydkmuUjUuSnIA5OK6eSxiaye5uJIxKVlhgUnnJIJIHoOT+ArhdENzDJLHauUlkjZQqjOR1P8AKus1zUxZ6Lbx+WZJ3MygsSAoPBI/2v8AGiSb2Oi/LJPv/wAE2PDWnG80G+mklcNcIq7V/wCWgUZB/Emt3RNR+1abZKqL9pEaliVJxgAH6Vyena3bWfhtY0QZaEsqqxU7idpP/wCqi1uLuDTo7u1ZI1nQBYiofBI6nkAcr3z3OOKxhGU20J2abnsM1HR/EW9r69FsRjyl8plCquScED8TXG69GzahbKmzGMDDDOSeSa6d4tUmsZ7/AFC4kaAIzRs77vMc5Cge3DHt0rkNWRjMxd85Ctj37/ToafLaWppCK6HQQRx6VGZPOinaY5VFyWHB6njHJHTrV1dW3QRQMJ9zrsKqfkT1JHrj09awbbCXGZVfy48sVC5OccDr6Z/KmalOkUkssBdY8kRDd69/y/nQo3dxJamVfOp1KQxkkb8D25r1K4/48pgQV/dsCM56g1xWu6DpEHh+21fTNRvJ9939l3XMAjW5IXczxDOdqnCncP4h7gdncz7tpAbBwA3GWHTFaqVnc58VvE8wUEXCg9Tjr1r0+8uHRoLjzB8kLF+MbgBuIrzK5/dagYwMsr44PQA16LYxxzyWqyzAqFVztxlBsLdzjPT8qdSzWpcop2uU7bUjBGyebOLfyFYM6jIlkX5mA/u5OPwro7KFl8S3kjXJeYohmjX7pcqP8K5xTb33iS1RUMcUkaqY37xrwqn3O3Ofxrfvr1bDxP58BCxy2+1lU87t+efqKwb1sbTd5WRqaxObe3aQJII2jfeSOABjJI9hyBjJNcBqTwhbua2+66nyox6bW+Yn15/Cup1zS7fWbe3kvNQa1RCSdrZRiwBxyRnGO2etchqUEFpDcpHeGVCCqyKmAByOM+v9aTuzOMGndmDpVwtuCI3C7wFZyOhweldNptvOdkUjuAckncFPPOfzrmdFhsiXW7ldSG42AFh+fFbMWpyNKZAT9nG9QjHk5J7ninLfQqS1JPFu2Ly8EMDEBgMWHBPeo/BUrr/aEmR8xTGf+BU7RY7DxF4hi03W7qS0gnfy43gmjjjiA7kycbQM8dScDvSaPanS9Z1myaOeP7PP5QS4AEigFgAwBIz64JFbQdhV9abRQ8WzeZqchbIJRD168f8A1q3vC8ijwxdAnLByRn6DGK5jxQc6mDz9xRk/jWl4Ydhpd5Hv4duFI74rSUn0MeX92jQEZX7NFsikkmPG4Z7nA/LHH0rQgmkj03S4zLiNFCtyc4diR+P/ANash76W3ZJFk/0mCONolC7gxc4OfTCj86sO32vS2AnCIkkKxk8MrgYx79aw3OiGkFc7C3vHjAByefXoK5DxNcO984Lyt8mQh7Hr+A5robYsIVDbpHCn5sYycfpXO61LFdoGEg8/CbS2RhSPvEfj+lTK1rMxTVznppWh8QowCsk5GeeCC36elbVjMbG9kEzyKCgVWKfe9x681zGpuv2xMNhUBwcDk7jV+K6ubx4RGcKpJVT8xB78+9J7I1mjp9QuJJNLdQBtZCevIwPfmvPbpcTOAcjNdbcieLQ5Ji8gYgLuzgH1A+tV/FHg/UPD2gaTqV8ZhcX7SGaFoiBb4CFAx/vMrZx26dQcXDYqCsjOkYtC2f7hrCooquiMaPU0ZWI8og/dXj8qYD/pDKBgeV0HrtGTRRUrdl09mWoRm8tZDyxi6n8at3UjbcA42qzD64H+NFFNCkY90dl0xUAbVHb6VWQ4aiihGi2Fj5kUHnmtDTtWudF1OHULMRiaMMFDrlfmUqePoxoopjNHwlIVnnXAIbaCD+NXPEDMomG4kqVAPH92iiqjuctX+Iij4Vj+0a/BGzMAz4JU4PNbuvXEhWLkAb24HTkZ/pRRTfU2fxL+u5zllqc8VrBbKkJQnO5owzdemT2rvvD95ctNPAZSY1mhQLgYwdynjGOnFFFOGjVgqpOLTKWtzNNeSRkKqNISQox3NchrcrySLIxycL9O9FFZVPjZVP4V6GrCwla7YogPlgfKMY5FZuroEtuCSPMJwaKKUBx2Ha94uk8QwW0M2kaZam3VI4pLVJFKRrnCAFyoHJJwMk89zXaXk7W9qXUKWx1YdKKKtHPiOhwWoDzL0seCzEnH1rr/AA4ot72Rk5OAfm5/5Zmiiqjq438h1P4MvR/kUNAvrm51a8nllJkjhYqw44HAH0xWjcXs9/4gltpmHlmJVwoxgbl/xNFFc3/L01X8T5GZrpMeovHud/KJVWkcseCcd/btxTNcto4VaFc7Y7SIjPckBiT7kk0UVvUNKeyMO3RVuJUHTcv16GtlysWgIQiszKrktySTk9aKKiO7Je5Rh11tElmgGm6dfwyFGKX0HmYZRwwIII+8cjOD3Bq/oWoXOrXer6heymW5uZFklcjGSdxPA6fQUUU3sZ1vgZm+JRiaE/7GOfqam8OZ8mQZOCw/niiitOgofAjWureM6DPIFAZ9iEgdvmb+YH5Vatooz4Hu7koplbe+SOhAK5H4UUVhM0n8K9TVjmluLYO8jBghOVOP4a85WeYr5jSu7swBZjk9KKKaWjISWpW1Fy13z/CMCtfTVESXG3ttGD3yG60UUP4TUtXZ36X5jD58IAfTNZWp+JtX1PS7fSr2+mntbaZ5UEkjMSzbRySecbePTJ9aKKcNg6H/2Q==", 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", "info": {"video_id": "194294", "label": "turning the camera upwards while filming scenery", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('swap', (2, 3))", "action": "('swap', (2, 3))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "194294", "label": "turning the camera upwards while filming scenery", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 0.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 2, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 3. You are allowed to take 7 more steps.", "vlm_output": "('swap', (3, 4))", "action": "('swap', (3, 4))", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "194294", "label": "turning the camera upwards while filming scenery", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 3, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 4. You are allowed to take 6 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "194294", "label": "turning the camera upwards while filming scenery", "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": "99682c0848db2639df363a0f4c2a9c06d42fb35a6aeb4e74d5b05df00e5856a8"}