diff --git "a/video_unshuffle/reorder/train/batch_000704.jsonl" "b/video_unshuffle/reorder/train/batch_000704.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000704.jsonl" @@ -0,0 +1,100 @@ +{"episode": 70400, "episode_seed": 3590050412, "split": "train", "timestamp": "2025-10-13T03:36:38.881311", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3590050412, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 web camera 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": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "112467", "label": "putting web camera into box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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DfMXIz6Z/+tV4X4zy85u6KSNDVJvLtJD3xXKPPkHmt/XBJJZvtHPWuRWUNwTg+hrvkz5SnEwPE9pHdq3mLlWQrnHQ9jTdIubq3jie6wHRhjH930Nal8u4EGsAxvBGwDMy8nk5xXFWjfU+gy7EKFos7+6urbV9ElXeBLGN6Z6/T+YrE0R2+3tGPuOpJH0rmYL57VMOcruBI+ldjpV5Y3919ugYrMyYeLA5PHzD8qzo3OnN6KqR9pHc6OGMAYFedfFFgL3T1PZHP8q9BjvYgMksB64rzj4k3MN1eWLxNuUI4J/KtqvwM8fKV/tcfn+TOHD46V7J4DTy/De7+8UX+Z/wrxrjHAr2/wAGRFfC9qP7zE/kB/jWeFXvntZ07UF6ncWvFqD7VjXAy7n2/rWzCNtp+FZE55f6CvRPkXueU65fpoPiqdiC6XbJu5+51yf1Fa0VxFPAs6OrRkZDA8YqHxVo6apLeREATfK8Z79P/rVm6fEtnpSWaOZPLB3ZGNoznB/lXJJtSaPYcadSjGS+JWTLVlGDb+YQd7kk57DJwK7DR3B0yJU6jIx75rmkjEaKo7DFbnhwEvOMnAwcUR3OHFe9dm9FGVRm6tjrWd4Gbd4vtSepMn/oJrZC4jb6GsXwT8vjG0XP8bj9DVTM8KrTj6o8JU9s19D/AA9iEPhKE4xuIH5A/wCNfOyrzX0l4Nj8rwjp47spY/oP6Vhhl7zPp85lakjXvf8Aj3b6VzN0vyOfc10d8cQkVgXX+pJ+v867z5dnNzD5zWY6GO5c/wAEnP4j/wCtWrP941SnjEilSSO4I6g+tYs6aem42ymW3vopW+7nB/EYrotLTzZ7u5yCJJQqt6hVA/nmuNmgupPkaZFjPUouGP8AhXc2rxWtjEsa/KkYwq9hilHcyxEUtb6sqW5+z+NrV+3nxn8+K67WYmGqPMFZTDcE7iPlIIxj8c/z9q8+bUDc38N6yhWjuogMf3ef8K9G162jk1maZ3+8gULjHPGMn06/nUPc9vKE4ppnkPxZVQNIbaAWM2eSefkqv8P2EOk6jMRnBRR+p/pUvxdyG0kHBcecCR35WszwNfRjT7uyLAO5WRQe+Mg/zrGH8U9HHK+GseraVcxlGTo4FQXTfO30/rVDw47SXDNKw+8Ov0rR1tI452UEMCMgiu1PQ+VqQ5ZNI5fUuZKzGFWb8/vSFdh7ZzVEs46Mp+orCT1N4J2A9a6HQYJ47UsMASkMOO1c0ZGB5TP0Ndjptwn9n27DH3AOPWlDcxxTagcb47sZ9QukVNzSQL8q/wB4HrivO2G2vcNR02W9dbqI+XJENysfavMfEnh+Sy0+21aPm2uZXhIA+464OPoQf0NZ1Frc9rJ8WnBUWc4rVPtKH5h+NVRwavq4ZcOM1ny8x7rdiAspGQa+hPCN8jeCNHkiwTCrxsPfcf8AGvn9o0wdoxXTeFPGE2hxvZyP+6LbgG6VpR9yWp5+Y05VKa5Oh7dfMP7PVm6lB/KuGwAzgrxk4qzD4ystQiVZH2cYB6gU/EM65hkjkHbaa6201ofLShKEndGHc/eO1iPaqJLA/MoI9q17u32k7lI98VnPER905rCRvCSOe1YrG6op4YZx6VXtL+W0dWjkKMvINWdeidZYpiPlI259DWM0gBHtWW2x9Fhnz0k3qejWniEahZm0uHMcrL8sxHBPviuY8XQtCLJZFw3z/j0rHtrqSFgQ557dqsa1qLX1rZx7iRFvwD2zj/CnOV4MKWFhCuqkVb/hjLVRkZr3TwwVg8PaUpGWkjZ/1P8AhXgwyCM+te46TcofD+lSxjKrbeWfY8g0sNpJsxzhc1OKO281DZ/L6VizHG/8K2NIg82xUuOGQH9Kw9SVUmdc8g44r0LnysotHNarbJcTZJKuv3XU4K1k/ZZy482VGjU5wq4J+v8A9atW6LeacScehqm7uB0U1zztc6ac5JWISuK3NChljgaQf8tMY+grCMuD8yGut0uVBp9uR/cFTHczru0Sjr9zcW0UUayNl85xUvhBv+Kz0U/3rbJ9zhqfrkIvYQEHzjkVW8J+aPG+lpLHsMKeX9eDRPc1wco7dbnicaDev1FfSmgnyfD2kR4HNmJGP6180xsRIpPAzXvek6zHeeHdOkhkAeOAQuueQQMVnht2fQZtHmUUdJfSAxLWBcuDD17VqTXlu1nsMqFto7+1cpdXUbFvl5rrckjwFQk9kQTfeNVnHFRF1LHll/E0x+nErfnmsXI09m47kkEInu4Ym6M4B+ldasMaW7JjAIxXExXBtp45mkyEYHB7119u32pFkDfumGR7inBnJiE00zl7q3ntPMUR5jMqMH9ME/416Zrh84GSON3MkcYZgPuBl+8D7Vy+uIn9juFwApBGPrVC21C/1HxM+nNrV1aRmDbGIl3ZIi3BfQDg5JqZe6ezlE3Uk0+xy3xYmaVdJYoqqPOCsrZ3j5fm/GvN4L17WUOu4Y7g10finUrq/hsvtFw8yoGEYb+EccVzDIT2rCVm7o+gUbx5ZG9a+KriIgi5mT3NbsHjK8KK81x5iHHL1xCW+R0rXa3U6ci454pe0kjCWAoz3R20Gs2l5jz4+e5Vv8avLa6Zcj93eNET2dMj9DXD20G3UenQ8DGQPoPWu8stMto7ElyreZtYsR9wdAB9cdatVL7o46mV2fuSIn8OzOpNvd20voA+0/rWho2n6jp8LpcWzuN2VK4bA/Cuc1C5axuLkRMVjRGZOc5b3HUD+dYa+Or+yuGUNvCdWUlc1SlDc5KuV15R5dGepNqESQusgKEKchhg1TTSYtY+HL6XMpWW6uZJLZ9pO11C4P0PIrlLX4pQyoqXe70IliDipNW+IC3sUX9l6gLZbUD5NoTzCT/D7Y/nVSlFq9xYDA1aNdcy0PNpomikZHXa6kqw9CKnHrXVeNND02HSotdsNSu5zcXXkE3ESotwQgZpIsHO1TgHd3I9wOVHpWMT6Fig81HNH5gwakAp4TNJsEirZeel1CgdgpcAjPbNdUXuINUit7d2TdE0h59M/wCFYkMW2dG7hga3I5vN1yORsELCRz+NZ8zTB0ac0+ZGhpmr6reqEiHnZOArDqR1qxcXc1tJturOSBh144qTwdNHFqk21FZfM+QseBzx+GTXa3jRXtpI00H+rcpgDhwT19ulaqbOCeXUm9FY8+nvrSaFop/mjfgkdR71ydxF5N1JHuDBTww6EdjXQarDaW0Hn+Zgsxyq9F+bGD71z0k9tI2Ish+4PShyuOhhnQbtsxokAGfWiSbKr7Vf8K2Gmav4ki03Vrue2hnOxZo5oo1jPcsZOMYzwOScDvWbqdo2n6xfWLJPH9nneIJcACRcEjDAZGfXBx6Ut9DsStqRPLxXVeG/F8tjaG0Z1MYbO1z0+lciF3GniBWBO35u1EXyO6Ir0Y148sj2zTPH+I1Ro/lwB8rVfXWbK/JbzVUk87uK8KRJUA2O6/RiK3/MuIbmzEUzgO2HGeo4rVYhrc8mpkql8Mj1CXTPtDF4Sj5/uuM/lVC40q5hB3RyL7FTXMaLq19PcGBnXIOAQMEex967qCHWIIkInG9skrngDPB+v8qtThI4p5ZiIbanNywSqDwc+9aegXB8p4pmGFPympj4kAllgvIYXeLBk3KO4zkEdalh1rQmkMZhWJ84YRv3+hppK90zlq4eqo2lE2oWjCjG2qWnnb8QbJgerD/0E1k+IpoLbRWudM1J4pfMQY244PXms2/0/X/Ddrpmt3moXS3c4kLx7ceTgLsBOPvFWJx/XNEpJaDwmBqS99dDyzaM10Gk3c6W+FkI+hoorkhufW4hJxVzRF/df89n/Op4dRuw3+ub86KKpt3FCEbbGrb6reDH70H6qDWjBqMj/fit3/3ohRRWsDzMXFLoaCC2uOJbC0b/AIBj+RrYs7O2aNY1hEagYARiMfrRRXQkjx5JNaklzodrOFjd5thYZXf/APWrz3Xr6bSPHmoXtptWSB2VFYZUDZt6fRjRRWVX4T0MoSVWVuxxGujH2dOwDf0rJVRiiiudn0MS1Cox0q+vMSr2oorNmiLMTETIw4NdXa3k4ZAZCyuhJVuRkdKKKYMx9VuJDHcDdgtglu/Q1wNyxMr5OSOM0UU2SypSg4IOM0UUgOm13xhN4is4LafSdMthbqiRPapIpRFBwgBcqBzk4HJ5qk4ANFFUhCCpkooqWMmViD9Knt2Pmlu+0iiipe4Gx4fYpcvjuR1/P+ldp9rmuS6u2Bl1wvHYfrRRVrYlnmOpTOLaZt3JkH8zWJIBFdJs45/+tRRQM0LDXm0aS4jOm6dfxTOrmO+t/MCsucEEEEdTkZwe4NV7m/udW1C61C9kMtzcyGWV8Yyx5PA6D2ooprcXQYv3qtRKKKKUhoshR0rRyfOtT3B4ooqRo19AVTrewqCrMMg+5FejQTteW0xkAUpKSCvHReKKK0iQ9zkNWgjlgvXcZ5KBc8KCuePxrzG/Zo74urMGPU59yP6Ciik9hvUhGuaksJtzdO0W4HaxzgitS+8Y65qOk22mXV7JLbwSNKu92ZmLY6kk5A28emT60UU0zNxinoj/2Q==", 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", 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DfMXIz6Z/+tV4X4zy85u6KSNDVJvLtJD3xXKPPkHmt/XBJJZvtHPWuRWUNwTg+hrvkz5SnEwPE9pHdq3mLlWQrnHQ9jTdIubq3jie6wHRhjH930Nal8u4EGsAxvBGwDMy8nk5xXFWjfU+gy7EKFos7+6urbV9ElXeBLGN6Z6/T+YrE0R2+3tGPuOpJH0rmYL57VMOcruBI+ldjpV5Y3919ugYrMyYeLA5PHzD8qzo3OnN6KqR9pHc6OGMAYFedfFFgL3T1PZHP8q9BjvYgMksB64rzj4k3MN1eWLxNuUI4J/KtqvwM8fKV/tcfn+TOHD46V7J4DTy/De7+8UX+Z/wrxrjHAr2/wAGRFfC9qP7zE/kB/jWeFXvntZ07UF6ncWvFqD7VjXAy7n2/rWzCNtp+FZE55f6CvRPkXueU65fpoPiqdiC6XbJu5+51yf1Fa0VxFPAs6OrRkZDA8YqHxVo6apLeREATfK8Z79P/rVm6fEtnpSWaOZPLB3ZGNoznB/lXJJtSaPYcadSjGS+JWTLVlGDb+YQd7kk57DJwK7DR3B0yJU6jIx75rmkjEaKo7DFbnhwEvOMnAwcUR3OHFe9dm9FGVRm6tjrWd4Gbd4vtSepMn/oJrZC4jb6GsXwT8vjG0XP8bj9DVTM8KrTj6o8JU9s19D/AA9iEPhKE4xuIH5A/wCNfOyrzX0l4Nj8rwjp47spY/oP6Vhhl7zPp85lakjXvf8Aj3b6VzN0vyOfc10d8cQkVgXX+pJ+v867z5dnNzD5zWY6GO5c/wAEnP4j/wCtWrP941SnjEilSSO4I6g+tYs6aem42ymW3vopW+7nB/EYrotLTzZ7u5yCJJQqt6hVA/nmuNmgupPkaZFjPUouGP8AhXc2rxWtjEsa/KkYwq9hilHcyxEUtb6sqW5+z+NrV+3nxn8+K67WYmGqPMFZTDcE7iPlIIxj8c/z9q8+bUDc38N6yhWjuogMf3ef8K9G162jk1maZ3+8gULjHPGMn06/nUPc9vKE4ppnkPxZVQNIbaAWM2eSefkqv8P2EOk6jMRnBRR+p/pUvxdyG0kHBcecCR35WszwNfRjT7uyLAO5WRQe+Mg/zrGH8U9HHK+GseraVcxlGTo4FQXTfO30/rVDw47SXDNKw+8Ov0rR1tI452UEMCMgiu1PQ+VqQ5ZNI5fUuZKzGFWb8/vSFdh7ZzVEs46Mp+orCT1N4J2A9a6HQYJ47UsMASkMOO1c0ZGB5TP0Ndjptwn9n27DH3AOPWlDcxxTagcb47sZ9QukVNzSQL8q/wB4HrivO2G2vcNR02W9dbqI+XJENysfavMfEnh+Sy0+21aPm2uZXhIA+464OPoQf0NZ1Frc9rJ8WnBUWc4rVPtKH5h+NVRwavq4ZcOM1ny8x7rdiAspGQa+hPCN8jeCNHkiwTCrxsPfcf8AGvn9o0wdoxXTeFPGE2hxvZyP+6LbgG6VpR9yWp5+Y05VKa5Oh7dfMP7PVm6lB/KuGwAzgrxk4qzD4ystQiVZH2cYB6gU/EM65hkjkHbaa6201ofLShKEndGHc/eO1iPaqJLA/MoI9q17u32k7lI98VnPER905rCRvCSOe1YrG6op4YZx6VXtL+W0dWjkKMvINWdeidZYpiPlI259DWM0gBHtWW2x9Fhnz0k3qejWniEahZm0uHMcrL8sxHBPviuY8XQtCLJZFw3z/j0rHtrqSFgQ557dqsa1qLX1rZx7iRFvwD2zj/CnOV4MKWFhCuqkVb/hjLVRkZr3TwwVg8PaUpGWkjZ/1P8AhXgwyCM+te46TcofD+lSxjKrbeWfY8g0sNpJsxzhc1OKO281DZ/L6VizHG/8K2NIg82xUuOGQH9Kw9SVUmdc8g44r0LnysotHNarbJcTZJKuv3XU4K1k/ZZy482VGjU5wq4J+v8A9atW6LeacScehqm7uB0U1zztc6ac5JWISuK3NChljgaQf8tMY+grCMuD8yGut0uVBp9uR/cFTHczru0Sjr9zcW0UUayNl85xUvhBv+Kz0U/3rbJ9zhqfrkIvYQEHzjkVW8J+aPG+lpLHsMKeX9eDRPc1wco7dbnicaDev1FfSmgnyfD2kR4HNmJGP6180xsRIpPAzXvek6zHeeHdOkhkAeOAQuueQQMVnht2fQZtHmUUdJfSAxLWBcuDD17VqTXlu1nsMqFto7+1cpdXUbFvl5rrckjwFQk9kQTfeNVnHFRF1LHll/E0x+nErfnmsXI09m47kkEInu4Ym6M4B+ldasMaW7JjAIxXExXBtp45mkyEYHB7119u32pFkDfumGR7inBnJiE00zl7q3ntPMUR5jMqMH9ME/416Zrh84GSON3MkcYZgPuBl+8D7Vy+uIn9juFwApBGPrVC21C/1HxM+nNrV1aRmDbGIl3ZIi3BfQDg5JqZe6ezlE3Uk0+xy3xYmaVdJYoqqPOCsrZ3j5fm/GvN4L17WUOu4Y7g10finUrq/hsvtFw8yoGEYb+EccVzDIT2rCVm7o+gUbx5ZG9a+KriIgi5mT3NbsHjK8KK81x5iHHL1xCW+R0rXa3U6ci454pe0kjCWAoz3R20Gs2l5jz4+e5Vv8avLa6Zcj93eNET2dMj9DXD20G3UenQ8DGQPoPWu8stMto7ElyreZtYsR9wdAB9cdatVL7o46mV2fuSIn8OzOpNvd20voA+0/rWho2n6jp8LpcWzuN2VK4bA/Cuc1C5axuLkRMVjRGZOc5b3HUD+dYa+Or+yuGUNvCdWUlc1SlDc5KuV15R5dGepNqESQusgKEKchhg1TTSYtY+HL6XMpWW6uZJLZ9pO11C4P0PIrlLX4pQyoqXe70IliDipNW+IC3sUX9l6gLZbUD5NoTzCT/D7Y/nVSlFq9xYDA1aNdcy0PNpomikZHXa6kqw9CKnHrXVeNND02HSotdsNSu5zcXXkE3ESotwQgZpIsHO1TgHd3I9wOVHpWMT6Fig81HNH5gwakAp4TNJsEirZeel1CgdgpcAjPbNdUXuINUit7d2TdE0h59M/wCFYkMW2dG7hga3I5vN1yORsELCRz+NZ8zTB0ac0+ZGhpmr6reqEiHnZOArDqR1qxcXc1tJturOSBh144qTwdNHFqk21FZfM+QseBzx+GTXa3jRXtpI00H+rcpgDhwT19ulaqbOCeXUm9FY8+nvrSaFop/mjfgkdR71ydxF5N1JHuDBTww6EdjXQarDaW0Hn+Zgsxyq9F+bGD71z0k9tI2Ish+4PShyuOhhnQbtsxokAGfWiSbKr7Vf8K2Gmav4ki03Vrue2hnOxZo5oo1jPcsZOMYzwOScDvWbqdo2n6xfWLJPH9nneIJcACRcEjDAZGfXBx6Ut9DsStqRPLxXVeG/F8tjaG0Z1MYbO1z0+lciF3GniBWBO35u1EXyO6Ir0Y148sj2zTPH+I1Ro/lwB8rVfXWbK/JbzVUk87uK8KRJUA2O6/RiK3/MuIbmzEUzgO2HGeo4rVYhrc8mpkql8Mj1CXTPtDF4Sj5/uuM/lVC40q5hB3RyL7FTXMaLq19PcGBnXIOAQMEex967qCHWIIkInG9skrngDPB+v8qtThI4p5ZiIbanNywSqDwc+9aegXB8p4pmGFPympj4kAllgvIYXeLBk3KO4zkEdalh1rQmkMZhWJ84YRv3+hppK90zlq4eqo2lE2oWjCjG2qWnnb8QbJgerD/0E1k+IpoLbRWudM1J4pfMQY244PXms2/0/X/Ddrpmt3moXS3c4kLx7ceTgLsBOPvFWJx/XNEpJaDwmBqS99dDyzaM10Gk3c6W+FkI+hoorkhufW4hJxVzRF/df89n/Op4dRuw3+ub86KKpt3FCEbbGrb6reDH70H6qDWjBqMj/fit3/3ohRRWsDzMXFLoaCC2uOJbC0b/AIBj+RrYs7O2aNY1hEagYARiMfrRRXQkjx5JNaklzodrOFjd5thYZXf/APWrz3Xr6bSPHmoXtptWSB2VFYZUDZt6fRjRRWVX4T0MoSVWVuxxGujH2dOwDf0rJVRiiiudn0MS1Cox0q+vMSr2oorNmiLMTETIw4NdXa3k4ZAZCyuhJVuRkdKKKYMx9VuJDHcDdgtglu/Q1wNyxMr5OSOM0UU2SypSg4IOM0UUgOm13xhN4is4LafSdMthbqiRPapIpRFBwgBcqBzk4HJ5qk4ANFFUhCCpkooqWMmViD9Knt2Pmlu+0iiipe4Gx4fYpcvjuR1/P+ldp9rmuS6u2Bl1wvHYfrRRVrYlnmOpTOLaZt3JkH8zWJIBFdJs45/+tRRQM0LDXm0aS4jOm6dfxTOrmO+t/MCsucEEEEdTkZwe4NV7m/udW1C61C9kMtzcyGWV8Yyx5PA6D2ooprcXQYv3qtRKKKKUhoshR0rRyfOtT3B4ooqRo19AVTrewqCrMMg+5FejQTteW0xkAUpKSCvHReKKK0iQ9zkNWgjlgvXcZ5KBc8KCuePxrzG/Zo74urMGPU59yP6Ciik9hvUhGuaksJtzdO0W4HaxzgitS+8Y65qOk22mXV7JLbwSNKu92ZmLY6kk5A28emT60UU0zNxinoj/2Q==", "info": {"video_id": "112467", "label": "putting web camera into box", "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": "d1e80c43546142699fd0b0d07c00ff7fa39e3361a4dad7b97010c267a53ec81a"} +{"episode": 70401, "episode_seed": 2591515397, "split": "train", "timestamp": "2025-10-13T03:36:40.615427", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2591515397, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle in the air and catching it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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8htw/nVrxekj6xb21mDFFbrjfjhQf61nXDsIFRflmfOD3Ce/+fWuu8Q2yTRRysPlCLkf3uK56isdVKQ7wxZoVW42gRhMRLj7qk/1xWD4sufPvNqtxnbj1rrLDMGkbvukpj6da4LVW8y/U/jUvYad2WLbdHbhbaH96/LSsuFUdsn+I+w/SrNrJ5Nz5FuPNunKmaRv4R6nHf0UfyyauiwmXRLYxP5bSoDvK5Iyc8D1xWcAYGOn6eSsnWab7xjz7nrIf/rnjGdYqxxTd2zsNMu/skwOcxsSrDOf84pHbCk575z61hWEkQWS0t4yIbcbN+cgv1Iz3x3Pq3rWo5Z/kH4/T1rdPSxEFqUrp1XMgGfQe9RmYPEGQYY8EelQzvs3+Z1Bxiqg3IrPvOZO3t60pRujWM7MbevhC4dREjBWbPUmufcQtr7RSows7mMCZh0LfX3rWuFWaJrZsmOUAED17frUen2El5/o2pKI4LUpJNtP3nPRc/hz9PesJ6M6acrozoNPlj0O+YW3lqk4MTsMFlHUDvXWeHLT/AImfh8BgyyLNckepAO0/kBVm30460As/EOSSAcDZ2/Pn8Kh0u5CeOtJtLYD7PbboVUnOEKkHmoi/eRU/hdi3r1rcG4KJN5eSS8mMuR7dh9ea5+3C/Nb2GUQk+ZcDkk98E/eb/a6D9K9B8RaelxbvuQMCDkHoR3Jrhbi3mnnMCo0FsvDN0aQei4+6vv8AgPWtpKzPPTujX027V23Wzk+S2zf2JHXB746Z9c10d7cJc20MowGOQw9DxXFWd6C3mQOkGnWynL4AEmBjI9EXn6n2HO5BMXbaCdpAYewrSLsrCS94dKHlV9p+6P1rFnk4CAEs1bcrgKQOlZkvl+YXQL5h/n607miV2UGAjURjJC8t9apuyYlLj5UGQf6fjVm5yMADLH9aoyL50ggRsiMkt6E45P4Vm2rFxTUioQ5RppyMsc8n7p9vaqrgoXVsiZ1ITPp3NRXepb72aNcGPyfOhyOANuP8DUlh/pbQuybpCFiAHfHas07m8lyq57J4b16PVPt2nkr5tg6xqB3j2gKfwII/Kq+vWW5d6jBXJyegHr9TXmGna23h7xzNqE8g+zsf3208PHIf5jr+Fez3Kpc26OpDg8g9mB6H6YroT54nFOPJI8vlRdPfgG5v5+m7gtjuf7qD/OTUtsWs5kjB8++uGDyyEY2oOrewHRR6n6mtjUrM20sk0Nv50pGEUYBkOeMn0BOfzqpb232SJ3d/MnkO6WUD7ze3oo6Afj1rNKwmzRkcbeOBWbK0fmF1C+ZjHTv61LPNsAyevf2rPlfZcFz90jj6VTZvGJBdHYnqx6VRkcxyLErEOjB2I6FvSrc8ikGbqE4X3as5vkVpD1zUN2VjRJN3MKfXr3wx4hF5bSiSNfkuIWOPMU+3t2Nbvi/xbFrXg3TorJ1Et+Q0q5yYlT7yn8dorL1XRo9Rtf7QZAIUQFz3eTkAfTAzWbpemnVbspGoXzCqqQO/f8BislOy5TZ01KXMbazSQ6PpWuQu6yRPuyOzKen5jFey6Vqtv4h0G3voB8syBtmeVYcMn4HNeXa3p0GkaTBo1uWMO7c29snceTU3wx8Qiy1SXQppMJckvb57SDqPxA/Me9a0Za2OfEQuro7DVrMxyNLGgkbsM43t6Z7Csm1tXtoWkkIe4lO6WQdC3oP9leg/E966zUEDqw+6pHX+6vf8zWTZWQ121mjhnMMSkxPKoyUHt744FaOOtkcl9DE0dric3WoMuLKVvJtier7M7mHtk4H0NXppdoz1rT1pYbZLO0t41igjTy4kHAVRgAVzs829mjPG4EA+lDVtDaGqI5GWRcITtB/Ws2dlZ3Zj8iDLe/oB9anM4iXYeuelU7wFW8gjkfM31/8ArVF+ptyp6FcMHdp2BBbjHYeld4m3UNEs5yAd0Skj8P8A61efTSbJEjUZ3HGPWu50OdZNKa3TOYSVA+vP8zWUtdzRKzHXd0INMClv4STXE70ufMmyOFJrpNfsrizjCXbrCHGQM5IHvXLvpmn20BlGoMrPnKqcj8RXO6qvY1tZHp8Vksnh+xI6fZEOfQbR+prl7m1e3YWtrH5LyMzPKF4hU8s3u5zx7+wNdX4cvYdQ8LWTQOJRHGIuP76fKQf8+lU75UikEhICFsDP8Teteg0rJnlt6tHP3UtvpGmMQvlwwp93qfYe5JP4k1rkhVJA+YgZqxD4fN3qFve3iL9itT5iRN/y1mHC5H91evucelZsswUFs8GizWpdPUr3UMUsgdu33hnr/npWfcEnLkYI+6B/Kpp5CbhOflIzx3qtdESELnCjlj6CpbN1FW1KMrssZZSPMcYjz6dzXS2Vh/afh+BmPyIxMg/56sPX2xiuUkPmzNKeAOnsOwrr/BV4k1nd2x6rIGA9iP8A61ZT1LgnE0IXWz0OZz8pCnJ6V54dVn0zWI9Tt8GRZ1ZFP8Q7j8RkV13irUYLNJLFT58igmcA4RP9nPc+tedalcQzWgNurR7AT5e7cAfY9axT95Kxq17rfc9+E8GqaYl1bkSRSoHjP94Hp+VcVremNK3lb2WJ2+cLwZB3Gew9faqHwn1/fZzaJO53RZmtwf7h+8o+hOfxNdnqturhieMDP0XsK72uZXPNa5ZWOJjgW9lESgCxt2wcDAlkXtj+4v6nA7GtGKcGdgG5QAkZ5wSef51OYIba0PyrFHEn3QOEUc4qlBpkunWn9pXpdbu/+cwn/ljEP9WmP72CSfc4qCo7k9xNsA64PP4VnO+ydmY/Ken0qR3LLhuo6+3tWe8gl3IzbcHIPpSZ0RC4cAGb/gKfXufwqoiGO3uJ15aKJnC/3u2P1phu/MlaJvlhPCZ/hP8A9fvRaFpbwQlNwYMjIeh46H8cVnI0gdNb3qLdWrmOM4QIqsSQDt64PArkvDsz3vjCeH5EUXNzs29sBsVhTaR4ik1WZLi9uFtLd/Mjk345GMhD6jOD9K9Is9Kg0qwOoKgWSEHy+nUryT69TU3sEaaieZalE4VeCWDEOT7HFesfDbxANS0E6bNJm4sQEPq0R+6fw5X8q80uPnSZ26OxbIqt4b1l/DviWLUxuMCDZOg/jRuCP6j3Fa0nazM6sb3R7fqUYIYt8uBlj6L2FUYdLbW7VfLk8q2kA3yr1CZwQvv2H51W8WaossNvaWTh/tShw6ngqw4P5VoaTeQaNoMv2uUR2lsm5mJ6DFbct2cb0Ry7SF1wxyR29PaqLyedviJx3U+hqSWXyjszzVG4byY8g/O+SM+nr/T86y3OxaEb3X74xZ/0fp+P97/PaoH3tL5OMnIH1qJ2yhJqe13G38x/vDKoe/8Akf1qZlQZs2+mnV9EltdxWC3lOUU4LsQMAn06mpPCmjx2N05ZVyhONo4X2FXPB8yuLy2b75Cvn1HIrTlj+yPL5URY7ckgcD3NY6Xua3duU4/xJIJNTBzkhiSa4be8epQ3Ns5jkhYSIw6gg5B/MV2GoQXSSXVw+yVCGOEcFl98VyUaBbZpE5Z+gP606TUm2iKmiPXLrxbHqnhC1u7baLq5GyWIdY3HDD8zx7EVd8PvHoti5uJQkKRl5WPQdya4nwdp5aCAsnLMZ2HuflQfkCfxFZ+p3MniHxje+GX1m4t7PMuBEu8O6IWEfsOCST6YruXdnA97I1LTxJP4k1vVLpgUtUKJBGf4U+b9T1NXbqQiIsepriPh1O0sWoiVycCIjP8AwKuu3G4fb2z36Vi9zphaxFLMBF5vPmgYH19fwH9KorMzw7GJMiD5T6r6fhSXE2+UhTgKSMEdKrtvM6CL724YqWtCk3csRbgj3B/h4B9/Wtnw/rMmlXm9EEjMMKp6ZHc1lTYj27cELn6E96pyytHPHJESFAyv8sfWsJa6HRE2Nf1K51W7e4uH3FsgAdB9K5KeQxkoCT3NbzP5sj4GABwPY1hXikNkd6lIt7HVfDXXl0/W30qd8Qag2YsnhZgOP++hx9QK6LWrk6n4gSzg4gtmDN6HH/168rtYDcX1vEjlGMi/ODjaM5J/ADP4V3OpSy6d4ZudUhka3kkmVy4PKqScD8q7KT5o2POrLllc7bxD4pg0Pwx9uuSGnI8uGHPMj/4Dqa5ppvMj28Y6j+prz/xjNHfaLaaxb63qN3EtybOMXcKxpNhdzvEBztVsKdwzyOeoHbvJ5WSce1VN6hSWjI5JNxMIPOPlPvVF7hYj9ncf6wfO3909v/r0+U43THkdAB3PpWbJJ5hLnknkmsza5LLIUBjIww4NW9MvJNKkH2dtsjg5Y9ien5dapWxFx8zA5j+97jt+NLI24PM2N38Q9+xrGS6G0X1Jrzc00xZmbC9++T3/AJ1y2fKvtjcqSVOa7Y2wawWUf8tFBP5Vx2sW7QXbEdOv41ns7mkveViC01K50LXrPULXmSCUHYOjKeCp9iCRXvst/aXGjx6pFKrWzxiVG9c9Py/mK+ekVnkaWT7q5Oa67wzfX1z4cbRw4+yi6HleoyMsB7Dr9Wrsps4KqPQfCN59rubia5UMHkLQZ7Y4pvinUYW1SK18wPPEN8iA52humffg1yFjqP2bxe2l3Gr3NjbNN5ULxzRRrHwCSxk4xjPuTgd6xNBkuj4h8Ri/e6a5juAjG7x5owWHzY4zgDpx6VcvdjYzhrK5088uxtinOe9Z163kqEHDON3PpVqKRJELt1Tj2NVrqMzRsTzIp3D39ayOhszZWJTPc1cgZ0t0lY4lIByOuAePz/pVKBWmm2n7oyW+lWRLuDA9/wBKib6GtOPU7HU9PaXU7SQcQIgVEA4OeSW/HnFSeK5UtvD/AJIJyV4/xrditvt9rZNGpdmRCoH0FcV40nt5bxIDfrGVyoIQsmQe5FYt8t2y78zSOEvpttv5fQEAGqMi+TbAt8xY5JFXblQ9zJbuBvOCu05Vh6ipoTAb6JpFIiRgGGM7gPWtqS0RjVZ2fhfTjttw4Ja3hEfJz855b8s7fwrl/H/ig3k40vTps2sTfvXXkSOP5gfzpviHxmlvof8AZ2jXTNPIf391GcYU5yB7nPPpWF4i8Lal4c8PaPfXjzLNe+Z5kBjIFuAEKBj/AHmVs47dOoNdF9LI5Ot2d8RvljJ6kc1UvwJE3t1V8D2HpRRWSOkzWchiOMVfXhio6KMD8qKKiZpA0PDUjx+Io1U4DqysPUdf6V0HjO8nt7e0sYX2QTxLNMF4MjbiOT6DHAoorF7Fv4keaTMRczY45YZHWogi+TDHjA2lgR1BoorSluTWOs1K+n0fwreXNkwjmJjRXxygYAHb6YHSvK7XU7jRtWXULUqZ4mbaZBuB3KVOfXhjRRXUcJu+AiYzfbT08sf+hV3cyiOMheNxwfyzRRWb3N4/CjJ1FQkpZeCwBP1qK2JPmt3QDH40UVMtjSG5NKcw/hVDOLeU/wB3BH1PGaKKw6m0vhZqWig28bEcmNc1h6gACxHZiKKKXUpbIzrdyt5ER1Ei/wA63PifqNwhtNKRgtoUWdkA++2SBn2FFFdFDZnJiN0clr/ip9fhtoZdJ0y1NuqRxSWqSKUjXOEALlQvOTgcnmvSZSXEWT2xRRVzIpFfUuIExxt2kY9xzWaTkY7UUVPQ0RbtQFt0UDhssfc9KryMVnQdmO0g9waKKwludENjpNO+fSYVbovyj6AkVzWuRq9uHI+Ys386KKmWw0YUKg2g/wBqTafpiu58H2kUcMAUHhC34sxz+igfhRRXXR2RxVt2cR4m8Szad4v1qGTTtNvoDc8RXlvvVSg4IIII6nIzg9wam8I6hdarf6zf3kpkubl0llfGMsdx6Dp9KKKqfUinujstgS1jReARuP1zUdyoUZHVcEH0OKKKz6Gy3Mu8PkTny/l+YH9Af60lz8kjbeOaKKxqbI6KO56Bp99cR+B4WR8O8YiLDrt5/wAK4DX/AJra3c9QP8aKKXQFuc9bnc4kP3lJUH2q1OcKcdfWiitYbGE/iOZ1VFSQOowZAHbHrkjNNv8AxJq2p6XBpl5ezT21tI8qCSRmJZ8ZySecbePTJ9aKK1jsYz3P/9k=", 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", "info": {"video_id": "17941", "label": "throwing bottle in the air and catching it", "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": "17941", "label": "throwing bottle in the air and catching it", "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": "3de56ea5e1dd2e83c8c62b95339bd3ffbb07639a553c14321258d2d0ac2f081e"} +{"episode": 70402, "episode_seed": 3793123936, "split": "train", "timestamp": "2025-10-13T03:36:43.230954", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3793123936, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to poke knife'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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DkZ46frVmFH+yjaxU/wAGOM8VCQs1xtVdvALSjHI9KRY1z5gXdOMJwfl6Vz3iAK1yjfIcg/d5FbnkK108WCqqwAYngnr9e9ZXiNCqwowyVZgXAwGOBSlsNbnPYwa6TwrKI2ucjOSnG3PHOa53b74roPDDtELrao3NtAbONvWs4fEipbHSm6jtwQqt8zcKo/Qn1re8MaxZ6XJLc6hOtvHIhyZOOmOa5+3iKCPc5ZgMMSeM59K5zxZeYsgCGy24gk5zz/8AWrpSuYSdlcj8d+MTrmoS/ZyVtFJCdi/ufb2rgGZ7iUAdTUhWW6kAzgHua6bRdAbak0g4HOMct6fhUJWK3JtE0sRW6zyhlkGMHgkema6VYJHiQtFGZF+bbJ9Kb5UW3ZGpP3jjGNxHXP41YkEcaKjMPMUeZwOcZpDSK/nASP8AMd74DELnBHPeguHkEhmDA/3uMke9PCibLz7QhJVMHGSagtoTMN5xG4BKk8gj/IoGcrqi41CUg9+1VR71oa1zqDEIUG1cA/Ss7p2rKW5aPUbtQ8chmVtoxhV7+lQSZuiATiJfmUfT39KL2O5k58z5eSceg/nmmmINCZWYqSMiM8YGORXSZFiRkVHChd0nRcYzzzn1rz3xjcyG+KtgvnqOnTiu4dlncGMF5FTZuB47H8653XdIF3PC8QRWVthGcbQPX9aV7XE1do42x0yS7uAu0s+R8v8AjXc6ZpsNlGX2mUkZO39Bik0m0ECrkASBiHJ788fpVyaBWRwJfLiyfm6Z+mKgtIsxwrJOe2XOSec//WomnQ7pI2G4kr7ZHrTLVIZoUAUpDs35brwcCnnyl8xfmZsYwF6fSkMgmQRWzvIENwRvxn04pI4Asby8ArjeuMlgPepZJvLWQSOAvRWYfMT3FQKZlVVhYSW/GJG+8cnp+dMRBoTpHqmoO0R3+Z8oJ+7nPH1roIV/e+dIS8uCgBPIHXFc/oiOt/eyck7wGzx1zya3pFhtWjZN2F+U8ZJIFOGwnuF1MGhdIpcFQylumT2/GvJ7mCWe/dCCvrntXqhOUaQ7EPLFRwSSB+tcfrtlF9tkeJmDuoPIxg+pPrTb0sK13cj0LQwU8+aPCAY2925xXViaOALFGcB84QJk9OOnas7Q51W1Zdu524xjPp2rQm/cvEkagOzqPM6+mQBU3KsWhIUVgqEyuoIYjgdvwpjBZJElnH7o8qB9P5VZAZQI1wTIWcvjoeMCqUt0Y0yXZ8fISuAAcc/yNIYlyB50UkhDEZAMYzgE8H8Kqa1NFNp8hVgxVdvydM571aJeMpmRY4gAoQDPyHqKpasIUtpokVQFQZwCOc/rQ9hdTlx8x6V6BGI4UQnaNihWJHPXjmuD8v0rtJZoUtY1mySrbgN3Iwcc0qXUczlfGokaO3Y4b5G4HbnP61y1jp8k7xtt3EsAAeB/+qu+v2try0lgkdQWUtjH3iOh/DFcrap5dwkiONmCvtmtGzNLU6zS9Nj0+FMqCzqct0wfQVoQzGWVtqOI4yGLO3AwOw9O9JayLcQogBEagsxxkfSkizJdsJBtiERxs4GO/wBTUllwpOyxngKpymOMg9zTCBCHSPEiMQrLnk5//XUlxtWKV5eUTBjUHsAKqETGeAZAjdclRjA9ffpikMV2Jmc28iGQDHlj7pHr+HFYuvLI0cXmEEhiDjpmtpZIorpYxsQYIB25yD7/AIVka1G4CiQgszsxwPyNKWwLcwAhA6V0PhmOVzc+WQNoUnPrziscL2rf8PhI/PLkBPlLfrWcPiKlsajkNbhXdlbfyQOW55GPxrH1yxN/YOMEug3DJ+72wB71pzbY0a4iAKk/ffvz/LNQTSvc4PytuGw84KCukysc3pmkGKQLPEAyqHjBHU5xzXSPFt2bCNxTB9OPf8aaltgKmduPujuccHNKGWJJhndIwwh/v+2KgobbgB5F3vPLuALE5Xk4/lVkxQRSKuWdfpnPrmq1pMsNyUVHBchjxkL2IqSW4UxRxxbo1LZbdwQOp5oGOMvlnJJCYJYEZI9MAfjVcGRkZ4JCoyTJvGecdvwpYlhFxcSI2UxuGFyPr74oR3mWWLe6yMMqSeMf/qNAjmdYDHUXOScgd89qojritLUV/wBNfByBgD8KqeVnpWEtzRbHozuVCuZCABtxjJJqFJo4o3MysckjaBnGTV24ZPKg4UluBnp9KrPK82xgmMNhgBXUYlK5ke0ePBVcgnZ6euarOhlYE7ZEHzpkY3GpVtVviocsoQENg4IOcih9ojRQAF+6ynnZ7UmNDTbjDEyncBhj702RozBDCE6DDqv8Hv7VIJY1gacBs7wAGP8ADnrUF3Klsxlj2ncuZMt1H+RUlEltcwm1aFi2xRhs9cg4B/lUjy/aroIjYi2Z47npTABNZO1owVzgnJ4zis+5gmktlkc4Bfa5Q98/ypAWrZFW2ZiyMwYhec4x1696XcZrIrHsOW+ZAMEAnP50qhHikTGVUgbh0OMY/H/CsGwM2qeLruwXWLi0ik8zyfLjDbmVCwX2HBOfb3ppXJbNnR/MefUVTBLEZx0OCa0LnVFjHk7QqjJLsec56VxfhXWLtIr/AMydmkYR4B/HNWbvz2EkpPLYbBP+fanHRA9QfVGF6yhnZS2MFuvvUlxKsiIrszYycnkH0/CqTGNIhIB87HcOOcdxSyF4ycfKXHQfwjvQxo3dNOVLKuCDuyOuR2FaLedcB5FYrLJ1QdVwev6Vh2WoCO6Rh8xChSueSc9vetMrcLcLcIFQgbmyckjOB/PNSMuvcyQCON5QHYZKbcZJP86qrOWBtQgCg7zK3IBz/LtVq8DSJFtiSSQMqu2eV96iukVXeVXSLcNjqOR07UAOufOfMihsqu4BOuemPp6VT1KffbrG8bCV0y7Y4OPf61dn8p0i2khMZI7Hn/GsXxXcz2unXIhkCrlNhHUewPvTsK5RC4IqXVL8SxeZD8keep6t/wDWrN1aGG20KDU9O1i/mVrk22biJY1uCE3M8QHO1ThTu9R7gRvmd2iGflYYA9PaphFx3HJ3GtcSO2VcjHDjH6VbgEa4JIOTt+g7VT8pIpWijyWHKnPJq1DNskTcBhc5z371ZKOmtZpIot8ScsNpA9PU1YS0MkiCGVmRCejc84zWRpd6zRvbqpkZiSvPbPetG0ilguSRIqxFj8o6DHPP1yakokklD3EsQWUnqe+4e3vx+lNtnkdvMncSMJNqY/g+lWJZiLxJ2uVjhC5GRyGzxUQZGmSWCPLnkknABz6euDTsA6WNHkWJS+8vvwv9fx/lWdqSBladZzKjNgc/cxx+ta3nYv4xlSznIzxx/nP5VkapiKKaNSuDICDj73H9KUthLczQfmFbeisBBclVDOACM9eM5rlNF8jUfFn9mahqFzawSvsSWKWKNY+5LGTjGM8DknArofCRuLXUdftbgzn7LKIwlyAHUAsPm28A8DOOPSohBpplOV9DVnQ3DNbrnCOuFA6DpxSCBbRJIgxdlOSG53+9PEzzXjNt3PnEbYwMDqT9M1KmxJGbadpAwSeg7/rW7MyvCY2cKd2FGc54LcmoZJo5YI5AVEwwFB7H/IqCUMxMMco8wMwZ/Rev/wBaltVWNpmchpN+2MnvwMAfrUlE9hcJcqQy4lwR5mMduv481AIRKlzF9oEpTgAjr/s5qaCRAxUsUb5U37cAjn/9VMaSYvIIzCoBzO3930/SkMdZodojVdqomCGGOehx+VMYJskuHiwFAT5fvHtn+tSxK0k0jsxbPBOflAPXj602LMsF2sisFHAGfTvQIwr6FIZgiMWTaCrHqR61Ag44qv4kuZo4BIjMjkJ8w/XHtTNc0XWfD2haTf3dxcrPemTzITHgQABCgY4+8Q2cdvqDWTg22ylJI9Tu4kG9dowuMe1QO7Q2p2Hrjk9qKK6DNmbbt5qqzgEzOVc+oFFwNmlTuPvfP/Oiikxoyb6V4ZVCHhhvIPPO3NTW8SHT1kZQzNgnP50UVJRbiRV3RBRsMjKfp/k0W1tFFbRRqDtJ2kE5z1oooEyCCUiGZVCqoAwAK4y+v5tH8RXF7ahPNgmYJvGRypQ8fRjRRTRLI/DygXFwn8IVf0BrQ1EnbkE8MAPYUUUDIlkZ4txPL9R9CMVZlORG7csr4BPvRRQMWxjWP7M6j5mkXJPvmujupmjdnAGRIqDPYHGaKKQyecBrUykDKlhgdDk45pBaR20CBCxJYAsxyfWiigQl5u8iIh2BMvOO/Gf51jeNyf7Myefu4+mRxRRTQmcnrPiZ9dht4ZdK062MCLHFJbI6lI1zhAC5UDnJwOTzV/zS8jSkDci8YFFFLqCJYI1FywA42qf1qKdcLIuTzMB+B60UUxmtogEN9KqAYEQPPfrWss7pdIikYaFnJxySAKKKALMgSXUIIXjUpMu6QEfex0ptrMZrqNXVcCQqBjsD/wDWoooAtGNftUDdwzIPoOlZWvHy7qRV+7IFLD6UUUnsJbnDya0dJ1G9iOn6fewyyhjHeQbwGUcEEEEdTkZwe4NdP4IvrnU73Wr27lMlxcbZpGxjcx3dh256UUUR2QdTqoWJhV2+Ysdpz0xVeNN97cKzMQm0Lz0ooq2Ip6gcW5uAB5jvtb6CoJ126Ol2CRNs4b0zgUUVJSHRszwx7mJw6rz6bQamumMel3EowZCMFiPaiikMVZWijt9gX95H8wx161bkbZCzKqgtgMcde1FFMRwXiIYssgnhlx+ZrIuvEOqajpsGm3d5NNb28jyp5kjMSz4zkk8428emT60UVC6gz//Z", 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", 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", "info": {"video_id": "184346", "label": "pretending to poke knife", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "184346", "label": "pretending to poke knife", "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": "2682482ae9517de81bd778611e823756c42c3bcb4c43465f44dcbcd5d60180a1"} +{"episode": 70403, "episode_seed": 967808021, "split": "train", "timestamp": "2025-10-13T03:36:44.517552", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 967808021, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening opening tube with one hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "101291", "label": "opening opening tube with one hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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9SalTlp22PUo4mhRjaotTIuWTULMtgiaF2DE9+c1t+AB/pd6w7Q1i6fGk32s4xnDbc963vh+vyag/0X9RXdRg1JX7foc1SpGabjs/8zsnISLd3zgCon5qTAPUZpr9KZlJlOUda4fWLfz/ABPNIfuW5Vz9ccD8/wCVd2/WuQ1Qr9ru3GMvIST69hVQhzSR52Y4n2GHl3lojB8FQltd2yD5ktSCD/vCvRph5On3BU4xE38jXFeGVH/CVXxznbCoz+VdjqjlNJuj/wBMm/lXTVVqjR2UHemmedpOR4rjwu4+Yigf8BArstdu7CW1jjuYwxXpvUqw+hrzqW7MGtPOvLRy7hn2rrofFhkeK4ltUmhUgMOGGcYwQa5Z/GzrhJKF2U9fsbSGC2vLS5knmlUmUFiwVcdcnnqcVhW9xs0/DN8u4Z/Ouu12A2ejSR7YBcajP9rcQ4KrHztXPfpnHTmuIIATyx2NatWSR59GcZV5yirHuKXMV2ouIHWSKT5kZTwQaVjXlnhjxO+hzfZ7jL2LtkjvGf7w/qK9NjuIpolkidXjcZVlOQRSO1PQJT3PYVx2p3RnuHfOB91R7V1d1cJBC8r/AHVGa5We1FxG0pfErEsc9DVQnGL1PMzPDVcRS5ab21t3OQ8Q7mTdj5djAn3OK9N06FFs4OOQij9K831pWW0aN8hjKox+denWgxboB6CtKtrJonLIyhR5ZKzRzniTV5NJ1NLqMB2jMY2nuMNkfrV4azf2dldiXTJHeWL5SieYFyPUdOtcr45l/wBPZf8AbX9F/wDr02y8ZailpLbB13yxeVvOemMfnWNR6r0PTi+WLZlXzvNZRyMPnQKp/pVyC7NxpWGJOBUbQloGjz0UfoajRVhj8sDnPSip0PLy2d5Ssd14F1K3k0htOLhbmGQtsP8AEnYiurzXikdxPaXaXVu5jmRtysO1em+HvEkGuWuDtju0H7yLP/jw9R/Ki9z1E7aG23Q1g67clI1gGRu5Y+1bbtxXP6jJHeXhhY5ji44P8XenGSi7s5sXSnWoypwdmzmrh8gn05qt4Ntxd6lO8g6QoR7HJq1qds1uSVbenr3H1qfwjGsWsaiqqFChBgdq6JNSg2jycpoVMPVlCorP/hzr7uWSDRbtd5I8phz9K5uz0fStSsdQnuATcG4ZN6tygGAOP1rd1mTZo9z7qB+orgNEurIazfC/kZY5N20hiBu3e3tXPP4PmfQw+I3bjRItE0uO4F8skNwTFtOM4YHB49wK5e1uWt9Uy3G7j8a3dej04afYra3880jSkmFnUhVx1459Otc7cRk3MTjPAGfw4oTvA86s408XFQN+zmjTxVp8kjABpApY9BnpXprnMjfU14vdMJF9WrsvCPinztmmahJ++Hywysfv/wCyff09alPSx6V9TtGOagkqUtVa5dEhkeT7gUlvpTEzl9UuvPuHI+4OF/CuO11ZHurd1UlULsxHYcV1N1aymLzk5U87R1Fc9fSEwXHoIjz75AArrpcsrKJ8p7OtTxnNWWrZ1Xg+3X/hHLRiOSC35k0vjGcx2ATP/LGT9doq14ZTy9Bsl/6ZLWH46m2qEz/yyA/Nv/rVyr4mfRrZGsL7T73w1DHcRKEkQHY4wR9DWPqOmW+naPFd212THM4Tyi244P8A+qs3S/Ea/wBnpYXUSyInC57+1WNTnsNQitBY2zxJChMhJIDMfQE/X86xpt3sZ46VNUW5b9DLsLl4rmeItgEZzXYfD2eNoNTi3DzQ6ttPUqe/6VwpXyblm5wwAp1rfz6dqCXts2yRDwOxHcH2NaXs2LCu9CJ7Tnimt0NZ+ja1ba1YLcwHaw+WSMnlG9P8KvM1TY6GUb+4FrbNKTz0X3NcXcSFlYnqetdNrgWVYolP70nI54A75rk7tZIJCsilT71vScbeZ81nUK0qkW17i/Md4bvLCPXtVnkvLaJS4VN0qgEZPTmuh1rWtNbR7lY9RtGZkwAsykn9a8LorSS5pcx7cK3LFRsb01xG93M/mJguT973qzY3UQuAhnRVYYOXAHtXMUVm6SbvcbrtxcbHp+oanaS2sR+2QM0cO3AlGeK5ZLmE/emTJ6/MK5mim6d+pzYePsbve51DywEf66L/AL6FX9K8S3ejErbXcRiJyYpCCv4en4VxFFL2Z1e3fY9Pfxp/aLRw3Rt4o85JjfgntnJp0uuWu0hbuH/v4K8urd8I6JaeIdcGn3d49sGhleMpHvLuqFgvsOOvtSdFPqNYl9jbvr+C7kt4zcRFfOXcd44Fejw6xpcabf7Ts+P+m6/414AaKvk0S7EKs027bnd+ML+3udVdoriKRfM6o4I+6PSsJLmNCGEiZHI+asGiplSUmUsQ10PQVvLORFf7TD8ydC4zWN9vTz2LSoRkgfMK5eim6dzlw8FRk2up132q3ZeZos/7wqJLpbadZoLpUkU5VkkAIrlqKXsvM6XXb6HpUPj3UEjCSTWspxjcQAf0NTw69Ztbq4uog7feDSDOe9eXUUOkmNYhroeiXmsQODi5iP0cVd8N6lZweI9T829gWNh8rvIoDYbHWuZ1zw9o1p4Zt9W0u/vJg1ybXNzAI1uSE3O8Qznapwp3D+Ie4HKVUIcsXHuS6zclK2x7jr2s6a+kSpHqFo7Erwsyk9R715YbiMzO3mJyxP3h61g0UnTTVi/rDvex11hdwPJtlmjBA4ZmAq5d3lsttuFxCzAkcOCa4WihU7K1zkqRU6yq7HWLeQMozNHnv8wpks0GQVnjyOchxXLUUvZLudX1h9j1PR/H/wBmjWDUmE6jgTI43/j6/WtG78YaZqUawQXKxqTufzWC9Og6143RT9mNYl9j1uXX7MJtW8gOP+mgrE1HULObS73bPCZWZAAHGcZOTXP+DdM0nWvEEOnavcTW0M52rOkscaxnqSxk4xjPHUnA71maxYnTdavrExTxfZ53i2XAAkUBiMNgkZ9cEiinT5JcyZFWr7SNmj2fSdU0uDTreNtRswVjUYM68cfWuS8b6la3NziC6hlG1BlJAfU9q84opqCD23kbqzxrgiRM/wC8K37e9tTEW+0QqG52lxxxXB0VMaSiYYqKxEVF6WOvv7q3N0u2aPaFzw4qH7RAR/ro/wDvoVy1FHsvMujL2UFBa2Ow03W5dHvBcWlzGD0ZCw2uPQ13Fr8QNImjXz3aCTuOGH4EV4vRR7JGntn2PX21+yuLhrpry3Ab7q+aOB2qlqOsWNwhVrmBh2/eDIry0cnFdT4j8E3vhrw7o+o3glWe+MnmwmIgW4AQoGP95lbOO3TrnE+wV73HKspKzWhy1FFFbmAUUUUAFFFFABRRRQAVe0jVbnRNTi1C02efEGC713D5lKnj6E0UUAUaKKKACiiigAooooAKKKKAClBwQcZoooA6DxB4tk8RW1vDNpGmWpt0WOKS1SRSkag4QAuVA5JOBknn1rnqKKACiiigAooooAKKKKACiiigDW0bXm0ZJozpum38UrK5jvbfzArLnBBBBHU5GcHuDVPUtQutW1K51C9lMtzcSGSR8YyxOTwOg9qKKAKtFFFABRRRQAUUUUAFFFFAADg5Fa+oeJ9Y1TR7bS72+mntreV5UEkjMSzBRySecbePTJ9aKKAP/9k=", 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", "info": {"video_id": "101291", "label": "opening opening tube with one hand", "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": "472c273e0c095173a573dcd75ef8d9da8c3521141f1ba6d1754dfb5e0bbe677d"} +{"episode": 70404, "episode_seed": 2365721208, "split": "train", "timestamp": "2025-10-13T03:36:46.380169", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2365721208, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 a wrist band up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "202691", "label": "pretending to pick a wrist band up", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "202691", "label": "pretending to pick a wrist band up", "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": "a0f8f31c5e3152e539a9c8fad1bf7fa595cca951901d175e03d48f35837bd5dc"} +{"episode": 70405, "episode_seed": 415239851, "split": "train", "timestamp": "2025-10-13T03:36:48.763566", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 415239851, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 table behind 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": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "183113", "label": "showing table behind fan", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "183113", "label": "showing table behind fan", "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": "16a79e7a99ac5da1c55fc9d3ef7c616ceabc3bb5ca7a7ee2344222fddc70a548"} +{"episode": 70406, "episode_seed": 3945345718, "split": "train", "timestamp": "2025-10-13T03:36:50.889734", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3945345718, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 thermometer and a pencil away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "196756", "label": "moving a thermometer and a pencil away from each other", "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": "196756", "label": "moving a thermometer and a pencil away from each other", "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": "0c67f5acc66c8de82c0a499392a3723acc09e272a04f564f20b452cf41e4fd2b"} +{"episode": 70407, "episode_seed": 394392629, "split": "train", "timestamp": "2025-10-13T03:36:53.782432", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 394392629, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving plastic bowl down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "119843", "label": "moving plastic bowl down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "119843", "label": "moving plastic bowl down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "1e57c1340d3e3e9d738fdb38c7fe62dbd0071067ddde88fb8409001369c97828"} +{"episode": 70408, "episode_seed": 4204121458, "split": "train", "timestamp": "2025-10-13T03:36:55.764357", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4204121458, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 battery so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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9tMKqp2j0rP8AAM2ybWLgjPmXX8s/412Vk0RuZJZB94114fWlFs8vGtqtJLY5+XQnPmt5PKkcbfarP2NcdMV0jXESSzHn50U89O9YffrVVrKxlQbd7lJrXDDnipWgiELGQkACryQB8EmsHxfdnTtKIVwHl+VcHn3rmnUUVc7qcOZ2IJtYt7VTvkiWMd2YDFLc/E+3t7d7TTIZJpQNomfhE+g7mvMnQSzMZmyIx/F603Jt03A7icE4521zxrya0O2OEhf3tSwive6hNLI3IJLE9SajvdyzCJccCpNO3jzG2gj3/Oq7gyyytzwOOa5HdzO+ySsW9JXfdqp7uDyPSvS9AsGe61F9uPLjiz/49XnOhrm5iOcsWCj8TXsWggLe63HjGXhQfgp/xrqoa1kjz8ZpQlYcmmtLaMzRcEE5Bryz4yaW8Mmj7PlyJiT/AN8V9BW8cQt9oOCVxivHfjofNj8OKhyxWbd+SV31naDseRhm5VUjxC10u5uHypwB3rWXQ72NOJP1ra0u0Cqp9Onuau3BKgoo56D615M67voe5Cikcm9jfplxKePlBz3qubXUARGrsc8YDda35VYMIzysecmi1Aa8Q44HSrVVpXsaqkmZb2ms2sWSzgdMbxVjw3c3uneLtL1GeMyi2uFlKl8ZAPTNat/J5kqRg5FVbFS98GbGFYc06dZ2u0aSop6Nnd+Kp0uonuFB/wBLvw47DGS39K7jw/pTvY26AjaIhkfhXG6zB51p4ftgMNLIXP4gD/2avTdKYWq7cHA4HFdODfMnJ+Z5WYPlSjErxaa5vWhABAHpUsmgOY5WWMbg3THsK1LOSPz3kccsauG5SN5Tj7wB/pXbY8rmZ8+WbeXGq1T1oskBEf324GKkjk+UHNQXBM7Ant0rkaO2LsctcWEkUIhiYmV/vt/d/wDr1p6RoRQpuUk9hWxZ2KvLuIya6jS9OBmVtvFKxupvcm0uVNAsmuXfyyi7i392uF8R+ILrxJetczEiJBshj/ur/ie9WvGXiOKe8fTrbLW8LYkdT99h/QVziXNqYUQSFSeTkVhWnL4VsdmGhFe/Lcu6RahtXtYuP3kq/KP4eeleg6dEZfG97OqkiKILkDPUCuW8NW6SavbzJIjFMsBjqQK7/QLNo7/Vbk87pwikj0UZ/pXPQi5YhPsi8ZNKi13NpNwAbORUvmLsIweRzUoUsAMcU3CjIOR9RXsXPnWjzT4l2xuptHHJwJc7u33axdP0tFIZhyB6V2vjGBWk0/kkr5nXn+7VGwtgzYKjp+dYz+I7KPwok0u0EQxjg8101uuF5HaoLKw6ccVsJbdABUGxSQBpc4yKzfHGrx6F4adVbF3dAxQgHBX+834D+YroL2e20ewmv7oN5cIzsRdzP6ADvmvBvEfiS717VnuLyPao+WOLtGnZf/r0pt20NaMVKWuxQgiBCYA/HpXV+CYVGsyMoJRIWYE9eeK5dby2MgGx1Axiu48IpE/2x4HYv5WWUf3RzXBWUuRruepGcb3Ol8GwvHpksmMedO7g+tdKjleGBPvVTw9atZ6HZQMMMIVY565PP9a0XUgbjmvYprlgkfNYh89RyIJX3Mp+boRxVxLMNjjmq0gVipyevbiq+p+M9J0pDGkovLjpshOQPq3QVNV7BQjds0rye10WwkvrtwkUfUHuewFeO694l/ty9M+QvO1IyeFX0roJvM8b3YbUdzxx/wCrijcoEH9ajuvhzZqm63vbmA4/5bIHX8xg1yVKbmrHoUpwpvXc5C4gBjGPm3ks5XmqsELMdjMcH5mFdDJ4K1y2IezntbwZ6JJhj+BrInstb0osbmzmj4wS0eR+Y4rP2MoxsdkK8JPcsW6+XZuxHLZ71VijGxj/ALfT6VB/a37ny3gHXsatQXVn5KruZGOScisfZyjqzV1EzX0O3VNZtFXB3Sr8o/h56V6toisLnU5APla4XqOuEFed+GoYZdVtZUkUlWyAR1OK9W0m1aCzJbBaWRpM47Hp+lbYa7r37I4sbJKlYuJMByCRXl3xWAlm0cFt2DPjP1WvUSq5wcfjXkXxpt7iR9GNu4GDNkHjP3K766cqbR5mG92qmczHiKDO4DAzkVXlYbRMp4Vc59Sa52KHXC+2OKVh6J81XBf3tqghvbWVEHUSRFf515P1eSZ7ca0epMJJCWRxkZ5Hqav2MGxyT/CMH+dUI7+387PlsVBzxV2HULYRP+8Ksx4yKqcZdjeE42I3BeeRweg4qa1tcTJ12yHAz3PSlgRHjLiVCWPTNbmi6cbjU7QkAqHXdg9cVOyLUjrri0Mvi3QrZRkRqP0Yf/E120SsDjDAnnkVz9jAf+EzinK7xHaZIH8JJJH866qMEHFd2D92krnhY2XNMYhKjDAmiQ7iDg9KmZeM4pjqrFSc8H6V1qRxWPniGQsgANXIoS3BFVLBNwFblrCCRWVjdMuafaZKjHNdVZ2LGBtrbGxgNjODVHSrTcw4rqoIhENuPl+lJludkcJf+HbeS6ZLnSbK5GM+YmYn/wAK52/8HaSyl449Qs8eq+ao/Hn+deuvaxtKGA+YjbxUtpp6xoWLbsn6VFrgqrR494e0WbTdcsru1uoLyKGZSyLw+M8/KetewWOnnynZUBEkjvn6mi48P2MxWd7WMyryrAYIP1FdFZWjQWcSNt3BRuHXnvVQgkya1ZySMj7IVHKnj1FV2s1yxG4E+hrpXh6HGB3ry2+1DUrjx1qGlrrV1aQK8ghWNQeQm4L04HB5NbHK5EXjC3ZZ7Ick5fnH+7SaXbdM9axtJu7/AFm5zfXUtyUwU3nO3PXH5V29jaLDD5rj2C+prGa9466L9xFq3hAQnHIGfoPWlN1HDkhdxHcdPrUs02+H7PECqfxEcbv/AK1QCB+cNx9KVhym+hXvrRr9hK08yuBhSjfKB9OlcxNpc00TCe3sr1FyMTw4Y8/3h/hXdKo24boKjNpHLvCqQCckp7+1AlPTU8qv/CFmwMo0e5gB6tavvA/D/wCtVzwdpQsdb/0S6MqTRPDJHIux1BH684r1SKyijjWPK4PQk9alg0qFtQhkESblO7eRz+dNRuyvbNJoYunsmAEIAGBimS2YKEMOPyro/KyOx+lcr48urvTfC8lxaTvDOJ41DpgHBJyK3ONyGXFoRGSpOPQ814nHExOCM812Wqanfx6NHe2niDUZVabyMzIqLNhcs0ffaDwc+o+lUNJ01bjUkhcrjqeev0rOp0sdGGd7nQ+FNPMFt5uMM3YiutjVh1p1rYRxQqq9AOM1bW3wOMioSsTOTcii2n2swLXEEbkc7tuDikOiRFSIJpYwegJ3r+RrVWGTBHykH2qxEmEwRimEZHnt/wCHoJ5JlutKsrpVP31/dP8An0rmb7wbp2C8cd9Zj/aXzEH417FJbJmQr8u45JAyBxUsGmpFHtOGNDVzRVmjxbTNCudPvLe7tLiC6SCQOVQ4bAPoa9vEIKhguAeemKzbjw7aTXMUvkqsm4fMowR+Iroz0qoRS1RnXrc9jKe2y2dxHtjIry34rwsJtJHGP3p4/wCA1pXmuX8njy90yXWr20tTPsjMUsaLHwDyXHTr75rjteudRv8AUZLfULq5mNrI6ItyRvTnvjjPA6U57E0JfvER+GLVp74B0+QdTjmvR10vfGES4k2EdJEEi/kaxvCWkNDaic/x+orsooiBjH5VikbVJu5zNx4JsbnJl03TpyerIhib9K5+/wDh5ogm2PBqVm7cho8TKPw616hAqhydpwfU1JcWiSOjkgbTTsEarXU8Tn+HUYP+ga3bS4/gmUxtUmm6JrOiXtvNLAZIEkDM8DBxtHXp7V7LHpcUzt5sEUkZ/vDdn86gfwnYF/MgSS2f1hcgH8OlS4JmqxLXUWws0fV76WJRsOxVx6bV6VrC0K87SPpSabA8UtzvB+8ACcfMMDmtGt4pJHFOo7mfJbBl2sOPyqvNbYUbS30zms7x/f3emeGHuLK4eCYTRrvTrgnkVwOrah4q0rSrG6udYvhJc798ZAAixtKgnHUhs4/+vVEc5wWnH92K6Gz6j60UVBujtdFUYBrcYfLkEjHPFFFSxy3HQ4IVsDINXGUbmPqMEdqKKSIZatgGABHetcou37o/KiitImUtw+9GCR1FeFeJbyXTvHep3cG3zI7htu4ZHKbT+hNFFUSP8GRr5t0ccqEx+tO1/U79NJ1G+hu5YprMsYQhwoxjgr0IOe9FFT1Oun8CNbwrrd3qml6dNdeWZLi1852VcfNvK/yFdVCc9QOtFFZLYTJAo3kjI5q1CAHbjqKKKFuD2HogUYXgDnFaWngMzEgZxRRVx3MpbF3AVwAByOa474mgf8IfIcf8vEX86KK0MjyrVNabVYYo5LCzhMShEaBWBVB/CAWIA5z0610Gi6db6hoTzTqfNj+ZXU4IxRRUy3R04fZljUNY1DRdR0BbW6cxX0oimil+dcDaMjPQ89q7+1naZGLBRiR149AxA/lRRSluEi6vKUpG3aMkg9jRRUEFiJFBYgUBQqgdcHIzRRVIlliMDrUh6UUVaM3ueGeJdTNh4v1lDaWl1HJcbilzFuAKgYI5BHXp0PesGa7murma+nffPI+9yRwST6UUUpbGlH40en+G52uNOiLKq/L/AAjFdHEBiiiszWW5KOASPQmnD50BPcdqKKBLctD5dhHGevvxU6dMUUU0ZyHx9X/3v6CpKKK0Rmzjvib/AMie/wD18RfzryO41a+vLKKyuLiSSGF2dd7liS2OuTzjHHpk+tFFMR//2Q==", 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", "info": {"video_id": "135023", "label": "pushing battery so that it almost falls off but doesn't", "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": "135023", "label": "pushing battery so that it almost falls off but doesn't", "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": "10aa497624867653b0a09ce70b77ba9f6d0f1affbf5ab3cfd7dc95b0857bd957"} +{"episode": 70409, "episode_seed": 3855731064, "split": "train", "timestamp": "2025-10-13T03:36:58.014474", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3855731064, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 table with crayon on it until it falls off'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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tzJdMreTbqpt7ZhxKhJBJPqcVnWsskkMWmXGTayMAzKcH2B+hrV8LgwPe2sj4licKqkYJUZ/xqOVRXuhvudZEizIA1+0bycYDkyYH8IHYn+QHvWLqpvZobqefTWBc7Vml58qMdAOeD6nvWtCslzBJcQwbwytFFzwDj5mPf2HrzSafBHJPbR3KuYrSEXl8HJy20fJGfYnAxXl4GvKFe0Um79enV7W7dTvrUuenz1HypXutH/XYz7uD+y9NtdLxiUAXFz/10YcKf91cD6k1nFie9WLueS6uZZ5m3SyuXc+pJyarEV6tSbqScn1Pz6vVdWo59yERsJzIHOCuCK7/AMCbXt71GUHDIeRnsa4YCu18BNie9T1RT+pryc3T+pza8vzR6eT1ZPGQT81+DOxaytJRiS1gcf7USn+lVZPDuizHL6VZk+vlAfyrSFKK+MjjMRT/AIdRr0bR9tKlCXxRT+RwXjfw1b3UqTsh8uQ5G0kbXxz+Y5/OuBOgCINDvby/cZNe631kt/ZSW5xlhlCezDp/n3rzy9sxySpDLwwr7PKsY8VhlJv3lo/8/n+dzgrQUJ26GXpqMCjoB54CwN79cH6V21tY2ekad/aMsCm5A+aRRz07Vz/h6ASar5OzIOGLemP/ANddwb82F5bhFUsCeGGQeK9em3KyI5eWDkt+h59f3JvL2SfbtDEYX+6AMAVWHWvSrm18Natn7Xp5s5j/AMtrU4H4jp+lY914AmlBk0fUIL5Ovlsdkg/pWjptbnxeJwGIU5VH713fT/I40mtvwnMqa4kMoVorhGiZWGQe4yD7is2+0y+02Xy720lgYcfvFwD9D0NR2k5tbyCcdY5Ff8jXLiqTqUZQXVGWFqujXjN9GdFrHw0t9RvLiW0mSzQqGhRVyoY53AjsO4x6msK20HVdMR9P1G2b90C0E6fMkid1z2I6gHtn0r11WEiKynKsMg+1Iy8YxkHqPWvmMLxZjaNL6riP3lPz3Xmn/nf5H3csFTlP2sNH+DPGpdPBBZQPpVKe2DRvGejAqfxrttb0r+zr0qg/cSZaM+g7j8P8Kwp7QSAletfTQlGpBVIO6ZnqnZnIaRIyWrxySEtbsQsZ9O/9a6C5EqQQyllX9yoZmOACO9Yc8b2WqXe2BpBJsO1SNwLEjIB69GqfVVm+2FJ3BIGSinITviu3DQ9pPlbMKrUUXredIZn1E/vfL/dxoflUswJI9SAOfxFVb7Vr2/O2ac+X/wA80+VPyHX8al1FHi8mxwS8CDzAB/y0blvy4X/gNVBauSC2FH61wVlF1W0tVofbYR4DLcLGripKMnrrv5WW+3YytQ5eMexqTTdH1DU222NnNOe5ReB9T0r0bwp4X0u8tPt95ai4lDlF8w5UAf7PSu5iiSFBHGiog6KowB+FbT40p5fQWFoU+acb3b0V736av8D5HHYOOZYueLUvcla3e1kvkeZaT8NL95El1C6S0AIO2L53/PoP1rotf0v7PdidSWSYcsf746/n1/E12AqG9sxfWUlvj5yNyezDp/h+NeFT4nxePxcY4trleiSVkm9vPy1ZSwFLD026a1POXgGarS2Kn5lHNajIQxBGCOx7UhTive5TK5yup2vm2M6AclSQPcc0aFJbixS9lZi8AALEZPpgflW/c2yEAkgEkAAnG4noPrWHo1ofsN9BHHFO6XBjj3NgI2SMnnB6ccmkrR1ltdBILXdq2qxWNhbF5Z22L5revsK2tdkgWeLT7Mg2dinkxlRgO3V3/wCBNn8AKv8AhnRH0Ez6ndvGkxjZEOc7FI5IPqRkfjXPyEE56V1Yh0+a1PY8HOZzjRhTel7t9/Ir96VkLvEwYja3I9RS45py1zWPCpTlB80Wbnh3Q9N1y5uLe/g37YwyMrFSvPPSrOofCu2kBbT9QkiPZJ13j8xg/pTfBsvl+IEXOBJGy/1/pXo4FeBjs8zHLcTy4aq1Gydt19zuj7LLKNLGYbmrK8r2v1+88m0/wdr2i37RzWwuLKfCSSW7btp/hfHB4PXjoTVDUfDlsbqVpLYCfcQ+euRxXtJHArmPE+mDet/GvDYSX69j/SujC8SVM0rqOJilO260vburvU7Fg44ePuPTz6HmSWMcKlBGMd+OtU4AINcuIpHOJ4ldXJwVZehz64zXV3NtuG5Rz6Vy+rxeVe2VwUyA+wj1zXqrRkvVHVu5TEcR29gqnFWLuKLSNMn8zJu7sYPOe3f6An86gsU87UEB5A5rrRFply5S/sY7kgAgtwVHtU4eipSbS1KrufsZcm7PMCDSYr06Tw94WmGRaXEOe6Sn/Gqr+EPDz/cvLqP64P8ASur6vI+TeXVV2POgK6zwK2NUuE/vQ/yIrTPgnSGPyavIPqgrQ0Xw1YaRem5TVlkyhQqVA64/wrkx2Cq1cPOEVdtHTgMPUoYiFSS0TNwdKcKeDZd7uP8AOnh9PHW8T8Aa+P8A9Xcwf2PxX+Z9c8bR7iIDxXMeIrEQ33nKPknG76N3/ofxrrUudMT/AJbSP/uoaxfFF1aywW0Vujg7mcl/TGK9jKMqxmCqSlUS5WtdfuOeriKdSyjuZHhSzVL66kbGFVSP1qa8G/VFYMBjOM8ZqDw3HdJqGqSu4NuY4lhUfwn5t39KsXG2a+jRSGAY7s9819FRXvIUn+7IpHKk54pqXLRsGRypHcHBrA1qW50vWEtbWGaSJj5jBBnjoBk8AZ5pZNV8ify3QkYBypreWIhGp7OWjOBQck2jtIPEd2I/JuNlzCesc6hgarzab4Y1UkyWsunTH+O3bKf98mufh1GCX7sgB9G4q4kucEGteWEkYVKMJ6TVzvNNsEWwggt76K7MSBdw+ViB04+lSSQSRnDoVPuK4iOdlIIJB9Qa2LXxFf26hfO8xP7sg3CvmsZwvQrSc6UnFv5o7qWKlBKLV0i9qmnDUrF4MfvB80R9G9Px6V5rqttPPp1zBbyeTOyFQx42n+npXp8PiC1nI+0WhQ93hb+hrkvEn2V9Yme0JKOoZsjHzEc/0rTLcDicFB0a2sVs1+X6/eaOrGo7o5Cy0wWi+bPI1xdsoDzOcnA6AegHpV23gtBqiJd2aE28b3Uw+983VQx79uPVqdIcVPfXDxaRIm8OlxOAjkcukYGTnuC5/Q12c8lWVuz627GGMkqeGlU00/r8znZ5GeV3Y/M5LMfUnk1XOc1O4yaix81Uz4x1J1Jc03d+Z6R4Rj2eHITj7zO361vdqyvDSbPDtn7oT+ZJrVxg1+dYx82JqPzf5n6Rg1y4amvJfkKKcPrSAZOKsRWjMu5yI0HVmOBSoYWtXly0otvyNp1IwV5M5HxBZiHUPPVcJcDcfZ/4v6H8ax8e1dR4qlg+y2scLbx5rMz/AIAYHtXMjmv0mkqipx9r8Vlf1PJun8OxmavpUeqwRRSySIqSB/kPX2q1p1haCWC2SLaEOY1UfKMdSferDg4PrV3QofOvZCADsWs6q5lY2ou0rmxNpVhq0Yt727ltgiqUKDIz7isu5+HN0+X03UrS7H90nY39asmVjqDjnCxgH86eZ2jOQcGu2NKLijy8fhKdao5TWpyl74S12wJM+mzbR/Eg3j9KynheJtsiMh9GGP516TDrt7BgJcvgdicirTeIHmXbd2trcL/toKbw/Y8qWVr7Mjz7w9J5OvWTnp5oU/jx/WvVQB19KxVPh2WVZZdESORWDBoW24I+lba6po8g5aaP6rmvnM5yXEYqcZ0baKx7OVS+qwlCfV3A0klvHcwSQSjMci7W9vf+tTrNpT8rfgf7ykVMqWbfd1C3/E18/HJMyoTVSMNV5r/M9V4mlJWueZ3lo9pcyQSj5422n3964/W57O9maygZ3uY50Vo0Qk/7RB6cA9+9epeL4IY7q2ljmjkd4yH2HPA6H9SPwrjxaQQzyzRwoskpzIwHLfWvtqcpOClNWdtuxyrXYs6Dbb76R8cBcVpjcNW8snmRNq+mR2/Wp9KsDZwZkGJQDuNZerXsdvfWx3YaN97Y6gVpQ916m87OnZdi7d3QsJAlw3lE9N3emLqMEn3ZkP0YVi+J/EllrNzbQ2LeYkSFnkwQCxxwM+grnmb5q651UpNLVHG8NOKXtFZs77zwejD8DR5lcNG5HGSPxqwJ5DgFjjGODTVZEey8zsxJjvT/ALVGnWRR+NccpJwSTxVqEhuM496PbeQKl5nUR6naiYRmYbs4wATUepSrLeMFJIRQgz6jr+ua47wv4gtNS1WdGOJYndkXBO9R900ttLdaj4vudNfV7i1j/eGIRoGywQsF9hweT/WliFUh7k1Zjgop3R2+kEiO5VTgttGfzrjtQ1q907Vbi/jCPCr7VhY8EdByPp+tWvAWoXl5Y6tNc3Dy+UkbLu7ZDVk60m+wn9cbv1rhk5Qs0ejhJQnUUJapuzHTa9d608lzKRECcCOM8KB/Oq+8kkkkk9SapaZn7If96rGTmpjrJye7HjKcaVaVOCskXI2wKmhnliJMblc9eapo2Km3EY4rqi7HEzVi1SdSAcN9RitCLUyR80fPsawImORTr6+Gn6ZcXTY/doSo9T0A/OtYym2kiHCPU6yx1CCeXaSyepK8fpVG4cyytIerEms7QdTttQ0r7TA4LMAjL3Q9wag8R3U9ro7TW8jRSb1AZTz1qa7kvclugppLVE86kk9Kd4gc/aoYCoRYYEQIBwO5/U1hau3kaJDqNhrWoTBrn7Pm4iVFnIXczxY52qcKd3qPcD0UeC7K5c3F3ru9n+YiOLnn61yRpNyujkzKM61FU4LqeeNUQBLV6cvhbwzbcyfbLtv9pto/SrEc2m6fxYaTawsOjsu5vzrdYeT3PEhltW/vNIk0G0lXQ7FPLYHyV6j2rRdYLcZuJlX/AGQcmsS41e7myGnIH91eBWdLcrGC8jge5NefS4ewkZupUvJt38j6dYuqoKEdLKx0MmtRRZFtAM9nk5/Ss2a/nu5MzSlvQHoPwrnbjW4lOIgXPr0FZ0+oyTTRpJMFLHhQcZxXrwVKiuWnFL0MnGU3eTOj12RTFZoDlsOxx06gf0rLQZqW+lSSSBI3V1jiC5U5Gecio1yBxWdbWTNaatFISbIRmUbmA4HrWn4WVohclzuYIu4+/NcdZXP2zxlLpl5qd1a28kuxHiljjWPoSWLjGMZ4HJOBW94Mlu477X7S5kuGa3mSJFucb15cfNjjPAzjiuZrW5tTl71jYdAusQHk78q+D2rK1+W50m/VFcPG43AMKqanqs9vfS3UGG8ktsVuhA9fyrFn1668QXUlxchV2qqoidFHNbqslTcVuXLDTqXrL4Vua0evrn95CR7qc1ci1a2cZ3lf94VypJBqVHJwKuFaXU5ZUonXpewsAVlX86sLcKejqfxrjQxxT4mORxWntSPZHarOP7w/Op4ZgzBQwJ9M1yUR6frT9CubfUP9OiIeNSSfYg4x/KmqjeqQnTt1NzVHL3jKSMRgL/j+tZcxwM5qn4lup7XR3mglaOXzFG9evJ5rI16x17RNE0y9u726E14ZPMiKYEIG0oCcfeIbOO351x1W5Ns3i1FWPT5R+7+vBrgNWdm1CYk8lzRRWuLX7wWG1pnLwDZqzoPu7yMVfZQXUUUVzQPYzX4qb/ur9SXoOKliOQT3oordHkl2MZFQ6nK9vo95LGcOsLkH04oorSn8a9SXsYvw3gjEV7c4/e7ljz/s8mnX+oT6V4sub222+dFK23eMj5l2nj6E0UV25w/9rl8vyRjS+A6r4XIPL1Veo/dLj1GHqtrUSRvexL9xd6jPpRRXn1/4EPmbYR/7S/kYGk82j/739KnbrRRXLE9PMv8AeZ/10JI+oqyFBGOaKK6YnmscrEGsXxxM6aTbRKcLJKS3vgcfzoorswCviYepFT4Wbng+CODw1aFBgyKXY+pJ/wDrVL4qONAY4H+tT+dFFZ47/eJ+r/MKfwI5zV/ETa1Fbxy6Zp9uYFWON7dHUqg6IAWIA5zwOTzXrGnSu1gCWJKuyg+wNFFYUfiYS+AlaRiOTWfeTvFEXXBI9aKK6jBGBc6ndFiocKP9kVnvI8jku7Mfc0UVhNs3itBU4P4VzXjVilpZFSQfMJ4+lFFdOA/3mAqnwM6vQkC6JYqOnkqfz5P8618YhDDrRRWGK/jT9X+ZVP4UcRfay2ma3qMZsLG8ilmDFLuHeAyjggggjqcjOD3BrqPAd7cahPrd7cyF7id45JHxjLHf+VFFc63BfEVrj5twPcnNc5pXE0ijpj+tFFc63PZwn+7VvRfmX34b8akTgCiit4nksmQ5FSL8oyKKK0JGalPJBoV/JGcOkLEH04rH+HEY2X8uW3ZVMZ4xyen4UUV6mGX+w1X6foZT/iROi8VnGhv7Sp/OuSvNc1K/06HT7q7mmggd5F8yRmJLYznJ5xt49Mn1oorxpGr3P//Z", 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", 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", "info": {"video_id": "124290", "label": "tilting table with crayon on it until it falls off", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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+Q4mDDzeQcjgg9QRS6FvhW6t0bypIpjuX+Haf8OxobTRLVjsIkWZAGv2jeTjAcmTA/hA7E/yA96xdVN7NDdTz6awLnas0vPlRjoBzwfU961oVkuYJLiGDeGVooueAcfMx7+w9eaTT4I5J7aO5VzFaQi8vg5OW2j5Iz7E4GK8vA15Qr2ik3fr06va3bqd9alz0+eo+VK91o/67Gfdwf2XptrpeMSgC4uf+ujDhT/urgfUms4sT3qxdzyXVzLPM26WVy7n1JOTVYivVqTdSTk+p+fV6rq1HPuQiNhOZA5wVwRXf+BNr296jKDhkPIz2NcMBXa+AmxPep6op/U15Obp/U5teX5o9PJ6snjIJ+a/BnYtZWkoxJawOP9qJT/Sqsnh3RZjl9KsyfXygP5VpClFfGRxmIp/w6jXo2j7aVKEviin8jgvG/hq3upUnZD5chyNpI2vjn8xz+dcCdAEQaHe3l+4ya91vrJb+yktzjLDKE9mHT/PvXnl7ZjklSGXhhX2eVYx4rDKTfvLR/wCfz/O5wVoKE7dDHs0gh23s2A9uixNgcnBOMfXNQWu7VtVisbC2LyztsXzW9fYVoLa+ZBOEt1llJVYy5wFJzycnFbPhnRH0Ez6ndvGkxjZEOc7FI5IPqRkfjXuYedJwlzP3jmalzqy0X3FDXZIFni0+zINnYp5MZUYDt1d/+BNn8AKxu9WJCCc9KhxzWL1PhqtSVSo5y3YjIXeJgxG1uR6it/w7oem65c3Fvfwb9sYZGVipXnnpWGtdH4Nl8vxAi5wJI2X+v9K5MZUqUaE6lGTjJK6a0Z6eWVpe3hSk/dbs10d/L1Hah8K7aQFtP1CSI9knXePzGD+lZen+Dte0W/aOa2FxZT4SSS3bdtP8L44PB68dCa9ZApSOBXiUeNMzpwdKs1Ui/wCZa/erP77n1s8rw7kpQ91+R4tqPhy2N1K0lsBPuIfPXI4qoljHCpQRjHfjrXpvifTBvW/jXhsJL9ex/pXI3NtuG5Rz6V7mHrRxFGNWGz/r8CWnGVmcpbgQa7PFI5xPEsiuTghl6c+uM13Wi6aNRuPKuYw9sjFCp74P8ulcRq8Xk31lcFMgPsI9a9X0OMRaYlyU2l/mI9K6oydghBOV3sjJ128gtoG0u2hCBQOgwFGc4/HArmjXpdtqdnc2K2+oafb3cALBSy/MOexqlc+FNA1HLadfyWMp6RXHzJ+fWtnSlufNZrg69es6is7aJbaHBdqaTXQal4M1vTVMhtftEH/PW2O8Y9cdRXPlSrFWBBHUHrWbieK4Tpu01Y7ZdHtvFHhGAtFEb2OMpHMy/MrLxgnrgiuZv/h5qeiXKX+jv9uRPv27fK5B+8vow/I11PgK53W13ak8o4kA9iMH+VdgVr5VZ9j8nxVSlSleDfwy1TT1t5b9LH3GGpUsZhYTlvbdb3Wn6HkNxYAhCUdVddy+YuGA9COxByD7iqEtn5ROentXq2vaX/aNkWRc3EOWT1Yd1rgpYg4we9e1gsZTxtL2sFbuuxvKLg7M4rU1e2v7S6Rthz5bN7H/APWa29PBeSaFG3IYT83c55H6g1F4gsP+JZM+MhBvzjpjr+mar273LWl3hPIEW1Xk3Ahj6KR1yTXfTV2kZVLWbJp5Hw0LOBI2AEX5myePwzmp5dWm02L7BZMEEWUab7zMc84PQDOcYqnpCmH7TenpAmVPq7cJ/Vv+A1WEMkh4U49TSx9OKkoPXqfR5BRwyoSxeJaUVpq7L8fkRyyySF5ZXZ3IJLMck/jWNHG0jqqqWYnAAGSa6vS9LjvdQt7WYkpLIEYKccHrzXqWmaDpmkLixs4oj/fxlj9WPNKjxHRyaElKDlOVrLZaX3f/AADz88qUM4qQWFneELpu3V227nlGm+B9d1EBhZm3iPO+4Owfl1/Su90fwR/ZmlXVs16Z5p9rBdu1FdehHfnJH411op+K8HH8a4/FSSsowvqkt15t/pY4aGU0KWurl3PNngxkFcEHkHtUD2quMMK6jxHZeTdi5QfJPyeP4+/58H8TWJtz2r3Kco1IKcNnqiNVozEmtfK4xketYMyLb68rOWEc8fzBe+P/ANVdtJCHyCMiub1u2VJrOVZYxtuPL3E5GcZIIHPb9arlsxvVG87lMRxHb2CqcVYu4otI0yfzMm7uxg857d/oCfzqCxTztQQHkDmutEWmXLlL+xjuSACC3BUe1Z4eipSbS1KrufsZcm7PMCDSYr06Tw94WmGRaXEOe6Sn/Gqr+EPDz/cvLqP64P8ASur6vI+TeXVV2POgK6zwK2NUuE/vQ/yIrTPgnSGPyavIPqgrQ0Xw1YaRem5TVlkyhQqVA64/wrkx2Cq1cPOEVdtHTgMPUoYiFSS0TNwdKcKeDZd7uP8AOnh9PHW8T8Aa+P8A9Xcwf2PxX+Z9c8bR7iIDxXMeIrEQ33nKPknG76N3/ofxrrUudMT/AJbSP/uoaxfFF1aywW0Vujg7mcl/TGK9jKMqxmCqSlUS5WtdfuOeriKdSyjucba2UL6gsbqzNkPH/dGOpPv6V1c2lWGrRi3vbuW2CKpQoMjPuKxNDtbp9du3kYNbCJPKA6qed39K0DKx1BxzhYwD+de9Qprnd+v+RNdKeH5Ht/wStc/Dm6fL6bqVpdj+6Tsb+tYF74S12wJM+mzbR/Eg3j9K6sztGcg4NWYddvYMBLl8DsTkV1uguh85Uyyk/h0PNnheJtsiMh9GGP51peHpPJ16yc9PNCn8eP616C3iB5l23dra3C/7aCoVPh2WVZZdESORWDBoW24I+lYV8I6lOUO6aM6eAlSqRnF7NM2gB19KU0LqmjyDlpo/quamWbSn5W/A/wB5SK+Fq8N4+L0in6P/ADsfWLGUn1IJLeO5gkglGY5F2t7e/wDWuAvLR7S5kglHzxttPv716YqWbfd1C3/E1yvi+CGO6tpY5o5HeMh9hzwOh/Uj8K9fJMNjMLzUq8GovVPz/wCCZVakJtOLPLdans72Y2UDO9zHcIrRohJ/2iD0wAe/evWLyNbfS44067e3fiuJFpBDcSzRwoskpBkYDlvrXbX7rDGN5wEAA/KvfVrlU+pjwL5dooBBHqKQy4PWoru1B0Z7nB8yElgV4JHXFc9YapdvZSTXMEisDuHmAKGz2A64Hv1rrq1o0Ypz2dvxOBrnm0jsbTV7uzYGC4dPYHj8quzalYaou3V9Lt7gnrKg2P8AmK42DWIX++GQ+/IrQiuUkGUcMPY1qnCRlOndWkjptG0bRLTUftWn6lJCHQo1vcjP0w31rpGsplXcFDr/AHkORXnyS1etNSubU5gnkj+jV4+YZFh8bLnbaka4ep9XjyQWh1RUqe+a43xHpgtLz7RGuIbjJwP4X7j+tdFB4nmb5bqGKceuNp/MUmsX2m3uh3KlJY5AoZFPI3A8YP415uByXFZfX5otSg9+j8nbyOqWJjUVnozyi80m4u9Wkknu3+wPGqm3RiN2DnB9s8+9XjDDFCXe3ja2gG9g33emFGO5JP8AOrcowaLNXmnWKN8SSSIgUjIIzlmPsFB/OvUrykl7vdfmVGCldfmZ14sEGlWUEUQR5V+0zEjBLNwuR24zgejVkuSa09Vu/t2oXFz0EjkqPRegH5AVnMK1m+Z3PiMTiJ1qjbenRdF6Gn4XTzPEVmCOjlvyBr1ADtXnHg9N3iKE/wB1Xb9P/r16Rivi8/d8Sl5fqz6/h6NsK35/ogp1IOlSJCzsAqk/hXjQpym+WKu2e45JK7KuoWgvtPlgxl8bo/8AeHT8+R+NcSR04r0kRwW0iGeYb9wIjXknBz+FedSvunkbAG52OB2ya++yehiKOEUK6tZu3p/w9zy6s4SqNwZFjjpWNaaHa2V7PdfNLLK5ZWk52Z6gf41uY4qCY7QfSvQkyES6Dbb76R8cBcVpjcNW8snmRNq+mR2/Wp9KsDZwZkGJQDuNZerXsdvfWx3YaN97Y6gU6HuvU3nZ07LsXbu6FhIEuG8onpu70xdRgk+7Mh+jCsXxP4kstZubaGxbzEiQs8mCAWOOBn0Fc8zfNXXOqlJpao43hpxS9orNnfeeD0YfgaPMrho3I4yR+NWBPIcAscYxwaarIj2XmdmJMd6f9qjTrIo/GuOUk4JJ4q1CQ3Gce9HtvIFS8zqI9TtRMIzMN2cYAJqPUpVlvGCkkIoQZ9R1/XNcd4X8QWmparOjHEsTuyLgneo+6aW2lutR8X3Omvq9xax/vDEI0DZYIWC+w4PJ/rSxCqQ9yasxwUU7o7nQzte5bttFROgXWIDyd+VfB7Vz/wAO9Su72DUjczvMR5Wzf2zuo1PVZ7e+luoMN5JbYrdCB6/lXLTkoNNnZrOHKupb1+W50m/VFcPG43AMKoR6+uf3kJHupzWTPr114gupLi5CrtVVRE6KOarkkGtZVm5tx2M6mFlRfs6i1R1UWrWzjO8r/vCrSXsLAFZV/OuQRycCpQxxWqqvqc7pI7JbhT0dT+NTLOP7w/OuKiY5HFX4j0/Wn7byF7LzOthmDMFDAn0zVHVHL3jKSMRgL/j+tYehXNvqH+nREPGpJPsQcY/lUfiW6ntdGea3lZJvMUblPPJ5qa03y8rVhwik7lyY45zWp4unmFgRCQJJGCgk9AOT/SuJ1ZjDokGo2OtahMrXP2bNxEqLOQoZnixztU4U7vUe4HYeKci4iiPIVd351xNNJs6qdRJ+Zy//AAl2oQwtpJSIksEa453EfTpn3qvLNI5O92bJzyayr1dmuAj+IqavvkGob52nLWx34yjTpxhKmrcyu/UlRuan3ZAA/OqiE5qdG44rpgeZI0Ir+5T/AJaE+xGavw6rJ/EgI9QcVho5z0q3ETxWvPIjlTN1dUjUjcrDPpzVu7uEls4ljbO87iMEEAf/AF64w67ax+I10yZwgKLhz0Dk9D+GK6aWQM5C/dA2j6Crm6kY+8t9iVGPNoVZR8ppbFmt7XUZlVciAoH7ru44/DNYdncC+8Yy6Xe6ndWtu8uxHiljRY+5LFxjGM8dScVqeFdKuNV1LXNNvdTltUtZ1XbdIC5wWGCF4zwM44rhcOZodab9lJRV3ZmQ/WoXr0lPBOhxD9/qdzN6iNAuamTS/Ddicw6UZ2H8Vw5b9K2VCTPl45bWb1sjk/BEDSa4XCkhYW5A9xXo62r7dz4QerHFZT6xJGnl2sUNtGOixIBWfPeSzHMkrP8A7xzXFXyKhiK3tarb0tY+hwVSeFo+yj95vy31jbDGWncdl6fnVG51y4kXZFthT0Tr+dc9canBACGkBb+6vJrMl1mSUMIgEXpk9a9GjhsNhValFL8zSUqlV+8zrbSVfN8yRuACx554Ga5RST+NLo94jQ3M5uFYvGyoS2SxPGBRHV1ZNpFU48rZKBhfaqsySNMByI1Xn3J/w/rVTxFcz2ujtLBK0TiRBuXryaztbs9f0TRNMvbu+u1mvDJ5kRTAhwFKBjj7xDZx2+ua5Jo15rM9NlH7v68GuA1Z2bUJiTyXNFFb4tfvCcNrTOXgGzVnQfd3kYq+yguooormgexmvxU3/dX6kvQcVLEcgnvRRW6PJLsYyKh1OV7fR7yWM4dYXIPpxRRWlP416kvYxfhvBGIr25x+93LHn/Z5NOv9Qn0rxZc3ttt86KVtu8ZHzLtPH0Joortzh/7XL5fkjGl8B0fw3G2DVAO3lY/J6ZcfNuB7k5ooryKmyOqm9DnNK4mkUdMf1q+/DfjRRShselm3+8v0X5EicAVMhyKKK3R5TJF+UZFM1KeSDQr+SM4dIWIPpxRRWtLWpH1QnsY/w4jGy/ly27KpjPGOT0/Cui8VnGhv7Sp/OiiurNv96l8vyRnR/hnN6v4ibW4reKXTNPtzCqxxvbo6lUHRACxAHOeByea9R8VQp9hilx86vtB9jRRXHT/hVPkS/wCJA8z1QY1W3I6kD+dXJRg0UVwxPdxn8Cj6MiUZNWYuRmiiumJ5TJMbeRnmrVqctg9BiiirEcR4f/0/xwZbj5mDySD6jpXp69cUUV6ebaTgv7q/Uxo9fU4i+1htM1zUYzYWF5FLMGMd3DvAZRwQQQR1ORnB7g1u+CdQur3Wb29uJS89zMrStjG4kOen8qKK8mPxI1XU755HBxniq8rnFFFdpzGJfahNC7KoXj1FY017cTD55Wx6A4FFFZzbNYJEAGalXnb9M0UViaHIeDvn8TXJYk7FkI9iTg16NCAXGaKK9HNf4sf8K/Uyo7P1MjxWSNFcDtKn8zXK3eu6lf6fDp91dzTQW8jSIJJGYktjOcnnG3j0yfWiivKkaPc//9k=", "info": {"video_id": "124290", "label": "tilting table with crayon on it until it falls off", "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": "7c61c331d64a8fbc132a7d3f0a091e071b72ae14f7da5e61c1f7e57d320a96c7"} +{"episode": 70410, "episode_seed": 3461059765, "split": "train", "timestamp": "2025-10-13T03:36:59.433756", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3461059765, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 charger behind key'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "121976", "label": "holding charger behind key", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "121976", "label": "holding charger behind key", "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": "2d9d095d3705366e1b76f53ecd6d97550a91b85a1005ec3d92e549c9d0cdabad"} +{"episode": 70411, "episode_seed": 2209104808, "split": "train", "timestamp": "2025-10-13T03:37:00.624888", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2209104808, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 shot glass on the table on its side, not upright'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "160295", "label": "laying shot glass on the table on its side, not upright", "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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ICgD9avwsFOQsYA/2c1BBZSEALC5PckVeSwvM4S2x71k7l3NLTJZJnmR1by/KJAXAPBz17VYu9ThFs9ra2UUS4O9i29yAc9f8Kp21hewFnKkErtOW/Sny2krgtKAmep6lq7oYrloqnbucUsNzV3UvpoZ/23ghlHtUM0Mc67sAe4qe4sGjXdkMB1A7VQkgk52ArXEdpQu7N05TLisiZQ2cZ3f3TW2008QK5BHpiqFzKJCRKhWQDgrzn61cTOSO/sLVI4lwoAHSlvpwkZ56Cpg4jjxWDrN1lPLB5brj0r15S5Vdnz1ODnJRRUS/k81nQZB/WrsGoXG/IwMcmshcgfIRV61i39Qdo6mvInJydz6OFNRioo2I9WuSMlgB2wP1q0t7cEZKhfU+tZi7cglRgdqs581lj3Y4yeaz1BxQ2WbcBtfcV5x71DPNKy7ZI8Ed6e2IWOY1JHQj+dQOPMwXZkXsDTAyrpsDLNkjpWfIVmyHyB0HoK17mKJQTsLYPXNcnZh9W8WXGmPqlxaxESeV5abiWVCwX2HB5Pp71tSpubsjOrVVON2PuX+wv87DaPunqT7Ve0uwuNXlSS4Ux26nIj9fc1jeFBLrU8j3TtL5IUru7Zzn+Vem2FqsUYAGAK7aVFR1e55mIxTl7sdEWbS2W1hwowAOKy9SuiX2LWtdShIsdOK5d3Mtw7nlc4FVXqckCMJS9pUV9kasOp3MMaou0egx0q7FqVw5xtD46jH61lxR+WAWHzHr7CrULqinoMck968rU9txVti5LdudvmOFIzgVV82VM7F3r/EfWlMZMYl4cnqD2qN5CfkjUgjoVoEUrp2Yk52+1ZE0gRiq85PWtmSKIrksWOeRnFcz4lnaz0x3ty0UvmKAVP6VcVdpClLli2FxBuUyxH5l6hqS3mRELTbFUc5Pas3V9lrocOp6frOoTBrn7Nm4iWNZyE3M8WOdqnCnd6j3At6fpE1/Isl0fl6hB0/+vXUsPK9mziljIWuXbVZ9clCIpSzU88YMn/1q7K2t0tbcYUKAMYFR6dZpbxKqqABUuoTCOE4PauuEFBWR5tSpKrK7My5uTLOEGSo64NW7fVTEmyKFEQHjHr71kwq0rZ5GeSauIiErx8o615teq5y02Pbw9CNOCutTYj1Bn5EWD3JqtNKSv3gR944703c8hWNTyRk+1RbUjc70OV6nNYq5qkkJLceYvzRkNjrisq53EHccY9K0pGac7RJx71SubeNQdxZvp0qkBlSOsmVLbR7VQeKS3m25G08g1FYPDfeMH0u81K6tbaWTZHJHLFGsfcli/GMZ46k4FVYXni1jULK6e5zbTGNVuAN64JGGxxngZxx6V0OlJR5jmVeMp8ljfhuVVOGGR6CrcV24I2859azoQpxgZPrV6Mc84B9K52dMUacV/cBRkD61oRalcxoFDDJ9qxowc88gdK0Y08sfMPmPX2pO5TSNCPULhzjG/HbH60st3I23zX246AVWiZUU9BjkmlMRMXm8MT2PahE2VyMSSqSYxvHVj61SumZjn7ntVxn/AII0IPYr61VkiiKksxY55GcUAY0z7GYLzmqU8CyIXjJV16hqXxLO1nprvAWhk8xQGX0rL17Tdb0DRdLv7u6ulmvfM8yFkwIAApQMcfeIbOO31Brop0pTXMjnq1405crPUZj8lcvdsWvXBOcYAoorqxPwM83A/wAVEkcSB8hauhisMZH8RyaKK81nuLcsRNtHQHCkjNSwHcJFPQc0UUIGOZFjAdR82Ccn6VEreZHmQB8460UUyXsZ2oRLCpeLKHHY8V5teapcaV4nn1C22efFI23euR8ylTkfRjRRXThviOTFfAjovhjGpfUARnAjA/8AHq9MUAKMUUV3RPIqfEzM1R2WI4NZ1sqhlXHHWiiuTF9D0sv2ZNG7MxYnkZNWGkIVMADAzRRXCeky0YldgGz0z1qu8jKyovC4JwPrRRVEjZoYpA26MZ9R1rifFrFNLePJKiRDg0UVpT+NGVT4Gc5rfiV9cit4ZdL062MCrHG9sjqURc4QAuVA5ycDk816np8EYRcDtRRXpvc8OeyNgAKuBWNqTkyIp6FsGiilP4WOh/ERF9xFC8biSas2qK6AsM4GaKK8c+jJIwAuR165pwTe25yTjnmiiqRLEVVnBRwAoPQDFZmor9mI2MxBHIY5oopknn17rbaXq+oKdP0+8jmmDtHdwbwGUcEEEEdTkZwe4NWNCu5tW1S/vL1/NnuHEkjEYyxz6dKKK7qn8E86n/HZ0SARttUcVoRIr5yOnFFFeeemjQt1UMqgcdakjYs5YnkZoooYyd22qmAABzVgorsN2eQD1oopolleR2jZET5VIJIFJNBFIp3IM4696KKBM4fxYzJpbxhiV3oefrXJ32v6nqGnwabd3k01vbyPKgkkZiS+M5JPONvHpk+tFFd2H+A8/FfGf//Z", "info": {"video_id": "160295", "label": "laying shot glass on the table on its side, not upright", "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": "41a504c692d559d43f618b245623758a19eeeb0ad46960e0d8adfafc7c285ade"} +{"episode": 70412, "episode_seed": 3098521253, "split": "train", "timestamp": "2025-10-13T03:37:04.950938", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3098521253, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coconut oil can with plastic fork'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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pN8Ao/gbNZnxI1Say8PxxQHDzElxnqF/+uf0rT0mQpe7lPzBGJwM1yfxEjS+iu7qa6MUdmsUUcKrnzHbLMPYY71a+EIL95qefWtybe3mec4kl+ZfUKe39agm1BjGAo7VRuJGmlxuAPXnoBUxs7uS3jmFvKIZMhX2HDEcEA96zsdLkILt3fYBXS+GtON4LkC5kiC7SdmPm61z9tplyW2xQvuzyWGPzJruvDekpZ20qNIzzTFS+04HHYe3WmlrcyqSXLYvWvhqKXLSXV0+OM+aRn8qlPhK0ADATOzdd0zY+vWt1Io4lVVAwKegBJCjnpn0qjBIyY/DWm2yorWu8jgEseKtQ6RY2wEkFrGHB4baOKuu481lUZwMZoMgCgBenr2pXKsIOCoOB8wzk8CtnxLfy6R4YvLtG2TRxAp/vEgVjIFmmjGDkuuT+NWviCkl34ZuY1bAMkYPsA4610YZJ1En3RliG1TbXYb4Z1R9X8KWV3dSebK5kSTPs5GPyxXzd4hsZLPX9SgdiGgnYDPdQeP0xXvngeD7N4ZEJbcftEhz25Irh/HWjwt4gupGgDeeqyZIxzjB/lVVko1ZJbXIpNumm+x5E5DM7fu847HFERZE3Z27xgHHB+orqLrQrbytyRFSOOvWudmDRXflMMbTjGeMVF7ln02oIXGePXFSINybcFgaqhYnAVh0PZjVmOJVbbj5cdc81iy0Vbi1ka6TadqqOxqZQACu4D+dTSeXnJUYPPNI0kMSjYo5PGAOtSUiPOOMj8O1dLpjg2ECYB+UkHPvXNPMTgGMLuHfrW6g2WdsFwMIMketXT3FPYt3z7SuQRWV4htbe5dWZEaQWpjV8cqGzkVdvpCdnOTjlh3NZ+rkrOAOvlLjHsOatmbPKMvsCyScIOcDmtO0mwqZPaq+oOkN9MjgBVJIPoDzVS2uAQOalDZ2dg3mI/GRxmtCNFWDAxkk5Irn9Ln3QSqeT8oFbSBhtUYwOcVLKRPIAEGT7gCt/Qo1bT5D3dgDj2rndpaJif4eOT/n2rp9L2RaNDGxzLt8xucck1UNyZ7F2ThJDhSoXoeSTWFu3Ext64963YceSz8Hcdxz3rnZd/wBtXA5Zx/OtCCHxRpttd63aXEpYtaINq/wnnIz+NZ8sjKFIGSTzk1pavKZNTmBfJB25xjpWWVy+W9anqO7sSJJvdueCa5zxraiaytJigJR2Q+2ef6Vv42kEc1neIU8/QZyeqEOPzoYJ6nncckltKoAJTcM57duK9aj2xqCBjPXivL9x45BA9a9MhPRcMx65aoZoi5GoKbgoU5xnFTMwWM5AzjJPvVZXPOOB0IqW0ia/cxIwU4Jye2Kmw7gbmOMfMcemelRm4kZWIAA7ZNbY8Mws6tc3DHjAKinHw/aoW3PJhAQFLYz+VPkYc6KGkvulmdsD92Bnp1Ncv8QrCaLRpb2KIPGzKJADyWyFX+g/Cuu8qG2LpErKWABBOai8R6edV8LxWfniIyyB95XPTJ6Vaj7tmKNS07o8e8MeF5NX1DF4MW0ZDTkcZPZB/ngV3PiWBItKh8qNVihZVVVHCjpgVpW8EFlBHb20YWOM46Yye5PqT61BrERutEu4x18ssv1HP9KlIc58zOF86Nbjah7D866jwywkM5wCQFx+tefsskEvmJgg9QCeePeu08GXCTLdZcAgJ3xjOaOhK3OtAbG3HJ/SnSMER+fmAzgdajSSMtkMpI6nPSpJk8y3f51BIwOaRRTtnd4wxOCWyAO9WTuDYHfmoIYo7dQgdcn0qzgfey3Xng5qSkPtwFmh9nB6e9X/ABHaXGqaFcW1vs84spXcccg7sZ7VRt2Auot3XeMDHWuo2xmTKnIzitqMnF3RnVSaszj/AA5p91p+jpFdH9+HZnCnIGTxz3rG8YWRdLacLnBZD+PP9DXczxqrMBzxniuf8T2rT6FMy5zERINp54PP6Gqm+aTkyILlSR5xBp/mSqrH5VfLAiulgtoHcSlI949YkP8ASsKDEcwAzwOT61sWs4PHeouUzo0KqS3fqKn8/pnjdxUJQBEVF7fnTZMKvzNyoyRUFIs7JpZCY4y/rgdKdHol+jCQ27Yb+JmHNdPp5CWsIQAgxqQcYyCOv61Y82NyUG5/4kz9av2fcnnOW/se6UBpXiU9cbjkU/VdSOmaf5h24UIhLngdAa1r6fKAPu8wr+Vc/q1iuo6e9pMu9ZB0B79j+dXSUYzTlsRUcpRajuYsHimS8u1VrlVQghQgGB+fenaprkwtw3nJvwQrlRkAd/SuWuvC93ptwktpMWI/hZenFVJbLVbghJCnIK5C9M166qYXTTT0PJdLFa3lqWPEsBmu458rieBHPXGcc1hwyPauFYjaT1z04rp9agMVlaeZ/wAs18rJ+n/1q5HTLX+2fFEumTalNaoVkMXlx7yzKhYL6AcHk+nvXjzXvOx68fhVztfDkrTpJJGocKAc5+tdQhkLI7IVUDkEivPfhjdTSx6j5spcKImXd/Dnd0r0Fpd0J5+Y/Kv48VkzRDhcB5ljWB2JORgDHPeuu+yCF0jBJUDAx7dq5TTy82qRJk7TIM7OuBXbjAjJVQAQWxj9aumiJmPqut22lyLbzB/njyZE5Cdhnvz7VmWeo2NxfmSOdWVACR6VzvjuzvLbUDq0Mu+CQLvhwcptGMj2qtpF1b32nfPjc7cMDgrjgEGvVhhKdSipRlqeVPGVadVwlHQ6W/BfUppl5jDduhyKohg2QQeD0qneax9kf/SlLoMDzIx+HIq0p3Pgd+4rhq0Z0naSO6lWhVV4smlUgfKP4ucVWvYPOspo26OhH6VqPbsLTIbJLglc+1Yfii5n07QJZbWZ45RJHiRPcnisrGh5+yqMfga9Pt3XcxB528n2ryrXLSG20iPUrDVr+Xddm2P2mJY1nIXczxAc7VJCnd6j3A9PhjfyFyxyfbrWbVjUthlCljyR2Nafh6IvdSybwsaIRgDnPHf86yUQ+aASOe59P8mui0iNbewSVgd8jFevVacNxSehrMWVdobaG6k9+O1Vrq42orFiZcbcY4zSyLJIqnBOwZxgj/IrHvLsW9oZZXIijbqOTn0xWtruyM7pK7CRix3yH5iOOanvJSLC2RlUgJnP1rPjlSeEeW6uhPDA5qxqV2sMtuqhWVk7+g//AF1NguYzcnOc96H/AHloy5+8MGlbnLHqKYeFxg8ilYq55tcIiyvHkcMV/Kui8FxrA17gqS2wHj/ernfJtrv4h3Wk6hqFza28s+I5Y5Yo1jzgksZOMYzwOScDvWz4HWaDV9es7j7Rm2mWNUuABIuC4+bHGcdccelS0Wju41UpuRQp6A4qxkKhJHOMk5qoshGVH3aUy74Sc+/NSUWBPGoOSB6c8UwXLtnavy+uapzDegZ8YHYdDTwrbFH3QOfXNSykWrVjNdwq3UtjPpXSJMUuSudwY4P1rndNXGoRDnOe3NbhlxIJVz15zWkNiJ7iXeBcHH6Vn3cYlspoiPlkUr+Yq9OytI5z056darHbJHj1HFUQeQz3SLIkZI8xc5FXLafkc81ieN7aTTr28aGTy284Mu0c4bmoNY0zXPDuh6TfXl1cpPfGTzIShAgwFKBjj7xVs47dOoNJIbPVnYhHOeVXI/WpIl33Ee4k5IJooqeo+h3G3duyT8vAqqsjFFYcEPt49OaKK3exkjNkOZSTySSOarsxGTnnFFFT1KItQgjf5iOaxvIjI3bcEHtRRWhkzL8SoraUSQOHUivKn1GfSPEcl/a7POidtu8ZHzKVPH0Y0UVnL4jWGx1PwyAQ6kAOAIhz/wACr0BjsClQM9f0oorKW5ojW0dFF/E+Oc/0roIbiR7xlJAAj6D60UVdPYznuYPi0ebGqt0IwRXk7yvp2sJb27Yidydp6Dk9KKK9LBv3rHnYxe6h1xdzPaBGfIeU7iep5H+NegaYAwRiOeKKKvM94fMzyz4Z+p0oijdMFRw1cX43OPCzr/CblBj6E0UV5p6R5d4o8RvrMkMMmmafbtAqJHJbq6sqD+AAuVA5ycDk817Dkm3j5xnGcUUVlI1RZP3QPUV1NiALG3AAwEyOKKKKe4p7D2LAS4ZvljyOfrXC+KbqWGziCEY89Tgj2b/CiiuzC/x4+pyYv/d5+hiabEJp45CWV2bJZDg9M1r208kphWRt21Tyepoor0MyS5Uzz8sbu0TLIzJMD/CePzFL/wAs85PFFFeMeweWeI9aOk+KNSjOn6ffRTShmjvIN4DIPlIIII6nIzg9wa6H4b3s+p3uu314/mXNw8ckj4xljuz06fSiipexojuFHzY7U6EABlxkYHWiipLN7T9ItpHWFzIygDktzVttGsYpGxFnYOMknP1ooqrIm7K5t4IpV8uCNCCcFR7mli/iPv07UUVQhj8Y4/ziq4Y7AfQmiikJnmHxTjVZUcDDOkZP1ya89vtf1TUNNt9Nu7yea3tpHlTzJGYlmxnJJOcbePTJ9aKKBn//2Q==", 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", "info": {"video_id": "198441", "label": "pushing coconut oil can with plastic fork", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "198441", "label": "pushing coconut oil can with plastic fork", "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": "f1b4e79efda52907c63eb6af9cfc701ed014e1980e22bdacca751f2403d71f84"} +{"episode": 70413, "episode_seed": 644374300, "split": "train", "timestamp": "2025-10-13T03:37:05.531198", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 644374300, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 chalk next to long screw'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "29228", "label": "showing chalk next to long screw", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "29228", "label": "showing chalk next to long screw", "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": "11d42d8bef0a36e971ff3f30035dc45ab4407742638d8b550d91b05f10136acb"} +{"episode": 70414, "episode_seed": 4128514176, "split": "train", "timestamp": "2025-10-13T03:37:06.927837", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4128514176, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 router so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "111208", "label": "pushing router so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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401FvYiU0tzN85ieDzV+CO6HJjKA92OP0qTVYEgMWxFUEEYUYp9hdCQCGQ4cD5Se4/wAaUk0iotNjU0xccTSj8qoSwtHOyMwYqcZK10AXArFumDXkpB4zRT1eo5pIR7qdwA0pPbgYqWOwupV3CPA9XOKdBAI0SR1+c8jPatWKXKHJ6U5VLbAk3uZKafK38cYPoc1TrdZtuWI4PesGinJy3E1Ys2MAmuMkZVOSK3E9xWPpbYuWU/xLW0oGKuVPmMXVcJEN3bC5tyB99eVPvWbpsojuT6shA+tbgGOlc7egw6hJt+Xa24fzqFFpOLNvaRnaSNdDjAp7oJo2jbkMMVBaTpcxFhgMPvL6GrB+UZ6VjZpmq2OeBIY8kEdxxTmeSZwpd3J4AzmkYgyMw5BNXorcW5RiP3hHPt7V0ykkjGKYkemXDxhiVT2PJqKSKe0jEkUkmP4yBgD0rXjlzGfaq1zv8lgq793asozcpWY5KyuZLzzSfflY1GKVlZG2sCGHY009DWxBetLA3KeY7lFzxgcmrLW0unqZreQsB99WHUVctlHkR7eBtGKsAZ4I4rOaknrsVTnBu3UpWeoNc3Gxo1VQhJwc81H9itnYt5CcnJ4qo4+waiRnC5xx/dNaSZ/Cs56PQ0i7qzMu+0+OBhJGuIzwRnoafbGHyNqvskHUM33vfmtG6AezlBH8Ofy5rBH3a0p+8hN8krotF40OAwb6VDI25uOlTWVn5xzIxRc9AOT/AIVdk063jZSAWB67moc4oblKRks/pTfMPaoSxNJvx0qbEuRK7Ec+tN3ZFNUszBfU8VdSy8pGluCBt5Cf3vamokORRyd2av2V35L7XBIbgEDJFVVRE5kznsi9fx9K19DtBeXbNgRQxYLYOSx7DPpVWVtRc1tSvqB8yYKzKioOhPOfpVuyijbTm2sCxY5OMVc1/TxJALqNP3iD5sfxL/8AWrCtbxrcMNu5W6jP60muaNkVGV3dmiA8IDH7vqKPNU/KehqNNVh2FWjf9Kt+G9OtvEniA6fNeS2iPFK0RSPcWdULBfYcE59qzUH1LckYl/KrsiKc7M5PvVPGTxU9tCZycnCjGTTWUI7KOgJHNaqJne5paTbJKrMI98qnnvgV0enW8b7nkI44CnvXKWN7JZTb0YhWG1wO4rokuECAjGwgYI/nWmvLZGE/i1MzXl2PCrZ3gt34xxWP05zjHf0q5qM32m8ZjIDGg2B8dfXHrVfzEUfuohns78t/gKW5pHRGraTXE1tI5iPyLnf2Pvisz90P4nkOOoGBXY6XZLZW6hm3XEg3Ox6k/wCFc7rdiLO88yNdsMpyB2U9x/Wpi1eyK529y9cLHPEjqeCAQarsj24zjK+oqhDftDGI2Xco6c8ipZtV3W5VEdWz1yKycGma8yLPngfKehrMuYvKmOB8rciui17SNLg8NwarpupXsyPdG1JuYFjW4ITc7xDO7apwp3f3h7gZeqW3l26PuBIbGPYitIKxnKV2jOgl8qdHzwDzj0ro1bI4rl+tdDpt8k9pHbOoDx9W7sO1axZjVjfU2PshWyMhGXOCAOwrk9UwNRk2nIwp/SunFy4jJU/MBjB9PWuSlc3dzLNkKrMSWY8Adqi7vZhTS3QyKVoZBIh5H61rG5aawkkVWTPy5bgDPfNZg8veqwo0shOAXHBPbC/412drp6Q2HkTnzt4/eEnIP09KmVlqzXna0Rx8fkpKmZC2GGSowOvvW1dxpIysD+IrGvrQ2N48JJKdUJ7rU0WohYkjkDfKMBhzUzjzK6Lg0W2D245GV9RU1qwl3x4JJxVjwsNN1vxHFpup3lza29w21JUlijWM9SWMnGMZ46k4FV/KfTte1K2dLiP7JM0eydVEgAYjDAcZ47EipjFpiqSXLYgu7QPGV48wfd9vasX2NdRODMUK7ct2HasLUYGgu/mXbvUNW97oxg+ho6XLvtQvdDtrThjeZ9qjJxmue0qeKG9VZ2KxScMR2PauptJvI3BQCGORnrim5aGco2kc3rS7bqNsEBk6+uDUdje+ViGTlD91j/D7fSpdenjku41j+6qk49Mn/wCtWeYioBlIjB/vdfy61DSkjog2lc2ryUJaSN7YH41nWEAnuVU/dGW6cHFakWkyy6OGj3CX76JLg5Hp7VkWt08F0sjMxAOGB9O/FTFWTSLclJ3L3zRzMDkc1YeQNjPSobyUGNmQ9SPmFafiLwlqPhvw/pOoXbzrNfGTzYWjIFuAEKBj/eZWzjt06g4xSbKvY4wdaSiitSGPUVcMsh8iIu2GHJ70UVcSGVRXWaFGsVmrActHk575NFFEtiJm+FBTYRlTxj2rz28iWC9uIUzsSRlXPpmiis6e44j9Pt0uJysmSAM4Bq3b38ug6yL+xSNZoSwTeuRhlKnj6MaKK1ewP4ivpYDGVCOPlH9KqXAxdSgdA5oopLYpbjB0qzDcSxxSKGyoXIU9KKKtBLYgfJKkkklQasaege9QMM4BP40UUuon8J3MCjZGe6oMGq+uQpNo11vH+rXevsRRRWH2iEcKamiiV4ndsnaRx2NFFbmjNzxB4nPiG3toZtI0y2MCJHFJapIpSNQcIAXKgcknAyTz61n6h/qm5J5HX60UVKJ6ozBUkcrwusiHDA0UVa3Lexr3DGSAZJG4c4OKw2cuQDgKOgHQUUUS3MqWxe0xQb1WPVPmH1rt0H7/AD6pmiisZjluZPimCM2KTbQHSQAEeh61yXeiinT+EtbGjpGutpBmjOm6dfxTMrmO9g8wKy5wQQQR1ORnB7g1LNfXOo6jdahdymS6un82Vzxlic9OgHtRRVLcUtia3kfz0O459aoaizPJGWJJwetFFUTHcojrW7p08klkGZvmUlQaKKa2FUMq6mdpXuCQZWfGcdMccUy1AkuId/O5xuz35ooqeha2O+LEysh6BeK5DXoUg1VxGMB1Dn60UVlD4hRMtyQOCRz2NaN/4m1fVNJttLvb2ae2tpXlQSSMxLMF6knnG3j0yfWiire5Z//Z", 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", "info": {"video_id": "111208", "label": "pushing router so that it slightly moves", "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": "3d64f990c90f478a51150dae70edbe604b4ce6be79dfa54fc419388d2f08f85d"} +{"episode": 70415, "episode_seed": 3452810803, "split": "train", "timestamp": "2025-10-13T03:37:09.906896", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3452810803, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 screwdriver, tweezers and allen wrench on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167905", "label": "putting a screwdriver, tweezers and allen wrench on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "167905", "label": "putting a screwdriver, tweezers and allen wrench on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "99c867f28a4f986e70b730a54cd504ffed03b323fb69d421eb26067afc494fe5"} +{"episode": 70416, "episode_seed": 3205206852, "split": "train", "timestamp": "2025-10-13T03:37:11.284083", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3205206852, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 turn twine upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "57883", "label": "pretending to turn twine upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "57883", "label": "pretending to turn twine upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d7db352646cd70e8e3831c788e33b7196e5fa74e4e79003e570bdc66ae1b5cf6"} +{"episode": 70417, "episode_seed": 3181378097, "split": "train", "timestamp": "2025-10-13T03:37:15.914019", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3181378097, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bus ticket into two pieces'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "167148", "label": "tearing bus ticket into two pieces", "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": "167148", "label": "tearing bus ticket into two pieces", "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": "764d40e9cb30170150831b4fdec43030fbd1ab014a98373717200918b9fd25d3"} +{"episode": 70418, "episode_seed": 2610279407, "split": "train", "timestamp": "2025-10-13T03:37:17.047001", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2610279407, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cardboard box across a surface until it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "71853", "label": "moving a cardboard box across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "71853", "label": "moving a cardboard box across a surface until it falls 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": "59e4cd009c3779ec0e32e64b7cc2344eff757dad3b52cd3df889dd7405d912d1"} +{"episode": 70419, "episode_seed": 3297406946, "split": "train", "timestamp": "2025-10-13T03:37:20.151390", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3297406946, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 milk over cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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XrzURJYQxXNrdW1uhwqzAFW44GR3+tbGnWEWnxkQoFIbczY5LZpNN0iHWbw2M7llnui20Hjaj7ifyODURsbNtWZ6B4Q0gaZ4Xhd1xNdRmSTjnBGVH4CtOJDFNK5PLLKD+AFWJ51ii8vAAAwB9On6VFIcWzP6o+PxP/wBatoq2hhJ3bYmr6BDrOneWH8qdBtR+xBGQD+f6VwaeDr2yvI2uERYojuAV9xY9q9PicbolY/LNHs/EdDWfdxqY5g4/fR8N9PUfWt4pGMpPY5S3083MkgccGPfz34rzXxVop0fUEeNcW9wNyf7J7ivaIY1iSGTsYFH6VyfizS/7V0eWBFHnRwLLEfRhn+eMfjWNVXNaMuVnkMj4U1GHJlABPQDrTZCdgz1701CDIOTnisUjrkdhpDLFp0ADD5gWyO2a7TwNYi4mF6X8xIBtVj/Ex6mvNbWW8XT44kjVXEYA3HnP0r0vwzK+j6fbpKRnywsgHr/+ukkuYmTbjZHbSXYhgcscBNrH8GH/ANesHVr63utL1RgxO+zlQZHXgkVd0rUYLjxDaW0qpLFcS7GV+QQVNdrJ4G0OVW22zorAgqshxj6Gu6V7aHnJq+pyGmi2bRrAw30TSCFPlIx1AqrcS+TPuz+7kOD7N/8AXro7/wAPaXpFoxtrcqUXALMTjFckhWW0EbdCuaznTlFKTe5VKtGo2orYmjkCX0m3HzRLj8zUc8wjVk7NvI9iVNVw7KN38cf3v8foaq3k/mRABvvMMexzg1D2NVuc54y057vRBJGuXh/eD8TjH5V5fJlSysCCOCD2r2C91G3mt5ohIuxRsYEYOBXmut2hV3mQMDHgE7eGHYg1ns0mawndNIboAVtQjywG0Fvc11qyhpo8SHcQQEHOenNcTpElwt5vRS+EI56DP/6q1pNS1GyuhcRW8cgEZUD7wXP+f1qZRuzWMkkej+FpvJvbhZkj2LiOOQdc9Tn9B+FddDeI13tLYAAX+tebWhuLLTooo8MwXLZ7t1P61reH9ckbUgL6Jo1RSS7dCeg/rVUqiSdzOtSbs0eiNI2z5E4Pc03T55kumaK+FuRwdyBkP1yRj86x7rxBaJCWjl8xuyr1rEtPFM0F45aOCQkZaBhnitlUTZkqUkr2L3jG9ujfwtLf20wVt22FME/U5NcjrGoSvZPIG4RCR7HFa3iS6iknheKCGJWXO2NCOo6HIrm9WbdpkqDupz9MVpVspXMqV3FGCviiSe5jG5cOAuG7cVn6jcypIxMTKM4z1GaybM4c9OMHkV0Ck3NoS8bsrjDFVziuSbszrhsc/wCYXlDN1r0zRSsWmW4DAhhu47ZrzS4SW1uGh3H5TwcYyK7fT5r5NLhiWFVdIgAXbB/L6U5pNIqMran1B4WlWbwxpzq+/MC5b14rRuSBH71z3w/AXwRpQI2uYAXGejd63L4fuj9K6kveOCrJKk7HE3V5BLq9yBIGMYAwD0pokUAAd+BUFtHFb3N95ajmQZPc8UO8RcZ4IOeKxrP96zSikqKsXsma1K5xInKn37VBLqkEDK85CunU5qEBHH33A9Aaz9SWNYWK7unGTmq0sGtxula7Hc3F5EOCJi+T/dPT+VYXis2+pKyOA6EbAPb1rz/X/EN5ouulrcpsljw4HfB5wexrds9WTVLRHRuR1U9RXLiNVodWHVndmno2ltb2GwDKrwCe9cvPamLxQoc4wpdT3I9P1r2HQ7S3vbEBQAzR52+hFcTPYRxfEzRo7iJmtpJGikC++AP1xW/NKUFG+hyRhCFZztqVbbTLm6dGBEYAPDnAOcc1veC9Flh1K+me9swkNxJCqMp3biFJbPpivQk+H2nIxMVzcqD2OG/XFRf8ITpGnvLKiSu8jGRtz4Bb14+lOFLoiquIsuaWxzWvS/ZriNRIjZYYKnI61duCAVjzwIyMVxfjG9FpqixxgDsijucjFdK87mdfNZS2zBK980pLklysqD54cy6moHzaxDOGVQR9afeN50SXSDLAYZf7w7is0XOCoPQcVIL1IkZSwAHvWyZi1qVHlEAVR80XVD6D0qmv7y8mUHIC7B9M1Fe3qpO4/wCWLYJxzj8KoaNqAne7Jwzq+zKnsO/8qymzSCPLfFmlvpmtXIVD9nkcuhHQZ7fnmsGNv3or0vxpJDLdLaCJpHCZlKDO3PQfWvN7iOa1umg3NlTxxjIrKDvdHV0OxtAqSiZ1BVDkA+taD6/G6FeVYdjVO4haO2ULnOMmsK6DRjzCCNoOayhvc0krKx1uj6tNJq9jslMTLdRgS4zty3B96+gor3XoYilxp9vMwHEsE20N+B6V8saLfIUQySBHEwYc8jkYr6P03W9aWxUT2cd0QwCyxt95cHkj16V30bzdjz8RJU1eyZm+IbnW50czwW9pbAHcA++RuPyFcfDdRwQxoScKoHv0rs/E9276UWlUJK0eWUdj6VwyTQcYj3HHetMUuVRRzYKXPzNJL0JjeFpA8SOccdOo9Kw9UuhaXEUwAyrjKMcYzxW41wfL4wo9q5HXZY0ZVOMtIgJPuwrjbO5LU0bmBzZOskIeQnhgAcGuD1r7Tbjy3kYBwNyg8Y9P5V69LpqiEqSVlU5YnoV9q89i0i38QeOLvS7m+ltoz5rQlI9xZ1QsF9hwSSfT3rarOU1FNbGGFoxpSk073Od0M58/H+z/AFrpbe3SRQHClc8iuZ0lhbeaZWADhSMnrW7HfwGIjzVHHUHpXJP4jvizpYpEK4yKsoycYIPrXAWOvtFM0VxnIYjcDxWxHqslydlugJ9jmkoNM0dRNaHTy4PQ4+lMt719Pv0mhXbMVwHC53D0NR2WmXz2zO8g+YcKwqC6SW1dd24AAKQOc/StErMjnUlYNY1O71K6iluFEbdBGq4H1rL1NyYShOAVOfpirt1b+VOIxKZAo4asTWpRDp87YLEjbn0zxW833OWKV9DkbXG8/StCG6liGEdwM/wmskMVORVrzJI4+GI9OazlG7NYysJczPNcs0jMxzgE88dq9KtYjJIq4GTjrXL65oOkWvhu21bTNQvJw119lzcwCNbghNzvEM7tqnCnd/eHuB02m3kL3kSxyK7E8AHNRUVrFJ3PoDwTCkXhayUE8KSfrmtXU32xH2FYngSRpPC1tIy4JLfzrQ1qXZbufau6mryR5OJlanJeZ5y+rLHe3UZBP7wk4qRL63bk78+61yM10/8AbFxJG/O/nPNbVrqxChZYlJ9Qa5an8Rs76atTS8jcW8i2nAY/8BNZOsX6i1kwpUY4ycGrJ1BTGfu/99VzOt37SxvGsae5FFxWPLvFdx5+r47KgFaPhmZlvox/Ay4b+lc/rMzTarOWGNp2D6CrXh67aDUIyfuZAb6VFSN4G8HZn0fodtJbxwzxNwF5965PxbO0PiW1niwHSQOPqGBFR6DrM93r406bV7y0tXfZG0UsaLHwMli4xjGeOpNcxq9/cRa/ewX9zOWglZFF0VDrgnrjjPTOOKSVoolq822fRlnrjyoq3Om3lvN3BTcv4MOoqpqt9eT2d0bO0KzIAI/tHyq2ep/CpdB1v7da20ckEkczQqzZ+790HipdUbETn2r0KcbSPNxVaLp6I+cvGcVzHqsRubjzpi+ZHAwuc8ADsBXVWOqRShXdsFUCgepxXPeM5kbWZIiMknNZVpcTpKAFLY7A1w1tKjPSpa01c9IF7G+ODT/tEZUkoD9a5mz1R1QB7dvzq62oK0ZxDJSUhOBJqcySL8uBgdq4my8Ry2Wv31lFt2uwZHbtwM8Vq3d8zyGFVwxHrnArj47IxatPeSSbvmO2plLc1hB6GjrVwwIdXYuTyQeSTWJp5a619POLSH5sZ5yBnin6rdMyZViGzxit+48J6n4W0bS9TuHniur5ZBLF5ZH2cDYUVj/eYNnHbp1BwqKaVx17NOKNeJFkA3DPFLcWUDRHKc+1FFTS2LnucTLCsHiGKFOEllXd68mvYNG8SahZ7bVDG0aqNu9ckdOOD70UV2UPjRwYn4GaniaZ2sMliSyAnPvzXNlQuMCiitsdvE5su+FkM7lY+AK4TX5XfU7aMn5TOnT60UVwo9BHtkKrceD7OaVQ0ogU7+9eF3Wq3OjeMbnULXZ58Uzhd67h8ylTx9GNFFbPZGNP+JIwr35RGB0AwKriaQKV3nae1FFKOxtLcc9zNIgV5Cy5zg12ngH/AEiW8MnO0Jj260UVNTYEemIoEPArPuVU8kUUVkhmPdRIQeK5LxH8tlIg+7tz+tFFUtxHHVKT8oOBRRWrCJu6/wCLZPEVvbQzaRplqbdFjiktUkUpGoOEALlQOSTgZJ59aseCpGbXkBOfkNFFEtgW6PqTwUdnh2CMfdXOPzql4xu5YdNuWQgERkiiiuyjv8jzMV8XzPFbYnzHYklmYkk1d545P50UVwP4j02WEHbJ/Os/UGLhgSdqjp6/WiipmKO55lrQxq0+O5B/QUzTFD3sSHozAGiir+wNfEd3o+ty6dc3MLWdleRSMGKXcO/DKOCCCCOvIzg9wa57xPf3N9qzXlxIXnnZnkbGMk4oopojofU/g65km8F6LM+C7WsQJx7YqfVmPkt9KKK76XxHj4g+efFHzeK5AemKgiQeYWBII9KKK8+t8TPcofAvQvWV1JKGDY4OM1cMrCNjRRWPQZyk93LHcXBXGTx06ZqnfILaTy4ycEBjk55NFFZ9TpWxiXbsX5PTkV0On+I9V1a3g0q+vZri1t3eRRJIzElwM5JPONvHpk+tFFdMfhMKm5//2Q==", "info": {"video_id": "116873", "label": "holding milk over cup", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "116873", "label": "holding milk over cup", "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": "542d5fac77927337470ad9700d986144b9994570c26e3d96ef4eeb4f3890b256"} +{"episode": 70420, "episode_seed": 2319293338, "split": "train", "timestamp": "2025-10-13T03:37:21.812536", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2319293338, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'watch colliding with pick and both are being deflected'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "174170", "label": "watch colliding with pick and both are being deflected", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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MbKQOSWb/AOtWlJ4V1cW7eRp7yMPQV7Tp+g29obZNg2FBgV1kNnDAgVEGPes/Z3MISb2PlMW95p+o28upWNwkMTZOYyAcdOTxXa2+pxeJbK4juLlI48bYouckdjxxXvL20EiFHhjZT1BUEGuR1H4c6DPPLc29sbOVxy9q3ln8hx+lW0+W0RumnK8jwy88Krp2qxxPemzEgyiyhpvMHsUX+YrI1eKG0hmtD8wVsxyhDz6jJAOPqK9I174dyaJcw6nd3Euqach27WcpImfp1/CvN/FhSO8eOIyGMn5FmOXA9zWlOLcbzMG/f5Uci+FJAOaiO/djP5dqsMoUcdagIyevH86po3TOz8FeLvENnqNppOn3m1LiURgEZxk9ea+hYJtVsLCOGaTzssf3uME555Ar5W0e9fS9Xs75BzbzLIPfBr6lsNXfxDaxz2oUwYVl54ORUQpQUnJLVmVR2d+h5r8VIgG0xrmATsfN2gkgD7tcj4dUzW9xBsVQGztUYGDXqHjLT21GS2WWMDyy4HOfSudtdCW0Zpolxxhxjt61m17xvTa5blS18OHULy1toxh5WA+gr2zTPB2n6daRxJEmQACcda4/wVZJJrMdzJzsX5fSvSr69FnDv2b27DOKpLsbJvoEGn28C4WNc/SrQVVGAAPpXPC+8QXXzQW1rFEejMSx/KrUQ10AFpLNvqhH9abuHK31NSaCOeMpIoZT2NeR/ERLbQYvPRhHG8vllBwHyO+K9PeTVEtydlu0mOMZx/Ovm/4u6pqd34lW2vZF8qNd0UaDABPVj71VPR3JlH3dT1/wtcC+sLa2KkIUGPQ11b6BZyQ+U0abe/y9frXNfDuW2vfBWl3MTKZPLUMR2YcEH8a7SSSaNN2EZceuKcld3Yumhyt/4ft4yFiiVQPQV13kREcxoePSsDUb1uvkSE/7JzWu2q6emA17bg/9dBUSXYEJc6bBMhAjUH2FcjrWjgWUyhnTqcoSK6q413TbZC7XcbcdFOa878WeMJBpt1LZws+xSxXjkd6qC7lqTSPB/ELzQa3cwtPJJtfhmbJqiZZJRh5HYehYkUt/cvqN5Lcy4ErtuwOhqGMhjjJDDoa3W5z8zWwroo6AflVdiF4GSasNu+6Rz7VCw2jjGaTQrlZi+70I5AHatrT/ABbfWEKwuqTxL035yPxrGYE9+PX1pPLPpWbjcu+h3Wh3wmuXuY4zi4z8ufu5rp/EOnrHYaXL3cSf+y1wng7UfseoLFLFviY8H+6a77V7mS5gs0YYRN5T2BxxWc4rlLUihboAoqprknkaVNKDhsYH1PFXImCINxxjrVO9jF9G0bHMZ/nUwgDmcrZyu4VXbKkYHGKsXG4Mm1mGVKNgkVC8D2kzxHqhyD6g1aDI0I3HkniuxbHNdp6GE6qXbIzz1PNQSADnIAFX9SgNvduMZVvmGPeqDDcckcdvekylK5C7MQSoI9zT7K/utNuBPbyFGHryD9RTZOvHbp7+9RbCfc+tZtFpnQL4km1NooLyNMhsiROPwIrZS3AhDAe9cOsblwEBLZ429c12uj3U72ywXkRSUfdJ43Cs3FIuLPYrvx3NA0KxRqyQ4yeua6bS/iToF7Gq3Nz9kmPVZFOD+IpZvh/p0sW0cNjqKwj8JrXzy4nkXJ7NUK5nBJHoFnq+nah/x531vOfRJAT+VXGGVIwa82/4V/dW8wCXGUXoyjBo1H4ewarp06yajqKXCqdsi3DYB9xnBFNNspySVx/xM+IGneHdLNpbywz6kxAWHhtg9T6V813l3Je3ElzK26SVizH3NGs6ZfaZfzQXEbEo5BcZIOO9Z6JO6/KhxWqeljNwV+Yc7DBpqDv/APrqNi6uVZcEdjXSeEfD/wDbl+HnO20iPz+rn+6P6mgHorkvh3wvLqn+lXAKWing95D6D2969W8LtLYI9tCwSBMYQdKBbxxQrHEioiDaqqMADtXNadJdXXjO5046tcWaESeWIk3bmVCwX0A4PJ9Peob10Ij7zOw1u4v5li+ywxMFzu3E55xWBLJr6jKCI47BTV74cXtzr635u7iSYxiIqH5xnd0/Ku8/sXcf9Xx9Kzs73N4PlVjP+H7OfJFwFSY5BUdjmvQbi2SWVWkwVHY1yMOm/YbhLiNcMhzx3qxfXet6udun5jiXqwHf8a0TNIu7OvUBVAAwBS1g2Z8RwQKsyWlwQOrEox/LIq8ZdTMRPkQI2P75b/CpsPlNAnHJ6V8m/E/VoNX8d38ls6yQRN5SMp4bHU5+teq/FvVNQtfBzg38sbySBCkTbAwJ6HHUV88AvK4VRlmOAB1JrWMeXciWise0/BDUEliv9Pln2mDEyJnGQeuPx/nXs7z70jPIUj8DXhngnw//AGBAt6z/AOnyLhmB+4v90f1r0HxDr1xB4E860meC5Esa70POCTmm2QmdPftGsQ6dOTTovCemRkERD8q8n1jU7xdGivbXX9SmRrjyP36KizYXLNH32g8HPqPpXrl54gsrcCJJPMlI6LWbZojO8RaXbWums8KAEDjivHbnVJllZZomCZIPHBHSvYbt5tRgwysFPQGueuPDsLqcx8+4pyu0HMtj5tvlW3v5ol6K52/SoCy7gynGa9h8T+AILyKR402ygcMoryHUdIvtLuGinibCn7wGQaqM+5Dj2HbsqCOtQSMMH0pkcdxIvyqcVE+9XKuNpHY1fMRyko6/5zXQ+HfC9xrb+c4Mdoh+Z+7H0X/Gm+EPDp1/UP3rlLSLmQjq3+yP8a9iS0gtrZYII1SOMbUVRgAUX0Gjk30a2tYRDDCqoo7Cq/nSRiKFzkRMwUn0OKsWzJf+NJdLv9SurW3kl2RyRSxxrH3JYvxjGeByTgVnJbXS32q28xuSbObYFuAA64JHzY4zwM44rGSuXsivqs8oyE4FUdPupg21skCreoSbkRcdetWNOsQy+ZitlDS5hzamTqZ3lJdp44P0qhK6hTg8EZHtXcS6Wk8YyoxXL6xoE1rG0sCs2DkqKL2K5bmLLdLNBsk++DlTVF259u1RTLL5m3YwYdiMU2SG4jTcyHHr6Uc1w5RWOWNWrGxuNRuUtraIySOcAD+fsKpQhpHVF5ZjgD617V4V8PW2i6apXbJdSAGWT+g9qE7jt0MnS/CdvpFsC4WW5I+aTHT2HoKi1CwDLwMEcgitvxTNLa6Q0sEjRv5ijcvXGaw/EGk63omiaXe3l3cia8MnmQlMCAAKUDHH3iGzjt9c1nKzLifUFFFFQUIehrNdisFxj3oopx3Ma2x49rem2txcSNJGCSxzXD6po1nCrNGhQ+xoorFjicPqcKrPkE5xXW+Ds2+mtPGSHLc88GiitkKex6PG5eFWPUiuAvtRn0nxVcX1ts86KR9u8ZHzKVPH0Y0UUkRT3O0+DQAbVl7DyR/6FXssJ2r0B+tFFCNHuSFVkEmVHTtVyziSG2VUXA60UU5bFwJ6KKKgs+dvi1dz3WrvaySHyYhlVHqe5ryvTYVbWIIzkqX9aKK0W4TPYdJmfLxbsqoGM1b1ydz4XuYycp5sRx+Joopsg5fWvEEmrQQRPp9lAYlVI3gV1KoP4QCxAHOenWvYrTS7e3mjdd7E/wB45ooqHuU9jolAK42jA9qiuYkwOKKKtGXUw7uFGyCtcXrGlWkzEvEDmiipZrE4XVdEsolZ40KEf3TXBatCqTbgSSOOaKKEVJHYeCl8jSjcRkiRm5/PFejxyM8QJ6kUUVp0MjgdR1htM1zUY2sLC9ilmDlLyHeAyjggggjqcjOD3BrS8MXc2pzazeXj+bPcMskjEYyx3flRRUrcJfCZGoqBOwxwG4rotKiT7IOKKK36HKtzQVFCnjvTnt4pIjuXNFFYzOmG5i6ho1jIAWhBJ71x2rafDAHRC4XngmiistmbvY5/SoEfW4IWyU317DpU0izNAG+QAYzRRWq2MWQ+Lif7DY5/5ap/OuOvdd1K/wBOg066u5pre3kaVBJIzEs2M5yecbePTJ9aKKTHE//Z", "info": {"video_id": "174170", "label": "watch colliding with pick and both are being deflected", "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": "65b24055a31484b38aaa69b2e8ec52de5aa83d8d7e4e478c66348ca43781e593"} +{"episode": 70421, "episode_seed": 1483946611, "split": "train", "timestamp": "2025-10-13T03:37:22.652949", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1483946611, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 monkey sticker, sexy girl sticker and duck sticker on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "59479", "label": "putting monkey sticker, sexy girl sticker and duck sticker on the table", "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": "59479", "label": "putting monkey sticker, sexy girl sticker and duck sticker on the table", "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": "b4accaf4de5ff59e584d4c800502eb3faa82beaff1bc32ef1f73fa6aa1b649ad"} +{"episode": 70422, "episode_seed": 1449548385, "split": "train", "timestamp": "2025-10-13T03:37:27.284665", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1449548385, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving plastic fork and knife so they pass each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "50947", "label": "moving plastic fork and knife so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "50947", "label": "moving plastic fork and knife so they pass each other", "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": "c779fe125cf7dbfceb4585af3841c0215302c6df1892bbe07ca925459fe19351"} +{"episode": 70423, "episode_seed": 1749286756, "split": "train", "timestamp": "2025-10-13T03:37:29.727072", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1749286756, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 search light and battery so they pass each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "21320", "label": "moving search light and battery so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "21320", "label": "moving search light and battery so they pass each other", "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": "67bc677c8ba45b414ad4e2bac5efb93660b89a9258ca89ef34a6bd3e790283a0"} +{"episode": 70424, "episode_seed": 3130707923, "split": "train", "timestamp": "2025-10-13T03:37:31.635714", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3130707923, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "37862", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "37862", "label": "tearing paper just a little bit", "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": "1df306b4627ac9faaebaddca4624d2842aa593688d0cabcca83652494ade74da"} +{"episode": 70425, "episode_seed": 4100035975, "split": "train", "timestamp": "2025-10-13T03:37:34.241141", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4100035975, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to squeeze box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "155245", "label": "pretending to squeeze box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "155245", "label": "pretending to squeeze box", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c90686fb834cdd51da26c44718fbecf705997c8679dcee20034b689911f209ae"} +{"episode": 70426, "episode_seed": 2216353204, "split": "train", "timestamp": "2025-10-13T03:37:34.946096", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2216353204, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 iron nail so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "125755", "label": "poking iron nail so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "125755", "label": "poking iron nail so it slightly moves", "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": "d37ddea7c2dbd497e238318f488a31aefc2481cb05a34e15058f81bda71abb00"} +{"episode": 70427, "episode_seed": 1217510241, "split": "train", "timestamp": "2025-10-13T03:37:38.075622", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1217510241, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bike with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "103098", "label": "approaching bike with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "103098", "label": "approaching bike with your 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": "a927820aca8fafb8f40c949f22ebf4ac514f865276963e6c452fddd47d8b1ff7"} +{"episode": 70428, "episode_seed": 2604984675, "split": "train", "timestamp": "2025-10-13T03:37:41.287651", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2604984675, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 spread air onto diya'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "163699", "label": "pretending to spread air onto diya", "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": "163699", "label": "pretending to spread air onto diya", "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": "c2c58cc3be33b50cbb18bb44e7a4a2e161a33b4c396c7e3ca27efb3bf93bd0ab"} +{"episode": 70429, "episode_seed": 1523229476, "split": "train", "timestamp": "2025-10-13T03:37:43.109218", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1523229476, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 carton box just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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"info": {"video_id": "220033", "label": "tearing carton box just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "220033", "label": "tearing carton box just a little bit", "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": "1a6b64241b71e117704e8f461f4be1604449ee225d217d9dd6a44e38736fc940"} +{"episode": 70430, "episode_seed": 1466445479, "split": "train", "timestamp": "2025-10-13T03:37:46.214824", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1466445479, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that coin is inside box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "200428", "label": "showing that coin is inside box", "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": "200428", "label": "showing that coin is inside box", "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": "c36ada111d427175ab42c8625b8306e4a75c2d4a1621e11722487b163de517ee"} +{"episode": 70431, "episode_seed": 505531763, "split": "train", "timestamp": "2025-10-13T03:37:47.937543", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 505531763, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 notebook against backpack'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "139290", "label": "throwing notebook against backpack", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "139290", "label": "throwing notebook against backpack", "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": "04fd36da9d0168feb45a7f60f1f9500fcabec62daf4caaa1718945a9591fbf67"} +{"episode": 70432, "episode_seed": 1179437612, "split": "train", "timestamp": "2025-10-13T03:37:50.502441", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1179437612, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pliers out of a basket'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "144447", "label": "taking a pliers out of a basket", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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tasRMhDsF3F40J5H7sfIfp1p+p6ky6FqDwlRJayRycjja52n8M7T+FZVIt6ItWRja1ovkC3nt9U1CRfLmZPNmEi/Km8dRyDt/SsC9trt5Ilutt+sMsqpGsv2ZItxDZ465z+FdP9v/ALRsbMNC8YWVkJIwPnR1/Dkjiuc1No45oXlDFZreGX5QTg+XtJAA9VrnTkkU7dDLkiBkEX9kQgkbgP7Ql5+mOtX/AArokF3ey6vqGk7LG1y4Vp2kMknCpHgn+9uJz2rIa4USxTtDEFAyz7DtPBznPfHcV6FpUC2nh3RrEgKMfbJ13YI3ZYD34Kj/AIFWtOUm9SCeRvNvFvnsbxr2Y52mQbYxgYJGcDgfhye9UZ4o2lLW2ntclW3STTzHy19ep5+p/KrlxcgyOsjt5e0POw6nJ+WMfX+ntVgWT3jxQrbvPIoYpbIdqoCMHefXB+vuOldCuJmbHPcRqYzeWingeWhAXGOnCYquQImLz2drGWPyXMKBwD79v5GupPhm/UkGPTVPaLaMnHHU89Pesa9srrT5gJoWtJm4Clt0Uvt7Z+v5U3cRVtoblrq2uUuAl4GUl41XDpuPzfz+v4VPqWhXU94by11QW8M53CH7KjiNujKCeoz09jUFqCrRBAYk3LtDDlSHJZM+5/zzVrU9REWh37x8vbMkmM9n+U/rtrGpdqyKVupzmvaPfeTbrLqFvcxZkwj2aqDhC3Y99tZtvC0cbRT2eiRxrK+EktzIefm69cYNbiajDqFhaKiFNs+CAPlwwZePbLVkSGRbgbZdqz20MhUlR82wAnn3U1heSiU7bkbW6zKQEg8y3BwiRNkYHfPXua1vCFusuvXFwi7VtrGRgVP8TjaMDHHGeKypiqQgIJjIWLoofcDkDkn2yR+Irc8JzuZLtUVme4trhySMHbGFVR+eaKS94lmtcsRAikDy2wWUfxKo3ED6nApkGoWGgiO/1gt5JlKrhMq9xjJ3EdFUHH5+tXDECVOC2AM5+uf/AGUdat+K/C/9reGo9OiKNNboJFQnBaQ8t165yK64uyE0TzXy6lBNdRXYlt54GdZN42jDjgegAB79+hOTU0sCN5iuFEU7oHDLkEBcknIH15BHHbt4a9xqmn2sujMs6QO+6e3DFWjYA54/z0FdlovxCLMttrMYRcbRcwZTHA++ucZ+UDeOmTniuh4Wo4c6Rj7WKlys79kXUI2sLh1jjLAWLn70bjoB6jjv0PHIIrm8bJpIwPLf5wQP4TuwR9AcH8TWheTwJIksziVht2xxtiOPng5HJA68eg54qXWYEGppOqBRcR+aVHQMfvfqK573WpsjmtXh87wyGkYAjUlYFjjkxHPI6dKsS2FuNOslIKK/mpsMm8qfKbIJ9cgflXQHTornRAjhMPOzKGGR8qgc/rVTU7KKCys5FIBiuYenTk7T+hNclWa5kjSMepxl5DZ/aFnEYmcrHKQZNqHdGDkn3bP61RbT7eB8eUu2QFlKNuOAO3Y+vtWldxborVQ0i4tjCyom4N5cjA59OBVK7my0kCSiQPkKNvyqzYUAY745471EviJZ1vh6D7P4TsHK83E01zgDnHAX9F/Wm3WZJnDjauPLZl/uDl8fUkL+lXrR1l0vTkiGIY2uIk47I4UVc0jT47vU41lG6IHzZM9CBlj+pH5c12RWwrE2iXllbmS2huYBrTYWRBgm2HGEwe+O/OPrwSWTzgLif7z20i5OAxIY9y3oBxuPviuA8f6Nead4nXW08yJrp/MEyHhJOv3h7jis638f339sG8uozIqwm3e1B8peQMspHfjPpzXRTpSqp8vT+vvM5zULXOl8WwW9zF5yokdzaKiJs4LcZIx78+uex7Vxsk/nhGYuMHdtJ4zXXDW9K1uLzrUM0uSTFKoUxseSWxxjoAehxnqOePvdsF40fmCRW5Djoa5akGnqdNCfQ6KxcmMY6VNcJvSsrS7sGIo2AR0rVWQSLgHmuSSsz0IO6JbW1F9bMrOR5skkLgHqDFv/APQkBrLeygkiEwtoFMC8gTbs8dWx759sCrlvJ9mv4GlH7pZkdvbGRn8iajmf7LG0izkSb2JHlgNJuAx+GDn04FNvRHDXhyyNDwlaIfEE88SYFtYSyAkAjc4CKRg5IwTXQXhIt1h24jbCsSeVQDLH8h+ZrM8Izwxx6pINu+a2lYFBgbItgz+bGtmSEOED5IAxgD1Izj8AeldVNWijCxWsJbG1lF1rMyW9pvUyBs/PJjMcI9MLj25+ldPc3kl8f3UivBLBIYkTBVNoXAGDyc9x6jlRgHI8UeGJNU8GJZQx7pf+PtwuCWdu2P8AdzivJLfxJqOh6NNpkckyW1wducZaBu+M8qT/AEB61004OclFESajG7O/13xWILhrTT/KlAiSOZpV8xWIxlQNxGOOT+tZln4tuiZLfVS91YvwE3EmD0aMnkY9M8iuPsLh5pJWlcu6sSWPU5xzWkACvNccpSTO6FKLjsd1FNE8qzQyrKWfd5gHBYLyQP8AaA6f7NI8bT2Gtxu4IOnvlvQrIpFc3oF/HBdC2mbCPIrKSeA3Tn6g16FpljHcxXo4KPamNjnOdzKP6Vpzpq5zyg4uxzNlYhfDN3MTMjxgOxkl3AsGBDL7cHmsfxNpsODFD55lW4nhUwtwqAhgDz0+YgfWu5TQEj0a5tgoj3xumFbPGDj/ABrg9ZUS3UBITzJIlnXJIBZokHUf7pP4VyKSd7A1ZanMHT1Cpbx7xI8ghUHnLEheMcfnXql4ywXlyCpMUchUKOmxFAAGf93pXA6VNFJrdtcSmPbDL50jrwGK4UZHuW616BeL5l5eRsQB57Rt+DDP+eK6KXwkGdZW89zexRxJunZ8qCcjzWGWYn0UYH1966ozJplolvpzYhR1WZ8fNKSwBbOR8v3vT+WYdDtHWGe8QN5xxChBwVLfM5Ge+MD8KdMVbUOVVJcpG6uP9YvLYQdiOv4HHIGOi+tkSyrHbL5ylolZ4p5XIZfTBGeM54HO2po2QW0NhcqbmzuAXkDvu8kYyGU9gME4zjHTptqyNPuRaAt1K5YKBuPABwmMcgdM5565rMuizQsfNWONm3PLjO/HOFxyQODnuQuT1yndMRlX1i2n3xhlfe67Cr/3wCSjflx9SKp3Sm4sNbRsYNi/Qf3XVh/Otu7hiudDtLqLzD5J+zhnOWKg7l+mCCPw60trYpPbXy4yHg8tsnszL/QGpm0tS1qjktOs2Phy8laScMibyXYFcqQVK46jjrUN7pdm93skuEj2STwoXfAwrKyr/wCPGuqj0COLS7q3UBN6Oo2tn5SP8ecVyl2UFqJXjLkzW8rbBz88O04/Fa41Lm5rFuNlqUd2syWLY0R0VMyHeqoijHPB57E1Z8JajqNp4i06GawVLd9trPIXBwJNzk/kR+VT6pb+LbjTZmuruxtIWAjKQqWZtxC4yfrWHBaXMV4p/wCEk8l8yzF5AvDBvLHXuQD9BW0YqOpL3PS9s8d35LxfMrbOvvitnVtR8q5u1/s+7dUcqXDKFOMjI9uKyrW7j1jS4NRt7mOeVAIrp4jx5qgc49+taevC6laVbS6W3WQCR2H39hHzHcfugAOfqOtdDimiTyHxJDrnhrxaPEf2crbiVF8t3DsFCKMPjpnkV3t7oGg+NtATVdLEcNw6/I8YAIf+66j/APX3p1xa6fqtgbK4vWNvNK8G+UAM8o+YvuIIHy5Kg8FWGORXmVyur+AtSlW0ui1lKFdhHICGQngnaTt9M9euDXVSnZaOzRjNX6G94f1vW7W5bwwuEuoUfyUaMFvlBJTOOeMFR9R6V3WtfbHTTzcbftPlurgD/bOP0xWFYSaJ4sWLXEaWPVliaJ0yAXKjcVHGOR6f3x34rqSsOmpBe6hcDZZRJDG9w/8ArZyM45688n6VjUkpSbNIKysZWuSa1ZXEFnY6bBcwW8Chy021jIfmfA+px+Fc/ql/rlxpNwh8PGEBCxkM33cc5H5VYaw8QvK01t4qjnZiWIkiVhk89s1DcW3jU2U8TXWmyxtGyk+WQSCO3HWuCUIylzGyvYwZ9WuLcvBqGm+W5naVfKcsMuFboOuM5x3zTZ9TAvYJ1026EAm80kRFQQvzNgH6ZNWdE1TX7W5uM6aNSlnigkUwsFVBtIGc98D9KNZfxRqFwsNxBaWZaPywm/ecSuE6+vH5ZquRXuSzpvCmpG+8J4NpNE9jOFYOOWEi7935j9a6XRJ40jvZZd6KkABYoSRlgOnWuQ8F3GqpfSDUGs/7P1AujSRkqysMKjYP8OVH512ulxywTX1vIMN5J4AGcqQa6Iq6uIw/FWox3ug3tvYm5mnkgfZELZsOdpx19Dg/XFcF4HGn3d1deGfEFiiXgb9y0g2uG7rnrnuK9LvZr5rx/NMFnZALGzD5nlDMAE3nGCxGO2N4PauL8beEbvUB/bNkFW8hOHSEE5IyRgjnIUDIPOc8nit6D5dEzKauc14p8OzeE9QS5tWMlsT0bsD/AAt6g1Vjvl1hIlitYoxIcB1BypyoIyT2zVy28WzasP7M11lyyeUXdfvN2LHseg7DrnmotP0ufRruK3juRJbO7SZAyGAGSfY/d/Oiu7vXcqmrbFOK5kspjFOCpBxmuh0q6W4iL7uQcVBNp1xqcbRwwRyOo48wlRk+/sKzrW3vNB1QWd9H5fmrlecg/Q1wTimd9KprZnVSIrx5HWs463p8lsPKt5mdC2AoZnC8ZBbHT/AVbgnBXGat6h4h1e40y4jsPDU9vC6eWZp8Jjd8vQfWsoQuPF62DwRrNtJr1npz284e6tXtizR7VV5SzjJ98LXVC5Uvho5FOMEFcev4d64Kwn8Sx6nFNDZWckoma4VBKRjyh5QH0HOK9LvgxkjvYUAjuU81VP8ACT95eD2Oa7YLSxxGxqmqWFrdTRyXRR4/lZVidiuFB6gV4b41vLu18XHVfsrz6eBHGZZISqSNglsg9T2/CvbPEFxLCtw8Nqs+8BmL/dVWC54HLHG49umK4rxlNdJ4ekF6tvcTGVUmKcrCV/gUdMg7gTwcFfetIPkk5Ilrm0Z5nYMHdnU/LIcj6VrwOHbbnpWNJNlxIDg9RTrS8PmHnkHP4VyTV9TuhK25vOqg4GK3tA8Tvolvc2rwSTRTlCBERuBBPAz65/SuWiuPNm68YqwzZ6VibyipKx3Y8aWWCr2eqh+hQxc1xN3q1nJHGt7DcQosbwAznaHCsduPcAgfjXRad441GGOG0/sxtQm+6Gjkw7Y6ZBHJrPk8SXbSTpL4Wu5JxdStEu0NsLbSQSRx2+uacaa6HDUTTszl49Y0+GeVyJSMxKMRctiTe2APZRxXrF1dQzst3Hu8u7jW5U47OoPb3zXltzfa3Pcz3P8AZkMQDSSBHk5BOIR+IPT8a9I8PPeXvhxYL20W2u9PxGEVw4aHAwc+xyDXTTVtDI31vrO00i1M84j8xpXUbCxbDBeAB/nNV7XU4bvUVSN7m4jV+jWvyJg7SSzHjqelWo3ddGtnEPmyI8ibAwUdQ3JPTjP19qyLee/JzdyWsUxVpUt8FFiTO15GJ994BOeqMa1SSlcls7PBc+9cvqMV80zmDS4LkbiFZpixUbv7pxjjHHTitIXOoGHBeNEI3GQxnftwTzn5RwAC2e5PpVCWQy24X+1oU8z54JigwUIYgHPYDofRMnrVSsJFC3nuptAvorixjtvKmTARduT5jg/596hvLq90zQoXt9Omu5bucllifBVEHB59WJ/KtG0tb6e2ntLm7eTNzjc4wI0UFmOfT5v0FYust4ju9QeXRrywXT1VUt4ZIyTsA6k+pOT+NZVbctmXEoDxLcjKN4e1TzD27fniuSk1O6t4G+0aRdLGqbAwbJAil3cj2Dba6r7V45hk2/YdLmH94SFf61zVxJ4mnvWhazskdpriMrv7ugZh19BkVzRppFtsu6t4feNYPt2s3twGZncFtoCIpYn88fnWbbaPplizCeHzJVhhBEmWzKwLFR+Yrc1678+9eEE4EUcHHrLIM/8AjqmsD+1Jnu7+TEJglmLHJw20HHB+i9KV3yCklc3NK13/AIR69a4t9O/0KcBJ4YwAhUdD/ven5V6E0ttrOm2V5pjLcRbkSRgMP5YbcoPf5WwdvfmvH5NWiUXAjuvNRmCrGRkbf4iPf3rM0/X9Q0nVpbnTLiVYUDOyZ4KDoMfjWtKbS5WSz3Cyt7W3vI7eFIdsFkVWNHPKs/O3Pysmc4B5HTpU9xZWl1CbKSygSKWEBkkVOcdBsXrj34Fchp3j77RCyXMcLuu3cjjackZ5/SrzeN1h+aCC0hOAA+3c3sK0um9wtY1bTw7o/h/RYvtMcNpYwuZCJPmZvmDAD1JYAn6Adq5HxPfv4k1CI3Vsosra9kt4IMngeXksfVial1W/l1bSLm5nmMsg2gBjyMsAPYfhWdqN7NA0kkJVJE1eUqW6f6sVlOd00h2KbaRpLp+7hlhIz+9V2AI9cfgarraEwSLZandeaT8iCY7So6nJx74rbn1CUQSzlYRdcHa7BkcEAEj0+nbFYdnjWvGVzYT3s1qpWTYqIG3OIy20dgDg8+3qawgpSdkBZ8PabrUFv5ul6lH+9TEpnXdt2swAXr71Dfadql1qL/bNadishRmjTbgRoXJ/Atj6mpfh5fSNbXollLQxkFQ38OSSagvb4mwuJeTJJbEgerTyn/2VRWib5mh20GW+j6XDZQG4e4llaFXCiYjafw6d/wAq9K8J+J7fVpYYZph/aVsNjlhj7QoGCRnqQOteZHUFaNpltzbuIw2GwQ5HQ5/SqOo6kwCTIyx3cKoyyRn7xz29MU6U5Rlcmx7FNpUc9/8AZrgSm1sWXYHO5HiIPLZ5YNwrdwUUjGKfaWNp5EM1ysqzzs8jOzMGkJBX5mj+V+BwTzjHevP/AA38R5bhYbbWVLyIxaKdW2Fto6nt3PXg13Ft4h0aGFFiee1jVflijXAAPPAH1NdN+zCxz3iLwDpGpi1uILeS32EIwRSplUHpg9iDyxpsug2GhWd5q+qytHYrkpEDzOevyr78D2AFbsniuwtYPKsLZ5XY4D3LZyc+nU1wHi65udQu7qa/leQrYsUQ/dT5wOB0FS5JWTeo0jHmu59Q1q7u2u57PDALHE2AiYGAB3P86t6lYX15aCX+1XvEtsshkXBH0/z3FUZbiGLWb2OSHcpZSsgGfLIUc471a1S5hg05VRWWQkOsyH5VHp/KueTfMNaakNhqRcDJ+YcH611eq3Piu5hhhuGsbWOWQEBfmI2Dfk9eBtrjte0uw0/R7fWNL1S9lEt39nJuIVjW4ITczxY52qcKd3qPcDt/EVxvnMKnlbbYPZpXCfyBpyi01bqaznzxRgWWmXkjGS81idCLZJSIm27VcsxH9fxrq/D2tWWmH+yJ9QkktZX3Qy3L5ZZD1H+6a4+51G1lv79XWTPnhY2A+QBcKucdenTpzVO8uUCTxy23ypjbIvXJIx16AUKclO5jY9xvrho7C1uUnZJF22jtwUjyw2uRj/gOewYntWFceHbS4torKd5miLSTytImTlRiMOwOVdVwN38Y61wHhz4h3GkTDTdTia5tQfLDjllHv6ivQNNvtKvGW8j1dmkMbLHJKcOFY5IJHDDpjI49a6ua+qJseZ+IvDaabPF9nuGmBRgp8wyN1PYDH4muetoZMMzPhwcADp9M+3c17XqMejybWvNdXYoOY4QPm78gCuC1+70OItHpFnt2gkyuOTx6dhUtWWppFnNWNyfOw3BwRitiOTdxnrWFeE+bBcxqcGCIyt/tEHn8cVctZwSpzXPOPU7KU7o1gWUhlJDKcgg4INacGreIppLuWza1YELJLJMMbSFxn3yB+lYWhG31PxUNN1DULm1t5n2JLFLFGsfcljJxjGeByTgVe0957QeItPma4DrOlqi3AAkXLlcNt4zjrjik4tK5FWUZJrqZ/wBg1a5aM3epCNGeFWES4OXLS4+o6/jW1pl0vhvU4tQi1C5mniJWZZpd0bJ0ZSP84Iqhe6jGlxbHy3kSW4nm2RnBwP3afoKIpwjW5gSPy3crtkXBVQfc9e35USk1LQ5LHr2m3tnrWjyz6a/mIxWaOIuVKyrz5b98Hp7g1lJYrLbm9Zrh570RovmbFfkgPgMMZ2hUZOjBOOa8k/4SO80G8W90mfyWk5eLO4YB4U13+jeO7XV1/wBOsozPuUSJn+NfmBweODzkV1KfMtdCbXOxOn6dHKxjsmZopkZI1ichSqkKQpO0cD6Ur6Jb3fm24s0kAdpASxIDNjIJ77gBuPTAwOtZbeJtOaMKYJ5huDbXlwueP8agl8T3GrN9khZIYcANHEcZHoT378VLaSu2OxV8XaokOkS+G9MleVHs52urtZCSdvJRT6Etz+VcfFpGnxKqpc3sLlAyiKY/Lx0P6n8KuJKsdqRtxmxv+f8AtpVmxvGvbe3S4tRGwXYHRQVfABGffj8s1zVZt2YGckV1b3Plp4iukCqT9/f7AY9f/wBdU4rHXHuZbiTVJIriO4hyGXccvlN35VN4gv0bSll+zm2u3mOPKA2soPc+vX8Kg1zR9Y8O6JaalLcXUc1+DJNCyn9zsZGjDHH3iGzjt+Bp0lJ6jLlwc6iWPX7e3/jkPy1zFwwjsI2WNMtErMcdSaKKOiGyhCvmzLuJ+fOccdj0q1ZoI4b7aOsCD82XNFFaLck6Q28dwNQSRQVFz/QCqkU7RrHtRPu8/L1xnGaKKhdQkdBE7S6CXdizNtJJ/wCuq8fTiotVk8pJnCq3/E4lBDDIIKYINFFHRj6A9jbNp0900KmVYwwJJwCWweK5Oa9l0fXjqVrt8+HLLvGVyylTx9GNFFTS3AseEpni0TW9hxiLIP4EVoajErPPDyE+0xxjB6KkGV/U0UVb3ZXQwtSQKjnJOw4XJ6c4/pWaSSi5J5yaKKI7Em1BBEdNTManGnyNyO5fBrTaLydWjhieRIiNuwMcD5aKKb3Q+hYgASFrggO67F+bkH/OaXW1Gy9XJwtkVH0EuKKKXVCWxh6lH5ep3siMyujgAg/7K1QuZZDYZaRmG/AUngAdqKKFuDH+IPE7a/ZRQzaTptsbVEjhe1R1KIvRAC5UDkk4HJ5rtbsmTVSW5zfwofosRYD8zmiirn8SGtjkhPKltKVc/N1/EZ/maz5JZBOwLs+TzuOc8UUVC3JF0yJJ5LhpFBK2sjD64rfSH7Fa3UlvJJH5cNuFUNleRzwaKKp7FIQTyzWAdpCGMG75cDncBVC5QRxErnLIScn1Un+lFFNiW4yP5tOvgef9Bg/9CqpZOxAGaKKT2N6W5JDrjaTd3Ubafp99FM6uY72DzAGUcEEEEdTkZwe4Namjahc6lqlxe3cnmT3FyLiViMbnCOw49M9vYUUU38IT3ZHKmfshDMNtpH0PXIZj+tY9+zLKj72LOTkk59qKKjqYEEQ829hV+QZEGPxFdNawQvdxlo1z59y2enI4FFFOXwsELa7kSXLu/lupUMxPUdK6DRcR34gQAKkSyAgc7sjv+JoopMS3FCg265/6B17/AOjKZZafb37QRSKyJIkbMsbFQSeTRRWdTZDM3XbONPD8rIzrtu0QAHoDmufuPEGqahpy6Vd3k09tbpLKnmSMxLNjqSecbePTJ9aKK1o7CP/Z", "info": {"video_id": "144447", "label": "taking a pliers out of a basket", "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": "5524ad687a21d5aba82c26ea4c7b513576c37fa57aae532a13c2c89893ade4b3"} +{"episode": 70433, "episode_seed": 2587469744, "split": "train", "timestamp": "2025-10-13T03:37:52.046108", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2587469744, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tomato so it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "543", "label": "poking tomato so it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "543", "label": "poking tomato so it slightly moves", "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": "c5545fcb78b0f81e7b6990632f1df56810f592e06b0e113116a08ef01a30bad7"} +{"episode": 70434, "episode_seed": 2198780436, "split": "train", "timestamp": "2025-10-13T03:37:53.992428", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2198780436, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "22871", "label": "pushing bottle so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "22871", "label": "pushing bottle so that it almost falls off but doesn't", "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": "1675f572bcf965acbc256411b5ea4b1d809bf0d4cbacc3b73a9ac9e1e2ac8a90"} +{"episode": 70435, "episode_seed": 3958101799, "split": "train", "timestamp": "2025-10-13T03:37:56.282247", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3958101799, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 screw next to 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": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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8wYThQdoAzuxXB+PbIxXqyIMh0B46+hqrk2OCktR5hkQ4YMeDyMUgGAKZ5ro8w5Y4wAO9S7cEA1lUOikWE6D0pH4FOXIHIqOQ1gbFdzVWTmrMnNQkACtYgyJPk5rvPhzcWds9/dXtzBCrbY0EkgUnHJPP4V59PIQpx2rpNGiT7NH51ugOOrKCSK1WmphN6WPWf+Eg0Nf+YlZD/tsv+NC6zpUuWh1GzOOuJl4/WpPBcNnJpkqvaWxxg/NCuf5Vf1DSNOu9PukXTLRm2HDG3XKke+Ku5hY8o8ZyR3epGa2ZJ4yg/eRkMGPfkVgwWvkLvWTer9CD+mO1bF26QTrEqBM5ACrxj2rOZx57xoOE/nWVVvlNaXxAXKrWVeXHUZq7cTYQ1hXcuWrOlHqbzdkeweAIm8lHUAkAda9Je6mKCMxhcnJJPFeFeGvFGoWcaJbtBGpOAxi3ZPpya6W58Y63coghu4sg4JSJQR7d66OZLQ5GjtZi0HiGUswPm2yvkeqtj+RrexuGS7HPtXlPhTVNS1DxC7X17Lcp5EiKHxgEEZwAKzLyV11qe2muLyX5ywHnvhQeQMZ7CsoStUaBo9oKRep/Ok2xduv1ry7RtO0+4voluIjKrNgh5X5GfrXpdx4L8MFVI0mJM88SyD+TVsmKxQ8QLu0K8R1JTyyTx1714fJBNPdnyGKyKMkg84PpnrXpvi7QtO0q8gltI540KcBriRwp9MMxrip2iKef8u6LJyOtJytsNI88hRMNuPJ4Fez2ShLWGLJGxFUY9hXjVtHtuI/MwoBBOa7keLbgAFLWJQRxucmncGjuQsqjMbkjuDSbneQ+bIeOMCuOi8YXwBzDb49Rmqdx4w1EyOI0gT0O0nmkmKzOsuVEOu2zqSRJEynPtWjaGNoBnOQSDXn+la9f6jr1ql06MihiNq45xVjX9Rv7S8VLa6eKFtxYKOM1i9Ktu6HbQ78tGOgprSJ6CvMItRv5151K4J68HtXVeHNMh1OOU3N5eMwwRtmI471vcVjfaZewAqvJKCO1RweH9Jncxf2pcs4/6euc/SuO0eznv/F82kTa3d2yhZvKZF3l3RSQvoOhOfb3phYTx6rzHTwnJAk5z0+7XF4+zzR7x0HOexq4+qXN2ub24kmOBtz2z1/pVZlE2HZt0h5xjAAqepaWgJKsE5aFt4xkkjGTViad5NhTJJUjioIIjnCj5S2Gz2xTGIikkG4g9iPWiwFyWz8u1EgcZz+NbngZydYnJOQLc/zFc/HO9xCsPP3sk10Pg8GLULpSpUiHk+vNRV+B3AsaxJtvTx2B/Cn2V0Vu4SABnng/rUeqsv2pA2cbayJLrbN8hwVJx+NRQ1ggZ7wsu63jlzlWUNn8K5nxwEmtrSQkAfMCfpzXDp4v1mGMIb59qgKEIGAPYYqzqniaTVvCL7mxdwTLlgAN6nIzW1rknM3EhhvNwAbH4cVrala/Z9Vmixhd25foeabr2kaZD4ettX03Ur24D3X2XN1CI1uCE3M8Qznapwp3eo9wNbxLGFeG5x1Gw/0rOqtDWm7SMGVsDrVV5fekmmFU3kyazjE3bJ/M561BNNgVGXIFU5ZDK20Hj+daxiZynodJp+medpL3TDIcEjPtWrYKFiJDFSvbNaOlW4HhC0B4LxNWOuYIi5PBUjn6dayhO8pIybPTfAE6zJPAchWUHINdzGyiRlP3W/lXhPh3xTcaRJvgWMnbgb8kHPWuu034hNcX6peQxQox2+YjHAPY4PbNdBByniWAWt6wxgxyHj8etYJKRTyeW2UYBs57966m6hs9Y+Ilzpeq39zbWs0+2OWOaKNYuASWMnGMZ4HJOB3rir6B9N1fUbN0nQwTtFsuABIu0kfNjjPrjj0pTV4mlP4iO7nzkZrIlbdJjNT3Euc4qoDkgUQjZFVJXZv6UI4Cjs7YyOM8flWhBrP2TzTFAGVpC2ei5xWBbOdggOck7vwrdga0OkS7drMoHzdDzRJdzM6D4f3AbxOVDZDJK/HTnBrU1eJYdTldcqz4yR/F9awPh4jJ4pMhXAWFwP0rb8Q7mvVKn7y/qO9c03asvQET2Epgu4wTjnPA5P8A9avZocSWkU2QQVXAI6etfPb6iLW5iY5JQHgHqQa7iz+I9xbWccT2sLoqhQQzZrpWwup0/j+BJtNtJgOVZlz9RXi9yha3uIg+PLO/aOh9q9H8V+JRqvgKS6tHMU0c6K6g5K8kfkRXnHijw5qugaJpWo3k1ws980vmxGMgQAbCisf7zK2cdunXNVYRxJ+ZVJ6gZrQtpWeN1bBweDRRSexQ553RolU8E4PvVwgYf/dNFFS9hof4ccm9tW75bmtLxYSE4OMvj9KKKxn/ABoiMS0XEW7JyCB1q1dXtxBDEsUrIpBBCnGfrRRXT1EZizyMrknJ9ai07WLvRtUj1G1KGePdt8xdw+ZSp4+jGiirEivbDO4HpjFTQqCgJHcCiis3uX0JZDs8tgBnBqgwHkK+PmJPNFFERMsWfykkda6bwyxa5vGJ5EQoorOt8LH0I9bcrcRY9DXPFmkuHJJzk9KKKnDfw0Jlo8oP9peahuWMUChehHI9aKK2QM0db8WyeIoLeGbSNMtTbqkcUlqkilI1zhAC5UDnJwOTzXV+Ihu0hyeqkEUUUpiW6OGYknmmkCiipR0MoXLtvK54qS1jVwQwzmiitOhi9z02w48M2C9vIrkr0lbJipI2nj86KK46P8SQdCrbylYRgDO7r6c09JGF4QeQFPBoors6sl7E6+JZtPuZxLp+nahHOVZkvoPMAZM7SCCCOvIzg9wayr/UbrU765v7yUyXNy5llfGMseeg6fSiih7DjuZ8hzTYlDMQfSiin0G9y9O7QyRtHwdtS6ezNNsLHaCDj8aKKnoI7fwfEsHiqREJCfZmYAngEkVe152S7gYE/dIoorin/FiV1OQmcy6iN/PzgZ+tXLljBuVD905GaKK7H0IGSXE0ekErK/74ASDPBwSR+VUNR8R6rqmm22mXt7NNbW7vMgkkZiWfHUk8428emT60UVYI/9k=", "info": {"video_id": "139746", "label": "putting a screw next to a spoon", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "139746", "label": "putting a screw next to a spoon", "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": "a665cb2fe142a2cc698ba17166a2def967aca94bc03746d5940f2ca014fa20b2"} +{"episode": 70436, "episode_seed": 2397308974, "split": "train", "timestamp": "2025-10-13T03:37:58.149144", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2397308974, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 watch behind a notebook'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "68834", "label": "putting a watch behind a notebook", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "68834", "label": "putting a watch behind a notebook", "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": "4529489262acc18c502d30a95f0e4c74cbf23e50997f8e7c0d8f5bae9a0627e3"} +{"episode": 70437, "episode_seed": 1479002390, "split": "train", "timestamp": "2025-10-13T03:38:00.165824", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1479002390, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'brick falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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RoFaZpFKqw6gdf51z1NUb09JI810i2eO7i+ZTGoPCj2+ldBDbKSQuSSc8Vyuo6pcII7IL9nmumKpIhzt9a6yzhTy4DLIrMApwH2545J5/SsoytozolG+pUh0RzHN5W5AxKgnjP0pJdFyoV4EbOANyg4xXTRhpRww/A5odAAWboOMU1MlxOJm0qBWjD2gQbtuVUjvWLqtvDpzu1urHA5G/P869HjKtMu4DG7pXL61Yw3GrSpHEFTd1xnJxzj861Uk9CbNanMaZo0V+XHllPL2knOc7gf04p8/h51LP5iso4+5tPNdJZWyWLy5fCuFAYqQOBj+tV76W4hnj2pG8Oct84+Ye2atJWFd3MO20+S1uIwVVljYMCTgg5zn3NMm0bS5AyNE4lYkK0bbTz0GMYrro7NFUSjLvjIPX+VZbxka1HJztKsSD64px1E2bN1bK+nSP5QkkjmQDPZTuB/pWI63AjBeeGHC5YhQMHap7+4P4VtSzCS3uISxBlVShHYqwNY/9mLt+cp0x93PGCP5EiuVy1NUjZ0W78u3gAlEjJMw3g/7Z/l0ror6GzEMbzySq6LhxGo5NcbbCO1j2RuGw5Ykep5PSuzvz5keF2kvzgkjI+tK3MHwmFNcadLCxto7pyjfMX449sVSG2WNWS2Xbk4yTn8qvixgt45XMhKcEgHIXHb9ahe5tII2lDEEgMQBkkAccVcdCGUmDAEhIkVu+PSqFxBK5JMu0ewwKsjUor5ZEWCVlxuUZ5yO3FVoXaSD7Obfyy4+XJJ3e3PStYols5y6XEg+d22t0JPJq1AxxuzlG6+oNST28pDKYTgnk7eQapB2jdo2Q+nPetlFCudh4blUySxnzCzYwETd611EFlDCrFiJHc5Jxxj0/+vXHeFbuCzW4kknKxttxwST14NdIPE2jxSlJLl93vG3+FctWTUrGkI3VzRNrCQoEag+gHWoZrG3clGRSSMfWq/8AwlOjFWxecnj7jAgflU9tdRX07Jbyb32F225GAOpzUKbK5TJ8SabDDHAsbnDpgID0x3/lWXYacLO5ilJRUBcnnpkAV0uros7blOdqYBzVBwQmCTWsJNmclY4rxzp6o8eoRhcSHY5VsgnHB/KuCfIevUvFFt5mhXGBnYRJj6YzXmEn3iRSktTam7xsb2gX3kuPmwc8GuumM+oXKFTA1uUOEMgyX/PPSvObKby5hz711MLFvKdSOcnj12mnB62CpG6uaSvdxr8khSQcjf8ANj8etdLqmooltpUbzxedcRi5LkAohAICkZOcsRXNWybI0XquM8n2/SsC48QbbdlXS7aBIWICFC24t1J3Z9M1tVlJJK5zwhG7dj0q5k1nTtPGqzws1onJ8lgwKA4Yn8xXL+INfGrqixsfJR8hCMFTjv8AnV+01ObxF8PZrbSo4Inssm5i3bAE5c4yeeQSMe49K5Q6XeWSp9pRR5ih1aNs8H19651UlezL5FukdD4Uu7i31FharLLKwJa2QD96oBzyehHGPxrrLfVV1V47jZJbGGQqYZhtbIIJBrivDMl7a6r9otLeO6lVSohdmDc4yRgHoKuXviOK61nzJYAGkH+p3ElWAKEZ78enrTVTldglC6uepCVQScgj1FOtryKcK0TFlJIzgjpXEQ60YrCYLKP3hMgDHhAOqrj2A49zWOnjqGxRJg+JzIDLHAd48sN3z3IPatlUTMfZs9ejkB71YR815ho3xKsruecSOFUlRDFgkgY5xgZPNdX/AMJRZRpva+tVHHVXyfoOKL3CzW51QYVxXxIuYodPtg7MrPvVGHY8c1vQ35uJmgivrRpVG4qibiB6/erl/HwU29mt5J5uS5QLGFwePes5bFx3MPSdI0/xIBPeusVtbDeZM89cHB7GoZ1he5MUX+r5Vf8Ad7fpWK0yW8a+S5RAfulcfjWlYu9zfpIxjJfcTsbj8qwjGzN220Z17DcQXjm3Mg4GCjkdj6H2FSWWp6wLuOH7XcFC+3DncMc+o9qv6zbQK0e9pSZId5CrkD744/Kqdn5Z1aEJcHmbGwgjP3/8D+VPlHzHaaa0w02W7nId1mVF4wMYJNUryPfKJO5YmtGNsaKUAzuuNxA7AL1/Ws1pAc5/KiOkiZaorSdhk8e9U540aFI3G4dOfSr0mGXgYqizL5qqT1PSumLMWUp4QJEALKoXgKxHf2qIzTQEFJpQMnPzZ/nVuRt04PbiqUvzZz2rVJCuaFrDCjlWZ2kYZ5bJx2x6VqBUC8REnp81Q6KIBb7xGsYY4QkjLVoi4hFxJCmGljTcfQf/AF64+U15iJYbgYEKxoD9445H0qW4DC323F0ydxt4JFZiapLd3o8pnMYJAAGM49fyqDUpZGnG4nhfwz3pqAORqQpaRxSKlw3ln7+45GO9R2y2MD+XFGylPk+YcnPauT8S6q1roBEe2N5XWP8AdnBI6nP5frWToXii4mxHePuXfgS4+YY7H1zTukylTco8yO9ubqDTZYokgVWfnCjgU6aeKOVfuKXXIIoEcN75FzkM0Y6g8EdRSzwoRu2IzIeMHAA9SK3jE52zLv5/OsjKuBtODz+Fc5cDPyq2VPzK23nPcV0gkJmkDGPyl+XYife965K3jm1Xxnc6dJq1xaxMJDB5cYYkqhYL6AcHJ9vU1Tlyq4LU1/D6tJJcJJgjgjj61PqFqouyxkKgmMAAZ7nmsfwBdz3s9600xdvLQjcenWuw1GILPZlLdWLxBnc5znzGH8hXNUs3c2hocwYYBFkzNt2AgbDn7o/pXpWgRJDcXL4x/or/ANK4SVLnyWItYMBAOh/uj+ua7jTpgJ3jQZ3ps/AkZrNx0K5iFnGduc55qBwpB9a0bzSbgXDiNotg+4S+Disu7tri3baWiDYzw9OnImaMrVgDZTxnOWQrgd815PMhVyDxg4Net3EEjnO9DwOd1ea65am11S5jwAN24Y9DzWkiqW9jHB2uD6Gui0u6zFtyPUE9jXOOMGnPdSQWhaJyrhhgikaHodrKssYGRkcEVPF4dKXDqH3BVACuMjPJ/Kua1FYbPQ4NU0zWL+UPdfZs3ESxrcEIGd4h12qcKd3qPcD1OKFCc/3v8KuUudIw+FnDpYT2U9ykUvkCUAPFCSqv9QPan3kk7vtcBwDwVGOBwK6uTTll1DchYuRzimtprbpDMpYmTJDrxgDoKjluNyOR07WZbTUkuYI5VZM4A6HjBqtOtrcTmV0khR1JOPvcDg/yrrJNKtYyW+youQeUJBH5VQl0m3Nk06SSArkddwwPrTUBcyOddl0+IeQ8jYyQJVAZs/TrjNZTWjSzvMCjFuqJGVPPoPr/ADramaEyeXIJWEBB5HXJwBg9qtT6BdxR5hMWdx4bIzTSdyroyNHaKy1SzkNuqsrSM8o5ZjsICgdBW7q+sQrmcxPLDMzkEpjaQQMZ+vIqgNNmjQ+Yrb1GGXqucY/D61ettOSB7eZHliVT81u7B0I78GqSZMncxx4nu4IwkMgJJxkHBxjp+NX7fV7rVbZxPubyj8vPQHoB7cVmQ2ml6p44n0/UJZ7G3lm2RSwyRxLH6sxfjGAeOpOB3qx4Xs7iPUdcsXW4AtJxFtuMCRACwG4DIzxzjj0rKo7DirsW4uGAyRwO3pVzw7Mz64khUKAj4HbpV0aZcSuGNozIo6FeMU+GGHzQir5eVy4DbSG9B+FZp3NZKxo6rNKywmHa2INh+XOGy3X8xWfDcSrqUAaGPG8ncMgjhv8A635mtWCBSg2SHG0Y3Gke3mDgIocd8Gi7I0N/Rnje0maZWZDlML15x/hVSVNN84RLftFJkgLIvWp9HBisJllUoRIW59MDms2+s5p7hZxHghhuDnIxnqKLX1Fe2hBIr+ZhZoyuSODiqLxzLJvKEgdxzVue0ZZjMUzgn92Dweev5UyS2aPAV225xwelbJkNFCWTaQ33R1yaoyTgKeeDSeI57u00p3inKOsiruA5xWR4g0nXND0PS728uLgTXpkMsJTAgxtKAnH3iGzjt9QarnYuU7+CGOKyNwqDerBB6AY5qGSVkR51wJGAUnHaiimhFNZWSXK4HPYUty7SKFY8LjAoopDMDxZbxvaQxMuVL/j2rmoYY4RNbIo2JMwB7n6n8KKKxnud1H+Gen+GVBs26/Jtx+IqOCZ2vTET8jMQR7UUV00fgRw1/wCIzMkYjU3jHTeE/CuNu9Qm0nxHPf2oTzoJW2blyPmUqcj6MaKKdTYmJpfD75Ly+29oAP1rs9WkkB09g7D9yOAeP9a1FFc0tzaJhzRE24HmzfcAz5h/ugV2mhsW1Fsn/lm1FFJbg9h2voBbqQWBPHB9xWXNAPsK4dwVJUHdzjdiiimhBNCi9BjCj8etcH4uiRNSjKjG+FWP15ooqnsOn8Ryz1Vuzi2/4EKKKFsayNfVPFD6/b28UulabbGBFjie1SRSiL0QAuVA5ycDk817JLcSW9osiEZVVwGGR0ooqepkzbtMPZxTFV3zRAuQMZ9vpUqjepB/Siip6jIJY0I5RT16isjV7WJNOidF2lpWBAPFFFbQepnI4/7PGryHBJIUZJz/ABiutuOSD9f50UVqiJGfcKoQtjlm5qC/iSKwVlHzcHd3NFFStyziJ9VGl6jdxnTrC8hmdXMd3DvAZRkEYII6nIzg9wa0PDes382o6lfyTbrm4ZZJZNo+YnPbpRRWVTZlQ3OrXUrlYg+/LEEZNJYwRSqEdA3JkJPUknv+dFFZR2Kka8ltEi4VAAOmKriMeS5BZSc8qcYoopslBFLLFgCRm3DJ3c1BZajcz3nlyOCuPTFFFNDZL9okOpTRFvkUAgY+lLKAyntnniiitIkM5LxrldJWQMdxZM/UHrXKXev6nqGlW9hd3c00EEjSqJJGYktjOcnnG3j0yfWiim9xLY//2Q==", "info": {"video_id": "158590", "label": "brick falling like a rock", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "158590", "label": "brick falling like a rock", "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": "4d5e517e53c97ec1c125643775216f658dac196f68bcfac6b82f2ba8cbe793d4"} +{"episode": 70438, "episode_seed": 1230273584, "split": "train", "timestamp": "2025-10-13T03:38:00.710576", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1230273584, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 enamel without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "45642", "label": "lifting up one end of enamel 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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"info": {"video_id": "45642", "label": "lifting up one end of enamel 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": "bb64c0933f0c965998863c22ae845def500f282bb09bcdb7372f7d8e5b9c704a"} +{"episode": 70439, "episode_seed": 1659998165, "split": "train", "timestamp": "2025-10-13T03:38:02.704288", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1659998165, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'throwing a wire'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "220327", "label": "throwing a wire", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "220327", "label": "throwing a wire", "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": "270c7c3541cf080c8750821bc50d3bd5a0a2ab600fdfe4e37ad6b3c5b3053c0c"} +{"episode": 70440, "episode_seed": 1016360798, "split": "train", "timestamp": "2025-10-13T03:38:03.570041", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1016360798, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gray pen next to ring'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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X9oRG2hlkAjMiBth6jI9Kz57mabeIIWPo7jANTTT3RYCGFVXGMqmTVd4bmRSZJHG7qOmBWTpqLNYyuiq1sxAM77vYDAFMsIy+gNx95gSfq1NuLSOOPdLIxH+0+KsWOBoAwf40XB+tKWysWtxrxA3A5+VBk09Yv3YweTgZPuc/1p4UATPn77YH54rW0fR31S4Crny1mBY/QdB/nilGLk0kVKSirsf4f0NtUvBLKuLaPJZjwDyeP8af4x8S+UqaJoyjzG+VQvAA7sfYVd8U+I7bw9pn2CyAMh+UKnVm9BXP6JocsCT3t6C9/PFufPOwc/KK73ajGy3OBXrS5nsXNG086bbG0jmEeW3PIy7i7cZP61n6zZXF9qAgt55ZPJHQMAWbqcZ44GOK6q2iZJldI1fJI2uOMkDg1iXzPpup3aXka2yNJ5scqRs6MDghTt5VlOdrD1rljB35jolJbFXRbxZ3ubS4hjW6tyMlF27lPfHYjoRU161mmGlCA579c1UtLyCdry7KSSvIQhkHymQKPoDTRKHOILaJT69TSnStK44zTViuzNI7CC3CqP4m4zUcEJXVLdmYucN/MVPKLt24lVQe23pUdjGw1OHfMzsc9enaplszRDpoijXT/wARkIFEcG3CZyQoH5n/AOtUsi+bKwz1ncn3wamjQSXK7STmTAA7gCoNNiOOCS4cxxoXZywAXr6V2arZ+DtHa5nZDeMnLH+EUaXZQeH9NN/ebfPIYoD2yc1w13cXPjPVpncv/Ztu2ZCP+Wjf3RXfTgqUeaW5wVajrS5Y7D9P+063qf8Abd0rbVf/AEVD2GM7/wAe1bupiUadI4uy8snyIsa4AJ/U8Zq3FabJDGibdpXbgYHQ8UmsQXTaVBPFZRTJbyDzADtd1wQe/UZBHuBXO05y5mbaQXKjkIxP4fEVxOizWkrLuLAHIPGUYdx3U100/kBPmC7exPSsa9vred4rTzXuPNlUvGYWj5ByWZSMbuuSOtTXVzE0xxbBv9qQk/kO1FSk5WYQmloV5p7flbaFZHBx8owB+OKrPFK/+tcL/soatM100fy7YweRtXpVOWGdgDJcSYI6LgVFuhqmSWaeXoSHPV0JUfUVbMQIiz/GxbAqjbknRDt+8dqg9ic//qrckjCSsByIosfj/kVmUmSaH4p07T7C/QcXcLElieCOmfqDxiuesI7nxTqb6pdgmzh3GFG6O4xyfbmsoaFqE+p3VvKFjtZW82R8DJGfXtmvRdMs44bcwQqFRY2CgDpz/wDWrvlU91RiccadpOUjRS3MssoQfKYTnA6cmtCOwbzUIbGHGQPXAPPpWrYaYWMpKZj8g9vc/wBK1hYJm3DBVUSIZePvYTI/pRTpaakTq6nLa14XbWYRJI6Qqy9U+csPfI61zg0LTtLh8h3Y47E8k/QV6ZPb23kLbsZPkBURseuCecD6Vzd/aywbvslkoB/iYhQPwHJpyg1sEJ33OMlgiTLQWhAHc4Wsi8My5O6GFfUjP8639QScyHzpwCB9yJep+vWudumUB8RAMWwcncxxXM46nVF6FOyZV1FGMjyY7sMDOewq9bqGuLon7qOzfTpWfb7/ALfDuUjcSDk9uK1LdNqahuHzyTKpH1Uf/XrKfxMtGXqmo3OjR2c9vtWbzQwJ6A9cn1GabqN9feMdbFkzFLdCPtLqcgeoBrQ1nR49XgkVmZfJAwR61f0TSYdMt1t4FGBjc3cnBPNdFKraHKtzCpTvPmZtaZYLbW4t4IwqLAqhe3Q4rct9NOxCFZ2MCkYHXkd6l0azWYv0U/Z1LHHTANdVFYC2SIqysVteCeO68/lWlKnfUyqVbaHPWunxrK0Lb0UsykxttHHPWs6/0yxikaSCz3ydSyx5J/E12pgECzrEqq3ns+DzkHcPwzxWfdWc1zb7wqIGGccE1pOndGcampwVzHdbSFjiiQd85P5CsK7KgsDcO2OoT/61dNq1hGjOJJpp3x0LYAH0HFczeoUAEKhcdRGAePfsK5ZQsdUJGHcxpG5222WxnfKc9fzq1AEXRUIxuDox+mRVK9kVZDvkwT0GNxNWIMyaKQAQMqM+nPWs59DVF8xDEPH3iXIx/n1o0zxvHp2n6lbeTsMLnEuMfVfrnnPersyqks23gRxhQD75rl4/Cs7arP8AaJ2Nof3rRqT8xzxkVphpqN2zPEQ50kX9A0+41e7k1zUMnIb7PG38PT5q79LVppJTjCmA5zxnmqVhAojljA2r5bDjsM//AFq7ey0pi0sgUFfs5+XjOc5rRRc5XZnKShGyMNdOUurZPysvPQAlQfxqXVNAttStUmupsqRxsGz8M55rqRZoRa7wwEToSAPvfJnn/Paop4I8+QLfLqCAFBI2gnH8q2dPQw9rqedDTrCzj8q2tjIq8ARgt/8AWqhcRuNxEMcQ9G6/kK7LVbO6G4p5cS98gkgfoK469g3O5eSWYjj0UfgOK5pw7nRCRg3pIJL3JGPvCJRn+tQaakQ1AMFdcdS7ZJqW5kYoQu0ZP8I4+uTVawYG+Vdysx6hTnFZyVos3W5oQLueUn/lm7kn8ajTV7fQr7T5riAyqzHKDqfXHvzVi0T/AEa7Y8GSfYPYcf4mszxLpl5esk1mwDwMO+MHHWii0ql2Kqm4NIn8R65d+KNX/suxfan/AC0cdEUD/Cup0zTYrDS5LOCPCIgwB645P51i6BpC6dDJvYyXMhLyyHqTjn+dd9Y2BuY7vZy5UYBPH3cVvNupLyMIpU4jI7A+cxcjcWjH4nI/Cr1hpnnWzWwdQpUkq6biccEe1dFFYiK8bKfwxDoO7Hmmx28NtZI7oXADhnPBxwe3XpW6ppIwdW7PP7zw1pdjc+bkySnjLvkj6CqdxCBkRWRA/vSDH/16729s2eMmC32hv4m+X+ma47Vbe4UMs1yE3cbYhj9TzWE4M2pzObvN6q26WKMeoGf51g3KozFXM07Dj5jhRW3eKsMihUAz/wA9MlqxLl2Z8u6gE9XOM++KySsdF7lmzx/YMrL7YHpg/wD1q15SX87j78qr9QMVi6bKJNEnHXCEj8BW3AHmt7F243r5xH4f/XrFaPUotrGJ5n2ggkKpx65/+vW5Z2wLS+gQj82P+FYsMu6bIByJB09s8VuWmDbv1+ZEIx25z/WuimjGozvrAqIZRn5jb8HOPX/61S3MnlxlvmCgKS4AyMKckfy/GqNirPKvU7oSAO3UVfmQC3jEuTv2oc89RXfHVHBJe8MmlEDy3J2lUVicnnGQfyGTWBqF/HfnZbzRsQPnVOP1rejUWySrPg84jYY+7tBI/Q1jXcQi85Ps8YVSQqxjbkdifwpSQ47nE36iOVkDFsHDLEMfr3/OuWv4cOQ0scKk8LGOTXU6qwlMkZlEQHzBIl+Y/jXC2KSar4tn06TUZ7JCJPK2puZmVCwX2HBJJ9PU1y8rlKyOtTUI3Y21RI9SjCRuF7s55PpWxEC99cR5xulRvw21x2i31zcX0bzzPICAfm7ZrtLNGOu3BkPyLagn0znH8q5KkXGbubwknG6J7fJhndRw78g/hWvCq+XJjqNwPHYJ/wDXrKjUrbwhBwSCeK1LNgfvtkPuOMc9Rz+VaU9yJ7Ha6HsS5uEGQVhCZPQZBwRXRicTwRFTgyW4HIzjOPzrm9FQtdMT0ZVH866W2t2S2hLgALERx0GMV30trHDUtcrM5W6dWA2thwxHow4/wrP1Rry3SFYLZ5Y9mCrPgoRkHI9+ua0ZIFuDcwyYyGzGfQYU/wA6g1VzcxTK/AU7gy9eH4q2tCU9TitRiPlE+US/XYD8oJrk77y8tA78jnYnUfjXX6ywMbIr7gv8C8V574pvHttNMlswgmDgHyxljXJU1djrg7K5VnTCt5UccPqW5Y1NaHOgSkdcZ/I1m67bW8GhQ6nZavf3Aa5Nrm6iVFuCE3M8QHO1ThTu9R7gXtJkMmiTrjP7s/hxWFam4WbNqdRTvY2pMsHxgB5gB74xn+taCIJp23Lg/Ivp3qlbRl7XTzISXaLzD7kgH+tXIHZ5scZ8wY59KiKKkzbsokxOxIC7MfmzV6FaPGqFCBlrbjI9+f5ivP7IbrZ8AEuigj07/wBTXdWUTNLGQCd0TLn8RXfS0Zw1tdya7cx2zPtzGFXKhsEgKfyOcU2SUr5k8OXbYzqgXO7oTj8D0qWVPKt4cg4O1T9CKZj7HDKDmRZDuGe2FHH04rexh0OVvr0agP8AlqqqOTIuFP4VyV+oEhwC6qcFn+VT9K7nUg6STZdW+Y7d3RR1xXCakUmkkSYO/cAnC5rmqnXSObvUjkkIeR5ieirwPxqrYRlNRQGNI16gLz+dR6a8WqeLW0zUNSuLW2kl8tJIJYkSLuSxkGMYz05JwO9VbEz2nie9s52uAYJmj23OPMXBIwwHAOMdOKwqU5cnMbQqxcuU6S3JM0ygf8vJbH/AQatQc28gYbhJLwfXnj+VVrPc2p6gB8qxxLIPqR/9arkX7mKCMDhiCf0NYRNWaNvb5B7Elh9OVWuy0gJGl70OFHH0HOa5CxO4LkBe498vnH5j9a6zSk81bwYI354Hf5RXZT0Zy1NjrpmVpHKDORHgg44BJqkJRIZojxKDknORyGAwPTgfjVmGMthzkAxKcfjUCwtLKJUJV45grD+8A2Py711vU49EZ+p6sLV/s7+acoChSPO4EcHP51yWqqFUsXZmbjAHzH6mu01CRpowYiIyGG9cdVI6c9OlcjrcrRgnhFznKjJP/wBesqhtTOO1AfuiC4hHc9Sw/pXPXMC4LxQl2/vymr3iiU2VkZrRmR5HUGRm+Y1k+IdF1rQ9D0y+vbq5E16ZDLCU2iDAUoGOPvENnH9Qa5lTlJXR0uqoOzLGiH/iVXA9fl/CuktzzYr2FqpH5D/CiiuV7s3LVsi+bF2O1mz74rb09RHG2MnCKefqKKK6aWxjUPRNHQFVJHO3/Cp775dwAGFCYHpyRRRXoR+BHny+Ip3Lk2TOeSI849cxk1j6vnYXBIJJJAOOig0UVMtiobnBakxdy2SpOT8vFeZX2pT6F4nlvLMJ5scrbfMG4fMhU/oxoorkpfxGdVT4EU9FXZeIAT1Uc13MUjC/uhn71sc/99CiisK/8Q2pfAa8QwsQ9V/wq7aH91EMA/KvPflwP60UUqO4VDufDyg3zAjjatdeig2wBJPykHPeiivSo7HnVviMo4aEy4wxTBx05Uf4CqGp58ycgkEQt0Pf5Tn86KKtgtzjdUBe4uCWOBJtC9vug15v4tmYWZiAAUupOPrRRXE/4h2L+GYmveJG1uKCKXStOtmgRY4pLZHUpGucIAXKgc5OByea19Cdv7NnGfQUUUsX0DDdTprA7ksye1qgq9aqDLAuOCpJ+uP/AK9FFcsfiN5bG5pigJIBwBtAx9Aa9D0v7kR7lT/SiivRo/EcNfYsXcYY5JOSFBx7H/65rPuObCQ5OUiG0+nyEUUV0MwWxy/iCVkiZgAT5sagkZxuU5/lXG6moY/Nz9aKK4sQdtA84n119M1fUI20/T7yGWUOYruDeAyjggggjqcjOD3Bo0y/uNR1+W+upPMuLmXzJXxjLHnp2+lFFOr/AAiaf8U7O1c+bqbdzEn/AKEa0gBtyQDtTI/z+FFFcKOxl+0jUJAwGCVX8O/9K7PRP9bKMcAjH5Ciiu6nujkqbHXY32gH3cxg5XgiqQytxJg9XH/of/16KK7WcUTJ1NvJ+0qoBVDEACPVjXG6ixNxcx9FjcgY6n3JoormrfCzpo7nnvi7Eejl1A3GRee/WuWvNf1PUtMttOvbyae3t5HlTzJGYlnxnOTzjbx6ZPrRRWdH4DSt8Z//2Q==", 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", "info": {"video_id": "52538", "label": "showing gray pen next to ring", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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yNxj2FQM05T92scYPTaOlZKm4mqkmVWjlcfORGMcBTzToId2i2yY43rmo5Y7hgN9wQD2QCrkP/IKtBnIaUfyNKXQtblVo8zu2flRf1qdY9uwA/wAQGfXApY0AjJJyZHH1xmtjRdHfU7iLGfKR2Zm/pRGLk0kOU1FXZJ4d0H+0Z/tFypS0jX5iejdeP1qHxh4je7nj0LSMKT8uR0jXoWNXPF3iWLSLFdM00BnPyIidWasnRNDewt557nMl7KFeZvTPRR9K7pNUY8q3OBXrS5pbF3SLH7BZiyglEMaknJXJc5wTWTqmn3Ooamwt5ZJBAMKMjLEcsRng8npxXX2sTx3AKxJJuLAK/Tk1z10z6bdXUF8v2XErOjpGzo4JJX5l5RwDgHuPWuaEHe50SktiPRb9btLiCeKMXNs4VzGuAwPQ47H1HY069ks4yDII85+pzVazu4ZYLu5MUkjTS8tnaZABjJwBSCVmYCC3iQ57Lk1MqVpXKjO6K7tLKx8qFYkHdu/4VSliA1C0BYuSxbk+gq9Kt1I3M20EdAOlUo42XVbUNKzlt33zx26UujLLtzF/ptxIegCgflUMMLBF3YywJI+vH9auXoMlxcqOCXVfwxSFP3mFPI2j9cms1saIZtYMRzgHjHstdnomlW+i6auqagB5wU+Wj9h/n/CmaFokVuj6jf8ACK5dFPp2/E/pXL+JdauvFOqNpdi5SCMZmkXoiDt9a7qNNQjzzOGtUdSXJAhur2bxdrhuJATYWsoKjtI/b8BXQ3kt2lnJc7okAXKKh3Ek9BUen6dHZpHb267VRE2j1GT/ADqTVo1XRI5Usp5BFKjStExyU7kD1GQfwrCadWXMzSNqcbI5eK8u7F1OrGSe3fBLliNgz94dmXkZ9OtdBLZ2oXaFX8B/WsvU7q2utMW0kntJYJnUqIXDHdkcqM7k75HTr0zVi7mt9/lBp3VQAAp2r/8AXpTpt6jjNIpXUdlDnKl2zwudxBqttlYDankqPUc//Wqzu2q3k2qKT3bk1WkN2wBJiQHvjNTbuaJkiuo0uALxtlU59attFteLA+6m9vb/ADzVGBDJpUW7hfNTd7DcP/r1sT4L3LY9Ixj6f/XrMq5ztp4yvrHTdStvl8hZcRqD824nH4g/pWl4Y0SRVm1O+y17MjcH/lmvH+NVYfClrb6xLctl8DcqN0BJrtrGEESh14KOD+f/ANauyVTnSS2OWMFBtvcvw2TTysWGP3B4Az3rQGm/LGxj+XKAEjrlewre0/TA0vmFwD9nJ249+ufwq4bVRbwblUiLynB3dPlPJ/GtadKyMZ1dTnLnTbK4s1e5RpSc/I+Wxg44H4VgzW3kkrbWYUDpvAQf416BcJK87QqqMCWKtwABnp+tc5rGmyAM0lw0Q7iMAAj69ampTuOFQ4q9WVMmeZEPYIP6msG8RHDFvNm2jJ5IH9BW/eW0CSMyxg8YDyHJ/DPNc/d+YFYMXHPBYBR/jXPy2Z1RdynaBBqMQaJI1AJwv4da040D386cYD7v/HRWLaSI1/GI335yM7cAVvW6hZdRlYEH5VA9Misp/EzSJRuNUGirbXhh8w+eCFI+9nt7ZHepPEniO78SahDpWnZj8wDd2ESn1pniHSZtStRHBIA0ADc1d8O6N/ZyF5naW7l2tJKxyScHufpXTSqKNOy3OerT5p8zNnRdKi03TjaQoSohBJHVmwcn6mugisSMNIRkRxknr/Fjp/WptKsvtHmbfveQvXtwa6qCwNu8ZZM4t0yeOu4D/wCvVU6d9WRUqJaHPWOm8NbBwm7IIdd546isG98NaVZ3XnN88vQbnzj6CvQhaRW8DsULkSybmbrtOen/AHyKzb20aSItDBtDfxMMf/XrSdPTQzjU1OCuIUUYism/33GB+vNZF4HRW3SRIvc4z/Ouk1W3uEDia5CZ42xLj9TzXM3qrA6hVxu/56ZJNcsoHVCWhh3KoxKu80zDtnCj+VaAxHYWhHOJOR+Bx/Ss+6dmcs7qAT1c4z74q5EpmtLNQMB5k59uh/rUT6GkSyYgjxLjO1N1OsPHNtaeGJ4oo/LljYqX/wCegPTHvnrViddwutpx0jH+fxrl9P8ADN1/aDx3smbSOUSCMHIZieDj8a1w01FNszxEHOyNbw3plxe3Da5qHMr/AOoQ87Bu6/Xiu8W0aU3JAwuxScnHc1T06ENGyDKrhCPb5q7S20thFeybcr9nGO/PzdvxFXGLnK7M5SUI2RkLYAXIbJBWRh6AHg4p2seG7bUIEnu5chlyPL/d5Hoeea6w2aG7g3A4SQgjHDfKOf1qvLDC6iEW5MiIBtAJ4HA/lW7p6GHtbs87FhY2kfl21sZFXgCMbh+fSqFykgBIiji9m5/lXY6pZ3Y3FfKiXuTliP5CuOvoNzuzSSTEcdcKPwHFc04dzphMwb08sWuW44KxAf0rOtoUbU4SqFBzlnOSelaFzIxjwu3k/wAPA+uTWdAw+3xjcrMcjCnJrOStE2W5rhDJfzoeSJM59flFR/bbXTXgursFoTPkgdx7evHOKsW4/wBI1CYnhVUL9SP/ANVZviawubiwiS2j3NDhyP61NK3OrhUvyNI1vF3ix7x4dL0j5mmwIwPQ/wARq74d0iPS9NkhzuleMPJIRks2CT+FYvhrR3gma+vAhvJQDgLjYMHgAdOlehaZZmUNtGWMK4GPY101JOo7LY5oRVOOo2CydiruoB2R9emc1o2WnSyW8lsNknmZz5h29OvSty301UKGWMHMKZyD13DH61PDaRwBppGYyeZIC6cbQehP/fNaxpK2plKqec3ngqC3vftc9w7sORhQoHuT3+tVJ7XT1OI4mmbpkDOPx6V3+oWVtIC8cPnN2bAP6muW1Jb0K4KRW69Bk72/wrKcWaQkmcxcpIilUgVcdCx/wrCuixO2S5wR0SFf61t3qhRhy0wY8sxCisW4ZnlO1OCeSvA/OsUrHTe6JoCf7D9CGVjj6itN13bCT/rJ8r+BrFsXd/D9zj7wjP544roYolEdkDy4gBP1wP8AE1gtPxKZahUtO3mAcsi+uRW3ZBAk0jZx5Y6dcFmrBti5lALY3SZzjsM81v6f+8gbbglowD9f85rppo56h39lOqMkfPNsRgeoP/16dOWe33LtPyLhcZBwDwfbmotPgZ5IGAH3GUk9eoqxOjRW0QA+YeXuU+hODXfHVHC7JkALTIZIwyymMkHOArFR19ORiuXvXup/+Pm0aELkhi2WzXVlVtlkkhAInCkr64Vv/rVz+p7I5pZTJsL4bJ7ZA6VM1oVDc4rU18pnfaI0X/lpIcnP0rmrxYXcuIjLu7tworo9RdVnYyIrgjl3PGfpXFWEcmteKrjTJtWuLaLEhi8qPO5lQsFGeg4PJ9PeuTlc5WR186hG7HR7hqcIdkIPZO1bK5N7cIAPnaLH6/4VxGiXks18jySFiQPwrubYPJrwBGE+zbyPcHA/nXPUi4ysbwkpRuWYSSt0xG4Odv8AIfzzWpBEojdhjOT39EPP61mw/u7VMc+Y2Sc9c1qWnz7g2MMW5B69B/KtKaVyJ7HZaHGiTXCjBYQhenfB6/nXSu6SqrRgHfbqAenfNczoyGS6myPvKo478GuktoD5MLFSMQ4x9MV3UtrHDU31IfND3M0LD5ywfOeCMkDj2HX61nanqTWixRFZnRowUaOP73HP5Ht71pGAzSPhirxSDHPUBgfyqvqcjTxsYz5bKwJPqMkY/Sra0JT1OH1NAFLFnLHjaB8x+prlb8YjZS4i9cHLMPeuw1uRkQ4bAH9z7xrzzxRObOxM1o3lSO6gsW+YmuSersjrg7K5SuIFwXih3H+/Ka0IDt022Yf890P05FY+t28MOgRalY6xqEytdG2JuYliW4ITczxY+bapwp3eo9wNCK4/4p15RyyAOD6EEVhWpuLVzanUU07Gv8zGP/amLY9QCa0IEWa5JxjMgB+oH/1jUHkFZ7cMc7Ig34nGaltpWYq+zcdzNjPovSphqVJm5p8IWIsSAP3YAP5/1r0G2aMxXSYGWhXGepHIrg7MDywg+b95Gc+mNtdpZxEtJjPzQDntxn/Gu6locVXUtXs/lb5WU+UH3nDcnAHP5imTTG3SadDnYpO0LuON3J9+DU1ygVY0bJVyEP4qT/SmAmzikST5wXLBj6YXj2rexznL316upAlWkCqMHemFJ/rXI3wHmHCtIqnBLfKp9xXcX4lTzQ5WQqx25GAB2/HtXDamUuGkjlLuynIUcLmuaqddLc5m9jSSRhJI8zH+BRgfjWbDHs1KJTEkYyduDn86k054tU8XNpmoajcWltJL5cbwyxIsRHJLFxjGM8DknArPhM9p4murSd7jdBO0YW5x5igMR8wXgHGM44rCpTlycxtCrFy5TqVJ+1XcYBw7RDHr1/wq0hDfai44YhQR9B/jVa3YvrmxRw0AlJPqCR/WrUJ8u2Xd1lbPT1NYRNmaVvb4R3OeOAPoprsNEhETzdz5IGPU4NcjaHf5i4IzvPPboMV1ulZa4uNuRvUfyrrpK1jlqs62QqfuEkGBdoHPeoPMEjTRnIO7OwjjBLD9etFpGzRRHJ2+QPxxio3hLytLDjfHIEcEfeAYZrs3ONWRWvNUgtEWCeSFG8tWyec5HUdsda5PVVLx+dLIhB6Mec+mF7frXX6ksUkatDDE5QhfnGdqnIOPxFctrTiNCQiqRyZH5H1xWc9DWmcbqCM6EgDcD9+X+YrmbuGM5Jd5yONqcKK0fFksltYvNDNK7s6jcBhQCeg7VkeIdI1zQtC0u8vLq5Wa9MnmQeXxAAEKAnGNxDZx2+oNcyhKSujpdSMNGP0kn+x5+e/9K6SyYyPAzdfs8f8AKiiuR9TddC7bH54j/sHjt0Fbum4McpIHRR/46p/rRRXRS2MKh6Ppa/uITk5K8+9SXuPORcDlOT34Zf8AGiivRj8CPPfxFKUbYpFHRVUD88fyNcvq5ZbVQrsMpDz6c4z9cUUVM9jSG5xmsfulYjkrnlua80fU7jTfEMupwFfPidtoYZX5lKnj6MaKK5aPxM6avwoqaR8l0qrwBgV38Ejf2lMe/wBlcf8AoNFFc9b+IbUvgNWJQEhGMgIcZ/Cr1oqmGFiBuOOfqw/xoopUtwqbHbaCM3e3JwQK6xAJLJVbo0eCBRRXpUdjz6vxFGUbZXcE5Kf/ABNZuqExPcBDgKgIGOPvmiiqewlucPqLFrq8jwAkczIAO4B6n3rz7xefL0piFGTIpJI96KK4pfxEdq/hswdc8StrsNvHNpWnW7QIscUlskilEXOEALlQOcnA5PNbdk5Ph+UHocg/kaKKMVuhYbZnVMx+1yH0iXH5ZqaCNftGzGB5ROR17UUVzU/iRvLY3dOARDjs64/T/CvQtLOB0H+rJ/lRRXo0fiOGvsTX6DYxyecfhwRxVLUD/wAS+4l/iQED8VFFFbswWxzGvylGuSFXKTKoJ91zXHamgZwG5zk0UVxYg7aB5vca42la1qEH9nadeQSyhjFdwbwGUcEEEEdTkZwe4NQ2t7cajrUt/dSeZc3MvmSvjGWPJ+n0ooqqn8Imn/FO6tiRqVww4K2rAfgRVyBQ0NuCOAuaKK89bHaX7OMeVG2SPkJxnjOa7PQ+bll7AIf0FFFd1PdHJU2OyKhLAlRgiI4PpxVAuVuplGAMZ/HK/wCJooruZwoqTjM8kXb5ec8/fauM1h2yVJJ3ZPJz3oorCrsb0tzzvxagOkliSSJEI54HNcfeeItV1XTodOvLyaa3tpHkQPIzElsZySTnG3j0yfWiisqPws2rfEf/2Q==", "info": {"video_id": "52538", "label": "showing gray pen next to ring", "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": "c1886f80970b2d36fb5e9e99a93091d56323a5ae8b0733f3411a6b4a5fa05eaf"} +{"episode": 70441, "episode_seed": 3484318617, "split": "train", "timestamp": "2025-10-13T03:38:07.374381", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3484318617, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water into tumbler until it overflows'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "67481", "label": "pouring water into tumbler until it overflows", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "67481", "label": "pouring water into tumbler until it overflows", "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": "fd2d98f4229f5324ecbb9193e95c4ee480041f54f9910d1dc3fa1a4798751946"} +{"episode": 70442, "episode_seed": 3071439307, "split": "train", "timestamp": "2025-10-13T03:38:08.505456", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3071439307, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil in front of mouse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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ajZo8k1glGHYjis60uZLa5SWJirqcgjsa7TxLbRazulXbFcKPlIGA3sf8a4UK0U+xxhlbBHoa9alWU1dHmuE6Eky9q1493e+fIMMVAP4DFV92Rml1HHmJj+7UKH5B9KtyctWRVqSqTc5bsexplBopEmtp+o3ENuYkmKCMM6fNjDHA496ng1a6igkcXcgleQZIc7iMHP4VjR96kBwK6adfkgopd/xIlG7ue9fC7xPpqeG5tNur1I7yRyVSTI3ZGAM+tch43uxd+I7oqcrGfLX8OP8AGvP7C8mgvrdoclkkV8fQ5/pW9d3TXE8krH5nYsfqTmspPmdyLW0M+9YrbtisE3D+d5m47s5zmtq/Y/ZpCOuK5wHmpkXTbTujav8AUPtemxq3DqeffjrWejZWpGXOnb/eqsR4NZU4KCtE7MZi6mKmqlV3dkvuJmNRk0pNNqzlNbw/qbaVq0Vxn5Cdsg9VPWvQC5Y9c15WpwwNeorwBXn41WaZ6OB6lkStGvDEVFNfvt2lj+dRvJgGsa7uiJNoIya44xbO123ZbnvADy1YviK3+0QC9j++oAkA7j1qpcXFwZM7SUHcVbtrwSp5cgyrDBB9K6oJ0mpIznCNZcrIvB3ii78NaqLmDaysNkkbjIZT149cd6ytZu0utburiJSscsrOqnqASSBWhD4X1P7WTFaSGDOVc8AjtST+GNQkuSdqKPdq9ipmEfZKnJo8v2FR+6kYxNMJrov+EXmC5eZc+gFOTw0gPzyn+Vee8ZRXU3hgK8uhzI5NbH9qNJp9pby7j9nEiqR6MBgfgc1tQeHrFDmR8/U1n+IbWztVtltMZO7dg/TFOhjYSrR5VqFbAzp03KTMuO42QyKAcsV5z6V6L8O/H8Phi3mtLm2MsM7ZZlbDKenA6V5mOBU1rBPdTbIQcKNzN6AdTXoSrNqz2PPcLno/je+W98Q3BRsrHiNfwH+Oa467OIXwe1WZbh5WLyMWZupPc1TufmhYDuDUEI51pDv69DXQR+Ib4+GZ9JaVntXZWCMThCCTx6ZzzXNcgkGr8BH2CX2rSliJ0r8vU2RBE+cinFqrxH5jUprBu7EBNPhlaKVZEJVlOQR2NRGlpFI9SXOeanV8LgVXyRinqTmvBkz20h+7AJrL1C6EKZJwK0JD8tYepR/aZkjP3By1OmrvUuT0Ma41J23PGMjoOa56Yu0zux+YnJNdXLYW8rY80Q8dMdahbw9bS9L4Z91/+vXoQr0qehx1cLiKr01Ry7NJKwLsWPTk1KowBXQf8IqD9y+i/EVMng68k4ingf8AHFafXKP8xg8BiF9k5qkNdfH8OvEMqlobPzR/sHNUrjwbrlsSJbF1I7GqWKov7SM/qtVacphRKSrEdsVPHBLNIkcalmY4AHU103h/wnJdC6jvVkgwUK4xz1zXceHvBFva3PmorM2MbnOcfSiWJil7upLpSjpLQ48aEujaG88yg3EuELf3c84H5Vkbt3eu++JKx2dpY2adSWkI/Qf1rzgPiroX5by3ZjUs3oTTDdEwPpXNyoY3IHSt1pDtrOuE3NmtWSir9oc2/k7VxnOe9JHxSFMU9RgUih2aSigUAKOo+tep/wAP4V5Z3FeoMflH0rgx32fmehgftfIgnbap5rDeA3FwT2rWu2xGarxRbYd3frXNTfKrnbJXIzHHFHtwOlUzdWlryYwCPao7+7KttU81kzy7wcmumGH9oryMamN9k7QWpuv4zdIVhR22KMAVQk8VTOTjP51z8g61GvBrVYKl1RzPMKz20N59fuG6HFV31i5b+M/nWbmk3Vaw1JbIyeMrPeRcbUbhv+WjfnTPMec/OxOKrg5Fdr8PtGh1aS/MsKSeV5eNw6Z3f4VUuWmuZIzdSU9GznbLTpr+4SCBSzsefQD1rup9ETQfDM0gHzPhGYjlif8AJru9J8M28DgiONfZVxWN8TXW102zs0GN7mQ/QDA/nWSnKrJdiXaKPMw4Y0jDKmtHTLTTZrKaW9u2ikBxGoIGenr9a05tF0TzWWPU7hlHAYRqwP0Oa1niqcHaTHTwtWorxR55eQ7ZSw7mq4aRVKB2CnqM9a7u68N6bIuYtTk3ejwf/XrNbwmhPy6hH+MZrJ42j3N1gMR/KcxGMc1LW+fCso+5dwt+BFH/AAil6eFkgb/gdP65Q/mB4HEL7Jz9Jit5/CeppzsjP0cVC3h3UB/yxX8HFUsTRf2kT9UrL7LO6Ay1SDg01BxmkZsV4x6qGStweaygN7M/vV6d8IfpVO2OYifUVpHYLnHarLI+oS8nCnaKqbpB0dh+Nekr4W066Ad4m8xwCSHPWrDfD+wI4jk/CSvQjiaaik0eXOM+Zu55h5046TP/AN9U4Xt2vSd/zr0Z/h7ZHoZ1/wCBA/0qrJ8PoB925mH1ANP29F7r8BL2q2f4nGRa7qcH+rvJV+jEVMfEur9Teyn6sTXSSfD84+W8P4x1R0jwbFf+JpNKu9ReABJPLaOLcXdULBfQDjqfT3pxdCbskvuG6taOt2XPCfiC6ke5NzIXxtxn8a9T8P6sk2BurwzTEms9xLAiQKeO3+c112jatJaSqwzisKiUZXjsdUYOtTu9zT+Kb51q2IPDW4x+ZrztmxXqWq6cni20R/m3RDhl6iuVk8BXisQtzx/tIa6KeIglZnBOjJOxybOcVCxzmuuPgLUMZ+0J+KmoW8CajjmaMc+hq/rFPuR7ORyDCm11beBNR7TQn8T/AIVE3gjVFHBhP/A//rUfWKXcfs5djmDSHiuibwbqw6RRt9HFUr7w3qlnbmWSDCggZDDvVKtTezDkkuhmA5Ir05m4H0rmda8L2Fr4ft9T0u9vZ83X2Ym5gWNbghNzPEM52qcKd3qPcDoXPH4VyY1p8p2YL7RWu2G2ngjyfwqGcFjipVUmHHrXJ0O45O8k3XMh96qM2e1dd/wg11cEyi4I3c42Gmv4BvR0uB+KGvTjXpqKVzxpwk5NnGuAaiwK7B/AV2D/AMfKfipqM+A74fdnhP1zR9Yp9xezkckabXUv4I1MdGhP/Aj/AIVC/gzVl/5Zxn6PVe3p9w9nLsc6DXqXweGTrH/bH/2euT8N+GbW98TrpWtyzW0cjbBNFNEixnqSxfjGM8DknArt/hrp8uk6x4ks5Ip4xDOkarcACQAFx820kZ6ZwcUqsk6bsJLU9RtsCvPviyjeXYzBSUAZWPp0Iru4pMGqms6dFqtr5Uiqw9GGRWMJ8uo2rnzdc5d+DxUOZVHDMPxr164+Hdm0hIgx/uuQKhb4b2mPuSf9/K0deL3Q1FrZnk/nTDpI4/4EaPtNwOkz/wDfRr1B/hvagHPnf991Xb4eWYP3px+IqXXpdUWvadGecC9u16XEn/fVPGqXw6XEn513snw9th0nmH5GqzfD+PtdyfigqfbUH0/AtSrLaT+844azqA6XDU8a7qGf9efyrb1bwa2n2TTi63YYDGz1p+u+AL/QdD0q+upZFnvDJ5sLRECAAIUBP94hs47fUGrjGhNXSX3B7etHTmf3nUDpUbnmiivJR6jKlx90j2qJVCpxRRVrYlnT2RzJGK3kc4ooq47HBU3EkY4qgrt84LE4PGaKKGSgLmuGvNSn0rxTPfW2zzopG271yPmXaePoxoorWh8RNTYyIUHT0GBWjCoXGKKKmvuetgv4S/rqd94ZkMWnKFx8xJNdHG2/qB+VFFZ0zixK99k21cfdH5VBLGn90UUVrLY5SnLEmfuiqUgXzNu0YxmiisWaIiMa/wB0Vh+KkVdEYhR/rE/nRRRT+NDexz2s+Im1uG3il0vT7cwIscb2yOpRFzhAC5AHOTgcnmrjUUV04ndF4PqQt96pk4x9aKK5jtPTrJV+yRHA+4KkdFI6Ciiup7HkPcqSRpz8oqnIqhSQooornkaxKuAyhioyRTSi46Ciis2WcTe6udK1nUIzp9hexSzBjHeQ7wGUcEEEEdTkZwe4NdF4GvbjUL7WL66k8y4uHSSR8Yyx3du1FFdz/ho53uzukJGDUvmMKKKSERMx3ZpdxoopiIZCcVUkNFFYy3LRnXbspQqcfN+dRMxBoorM0MXxQxOit/10T+dctd6/qeoadBp11dzTW9vI8iCSRmJLYznJ5xt49Mn1oorpo/CZz3P/2Q==", 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", 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", "info": {"video_id": "77206", "label": "putting pencil in front of mouse", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "77206", "label": "putting pencil in front of mouse", "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": "50a96da53fbf5bdc60f5bf67f09bd90b17215cb536d0c9bf2d0fc06fea85bc68"} +{"episode": 70443, "episode_seed": 3231266501, "split": "train", "timestamp": "2025-10-13T03:38:10.134859", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3231266501, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving glasses down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "214162", "label": "moving glasses down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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rrJ4LqObSQdj70Lc68RZYS3kv0L015dsNRVecRqOLdh2X1OKwit+rHHnk46CRGH6gVuXd3dS/2ii8lgi/u42Q9uhbisYLfK3H2vn1EbUSIy5fum/M1J5L4TTLi5B+zjjykPp3zWTqk16ILQlZ8GIjiFfX61uTR3puLksLoEW/aOM9h2rD1a5uIrWyV3xiM8S27L39Rmmzhwutf7zGt7yaPUVEmMYb/WxMnb1GRXhdjaPPLtPLsxJPoK98tLtmvwP3DnDZ2yFe3owry7SNMEKu5GXbpXHiZ8sT0XG9T5L9SbTNNSIhiMtXS21q7HAGFxik0yxAUM3Umukt7ZVZBjjqa8lttnSrJFzTdOVIYlI5xzVXWNPikuCBxu4rTiuAgJzXN6prSi+AXJA7iqgm3oHkULa1a1vWQkBXGwZH4/0rZnWCC9dnlOV2jKrgdBWbbzx3kiTOcIr9vyrTl+xXEkrLNImWPfivTw11DUzhByqtpdCQTWrWbFbpNzSjgqPSsnxBPFDY3ghnRnMihQO/J96kCQyuqx3Um0Pjr34rPltxeXkiq5f98py3oB/jW/M9jinSvWuu437HcxfZzGc/d+65B/XiqevrML6V5Qw2xyEbsdSQO1bIsZ47iJVGfmH3JD6+hqnrsrq8qTQySCSTYCQuR83t1pl4l8sos53Ufllt4wfuwrx6ZrQ0dSLG9YjrsT9c1BfPp8uqSIZPKK4XD5XoPet3TdOjfTVWCdW865A7HgChLU7514RwqT8iy5C/bjyNluqD9BWeo44rbmsJmivyChLzIg5x3NU7PT5ZhgqQ27YcAkZzRI6MvrU1Tbv1N0L5anH/ACzscfmP/r1n6x8uqSAc7cD9BWvdxeTdThmCIdiEscYAHp+FVbu2lu724uEgk8ssSpIxkdutOW1jLBVIuq5XIdOH+i3jDjCKP1qzOChnPZLTH6Co4YJksro/6sbkU7kJPWl1EGIzJ5wbdGq4CEccUlsY4p3xH3HMS9DV0PIi2m1yAbduM/Wq0yfKTVtuWsgf+fc/yNBtjbci9ToNKmeIWm12AjtC3B6ZzUNrqU6KuZMnryM0kLCNLjriK0VP0/8Ar1nQtnHNU2Z4CnFqV0eh2eoSCW0DbTttCx474NT3GoyQ6dZ4VSW3k/gcVnRjZcS+iWYA/L/69F82LaxXP/LMt+Zq29DnwtGEsRe3cv2GpyyX0MZVQGcDithZWcsABzPt/Q1zOkjdqtt/10zXRW7YMf8AtXR/9AJqU7jzCnGM0kuhly38/wBomw/G89ver1tcyPpszk/MHAHHtWLIf3z49TWnan/iVT/9dFoubYqnFUtF2L1xcNHJeHAIjh4H1xXPSaoTFtMfT3ravTzqOD/yyGP0rk5uhobsZYKnFxbZj+NJ0n1Pw4ypsCpIx4xyMVzj3c0ek22JGG+ZnPNbnixto0Vz/DDcN+QH+NcveMEs7CPvsLfmamTHhqcVWS82buh6nO2pw5cELljx6Cui03UpfL05SFy0xYnHXkVxvh//AI+pm/uwOf0rpbAYk01c9FZ/pyf8KcXoPHUoSq7dCeXWJmuJTtT77evrWvZapK2kTMVX/XKOp9DXIq+5mOc5Of1re08H+xiP79xj/wAdqYt8x3YyhTWHtbsbGtXk225ZcIDMqeucCshb+dpFyQckdqtau+6CYnPF24x+ArJhY7hntiiT1FgqUFQ0Xc6i61KZbm/Py4EQA4/3axdW1N42swUBxApODjrV27I86+AP8C/0rB1okzW/p5CU2zzMLSg6uwW2oRS3+JIc5VuoB7V5/p6FiBiuus/+QhH9G/lXNWLKrDFcGNeiOupTUamnb/M3LKPGAa1y4jTOe2Ky7dxxUWo6gEG1TzivOJLlzfDaIkb5mO0ewqpIlsGjQgFmcDNZFtM22a5kP3RxVrSla71O28w/ekHFdNGm5PQ0hTcrtdCZYPLv2jUYiEmQPwJqC3uG+xzLzvVTj610ttDHLKm4f8tHcn2A/wDr1kwwRruPTJr01HlVh4PmbbXQr2ttL9ntlQEncefU8VM9oLTSw+f3jykE/hWzZKq29iFHJkb+YqjqX/IPjH/TZv5VfQ54K2I5fMx4rmZbuDEjffXv71W1eZJrqKO5QuBdHDBc7R36VKny3UJ/21/nVXUUgbWh5rMmJJGBDEY/L6CpQZjFWVkZbfZpryZ47sqGdsAvnv6Guo03TS0GmBTC5Z2flNpxn1X6VykNqJeVu85OcSKr11+n6bNE9qI1hJjti2Y2aI9/wrSO5zY52pKJIkd0sAVQcvMznF02OBgYyPc0/T5r2DV0tVFyPNcSBEZGJPfr1PFVja38a2+VuBuUv8s6k4zxwR7VbttPvLyWMlLsyKSyvlMrjngjpTlubYZKOGv6myYr7ULu3vro3BaS4+WPy0wvIyCCevPWmXMt4l3IC14gDt0iU9z6Gq1pquo2y2SyI0gSXJAjUnqPfnpRNq0hlluFmjaMlmBeB17+oyKnlUVoY4FtzfN0RLDrk4iltnhVmdgdzZQHHXqKsXdyL7VJCbZ/Jtoi0wQB/mIAUcfUmsr+1LrVLKS3iREiMqnKt85I7gnoK0bWztNN066tbuKRWSPLMVYc59R7UoprR6mddx+sXXdGRcjT3baJfLY/wtlT+tSvY5ay2SAjySPr96q0sMUx2wXrMnJ2swlH5GpGsZUaxKpATsPKFoz39OKZ0YupJQWvU0GWVbfUyY252pxz6VUtomLKCjcsB0oTWJF02c+bbOZLj+PdGTjPrWnpGpSvdWyfZ4mLOvK3C1TQ8FiXGk5WOj3ATagem1FT+VR6hgPar6W6frVw37G3v3awny0uMqFboT6Gn3V8v2sj7BcnaiL/AKselVJaGOX4q9XboQ6EudWhz2yf0NbdiSxtk7B2k/IYqnpt6rXLFbK4ULGxyUA/rVyC6kWa2CW42PHuDGQDqCen4UktB4/EKVRehk+TIWY+U/X0q7bqy6ZcblI/eL1FQ/2rKrEbbX6faBn+VWlv5nsJGNrnEgHyTKaLG2JrP2Tuh94pMl6v/Tvn8sVykpGw8110t8TPPm0n/wBSTwoOeB715FPqVzqPja90w6pd2UO6TyUWLPKpuC9OOh5P9aTRlhMSoxZd8VxvJptjKgyUhmTr0yVrmdSil821jMbfLAvaqCa9e3lh+9vpZVUjAaPeBkg/h0q7datIdTID2jhFVeWZO3vUtFYas/rDaXc0tFjaKO9cowxDjkeprobYgXNuDwUtSx/I/wCNZmlanI+m3REMDhmRcRzjPXPet9tQdLictp8/yWmP4SAcAdc+9UloRicVeva3Y5+H7orpbAAabZ/7VySfzArOS+2AA6fPwP8AZ/xrobS8Js9PX7G6sRJIokdQGwQetTGOp3ZhjLUdupWulll0yOQxsTLOznC+wFUvJkXAMTjOBkrV651SddKtyyWsf7xxhrjn9BVRNZmLDCWj8jhLkDv70SWosFim6C0NK6B+1Xw2niMdv92sDWB/x6ue8C1082pSm7vt1i5+QfckVv7vv71x3jzU5bfw9bywxXEEuEAk2D1ORmho8/C4m1W9u5UgYLqMJzxkj9K4mzvQjEk960dUuY7fSbfU7HWtQfN19nDXEQjWchNzPEOu1SQp3eo9wOUt7S6dYyY5Pn3NkYbIBrlxFJztY66uKjJ3Oyj1VQnBqlJc+bIWLda52KWQKu4kfUMP6V1Wm2sSsTJEj7bfcQHB5P1+tc8MJJsirV9mrsfC4xGrR5QncRkDIH1rpNDu4H1aLFofkDMcbT0H1rBeW3XYFsSV8sdFB9a1NEkt1WaQWRDrEdvyDuQK7aVJQ0Rbm/q7n3R0lpdpG0Pl2wKvbtIG3qOo/wDrVlLqKdGtCR/slTWnBLbieD/Q2GLQ5/d+xrB8yybO+1Ye/lEfyraRz5c21L5G/b3FkU07fG8fzN95CO9Ur9bKbTgEmUfvjj5vapbY2H2bT/LnKN5jAfvCMfMPWqF7bmTTmCXIbbOfvqrfw0uhjGclid+plyWJ85CkoOGH86xfEyG31KYt2WQjH4D+tQaaiXnjNtNv9RuLSF5NiS280cSx9yW38Yxngck4FZWsTXkeo6rb3kl0zQSmJRckb1G7vjjPAzjilY7KlV1KsYlaAcDHpXcwXU1t9qKOwMdqI157kD/GuEsWDSRqT1YD9a7ESb7qaMdHnVT+FETfHaqKZfv7+4i1Dykk+WONEGR7Vr+HtUuBdSEuCEgcjj2rmbyXdqdw2f4z/hWnobkG8b0tmFF9TplCMcNt0OltoobibT96BS7MWK8Z5P8AhWJcRRjfaCSRYHbMihuG59Py+tadmT9osQD0jZv1asR33OTnvTkc+Bpwd7o6WzfTE0icC0wPNUfN83GOlOv1s2bUDFK8LeUPuuV7j8KybZsaROf+m6fyqS8bMuoD1gB/lRfQ5K9CP1m67oyLqwZyHWWKYnoZYxn/AL6XFSPHdRCwAWUHYceXOGHX0YVzWv3U9rp5lt5nicOvzIcGl1uHxHoOi6Je3l/eLNdCQPEycQAbSgJx94h84/qDQtisbC1onWxHfpMW4A7p2zke1a2jWtu+p2m6CI/OP4B70UVoc2H/AN2fzOiTTbRtPmbyQCbgj5WI7H3pl1p9q91OWjYnzGGd7dvxooqpbGGWfxH6Ghpmn2sSzukOGEXXce/41pw2tulzZbYIx+6A+77NRRUF4xL233FP7Nb+Y6+RFj02CporO1+wT4t4hllPC+4oooOrE/wmRtYWzTn92Rm2P3XI/hHvXhWu3EujeNL+7tHPmQzsF8wlhyu05z7MaKKGcWHXuy9TL0tmjiaMMSPNQc9e9b82H1KfcAfnI5HtRRUPc6cL/Fl6G9pttA+jy74Y2/0heqj0rVvtPs1mvQtugB2Lxnpx/hRRVdDCp/vXzRRXTbLzB/oycjvmursrG0R7JBbRbfspbBGeSGz1+goopQ3OnMv4a9RtxDCmhQFYYh+/cfcFUTbwSIm+CJvqgooonuaYD+AjVvtPsze3H+jRj9xngY7LXBeP7G3j8LwOispDgcO394+9FFI8+h/E+84PXPET6zFbxvp1jbNAqJHJbK6lUXogBYqBzk4HJ5qpp19OscfzA7bZsZH1ooqZHVFJ7luyuZH2qQuPpXdJDFIL0vEjYhQDI+lFFOBWY7R+ZFfafaC8ZRAgAVQMfSr+kadafZbs+Sv+rT+dFFNfEOr/ALr8kayWFsLiPCEf6J2Y+lYg0+AY2+YvA5DmiiqkZ5dtL5FxITHDYASyMBK3DYP8Q9RXP39wfssimOM/6V1xg/d9qKKXQyX+8/M4ufWm0jVL5PsNjexTShzHew+YFZRwQcgjqcjOD3BqldX1zqs9/e3kpkuJpFkdsYySCegooqXsdMf469SPTznVLUdvMWus0eRpZIWc5JuTn8xRRSidWM+JD5STdSk9TIf51s6MSIr7H/PD+tFFC3O6v/u79DbtGP2qx5/5YH+TVir/AFoopyObAfa+RqW//IEn/wCu6/yqW7H+kX//AF7f0FFFBhX/AI79UcD4lJ/stv8ArolYN7r+p3+l2Wn3V5NNBBK8i+ZIzElsdcnnG3j0yfWiihBjviP/2Q==", 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", 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", "info": {"video_id": "214162", "label": "moving glasses down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "992b22ccfea0975a30ff722a36f28496272cd362c1c1b1412252c8a74c712132"} +{"episode": 70444, "episode_seed": 368043376, "split": "train", "timestamp": "2025-10-13T03:38:14.223317", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 368043376, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'opening zip'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "130828", "label": "opening zip", "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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nkRNaqMLt+c9wD2+p7/l61w9/qjyCa3CYXPHqBjp+NZTZpE5/xJqEL6RpMEbbikDM5x/E0jkj8sUzwo32u2u7YHJK8D35rD1qfcyQIfkjJwPTPWtfwavlN9ozzvwR7YrOMdLlVH7o/a91eRWUQO+RwpwOnrXqWrWWzSorSNf3cCIoHpWXotlbXGrRXX2ZEk6Ej3rtWtVuFnUrkNk4NWjFHI6bB5U0eccMK6qRRax3ExHyxxs36ViLbGKUg/wmug1BBJpzADiUxr+BIzWsRnJahaNBpEUZyXLiac/3nbk/l0rKN3ggoCMV6NBp0V15izDKu3H0rndT8LiG72RsCrHIPoKY0ZFrGL59yRN2HHc+grstS0mLSPCMlpIALq8Uq2Oo4/pVrwjp1oupkuqCKziEr7uiZ+7n3PJ+g96yPGHiS1uNbjlV91vCCuAeBkjn9K56snbQ0glfU5qz8FnzVlUfKE2KD9K1P+EbiikjkuV3NGMVatPGenNKiCZNx4210cs6TRfMAGPauF1qkep1+zizqPF+ovpuliVV3KThh7d68X1PxJGurRyIv7kKquMd8c17J43hik0OV5ZdiqjDHrkYH5HBrybxD4XSw0nR7koQ19CxO4dHHK/mpr0up5r3N/w9eRtLEyNlGJArudy+aCcc4P5ivGvD999jYwt8skbDcp/mK9In1UQWttcE/uy4hc+meVP862QGnqBkjdbiM47GtnS7xJbO4Ma7iAW2epx0/QViLOt3ZvGG56it7RdOW0s0kbPmuNx54Ge1Eyoj9BlSbRbYrwQuGHoa0qo6fp/2GW52sCksm9R6e1XqzWxT3CovIjFx54UByu0n2qWg9KUldAcBrfgyB7rWJY4V/wBLVJoZS4UQSgnd14wcjj0Jrzmw1NRL5M2FlVmRlz/EvUV6R8Rb9Y1sLB5I0W43n584JG3H868agv7N9durTPluJWVW2/eK9KUZX1M5bnonh479RLDqEYkmsnUNQWG7liLfNnPP51p+D1LyOxOTuZCfqawNa02YS/aCxd92HJ9uB/KtE9RpGpp7tLNukyABwfY10VzC0brGmCWXa1UNAt4NRtmeJx+7UKwPUdR/PFdxDpUNxYWrMmJXIkdu+R2+lOU7RuUo66mFJ4ZMNiZYhukC9K4vU7GWQJuiKsPvMe/sK9tSFVjC44rI1fw7BqVs6DEchB2sB0Nc0XOO5s3BnhF8VtY2YjAHSuJ1GZriUtzjNd74os3tbySzuEKSRthhXHT2oMoVRmqlMXKdf4c8DG8+Gl5r8Csb6OdnVBz5kKqAy4/Nh9PesrSdY3uqbT9a998F2S6V4VtdLkMRmhhBdVHTcNwz78/pXzdoupW11JJGx2SKx2gDrzSqt2Ri9z2TwwVnuInBzjj9a7TeqAsehOK8+8EXIG5emxwP1rt7wlo2j5ARtwxUxYdClqJ8uZZF6VpzKz6e5PQxZrKuInuYBCMYLDB9K6eG2jNgIlI4TZ+lbIRizk/2SzquSwUfSucnUWEe9wDPIMqD0+p9vT3+ldFfo1paQoq+Z8qhYs4DOOPmPZfWvPPFutGKZ42mzKf9Y4HT0AHb2FNjRj6vqLx3EYhXzPn5zzuY+tctrqmwt5ZZGzPJk5966rSYYrm3+1XAwkeWX2A7/U8CuI8X3b3N1IxwATwo6AVjJm0UcW5Ly888817H4l0W38M+GvByrDGt3Lp7GYkYL4Kvz6keY1ebeFtGfXfFGn6cgJ8+dUOOuOp/QGvYPjPOr/8ACLSyQtA6rOpjk6oCEGOPpSv0JqEHhgiS5EvYsCPyrs7Y7XGQeR+dcL4MlDxwknOSFP1xXYPdKIYShJckqw9MdKqG5kkR6jarDelwPkfvVgkHTIwR9yVAfzp+9LyMQOfm6An1pb+3KWDbVO8gEqPVTn+lalItRBYbTeW5esPXNUj0+2Mz7ZLiQ7beDPLN6n/ZH69Kv3t0lhEVnDfuzhFXrKTyAP8AGuH1G5MF019fuGvJPuRg8Rj0H+NAyxFqN3YaTcwXFxmW9m8+YjqxxgAn0Fef6pqU093IN21F6gVqXrXOpTJNuITPzHsK5bVrlPNaKI8A4J9axkzRI2fAlm+q+OrZNu9IkkkYY7BT/Uiu+8Wa1JpGsWWnFSDMO3UVmfBiP+z59R117WWdAFtFCYwC3zEnPb5QOPWt/wCIEum60bDWIIWgvdPYho2H+sjPv3wefxNYVIQkveLhOSlodBqt4+v+OotL815LF5lRkB7Lkt/Kt74n2Jl8Dz3ECAyWLLOgx2HB/Qn8qw/CqofGkNldrsvbNZZQf74PH/s2a9H1CzTUNOubOQApPE0bZ9CMV2R2OVbHzHPObi1j1O2x5sf31Hcd67jRL2HWtCMMjfu548fRlPX8CK81sJm0zVbiwuuAsjQuD2IOK6bws32K7udPB+Qnz4DnqOjD+Rq4gjqPDuqSQ6hNYXDkPGeNx7V6vpeqQ3kSxlgswAG319xXh3iKN4jFf25Kyx9WH8S5/pW/4e8QvfQxujBbuEhl9yP6GibNIq57JUU8wgiL4yegHqajsLyPULGK6iPyyLnHoe4/A1ZIB61D1V0LZ6iLkqM9aXNHavKL7WNWuPHWoaYuuXdpAruIVjUNyE3BenA4PNNKysIg+NonFtpUsG3IkdM5+YE4xj8v5V5DrfhnUdFjsr24babuL7QrE+/c/kfxrtIrnW/GOv6ZpU95NceYxYs+CIkGCzfl+uK9F+KPh1Lzwik1rDufT1BRAOqAYI/LNZU1ZEy3OK+Hl+82n/vciQSHd79CK2NdAstQd8DyZDux9a888D340/VZbYNmGceZFnsR1H5Yr0bXIxqOmoUwX5Gfp/8AWxWqZSNbwpoklxL9otiEspCDIx/i9hXoixooVVUALwPasrwwqR+HLFExhYlHHr3rYrOD59WVLTQKKKK1JOC+I/hlNV0438CD7XCOcD76/wD1q8k0XR2vPEVnasud0qhh7Z5/TNfR95GJIHQjIIwa8i1/T5tCkutTsZGgmj2BXTrlmwf0FeTiakopxW50w1jc9aDo8RVuGA4I4r4/1Lw3qGgQaffyAoLuLz4/YEn+mK9e1HWtSi0qK+s/EWpyhp/I/fIqLLhcs0ffAPBz6j6VvfE7w2moeDImtYRvsI1CL/sgYxWuGdXl5arvbqc07Xujz74b6w8s0sUrHccHnvXsouFeRom/jUMPevmjwpqrWXiG3jZiInJA/GvatS1F7exs9RRvkQbHroTsx2N0rLY3a5LPGTkVqwX4WVXLY/2TWNZa5BdojhcxtyuTkgVLqUiSK00R+tbokS8vpJo9QiJyY8yoB6Ht+deN3we/1YhifLD8/wC0a7yy1cLrrW8o+SYGFs+9cvrlsml3DIflZicHvjuaTehUR6jbbSRI67F+ZyOmQOPwFeca5cedckjnNdbrV59miSCM43oGeuHucvIfrWE3qbRR3fwc0xp/FL3207bSFnDejH5R/M1p/H++aQ+HGP3l+0bsd/8AV1U+G5e1vJLNtTurKO6kCGSGSNAu0dWLjpyffNc38Sxqc8qi7mupY7GeSAC4xvjz0zjjPy8151FV3jOfm9x6W+X53FNx5fM0PAGr74ApPzRyqST9f/r16crxtK43Yw5GK8C8H6gbbU/JHAkX16kc16jfayba5tpSP3dzEpz23Dg16trSMDtPLwVdGHy+9VbjVWjmzJMxRMk5HX2rMsdR8yRA7Er7VYuoBOruqbc+taboAutaS50hdQ8tfPhUwncMkY6Y/DFeYT3N1qepsXY7c8nP8q7yMwzwXmlLwZIt4I/vL/8AWNcgdHmXzAsnlsOueuP6VLehaK2o6kLTTfs8Yx2J9a4vcZZfbNburwSMFV5eF6D2qro+mNqWr29lEPmmkVB+Jx/WsKklFOTNYn0B8NdD/s7wDaCUBWu9075/2un6AVna1ZxI8kLYK5IOa6Lxo0mkeEIxYSvA0DRxIyHkL0x+QrzrxVa+ItP0iwvry/uzPdl/MiK8RABSoJx94hs47fnXzuX1q2JUpp3jd79PTyLbUWega6xsvG3hm9g+WeaQwSN/eQ8EGvSu1FFfVxOKJ8q/EiCO2+JOuRxDapfzcejFQT+pNT6HPIy6dOT+8WZUz6g8EUUU4jO5uIklHluMqcrj2INc1bj7DdxSQEqQwFFFNlo9j8ETu8V5ET8gZXA9CRz/ACrraKKmBU9wPSvCPEt7Lp/jvUrqDb5kdw23cMjlNp/QmiiqIND4WRqPFVy/dLIqPxdf8K9euI1mtJY5BlWQgj8KKKzhsTLc+UJB9i8S3UcHyrb3pWP2BbGPpg16XbTyHS927lCCD+OP5GiimOJ6T4Qdm0dVJ4Vjiuk7UUVlR3ZpU3Ciiiuggjl+6a84+InyaJOB0aWIn86KK8jGfH80dFP4WefalrjaqkEclhZQGJVRHgV1KoP4QCxAHOenWvcZUWewkikG5GjIIP0oorpp/EznnsfI/iGJbLxPexQZVYp8p7d69d02Vr7wddRzncpt9/44/wDrUUVpLoNbFfwncynT0UtkDgZrtbY74nB6UUVshM5PVUWG98xBhgSQa5/xnK8viZUZjtKIcfUZNFFIpHN6zI0k7sx5zj8KwQM3K5/vUUVzVTaB3enaj/ZUHlCzs7qKULIyXUW/DAZyDkEdTxnB75qzdINc8NeJLm/PmzSBJWfp83zHPt0H5UUVx4Zv2kfmZ1dmeNWcrQ30EiHDK4IP416RrMryeD3dmO63mUxkdsnBFFFetPdGZseHLqVrWJmILYHNdeZnkstxIyR2ooqkI5eB2TW7cg8mQKT7EEGuZ1i8uDqNyfMYfMRgUUVDLRyV5PK8g3OT9TXZfCmFJ/HlgJBkLIzj6qpI/WiiuDH/AO7T9Gbw3PbPiIf+KRY/9No/515Pf6xf32nx2FzcyywQu7rvdmJLY65POMcemT60UV89kraoO3f/ACHU3P/Z", 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", 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", "info": {"video_id": "130828", "label": "opening zip", "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": "b97b3ca25375d75eb3cde6b8f1b1fc2dead9f1804e0b2ffe2e3a07fa9ff17f5b"} +{"episode": 70445, "episode_seed": 1236106920, "split": "train", "timestamp": "2025-10-13T03:38:16.443879", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1236106920, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'twisting ropes'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "10261", "label": "twisting ropes", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "10261", "label": "twisting ropes", "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": "33cd62b8544c548c892b4f69354fadeaa66a6d2993e857578773b129570510c2"} +{"episode": 70446, "episode_seed": 1787963799, "split": "train", "timestamp": "2025-10-13T03:38:18.698225", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1787963799, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 soup ladle in front of a men's short sleeve shirt'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "14687", "label": "holding a soup ladle in front of a men's short sleeve shirt", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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I1GRZsxGXA7Rk9R/DnPSrfic7rkKp+7AvTvzWnRmRa0p/+JRcN0/dNz+FYPgFTcXcan7kbFz7ntWlYSeT4fvnbosDH9Kq/DVCVdz6f1pdUHRnW69H8kT46Ej8/wD9VcbrRCiLPv8A0rvNZj3WJb+6Qf1rzrxbOLeyVu5DKPqcVNbR3CGuhyWlIbvVnuXG7LkjNdN4g3DRSmCQxCkegPFZ2gWuxo88DFdBqMKXES275AmymR24PNedvqeitGonCaBpX2gXMGCBODGHxnC9M1sat4KTzNJn0dBb7FInmPIyuChI7knI4rq/DOjrb2VyxUYQKi+xyN38v1p6yZ08L7/1rtox9zmfU5sRO8uVdCWz1Uan4XvbS4TyNStUxcW5PT0dfVD2P4V0LkwaQrsOFtA31+UCsPW9FF9oX261k8jUrSImGYdGU/ejf1Q/oeRVmz1iPVPCcrmN4LmCJYLiCT70T8ce4IwQe4Nbo52ZumHbqRTrg9qqeK5Sni62KcsIBt9jzUunhhqueTyKqa+3nePIkXnZCg/z+dS/hH1PRrG3EejRQ9cx8+5PX+dcyy4yPSuxgXFqg/2RXLXabLqZR2c1VRaImJ5VoyvGANoHrmuyiybbjI47Vz1jb7ZQ23tnNdFAwEfJ46V5R6Rf0qImdCeozU/iNts1tjrg/wBKow6itiDMyF41xkL169vzqTXb2C8+xXFvIHiYHn0I6gjsa76CSpWOSs7zLWj8XJA7KB+NbdzZwXmsC3uUEkU9jJG6H+JSQCP1rC0MlpmPriukkVv+EhsSOht5gf8Ax01rDYyZ58ZJzf3OmXjmW6scQmQ9ZUx8j/UrjPuDVrVJRB4QvBnllCfmazvHD3Wm6hNrVgFM8IKSBhkNGT1I/wBk8/nXnN94x1m/tmt5rohGOWVFVQfyFJ9QPbvh5F5emIe5/wAK6vVZVSyk3dCNoHqTXzXpXjTxJp+1LXWbiJB/DtVh+RFen+E/EmreI9Onk1KZJlhl2RusQQscZOccelUppRsJxu7lHxkP9K00hckeZj/x2pNLOU5H4VL4pi8x7M8/KW6fhTbBdqqBwcV51b42dtL4EXFVjOcnIHQ4xjFdLEvl6NIp4xGen0rnxIFIbr7VswajbXWn3cMco86JDvjPBHHX3Fb4RWu2Z4l7IwbY5jHoMAD3NdbKnmaDeL/0yb+VcbZvu8sf7Wa7iJd+j3Q7mJv/AEGumJzs5jxHG2kNBeR4FnqccUVwOyTKv7t/+BL8p9wtQaam29BB4PY1r+IrZNR8HWkEv3JrdMkdQdowfqDzXkt3451jTLn7E8MCS2x2NJs3M5H8XPGD1/Gm9GJbHYQEXXxCuW6hXA/ID/CvWoTi3T1xwK+WYvF+swalJfQXSpPI24nylP6Yrt/D3xP8T3N9Z2c01ncedIseDbbSM8ZypHT6UQkle4SVz0jU2V72UqcgcE+pA5rx2yn8/UZZyCS7nH0r1iQ5DfQ15nY24VkI4zxgVyYh3OjDrW51Flzbj1Hc9qt6fGWnUkZywz7jOarWmFjx26Vp6e6LdAFgD2zWFOPNNI3nLli2WfERwlq3+0Tn8Kh0r5rzcerLn9af4nO1bUdOSP0qPR23Xbn0GK9GW5wrY3Li3SbXbZZUDxyWkqMrDhgcZB/AmuImWay1K40aaQu9kgWF2PMlufuZ91+6f933rv5jt1zTv9uKZf8Ax0H+lcD44W4i1OTUrNA1zahmCt0kTHzKfyz9RTewkX7iTy/CeoMeMwkVa+HEYWw3eteOXfjfWru0ktGnVIX6rGgAx+Wf1qLTvFuv2ICWusXcCDtG4A/lU31THbQ+m9SAawmHH3c/TFeT+OGPmadGT8hZ2P4Y/wAak8E+Jdb1s30eoahNc28apgShSdxJ7gDsKm8WRCV7PPVQ5z6dKzxEk46F0V7yINHIIHBHFazqWmVTyPbtWbpibVUnqa2MgYY9e9cFuh231ub2mqRpz5GC2WPua5uE5i2dgSxrqLTadOcqcjYQCK5K3f5SM8lsV6bXLFI8+95NnYqm/Q7lMf8ALE/yrnvEcB0zTbPWY+IZLeK1v1HdP4JPqrcf7rH0rp7Nd2nTj1jP8qzdXC3Pgu0RlDpJAgZT0I24Iq+grmFpob7cN3OQORWfJ/pHxFlwc7dg/QVw+p+Jdc8P3S6fFKirAgEcuwFpE/hJJzyBx+Fc+/iLV5L57z+0LhJ3OWdH2n9KzeqHY+sISBbqT0xXM6oANQlxjkgkDscV4npPi3xK1zbwx67qTPJKiANcFhyQOhr2SRizszMWYnJJ71U5pqxKjY4WyOIVyK0XJ8tUBxuwazrT7mMdBV3cWce1ebTjzM75ysi0EDwleO3Wl1lEgt7EKoBdWZiBjcTjk01CdpqXxMAPsRUkoU+XP0rvjszje5oeHz+9T3xXWzyeTf2cnQ7/ACgf95W/wFchoWQ0LDtzXUakdx01h/FeoT/3y1XDYlnJatElxfTRSKGjlyjKe4PBrxnxL4fn0LU3hKsbdzmGQ9GX0+or2i+51DP+3W/baVZXljKl7axXERQ5SVAw/WhK7Hex8xxK24BVJYnAAHJNe5+FtJfRPD9vaTjbcHMkw9Gbt+AwPwqLRfD2k23iTFtp8MZDna2CxX6ZPFVoZbrUvGV3pj6vcWkZMpiEabssqFgvsODyfT3qWgLeu8zWvph/6VBAcKSO1YGnajdXzbrqd5cAbd3bPWtpW2xsPXFcVRXqNHXTdoFmElmLE9TxVuys42luJnUbkRnVgeQSMc+1UoiQK1rEE2V64PzBMY9ua6qcUtDnm29WYumNlxXoun4bT2PY8V5xo4zIR6CvRtFO60SNh0Oa0pkSMzV3D6FaIOkeY+n91iv9K8o8c+HHurZdYtULSRjbOoH8I6N+HQ16bdEto6573E//AKMaodHtxcDawyucU2rsS0PnQKQeRXcfDnSpbvW/7QZD9nswTuPQyEEKPyya9A8XeCvDsc0M6aakcjffETlAxweSBx+VR6vENC8GWx0xRaAuCBFx3wfz9aTVh3NxiNprgtPxtPseK0NVnkt9Di1Gw1zUZVa4Nvm4jVFnITczxDrtU/Kd3qPcCjY/KoXv1rjxHQ6aHU1lbbCSO4IFK8ZktJEJ5ZSDUW75UWrETYFVSjpcVWWth1/58el2fmztKvmN5e/7yrjoT39q0NBOZQfUVS19WjsdPjYEEc/pVrQjhoT2PWup/Ec62OxljT+0tOlfPyMy8f7SkVyWsANqzkgEbuh711WpttS1kB63cKj6bq5XVudSY/7dXLYSPIPF/hptF1AyQKTZTfNGeuz1U/T+Vc8ikEAA5PSvo+00ODUZYpLmNXjjyxRhkH6isqw0rQ7HUWS00q2XUBIyxzCPOwdiM9Dz+lTyjuZvgnRpdG0H/SkMdzcv5roeqjGFB98c/jU3iHmezHrv/pUcN2b3xxcabe6pd2tu8xSN45Y0WPHUsX4xjPHUnFZMkt2NZu7W7luW+yytGq3GN64JHOOM8DOOK56y91mlL4ka1sAAAO1TBzJMT/DVeFtoJP8AdqSJu9ZUoX1ZtVlbQu6clyNTlaGcorD94h5VlC/z9DWfYtulx78fnW1pgJM8mDtWLBx7/wD6qwtMybgj3P8AOuv7KOXqejaWAbJiem3B/Ks7UUWLwzZwrnMY8s/gSP6Vf0Uh9P2dyf0rLvn36ZMOwvJwP++zWnQnqef+LPDQ1nSftFsv+mWwO0f89Fzkr9e4rykxNHIVZSGHUEcivoTToPtCGPscg1Lq+gaJYpYNd6bb3CqCH3xgk55H6j9ahK5Vzyv4e6FPfaxHqUkbCytG3byOHk7KPXHU160cetZfiS7ls/C8c1kRaoZEWJYVChEHGAPxrG1q28Q6HoumXt1f3azXhk8yIrgQ4ClATj7xDZx2/OpktQ3K1t0FWoeeaKK5KPU6q3QuIOKd4gYvp2mufvEUUV1x2ZzPcv6B/qoq6u++7pv/AF9D/wBAaiirjsSzkr3/AI//APgddfZjFjIf9miirhuJ7HNaEobxEc+rGuC1LUJ9K8X3d7bbfOimfbvGR8ylTx9GNFFZPYor6KMNIB2AxXQKcsPpRRXL/wAvmdK/hFmOtfS+Uu17GKiiumnuYS2MHRj/AKXjtzXpGi9F/CiinDYlmHe/8gmP/rrL/wChtR4dGQ3+9RRVrckk8X8yQj3/AKVi+MgF8F2WP7wP60UUp/Exo4zWPET61DBFJpmn25gRY43t0dSqDogBYgDnPA5PNXrXhqKK4sTujrw/UuL96rSdKKK1hsjGfxMn8Qc6Vp7HrgCrWgcpFRRW7+IzWx1d6AbSxz/z+RfzNcvqv/H+f9+iiqewjqtLAFs//XOuYsRnxSM/89TRRTlsgRx2raw2l+ItVjNhY3kUtyWKXcO8Bl6EEEEdTkZwe4NV7O8n1G/u726k8y4nfzJGxjJOe3aiiuWr8DNaXxI2QcoKsxdKKKVL4R1fiNjSD+8uB2MRz+dYOl/8fzD/AGm/nRRW/RGfVnoeijCIPasu9AGnSY73c5/8fNFFX0I6kPh8csferPi8cQDtn+lFFC+Bh1MDxfx4Jssf89B/OuHu9d1K/wBOg0+6u5poIHaRfMkZiS2M5yecY49Mn1oorNlI/9k=", 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", "info": {"video_id": "14687", "label": "holding a soup ladle in front of a men's short sleeve shirt", "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": "5dede1b911e711cb35d750c36150cfce17b8a447f7c3ff77703de2655b65514e"} +{"episode": 70447, "episode_seed": 2286224087, "split": "train", "timestamp": "2025-10-13T03:38:21.865965", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2286224087, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera left while filming bag'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "17638", "label": "turning the camera left while filming bag", "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": "17638", "label": "turning the camera left while filming bag", "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": "d3db326f72f64d2e995207cc54d8fdb289d94ce1fd618822a351e9d63ff3aca9"} +{"episode": 70448, "episode_seed": 1316841836, "split": "train", "timestamp": "2025-10-13T03:38:24.165870", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1316841836, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) indicator of scooter'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "119784", "label": "touching (without moving) indicator of scooter", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "119784", "label": "touching (without moving) indicator of scooter", "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": "66c971d9c92e1da11ce6eb5e975a92694cf2db1bed799eb927bd5a4009bde3e1"} +{"episode": 70449, "episode_seed": 1513465434, "split": "train", "timestamp": "2025-10-13T03:38:27.762002", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1513465434, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling a stool from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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+qEfnx/WoSA8bIehBFS3vMUaYzmRF/XP9K7pHGJMAECjoOK47xRC0umFnjaaNiQNikNHnjIPf6cV2UnKGuXvbSRdPiuIirSq4JHmlARnv2/SuPE7JHTQdnc4m60xk1CF5VLohCM54YkcfQZ4rWttMWNwzFVXAbenIHORz/Igc9h1w6zt42ucyP/pjMPMdTvSQdsYHUe2T/TSgiiWc7VIZfuqDwDnJIHJ/DOR6+vIoq51uTKqW62sL+XdTs7OSkaAY59M8fXsBSzz3Sy/upzOFTeG2ja2eM/QnjHU81YKecscTPGsrqrCMgFmG7k45z9MDrwDzUIt2UyOWGw8LvGSzbsEAZ6/kw6ZFNIm5nMnnW8kki4Z3cY/hB7+2T+Z7YpI7ASNaRmcIhdRLIv3o1Pceq5H0zWlGh8reoZ23OdjjnA64PXv6Y/vdaYlnHqMkM33GVTtCgozrjkc/fHY+nYGhRBs0dJht0kv4IctFEx8uVjhW7gD16+wpuvq11Lp0qjl07euf89jUeix3LWl67iIqjGOMO7cAYHY8USOJdN0syLjmQYVt54PY9T68fjnpW6f7tr+tzFr3k/62Mu0lbTrkuIVbap/eDB8sEEHI9xnH+FWftUcXhhIPOibMeQC3znPU47mmLaO2n3jv5cpYBQQoLfN7j16nP146U7xI8lrYRW0bwmEIAyAYYY4rm2NVqyLwtqbXVm1vK4aSE4DDuvaukVgSK808NXTW+rKM4Ei4Iz/n0r0OKUMVPat6buiKkbSLennNunuzf+hGtWOsfTG3WcR+p/U1rxniumJhIsCpFqFTUoNaogfUVt8pnX0mY/ng/wBakBqGA/6Tcr/tKw/FR/hVoliA7ruVgcgKq/zP9afJnb0NUYraBjK3lJzK38Ppx/SntaW+3/VJUCIbn6Gsq4kWNoncfKkqk5/KrVxY2zEkxfkzD+tanh7wtpOsWrvPFcAK5Q/vmXJHcDPSsZxcrpG0HbUw/EFvC5trtltl8393vkjBbHbAPXn0BPPFZ8ds0UH2dkuJDxsDH7g2885569fTqQM13eq+GMRvbQoJNw/dSSjO0jkZ+hArm9Uil0+VGuDui3ZkWMFxnHdvx2hieCRgcmsHBrVmyl0M0zWtvNHFKWSTylKZk2ZOCOvOOnXjGOB0NVxZQbJU8u0MJ+ZIEnIG7sx/vEfqQT1PF4yRfMvmWcaPiRUaFgpbH3mJ9sfUAetN+xQTLl47CRieRnH/AAE+g459h70rFXM57S6upQJoCdoKxrFJvKD1YDkZ9R1OQcjFSzW3lXMErKd8iqyFjgqF44+nfbwvAwcZqxcWiwBXWxVwDtTy3yxP+174/NtvPGahgi1C9dpWWNmJXKo4IwPug56cH5WXkYYnOSKVgudb4X065u5LxGDRop+R36N16DqPxJ/PNZwBh1u6sN5E0USB2Vefu9RXUeGPLspruFiGkIQuQm0E8jjHYY2+vymk1oaWl+t6bZDdIn3txBYdgR/LNdHLzQSMb2k2cS9iLY3IkE7lmDFpQSQCP4ecdQecio5Y44bVJU8uHzFZ8ySEHnjIwOcDpjGeOfV+n+IrnWdQupZ2k+wQyGLK8KgPfJ9Djpnvx3q89qLFniR7sjAbd5fmIgz0JOemfUnn3rmcV0Nr2dmZbr5kYWdVuwPlj8uYoSO3y54+v1x2qCeOK4j8oy39tHGApjCh8AdQO3Xt64HbFamEmlLSW9vOxxkp+7c88H69vrj0pWtCY9iG8gPJXHKDA4GR0GOM9uTySDU2K5igtorWwf8AcvHtVf3TcEg/KOcEEnnHJ67fUXLFWWZJY0LIGd28voB3bng9h0z6kEYNVNMvp54TLMvlA5Eflsin23D7vcZHI2jH3q1msp40S1aaR7q4yAyKuUU9XJ6Fsfh0xyTVJCcipbzLZaJNqUytCJSz79oORn5T1PbHeo/Cm7+wklbGZpHkGBjIJ4P6UeOtSeK2g0qA5kmIjDbshhwMf4jFOt9OkhgjiTUbtURQoVdmAB6fLXRho3m32Mqz9xeZuqeKmuDmaBf9ok/gD/jWOtlLj/kI3p/4Gv8A8TWgzXD30aYhACHkk9yB/SuuZyI0I7Se4hdoomcKOcVzUSPdaLJDGEdgWVjK3yjkjpXo2kNELPYCB2JHesa50mx0u8u7nzR5Mv7x4tnRvY+lc1WDlY6Kb5Thkt2WOB3mjWZhvJwCu/GPl65OfY/hUxE8JYJDLOc5YeXgMAMHk8Z9ByfTGM1NDPBrkUps4ILZlJaNWyQ2D83BI7/h834U97WbzFaeNZZBklIrg/L/AMB9gcfjXM422N79GZszQuFMtxHbK5BKG3KZ/wCBDk8d89PrUDwyt+5t4bZLRvvR2z/M4HZVx83+6euDmtT5FZi9zPuORsuEBJGegYcA9sj+lQT28SxBktbWVBgEwN82TwMegPHPbk9aVh3K4s/3GH3gLIcrg7jgHHbdxzz29G5rQszDHGQ+wbYNwzjPfnjIzz3x7cVTE19dBlNq6W6DKq7EgnGRuxyDwcN/DgD1rZeJ1sorYxxiS42oI5Gx8vUk4+6cZ4Hse9VFEyZmr5UHhySQ7XWZC4Dv1zk8VT06IDRNKVVYMInkxgsQPXHfGR7jqBVnxvcW7WcWmRovmSusYVchl5/P+lWbfS5BABNdIYLeLAKx7GTGOVIJ54/p3rRRvGT7WIk7W8yvFYSyvCGIVd3nMW5OAOOvXJ549K4XxZqEs2oyRu8TrH8qPEK7rVL6LTtIkuAyR3UyAooPWP8AhHP1z+PfFeRXly0kpc7izHLAnPPY1yS7HRSV9SzpMuzU7dipxjsCT3r0C0vk4ysvXtE3+FefeH1L6orDJUc5IxkdK9CtG5NbUtia25e0q6T7BB8s33Af9U3+FbEd7Hj7k/8A35b/AArL004s4P8Armv8q14zXXE5ZDlv4wM+Xcf9+H/wpw1W3BwUuf8AwGk/wqWPpUw7c1qiGVv7Vtx/Bc/+A0n+FRwanC9/MFS4OY0PNu47sO4rQB96rPgagnq0LD8mH+NUiWMts/ZYy3VhuP48/wBaeTwaMBUVR0UACkCvKwSMZP6CoYrFOdgoYk8V02hXDRW6S7RGhQAZGKzWtYLdA5AkkH8TDIB9hXI67rt1BcNO1w+2MfKgPGfpWfOkdEKbZ6TrOvW9nEnmzKhPTJ/WuI0w3Memz6sUa5s5Ll/MhiTc+0Nw4HJJ9cYwOeoryPWPE93fyNLPKxUHoD716V8MfGEAtPsFwyqV4GT1yf1rJ1VJ2NZUnCNzoBA0kK3JvneF/nDLCrqF6/Lj8efZeBg1VkswYxJDBbT7huVXQxk+nJ/Dr6E9Tit278PS/wDH34ZkgjLkyTWszkxyMecr/cb1Ydc81Sl1G6tFa3vLTVbWQMV221uZlYjGSrAEFffjvScbGakZEMm6dYRokSu2GOGwG5OBjv0PHrtH0uiZhA9zcWC2ttbsFeTZ80jDqqgdTuwM9+cdebsN/qcmEstC1GdSMGW7jWIDgc/Mc4+grkZItTuvHM9nqGuzxvA0hhSFdyCRU3AAH6Hk/wBaEuwN9zU1rxC/hK2S/mgSO51PLAEAlQnRSRwcbvzJrzrUPGmpancSzBn243SFfSs3xJr19rr2sd1dyXPlZ2Bv4S2OmPoK6iw+HdrPpkL3d3dxSyxgyxLgAHrilaUnaJrFwhFSkdH8L5rW60ie1kOS7MWGcbs+9dCy/wBgMtrdyLHbuf8ARZVc5CjgIx7f7LH6ds153PZz+Cr6K809pHsTgOGOSp9/r616boHirSvEFgLe6jilEg+dJRlT7H+VKKt7stzOf8y2YydIZIj/AGhLG4DZ3SR44wMYK9PT9KpwaJdOymx1GVrdjuckhzg4I6jGD8x/757DFdGvhUgqdM1ua3iOT5ZiSRRnnAyMhR2XtSf8IleGXNz4kmMeMMsNvHExH+9yRQ4MSmu5gOLuxfy7q8juMkCGCHmW4Y4PGegHTPsTxWsLNNOs31TU0g+1vHwU58sf3Qe69/rmrk3/AAjvhkNdwoiXGwqZWYu5Gc4yTnrXlHjDx3NrMz2VoxMTHGQamTUfUuMXPbYq2kj6z4ue6ZvMt7YlgG/hc9APbvXZxvxXKeGrcW9oR1JOSfU1d8R3dxZaI01tK0UokQBlPODXZh48lMyryvKx0yOPWp2/dzyXE7iGIBR833jjJ6fjXA6jdzW+iw6hYa7qMqtc/Z8zxqizkLuZ4x12qcKd3qPcDoPEmuW0MZj37nYdBTqVOxFOnd6nTL4v0u1tjKzFUX7o6E/h2rhNd+Ia3k8qQKdjAhcnoK4DXL6aW52GVsdduelW4fB+t3FrHKqW6RyhXDvJ8wHXpXK6k5aRO1U4R1keueE9LF74LtnsJUhvI8SCTbuy3oQDznJH41at4LW5jZzZqtwr/v4n+SRX7AsOuex6H61xXgnxNL4YvTpOofKoOA+eK9VudOsPEaQ30F5LbXca/JLCwOF/ulTwQfQ/WlCzXmc87xephvp9y1sJLZGQbSQknzx+mM9Rj/PJqnH9pacQz6TC8hXLOhxv9umTnB4+nrmtaXTNbjYRzaM85AyZrO9CKT7AkH8/zqxCniOSQwx6KLZW6TXNwrBPX7pJp2HzaGZDNbLG9y9mbVIjiSZhtDNnkDn5jnj65qzFaF2n1acyIXj/AHcToMBOvB65PGQemK1F0E29z9s1i/8AtYTmOIDZHG3qBnk+56VxXjvxrD5D2NqwMvQYOc9vzob5VdiScnZHNpdTa14zV5gTHZgurg8N6ZrvtMhWUSTyTbIYMOVHBZv4efQYryrwqmPETadfajdWYuZPmkiljQI3Uli/GMZ4HJNLqPiHVNLl1DT5Li5JWYxhbjG9QpI5xxnp6itLqFFp7iledRWJPHmvpqeoPGoBRGyHHUHvj2NcDNKxkzgnHbPU1LdXxkZyCSx+8T2qCytnurgKAdv8q4dW7s7opRjY6fwvbbEaYj73A4rs7Q8MfasOwhEMCoo4AxWzCdkLn0U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v2cZWLaUYZSQ/3fQ5zWzrJDQqpOFySfpjH9a7oy/d+lzinG00cdrcC3VxFHHJFLEvzSo8mWQjnIPUcgcdK5+2tYzO9wH3xtlXIXOw9+DjGePX8a63xDZLMsQWWZFZShEaq27vjJPHT15qjZW7uyg2wjlWPhoyEyucAnA4Ptx3yetec1qd0ZaEVvbQJKygGQAZG05I44JJ6+38R9BzlGjt4EjVLby41J3FSSzDGeCOAf0Az1Jq8LeSSKQJGqFiei+pxyBzjjpwPqRUFz5SRs08cwfc20SqcyE4AwOWyMdMD1G0GnYaZTZJczGNwvzFQVJIIxnHPTPYfeOCcUw2waNUZcKNpYj+Ik/Nk9OvXr7kdKuyQpCvysHMm8qWPBBwAME59OTgZwN2cUMWhjzDwSFIjDYJX+8CemD3+77dyrDuVrdLItdM6tM/keTDFnBjkGeDkYxjGDj/AArpbSbZDp4d0Exba4Toc++efrWHd6fnTZZEVluX2xM7jJJJ9T97r/F83r1FaWokWk2k232iQkzIqpJGDnn1xwfpWsLxkZTXMjp1rmPE0TPqFsq8liD7+n9PeumB5zWD4iVGurNm5BDDAHPHPHf34/XpXdiF+6Zx0vjRzdpK2nXJcQq21T+8GD5YIIOR7jOP8Ks/ao4vDCQedE2Y8gFvnOepx3NMW0dtPvHfy5SwCghQW+b3Hr1Ofrx0p3iR5LWwito3hMIQBkAwwxxXmbHatWReFtTa6s2t5XDSQnAYd17V0isCRXmnhq6a31ZRnAkXBGf8+lehxShip7VvTd0RUjaRb085t092b/0I1qx1j6Y26ziP1P6mteM8V0xMJFgVItQqalBrVED6itvlM6+kzH88H+tSA1DAf9JuV/2lYfio/wAKtEsQHddysDkBVX+Z/rT5M7ehqjFbQMZW8pOZW/h9OP6U9rS32/6pKgRDc/Q1lXEixtE7j5UlUnP5VauLG2YkmL8mYf1rU8PeFtJ1i1d54rgBXKH98y5I7gZ6VjOLldI2g7amH4gt4XNtdstsvm/u98kYLY7YB68+gJ54rPjtmig+zslxIeNgY/cG3nnPPXr6dSBmu71XwxiN7aFBJuH7qSUZ2kcjP0IFc3qkUunyo1wd0W7MixguM47t+O0MTwSMDk1g4Nas2Uuhmma1t5o4pSySeUpTMmzJwR15x068YxwOhquLKDZKnl2hhPzJAk5A3dmP94j9SCep4vGSL5l8yzjR8SKjQsFLY+8xPtj6gD1pv2KCZcvHYSMTyM4/4CfQcc+w96Virmc9pdXUoE0BO0FY1ik3lB6sByM+o6nIORipZrbyrmCVlO+RVZCxwVC8cfTvt4XgYOM1YuLRYArrYq4B2p5b5Yn/AGvfH5tt54zUMEWoXrtKyxsxK5VHBGB90HPTg/Ky8jDE5yRSsFzpNDSZTciRHVNwCM3RuucA5I69yf51etN0kYIHLsxA+pNVY1ay85EMbSKu+UldoJ9sdhjb68VpaEGRoWnEZwAAFJ9OtdlP4Uck9ZsztYgmstQsfPV4w5YAf3uM8Gsi8tJW1UvIIo4mTdhDufKnI/HBPOOK9H1zS7XV7DZLLsaNg8b4ztYe1cdr2oWVhJa2v2dLm6kzhyNpBx2+oz7VjUhduTN6b0sjEjgbyiFkDru5WNMjcTk5wD9cc/hjFDyyOSs1uUDfMssluJCVzxlSSQfryOPpV9rGVXZ4JLZrOUBgwcocY4GcnrwccDr71AYfLiAIuoVJJZ45PMVxz1PX3/OsLWNFK5mbYX3PFLaXVzk4aQlCnfj0Hc+uPfhIraeWVZbhWaRmAZl+dCOyg4A4/ungdu+dIpBKfv2sxVeDKuw/l+WfXIHQVUaWeylcW1gRMCAdjDYD+PB4IOfX/dosO4sUCwzyMx3NtdmZsbTz1GcA/XA+mcGrsqw3GoWcaOAVjMvykjPrnPP8Xel022uHuGMsRDbMyO7EEHodxP3j2DD73APStK2liH2vUJViCZ8tJPYdc9hzmrSIbMCZo5vGtsVRd0cLksrZ7Y5rqPE9g1hozX0sgMYi+ZQOVJZf04ritHja+1nUNStZFgBYRDMe8MBycZIxXsF5JZ3WnyR3UKyxMhVlfow759q6IRfs/W5lO3P6HnN/atd2cU++48tNr7YhgYB/DtVYW0Ul75Rg5X5gB93C9Pc9uTgeuc1a8ReIF0C0trTSVKPLKFUhizHPbJ5py2/2u0VppLhLm2G2RVOWYHp8oPUj2zx2zXNKCWhsnZXMtGcSERXNvwoUxiQ4Knqd3G38O2DknFNPkxOZEtbmNmGzzoJt2T39/wDPsMaM0hIZX5Rhkx3UO3jHXPb1yfr6ULbo2GW0aNu7W7Zz+HpwCR1wAPas7FqRkw2kZuHIuTK8ikf6QoTjHGzjB+h4wR35q0LcR3ITC+ZvUseSQwH8wMZyd3OTgYxJPZ3ZkH2a4mG4EkzR5dOeQB3x1z3Ix0AFTaZo91HGrPcAANukOOn/AAFv4gcgN/Fn5uMU0mHMhPLkmbTrNrdzudpCGx9wcg9emdv97r1PWqepXS3HivTLKNiWgYyOrJjaAOtdFp7+RBc6hmQQ7QkUbEDcq5yw9yc9ccYrj9JaXWtXvtS+0SwgERRtHtzjqRyDx0rSEbzSIbtFs7JWqhqq75rfGSyh2wFLYAAycd8fmOoFMjspv+gnen/gSf8AxNPOml90sl5M8caElpGyydDlCAMH+fSu6uv3bOSn8SKUVhLK8IYhV3ecxbk4A469cnnj0rhfFmoSzajJG7xOsfyo8QrutUvotO0iS4DJHdTICig9Y/4Rz9c/j3xXkV5ctJKXO4sxywJzz2NeTLsehSV9SzpMuzU7dipxjsCT3r0C0vk4ysvXtE3+FefeH1L6orDJUc5IxkdK9CtG5NbUtia25e0q6T7BB8s33Af9U3+FbEd7Hj7k/wD35b/CsvTTizg/65r/ACrXjNdcTlkOW/jAz5dx/wB+H/wpw1W3BwUuf/AaT/CpY+lTDtzWqIZW/tW3H8Fz/wCA0n+FRwanC9/MFS4OY0PNu47sO4rQB96rPgagnq0LD8mH+NUiWMts/ZYy3VhuP48/1p5PBowFRVHRQAKQK8rBIxk/oKhisU52ChiTxXTaFcNFbpLtEaFABkYrNa1gt0DkCSQfxMMgH2Fcjruu3UFw07XD7Yx8qA8Z+lZ86R0QptnpOs69b2cSebMqE9Mn9a4jTDcx6bPqxRrmzkuX8yGJNz7Q3Dgckn1xjA56ivI9Y8T3d/I0s8rFQegPvXpXwx8YQC0+wXDKpXgZPXJ/WsnVUnY1lScI3OgEDSQrcm+d4X+cMsKuoXr8uPx59l4GDVWSzBjEkMFtPuG5VdDGT6cn8OvoT1OK3bvw9L/x9+GZIIy5Mk1rM5McjHnK/wBxvVh1zzVKXUbq0Vre8tNVtZAxXbbW5mViMZKsAQV9+O9JxsZqRkQybp1hGiRK7YY4bAbk4GO/Q8eu0fS6JmED3NxYLa21uwV5NnzSMOqqB1O7Az35x15uw3+pyYSy0LUZ1IwZbuNYgOBz8xzj6CuRki1O68cz2eoa7PG8DSGFIV3IJFTcAAfoeT/WhLsDfc6hrG4+yyXTW4Se+XnplAOApYHBAB/MmpU1az02YRySh5m/ujhR9a5Hwv4qudRg1A6hfPMsIjKByMLkNnH5Cuf8Q62Ljznt3KgfxVTnZWQ4U1J3Z33iD4hWFnatb2zlpem4HgVyugazF4h8Y2clyq7I0barc8npXnum6df67dvFa4kdV3nzHwMZ9a2YdG1nw7cDVZVixG/McTZ2j/CspTlJXtob8kIqyep7JqNgNPvQl4BLpsz7kLRllgc9mJzkE857HPY0q2Ced5cdqVc5O+KXHPptP8unA7VL4V8WWPiHTxbzOAXTY6k446EfjVmTw3d2Cn+yWN9acn7LNKFaP0VGPUdeG6djV2TV0c12nZmNdQX9oxZ7aK6gC7mWRMOfrwR6/XJojYKkZn0bd5vyqsXz5bkbR6fxH6Zz1xWklvrcAZ4vDt55h+bDXyOoPpy1X00rxBqNuTNPDpSkYCRjzJB75GFH4ZpKLKcjJdftKvpduZElIzKYvmMKfjwW5HHpWJ43vToWlLb2pV8JtKgbcrjH6elddeX+meFdNZYyN3Jcs+Wc9STnqfevEfFGrz69dyXcTEW8Lqcg988UpavlW7HBfa6I7Pwzb/YtEt0bO9wZX3dctzWLr/xOnu0e2tsCLPIHeodSuZbbQ4dQ0/XNRlVrg2+Z41RZyEyzxgc7VPynd6j3A5bwp4e/4SDUJUlaWO3RCzyRjo3Yc1vVlpGMCaNrylIvWGsz3Ov6e+oM5KSCQBh2PQ17Vd6cb6K31DTzGbmNPm81yEePqVPYDjr2Neay/D2yijllgu7l7vb+7aVhgEdK0/CPjWXS7gaZqoZXjbb8w9K5+Vwfv9S5SU9YdDr7e/S+Ba2uHCqw86J1BZTnoQefx6Hj6VWn0+xupwsF35M6tubycpxxyQe+CfxbNdD9i0jxAVvIJBa3WMieEAO3oGz95ec7Txk0h8KamY8f8JKxXoC1lGTVOFyIyRhJpWs20Ama/jM4IJWTCr27jnAOTz2AHU5qfT7afVpGtopEntVGLi7I+SUjqiDuP7x98Vsx+F9OhjJ1i+l1FsYxKQkYH+4uBz75rB8TeOdP0Sx+yWDIvlrtjVMYAA4xUtKKuyk3LRGH8RNSt9OsI7CwIgKAKoj6D0H07VU8PWn9n6RBCygSEb5Md2PWuPjup9e1gXtwSRu+VT3Nd1Bwo+lbYVXbmxV/dioGijitKwhWUvPJNshgw5UcFm6rz6DFef2l6934zm0y71W7tLZ5dkbxSxosfQksXGMYzx1JwKydS8RarpcuoafLcXJKzGMLcY3qFJHOOM9PUVrXqJQZhTg3JWH+PNfTU9QeNQCiNkOOoPfHsa4GaVjJnBOO2epqW6vjIzkElj94ntUFlbPdXAUA7f5V5mrd2enFKMbHT+F7bYjTEfe4HFdnaHhj7Vh2EIhgVFHAGK2YTshc+in+VdMFY5pu7ualhKBbxDHRR/KteFskVi2f+oi/3V/lWvBjiumJzsvIalU1XVuakDVoiSYtVeZgLu2PrvH6Z/pWR4svLiy0J57WZ4ZfNQb064J5rm9dXxHo2laRfXeo3gmuXffEVwIeBtBOPvENnH/16OazFY7xuXC9jWk0awWx8sYz1NFFY1Ny6Zz+rXc0NnIyNgg15jq93NJYXErPlyetFFZS2OqnuVNE0+0n0tp5oEklDNhmGcYFV9RjFqYZ4PkkwOV+lFFYz+E0v753fg3xZqzJHG04YFtpJHOOK9esdRuJIyGK/lRRW9JtxOSskpC6jqM8SDbt7jpXz14q8Q3+meNdQvrdkM0cz7d65HzLtPH0Y0UUSYoI5zw/cSpa32HPPlg/hmkvZ5H2RlvkPJFFFZM6oHpfg7SrWx0RLqJT51wuXdjk4z0HtWjdgMrAgEEcg96KK6l8Jyyfvs8/umbRtcIsnaNeu3PFeteEvEepTWUZeUHOBjFFFclP4mjar8CZ2b6vdC3RhsyR6Vzmu+IdQgDhJFGFyOKKK2m9DGG54t4h1u/v70rPOxHTAqeWJIfDDhF6yoT70UVnhfiZ019IKw3VvET61BBFJpthbmFFjje3R1KoM4QAsQBzngcnmvSdNtLey02CK2hSKPYDhRjJI5J96KK7EcMidulcp4l062ubWW4dMTRKWWReDxRRUVVeLKpP3kcvpPifVtOO23uiFHQMM9K66HxxrbWCFp1JJPY/40UV56k7bnfKKvsYOreMdZnLK1zgYx8orlUlkvbktO7Oc+tFFRvLU0iklodXo6Ks0YA4rsIz8ooor1cP8J59bc4i/wBYbTNc1FDY2N5HLMGKXcO8BlHBBBBHU5GcHuDXNeIb64v7o3lzIXnuHaSRumSfp/Kiis6/wsdD40Ysa+Yyg9wenauq023jiQbFxxRRXGjrkdFaj51FaGSLaX/rm38jRRW8TnkaVpxEn+6P5VpRE+tFFdETFl1DwKnXoKKKtEnP+Nf+Rcf/AK7R/wA64G/1vUb3TrawubqWWCCYyLvkZiSxGc5POMcemT60UUpbgj//2Q==", "info": {"video_id": "67623", "label": "pulling a stool 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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v2cZWLaUYZSQ/3fQ5zWzrJDQqpOFySfpjH9a7oy/d+lzinG00cdrcC3VxFHHJFLEvzSo8mWQjnIPUcgcdK5+2tYzO9wH3xtlXIXOw9+DjGePX8a63xDZLMsQWWZFZShEaq27vjJPHT15qjZW7uyg2wjlWPhoyEyucAnA4Ptx3yetec1qd0ZaEVvbQJKygGQAZG05I44JJ6+38R9BzlGjt4EjVLby41J3FSSzDGeCOAf0Az1Jq8LeSSKQJGqFiei+pxyBzjjpwPqRUFz5SRs08cwfc20SqcyE4AwOWyMdMD1G0GnYaZTZJczGNwvzFQVJIIxnHPTPYfeOCcUw2waNUZcKNpYj+Ik/Nk9OvXr7kdKuyQpCvysHMm8qWPBBwAME59OTgZwN2cUMWhjzDwSFIjDYJX+8CemD3+77dyrDuVrdLItdM6tM/keTDFnBjkGeDkYxjGDj/AArpbSbZDp4d0Exba4Toc++efrWHd6fnTZZEVluX2xM7jJJJ9T97r/F83r1FaWokWk2k232iQkzIqpJGDnn1xwfpWsLxkZTXMjp1rmPE0TPqFsq8liD7+n9PeumB5zWD4iVGurNm5BDDAHPHPHf34/XpXdiF+6Zx0vjRzdpK2nXJcQq21T+8GD5YIIOR7jOP8Ks/ao4vDCQedE2Y8gFvnOepx3NMW0dtPvHfy5SwCghQW+b3Hr1Ofrx0p3iR5LWwito3hMIQBkAwwxxXmbHatWReFtTa6s2t5XDSQnAYd17V0isCRXmnhq6a31ZRnAkXBGf8+lehxShip7VvTd0RUjaRb085t092b/0I1qx1j6Y26ziP1P6mteM8V0xMJFgVItQqalBrVED6itvlM6+kzH88H+tSA1DAf9JuV/2lYfio/wAKtEsQHddysDkBVX+Z/rT5M7ehqjFbQMZW8pOZW/h9OP6U9rS32/6pKgRDc/Q1lXEixtE7j5UlUnP5VauLG2YkmL8mYf1rU8PeFtJ1i1d54rgBXKH98y5I7gZ6VjOLldI2g7amH4gt4XNtdstsvm/u98kYLY7YB68+gJ54rPjtmig+zslxIeNgY/cG3nnPPXr6dSBmu71XwxiN7aFBJuH7qSUZ2kcjP0IFc3qkUunyo1wd0W7MixguM47t+O0MTwSMDk1g4Nas2Uuhmma1t5o4pSySeUpTMmzJwR15x068YxwOhquLKDZKnl2hhPzJAk5A3dmP94j9SCep4vGSL5l8yzjR8SKjQsFLY+8xPtj6gD1pv2KCZcvHYSMTyM4/4CfQcc+w96Virmc9pdXUoE0BO0FY1ik3lB6sByM+o6nIORipZrbyrmCVlO+RVZCxwVC8cfTvt4XgYOM1YuLRYArrYq4B2p5b5Yn/AGvfH5tt54zUMEWoXrtKyxsxK5VHBGB90HPTg/Ky8jDE5yRSsFzpNDSZTciRHVNwCM3RuucA5I69yf51etN0kYIHLsxA+pNVY1ay85EMbSKu+UldoJ9sdhjb68VpaEGRoWnEZwAAFJ9OtdlP4Uck9ZsztYgmstQsfPV4w5YAf3uM8Gsi8tJW1UvIIo4mTdhDufKnI/HBPOOK9H1zS7XV7DZLLsaNg8b4ztYe1cdr2oWVhJa2v2dLm6kzhyNpBx2+oz7VjUhduTN6b0sjEjgbyiFkDru5WNMjcTk5wD9cc/hjFDyyOSs1uUDfMssluJCVzxlSSQfryOPpV9rGVXZ4JLZrOUBgwcocY4GcnrwccDr71AYfLiAIuoVJJZ45PMVxz1PX3/OsLWNFK5mbYX3PFLaXVzk4aQlCnfj0Hc+uPfhIraeWVZbhWaRmAZl+dCOyg4A4/ungdu+dIpBKfv2sxVeDKuw/l+WfXIHQVUaWeylcW1gRMCAdjDYD+PB4IOfX/dosO4sUCwzyMx3NtdmZsbTz1GcA/XA+mcGrsqw3GoWcaOAVjMvykjPrnPP8Xel022uHuGMsRDbMyO7EEHodxP3j2DD73APStK2liH2vUJViCZ8tJPYdc9hzmrSIbMCZo5vGtsVRd0cLksrZ7Y5rqPE9g1hozX0sgMYi+ZQOVJZf04ritHja+1nUNStZFgBYRDMe8MBycZIxXsF5JZ3WnyR3UKyxMhVlfow759q6IRfs/W5lO3P6HnN/atd2cU++48tNr7YhgYB/DtVYW0Ul75Rg5X5gB93C9Pc9uTgeuc1a8ReIF0C0trTSVKPLKFUhizHPbJ5py2/2u0VppLhLm2G2RVOWYHp8oPUj2zx2zXNKCWhsnZXMtGcSERXNvwoUxiQ4Knqd3G38O2DknFNPkxOZEtbmNmGzzoJt2T39/wDPsMaM0hIZX5Rhkx3UO3jHXPb1yfr6ULbo2GW0aNu7W7Zz+HpwCR1wAPas7FqRkw2kZuHIuTK8ikf6QoTjHGzjB+h4wR35q0LcR3ITC+ZvUseSQwH8wMZyd3OTgYxJPZ3ZkH2a4mG4EkzR5dOeQB3x1z3Ix0AFTaZo91HGrPcAANukOOn/AAFv4gcgN/Fn5uMU0mHMhPLkmbTrNrdzudpCGx9wcg9emdv97r1PWqepXS3HivTLKNiWgYyOrJjaAOtdFp7+RBc6hmQQ7QkUbEDcq5yw9yc9ccYrj9JaXWtXvtS+0SwgERRtHtzjqRyDx0rSEbzSIbtFs7JWqhqq75rfGSyh2wFLYAAycd8fmOoFMjspv+gnen/gSf8AxNPOml90sl5M8caElpGyydDlCAMH+fSu6uv3bOSn8SKUVhLK8IYhV3ecxbk4A469cnnj0rhfFmoSzajJG7xOsfyo8QrutUvotO0iS4DJHdTICig9Y/4Rz9c/j3xXkV5ctJKXO4sxywJzz2NeTLsehSV9SzpMuzU7dipxjsCT3r0C0vk4ysvXtE3+FefeH1L6orDJUc5IxkdK9CtG5NbUtia25e0q6T7BB8s33Af9U3+FbEd7Hj7k/wD35b/CsvTTizg/65r/ACrXjNdcTlkOW/jAz5dx/wB+H/wpw1W3BwUuf/AaT/CpY+lTDtzWqIZW/tW3H8Fz/wCA0n+FRwanC9/MFS4OY0PNu47sO4rQB96rPgagnq0LD8mH+NUiWMts/ZYy3VhuP48/1p5PBowFRVHRQAKQK8rBIxk/oKhisU52ChiTxXTaFcNFbpLtEaFABkYrNa1gt0DkCSQfxMMgH2Fcjruu3UFw07XD7Yx8qA8Z+lZ86R0QptnpOs69b2cSebMqE9Mn9a4jTDcx6bPqxRrmzkuX8yGJNz7Q3Dgckn1xjA56ivI9Y8T3d/I0s8rFQegPvXpXwx8YQC0+wXDKpXgZPXJ/WsnVUnY1lScI3OgEDSQrcm+d4X+cMsKuoXr8uPx59l4GDVWSzBjEkMFtPuG5VdDGT6cn8OvoT1OK3bvw9L/x9+GZIIy5Mk1rM5McjHnK/wBxvVh1zzVKXUbq0Vre8tNVtZAxXbbW5mViMZKsAQV9+O9JxsZqRkQybp1hGiRK7YY4bAbk4GO/Q8eu0fS6JmED3NxYLa21uwV5NnzSMOqqB1O7Az35x15uw3+pyYSy0LUZ1IwZbuNYgOBz8xzj6CuRki1O68cz2eoa7PG8DSGFIV3IJFTcAAfoeT/WhLsDfc6hrG4+yyXTW4Se+XnplAOApYHBAB/MmpU1az02YRySh5m/ujhR9a5Hwv4qudRg1A6hfPMsIjKByMLkNnH5Cuf8Q62Ljznt3KgfxVTnZWQ4U1J3Z33iD4hWFnatb2zlpem4HgVyugazF4h8Y2clyq7I0barc8npXnum6df67dvFa4kdV3nzHwMZ9a2YdG1nw7cDVZVixG/McTZ2j/CspTlJXtob8kIqyep7JqNgNPvQl4BLpsz7kLRllgc9mJzkE857HPY0q2Ced5cdqVc5O+KXHPptP8unA7VL4V8WWPiHTxbzOAXTY6k446EfjVmTw3d2Cn+yWN9acn7LNKFaP0VGPUdeG6djV2TV0c12nZmNdQX9oxZ7aK6gC7mWRMOfrwR6/XJojYKkZn0bd5vyqsXz5bkbR6fxH6Zz1xWklvrcAZ4vDt55h+bDXyOoPpy1X00rxBqNuTNPDpSkYCRjzJB75GFH4ZpKLKcjJdftKvpduZElIzKYvmMKfjwW5HHpWJ43vToWlLb2pV8JtKgbcrjH6elddeX+meFdNZYyN3Jcs+Wc9STnqfevEfFGrz69dyXcTEW8Lqcg988UpavlW7HBfa6I7Pwzb/YtEt0bO9wZX3dctzWLr/xOnu0e2tsCLPIHeodSuZbbQ4dQ0/XNRlVrg2+Z41RZyEyzxgc7VPynd6j3A5bwp4e/4SDUJUlaWO3RCzyRjo3Yc1vVlpGMCaNrylIvWGsz3Ov6e+oM5KSCQBh2PQ17Vd6cb6K31DTzGbmNPm81yEePqVPYDjr2Neay/D2yijllgu7l7vb+7aVhgEdK0/CPjWXS7gaZqoZXjbb8w9K5+Vwfv9S5SU9YdDr7e/S+Ba2uHCqw86J1BZTnoQefx6Hj6VWn0+xupwsF35M6tubycpxxyQe+CfxbNdD9i0jxAVvIJBa3WMieEAO3oGz95ec7Txk0h8KamY8f8JKxXoC1lGTVOFyIyRhJpWs20Ama/jM4IJWTCr27jnAOTz2AHU5qfT7afVpGtopEntVGLi7I+SUjqiDuP7x98Vsx+F9OhjJ1i+l1FsYxKQkYH+4uBz75rB8TeOdP0Sx+yWDIvlrtjVMYAA4xUtKKuyk3LRGH8RNSt9OsI7CwIgKAKoj6D0H07VU8PWn9n6RBCygSEb5Md2PWuPjup9e1gXtwSRu+VT3Nd1Bwo+lbYVXbmxV/dioGijitKwhWUvPJNshgw5UcFm6rz6DFef2l6934zm0y71W7tLZ5dkbxSxosfQksXGMYzx1JwKydS8RarpcuoafLcXJKzGMLcY3qFJHOOM9PUVrXqJQZhTg3JWH+PNfTU9QeNQCiNkOOoPfHsa4GaVjJnBOO2epqW6vjIzkElj94ntUFlbPdXAUA7f5V5mrd2enFKMbHT+F7bYjTEfe4HFdnaHhj7Vh2EIhgVFHAGK2YTshc+in+VdMFY5pu7ualhKBbxDHRR/KteFskVi2f+oi/3V/lWvBjiumJzsvIalU1XVuakDVoiSYtVeZgLu2PrvH6Z/pWR4svLiy0J57WZ4ZfNQb064J5rm9dXxHo2laRfXeo3gmuXffEVwIeBtBOPvENnH/16OazFY7xuXC9jWk0awWx8sYz1NFFY1Ny6Zz+rXc0NnIyNgg15jq93NJYXErPlyetFFZS2OqnuVNE0+0n0tp5oEklDNhmGcYFV9RjFqYZ4PkkwOV+lFFYz+E0v753fg3xZqzJHG04YFtpJHOOK9esdRuJIyGK/lRRW9JtxOSskpC6jqM8SDbt7jpXz14q8Q3+meNdQvrdkM0cz7d65HzLtPH0Y0UUSYoI5zw/cSpa32HPPlg/hmkvZ5H2RlvkPJFFFZM6oHpfg7SrWx0RLqJT51wuXdjk4z0HtWjdgMrAgEEcg96KK6l8Jyyfvs8/umbRtcIsnaNeu3PFeteEvEepTWUZeUHOBjFFFclP4mjar8CZ2b6vdC3RhsyR6Vzmu+IdQgDhJFGFyOKKK2m9DGG54t4h1u/v70rPOxHTAqeWJIfDDhF6yoT70UVnhfiZ019IKw3VvET61BBFJpthbmFFjje3R1KoM4QAsQBzngcnmvSdNtLey02CK2hSKPYDhRjJI5J96KK7EcMidulcp4l062ubWW4dMTRKWWReDxRRUVVeLKpP3kcvpPifVtOO23uiFHQMM9K66HxxrbWCFp1JJPY/40UV56k7bnfKKvsYOreMdZnLK1zgYx8orlUlkvbktO7Oc+tFFRvLU0iklodXo6Ks0YA4rsIz8ooor1cP8J59bc4i/wBYbTNc1FDY2N5HLMGKXcO8BlHBBBBHU5GcHuDXNeIb64v7o3lzIXnuHaSRumSfp/Kiis6/wsdD40Ysa+Yyg9wenauq023jiQbFxxRRXGjrkdFaj51FaGSLaX/rm38jRRW8TnkaVpxEn+6P5VpRE+tFFdETFl1DwKnXoKKKtEnP+Nf+Rcf/AK7R/wA64G/1vUb3TrawubqWWCCYyLvkZiSxGc5POMcemT60UUpbgj//2Q==", 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", "info": {"video_id": "67623", "label": "pulling a stool 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": "d038d605d7e1e5f8c2277ba09fc244700e6592ed7e976c15fe8e6c2a7619c0d2"} +{"episode": 70450, "episode_seed": 84697197, "split": "train", "timestamp": "2025-10-13T03:38:30.333293", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 84697197, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 usb cord next to a plate'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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Oa9c+L9uPt2lydWe3YE+uG4/nXlskQrzaqtUZ9DhpOdCNybww3l6g6no6HA9xXXn/AFbHGW7Vx+kYj1KHjGWIz+Brry2UyOvpWE9zGascnGhcZyAOeBX0RpVultZWVvwvlRKqj1wor57t8LIcnhTkD1r6RtipghfGdyjB9BiuvC9TzsT0NCMZFW448iqtuQTitGNa7TlHomBRMQkLH2qVRxVS7kDHyxyF5bH8qAK8RTeMggxjknoK+atVmF1qt3cdfNnd/wA2Jr6A8T6iNM8LXl6XxI0ZiiH+03A/IZP4V88THDGuXEvRI9XLI/FIoSj8qv8Ah8H7dJ7xH+YqjJyDWloAzfMR2iP8xXG/hO6sL4iTaIcH1z+laHw+iWTxba46BZDn32mqPiHloB3w39KteApxB4q09jwrs0efUkEUUfiR59X4We52wZSdwAA+7j0rRiXOKz0JEu0g4I/AVo2zgjB616qPMRdiWrIXFQx9qdLcLEvqx6AUiirdkNMqA428k+lcZ8RbwWngqaEvl7mVYs+oB3H+VdaVaVymfnyGY44+leT/ABT1hbzVl0+FsxWalW56yH735cD86io7RZvhYOdVHmkvIJzVRxlhVmWq5G4j61wJHvTehvaL/wAeMg7CQ4/IVV8M6dHqvijTopUygnVz9F5P8qu6Pgaa5PeRv6Vb+Hqh/F1oWHaTH12mlS/iHm19me12qHzS5zg8jNaCrk1ThRY2YgnJ5IzWjCM4r1VseSSRx8irSx0ka1OBQBUuhhVHq1cj4/xD4H1Qn/loUUZPXLiusumV5dpOFXjI9TXn/wAVLwW/hy0sMnfPNvOepVB1/M1NR2izbDrmqxXmeKypxmqsg4I9quy9KqkZevMR9JPY6exz/Z8D+sa4/KsvXPneDbwecn8q2dMUf2XbHriMfnWNrYxcQgHAO7P6Vl1PPkd/8LbYR6Zf3H96VUJ9guf616ZbAeWoXp2rz/4WOraLeoOds4P4FR/hXoELg7T+B9jXq0fgR5Vb42XYkzVuKOooRxVtBxWxkAXis+ZlMzgtjPyj61oTSCKMsevYetUEUyOYwRuHJJ7GkDPI/i9KH1uwtwf9VbFj/wACY/4V5jKBmuu8dakuq+Kr24Q7olby4z/srwP5Z/GuTlOSa86s7zZ9HhY8tGKZFZDGoW+P+eq/zrrZRtUlRwBXK2Q/06DAyRMv867CbHlmsKhlV3OStTvYuwxkYAr3vwvfJqPhSxmOWdEEb47MvH+BrwvTYVkBZycdhXceA/EaaReSWN1IFtZzje3SNxwCfY9D+FdOGlq0cNenzQuevQsxVXA5xyKvxXiAfNkGqEaOp37ty7eBnipfMdckoMDHvzXdc88vNdM/EQx/tGmCIs6r82Ack/3qYimUohO1gdxwOtcx4y8ZRaXBJp2nShr1htklU5EI/wDiv5UNpFwg5uyOU+JfiBL29XTbZwbe0J3EdGk7/l0/OvMZWBya0ruTex5rMlHzYrz6kuaR9BQpqlDlK2M1qaCNt3Ke3lgfrWcF5qbwzbtqfiWawk1Ka0V1cxmNNxZlQsF9AOCcn096XI5KyMq9RRV2SeJWzLAoP97cfyqCwne2mgnjyGidWU+45rKW7nvChnlZ+Mjd2z1rdhQtZFEXoufxrL4JWOeL5tT3nTryPVtPtb6F/klUHA7HuPw5rVjIk+ZG6d68Z8E+Lv7Fn+z3QL2UjZIHWNvUf1Fex2M1pqNuk1lOksfUFG/nXpwldXPOq03CTLavLjHmKBUkYHn7Tln25LGo0stmCeEXrmsXWfGem6HC8cUqXt7/AAxxn5V/3mH8hzVXJjFydkWPFOvReGtJZ0YNfTArboeTn+8fYfzwK8Bv5nmlZ2YszEksTkknqa2db1i61W8kuruUyTP37AdgB2Arn5Dk5rjrT5tEe3hKHs43e5SlyajVamdQTVTUHeGzZ42KsGGCKzir6G1SVk2dFpxMel9OSWIB+tN8IXf2DxLps8hwnmhG9geD/OodVtIbLw3bX+natfyp9oNsDcwrGs+E3O8Q67VJCnd6j3AowpIkaSMCBng0uX2c02eepKrc+kOEnALDDDBGKvW8mw7W49K5Xwlraa9o0LsQ13ABHOO+QOG+hx+ea6NDlB5oCk9BXppnmyTTszXR1x1FJLdfwRHL+vpWajxkLguQfrVqFSZWULiPAwfWmSNRDI+DwqHO7PX1rxHx/ro1vXpZImzbQ/uofdR3/E5P5V3vj3xVHY2kmjafIPPcbbiRD/q1/uD3Pf0FeNXTl2JrlxE9LI9TL6GvtGUZeKgI+bd7VNJyaaR8hrlSPSmzqbEbNLt/+uYrF1kB54OcgFs/Xip9BeK+8Rx6Vf6jdWtu7COOSOWKNYuBksZOMYzwOScDvWdPDONcurG4e4VbaZ49twAJFAJGGxxnjnHHpUOm0uZnnOopS5TufhfqS22tXNi5wt0nyA/3l5x+RNesQBtzKVwvUYr57ilfTdQhnt3KSKQ6N3BBr27w1rdt4l0/zY3CXK486HPKn1Hqpruw8rxscuJptNSOkhnMfDgkeoq0LwYwikn6VRxKOFAxkdu1SRvJgkg4PAwOfrXRc5CY75PnYkt0GP4feue8Z64vh/QGijf/AE66Uxx88qv8Tf0Hua0tX1yw8M2Ia6k3zEfuoAfnc/0HvXifiHWrrWdQlvLp8yPwAOiL2UewrOpPlR1YXDupNN7HPXTbpDVCTljVubuaqlea8/d3PeeisSWEf/Ext89PMBNdRctheBk9h71x1zLJAFkiYo6sMMO1bfiHSdb0LQ9Kvry6uVmvPM8yEpgQYClAxx94hs47dOuabpOWp59aqoysV9KAYLmpboeVqDBeAw3Ee9FFZ0viGeg+B/E+pRXdvpjSLLatwqyDJT/dPX8K9eVF2Zx70UV6sdjy6q948z8VeLtWW9m0+CVLaEDBMK4Zh7tnP5Yrgbh22nmiisa2x6GESMyTnJqvJRRXIemyPAwao2N5LpWptqNtt8+J327hkcqVPH0Y0UVrSPPxnwooWwAcDsMCuss/lUgegoormq/GRS+Ex/Oca1dRjAQPwBW9Y3lzbuGhnkjb1RiD+lFFdlLYUtUaE2p39woWa8uJF9HkJH86rSMQvWiiqqPQ0oJXKUxJNU3oorlPQ6EeASap6ioaBFI4Migj8aKKuHxHPX+Bm1revnXLeGGbTNPg8lFjje3R1KoOigFiAOc8DrzUDnNlID/d/lRRTxO8TzcL1LmgaveaTfR3dnLskHUdQw7gjuK+hrRvtNlBM4AaSNWIHTkUUV1UvhIxS94nSFPNzjnGK5fx5rd7oVpbW2nOIftAbfIB84+h7UUVozCmveR5BduxySSSeST3rMkOSaKK8+p8R9FS+ErMBmkIBGPXiiihET2If7bbSdQvIjp+n30MsgYx3kHmAMo4IIII68jOD3BpbS+uNT1S7vruTzLi4fzJHxjLH27fSiinU/hnl0/4hq6lGq2BlAw6bSD+OKl0m9ubOeOe2meGVeQ6HBFFFGGOip8J6VonjrV54ys620pX+NoyCfrgiotV8e62JDBA1vbg/wAUUfzfmSaKK7zz4pcxx13cT3M7zTyvLKxyzu2SfxrJnJJOaKK46257OF+EpyVB3FFFYo3kVdQOLRiOCCuD+NR3fiHVNR0uDTru8mmt7eR5U8yRmJZsZySecbePTJ9aKK2jseTiP4h//9k=", 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", "info": {"video_id": "82865", "label": "putting usb cord next to a plate", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "82865", "label": "putting usb cord next to a plate", "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": "406f36fa4dd5038b86985f5260c8191ef2cf4100d10960afc1eafcdd6c4a20c3"} +{"episode": 70451, "episode_seed": 3397617616, "split": "train", "timestamp": "2025-10-13T03:38:32.356470", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3397617616, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 match box, key and cigeret on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "177286", "label": "putting match box, key and cigeret on the table", "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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84+npX0E0gZNqcsO9VsiJGbNhMsMZPPPXNPsJWa8iLj7x2/gRj+tOmTILYHFVo5hFMuxfMYEE88Lz/nipY4nIeI7p9Nu7cEsCTsKAZLHPQCqeqNfXOgSx2UkcV0+CqtnaAOSCw7kcegz3q78RYorbW4ZcYMjA7/6UIBIsYBGWGPrWco9GawnKL5o6M81lu9autRbT9RikM1xD5U1xDLlIAw2gBSCGAGM859MYzVfQNGvdPlzKo5wCDz37U3/hN1h1zVLoW5Np5mxIQoPmOBtDMx5X7uePpjnNdtYxXl/ocN3Jp1wsc6jyw3DHPfb1xWk2qa96yuPmqVndtuxnGKWORlEbFH5Bzy31qwJBBtEjCMnGEU5Y0WzRyH5S25fvHnP4Z78VeQW4fbGgQ45LDn6k9c01MhxsMuLwLbOXBSNccnqRXV/DS6F1NqrxriPEO04xn73rXEXCpG2GO9X5wRxmu6+GpDf2lzhgIun/AAKqWxEjuJm2Rndkk8gdzWbJJJI+ZHCIcnArRuF/P+dZVwpbJIGBzUslFS6Xcy/Mcdh0qmg2zqXTcPMUkHuM1cuCscLSO2EA/iNU4oZL6QGXdHD12d2/3j2HsPx9KzkaxMTWL1bbxDPb3V2sESXTRgBcYjADK2e2Nw+ua828a3EFxYwXMR2q9wSAyFWkyvLDjBHA5B9K2/ifpUc3xVtxcx+bDeWUcqxkkAsMj9cCsrSNEhubC6knvjcC5KtLEZd4ik3Dbx2Ycj6ZHSiFBRlzHdPHt0fYqK/pkHh7DaerkkgDOBW8jb0UHkk529gfc02HS4tMACKdrcZA60+K1QNgecF3fIv8R9a0Ukjgcbl6yZVmXcxaQ8dOB9B/WrlxMNyDbuZulZqpcRM0m1YYlzkBst+JqpdTzNHEtsykH7zydh/jRuwWiPd9V+WFXwDzjntXLzXruWS3w7A4Z/4E9vc+wroJ45NQ8PKJy+4xhnI+UsR16dM1zb+V9lVAUjToqjjFLoZvcZnALu25mGOev4DtWZdbpVaMj5sdjUkjMjnDEe9Q/bE3MzBcE4685/pUNlxRwereHbq41SK6SGM44/eHofpRdaXqFxD5M1zAiMuf3a8D8+9dNeSEtMkZBBXduY9qyY723S4C7QS3XuAOgz+OaydCE3zSVzrWMqxSS6GVZaU0MouZ5XZXQRpgYVQOwFWJHjVsHa3OOfQ96nvJk3tg+YythQPu/wD16wtQnkWUskbs2CM54raEElZGE6kpy5pPUtzTGNGVUDYH3ugWqiX/AM3lF+F7DOT61BJdF03yH5ioGz/GobdBHhmwU7VfLoQ2MupYoblGdgQeQf8ACtq28bxWlmsETAAcVxvibz5JbQQj724ccY6VUsrKOEiS4k3FecE4Uf41EkVDc968Mai2u6MtxMCU3FQPXHer0zB1CLkY6cVwnhbxZD5EFlCRtDhAOgJNd4J4zKWKkYXqO3tUNjlGzK7ARKHPyhuCR1rhPiLYX2p6VFb2CBkLl5Iy3LAA4IJ757d67S9kPmyRod5YZXB6VgSXUCSqHyxPGCc8dz7c1UG73RMlpqUPgda2Vre6xe66qRXbrHDbfaBtBHJbaex4ArvNU0JNf8N6q6fupYFeSEkAjcoJBB/D8jzXBX+xHkKHJyMBfu4rJ1LxZqWgaRdRWdxcA3ETxeWuSmCMEnsMA/WtXSp1VzS3OKWKxFGuqcY3g+36lyK4kksY2wEVkVju680QXJdiCrMvbpjHTj1NYukagW0yISEmYIE47AVr2v7pQ65yeAP7tK2h231JJYlVZPlIyRt9q923xRqX4GFyXPAArwxmHRuWJBFexrDLNJuusYXlIByBjoW9T+lC2M5ErXH2nOxWWMnOT1b6e3vUchSNiirgHnjtTJZZIyc4HuOtQtOuF3LnkcDvUSKiYfxShEmnWF17A1h283naWxiYiTyjiTqVPbArY+JN1Hd+FLeK2V5J4nJZVGcCuP0+4VbVPtKsg2gkZ6Lj09ae9mh27nBW3hbVYPEtjHqEIms3uo5Ll4myGXcN7Hv65FfSdxqenarfWaWDwzRucPsYK6/hjPp/OvOZJ4bi0V8bSCNygcmseaVopWdSy7TkEHmtUo1dKhxYqtiKFp0I379zo/F2m/2L4vnjgcmK5t0ufTY+SpP47QfzrBmndZgu4s55ODjgelcwviTUNW8USTXzzeUkKwRiU5fYMkZ+pJP410cLfapQShC5+U+ntUKCjotjsU5TipSVmy980sGSgGBwQf0rtfh02JtXKqBnyu/H8VcWMlfm4VegJ612vw+kwNTKgDmIEnt96hBLY7ZwXj3OpDAZqhdEKcIoZ8cg0sly8yEQP8ucNL2+i+v1qIOqDqSx685J/Gk3YiOpSniwolkJZh0z0X6CobWRomIblDyD6VPIGMm3OR1OBnFVZWCZRDmRe56YrJs2RxHxkttw0rVEmWGVLCaOME4Z33KFCjufmavPPBNlqviLW9O0HTL7yE2GeYhRhQPvE/3jg4APGTXoPxjSO/8ABOi3ZYZg1AxkFsMVYc479hWP4GtF8Gau2rWrNNLLCYjHKcqFJBzkc54rqjJciXVmFR8l5vZHZat4VuLeOSO2md3hTIilIbe3Xr2z2rnbG68y3E3mgFhycdQOoru9G8ZadPqss14ZLfzgBtYl0Bz+n/6vSvPBcWVxqWofZGEkBvp9ij7oG9sEe3+Nc6oTpu0nculjKWJjzU7fL/IvC7EnDgMxPGQapTxyGcqo4PIA71Au57ggseoAxwCPerrgZAVizAHn+labF7nuFpdxXFmjpjYy9K4LUJjBqUsLqRtY7fpW1oV0qaXbRFssFGfrWD4kh260rqCROucDuRWSZBlandN5bLG7K7fIrqudvB+bnjA9TWVFK32eKV381pEDBw3Xtnp7Vo3cCiLY2JGP3k61hz3BPloo2DbtGBwAOn4UkXpYsSXgKFJRuY9h/Ksu6EZlV1Yo4Q/dHGKmuDLHarP5gWRTkA8VjLJPNIJ5nIZ8+wArWK6kNjr67kU+YXwn8RDVlz6g0tyiwLxgAs3r3Ip97AZnZ3nJQjAAHC1SsInijRZHDGMYLMMbjV6WuJN3NG3g3TK8gG1ux4xVqSLyiRhGUcjHcVXluF+Rhj+XPeodLQ634mk0ybU5rWJlkMXlpu3MqFgvsODyfT3qNS9Cjr8pgsPtaqJDHIE54xuB/wAK4xZLq9mCDc5PRV6CuttBJqXhHW3mdnMawyDPb71YGjXBhuVdFyc4olsFPVs7TwloU9my3l0dqxkNgnABzxkmu8tby6mgEl0vkuflZY8lQw69cZ7c+4pmnJ9q0WOd0CqQATwCCO/Peq5aO1tlt42ZsOxLSHcSzHJJJ6n/AArHc1bNBr1WVvNG04IX1xWTdJGzxspKNzt29/XNSP5kltJJlVKHr6/jWO91c3Vz58mV2thQvAzWkEZNianO/lb9+FAGeecdKwbmZrpliUfuyu1yw+9zWpewrNJvMrOgBG0cL71nWVr5AwZHaNWLKxwSc8gfrWqta5Oty3ZWa2kqPkAHgj2rSkIiBZHbaeRnt7fWqNzcfKuT8447fnVDWr6WLT90UhRtw5BqbN6su6RpSXQYY6HIr6A1YiznEikgSr07Zr5u1e1tbfQbfVNO1e/nVrv7Nm5hWNbghQzvEBztU4U7vUe4H0h4izJpKSqoJj2knuB3pNkMyp5iY+WDHpk81zVzqk8l9JEiL5SDIkVstkEhgQOBj3q+GllUKvYZGO1c9dmO0uHbe/3GRYiflTJycD1PHNZNlqwXOolSV+ZkOSxYY49KyZ57aRnCgYI6+gx2/Cqst00sipxtY8H0rEv765hf7KmMM33gMke1aRQmzcE/lwhEkLKQCC2fwrFn1AxtLER5khBUAHpUS3Be18rz2TqBz82Kz5rdBcQSRyOZI+MZ+8CMc1okupLb6GnZWpuiZJcFyfmOO3b8a6WyMZthGS29TwRx+Fc9Yzi3j2liezdODVq3vOXO7jPFS9S1oa8s4QHHOP0rtPhyi3kGtqwYqDCdoOM/f4rynR54dT8XHTb/AFO5toJZNiSRSxRrH3JYvxjGeByTgV6X8GvtEGreKrK5a4P2aaOMLc4DqAZBhscZ6ZxxReyJep3TvE1uAzKq5woArPmIQ8/dPXml1GVrfUJImU4zle3B71k393tRmQFiANuCBxnnk8D61nJigi09/wCW53OQQOBjr71UupjLMHPCnIO2sexKJZB4pWlTzHjUvltwB9+Tzx26GnPcvEGYHdnrkY4qTXYy9YKzqiXESvCXCq0oBwBk8enPU1WnZIoAUKohTB2jrV2/uREq+aybnIJycjBrG1GeCOPbIwG44UA8n6VrHWxDKV9NKbFxbTiF3yomI5X1x6H0NYfh1J9PhMHTeSC1TG4+2F4mc/umG5MdyO9bcNqiWwbCk4A69MVcpPqZUaNOnf2cbFyFfKBVnBYjI/8ArVI7hU4OT13Vma7fSw6IZIpTHIrqFZeoGeRWfr+na7oOh6XfXd5dLNeeZ5kJTAgAClATj7xDZx2/A1G+5s9D0PS7+4N4ibhtzjGK0PE08iW0Eitht+3PtRRWPUT3OZu7mRQkYPysgJHrWFqE8ghaQHDKeMfWiirhuEijdXc0iSbm4K9KoTFmvI42diiRbgueM0UVrEhiSNvRVYAq7opGOxODVHU5GhuESMlR14+tFFCKGvIwVWzznFZcerXWkeIDqFqU86Jm271yPmUqePoxoopsDe8HoG0XXoWGU8hBj/vqsHw3aRT6giyAlVPAzRRSl8KFT+KR7JDIU05MAHaDgHoPwrMvWIjc9wN31NFFYx3NXsUZ7qURQDcCHTJBFY0ru4tIi7CN3OVBx3oorWJkx0krfZnIwPlPQdKj1ADiMAKvHC/SiihFdSk7FtqHpis7UJGks5C/O1lx+dFFUDJNa8UPr0VrFLpWm2xgVI4pLVJFKRr0QAuVA5ycDk819R586wdH5Vo8EfhRRWUhHKRsY0WFTgb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", "info": {"video_id": "177286", "label": "putting match box, key and cigeret on the table", "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": "ddf9dc3b1745bec62d688e825e85c79b70f019c3d3001083b84e901a7dd5d0d0"} +{"episode": 70452, "episode_seed": 2116766518, "split": "train", "timestamp": "2025-10-13T03:38:34.938551", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2116766518, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of hair band so that it gets stretched'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "114084", "label": "pulling two ends of hair band so that it gets stretched", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "114084", "label": "pulling two ends of hair band so that it gets stretched", "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": "429ff203d4867cea004db005385f6e078674d84cb538ed41e6ba01c58ab19858"} +{"episode": 70453, "episode_seed": 3626664179, "split": "train", "timestamp": "2025-10-13T03:38:36.938831", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3626664179, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'tearing paper just a little bit'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "183263", "label": "tearing paper just a little bit", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "183263", "label": "tearing paper just a little bit", "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": "9fd5461a5d0347d9edc49a6b647687f1b935c3fd5541e834587856f4e5f2dfb1"} +{"episode": 70454, "episode_seed": 1420730850, "split": "train", "timestamp": "2025-10-13T03:38:38.158506", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1420730850, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pomegranate seeds'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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VIwW75rj2PsYST0CSGdHeKNIoY4Szks3AcEAKM8NgEMPXJrrfAsZt/Ek8Kzqrm1kjRBk8DBD56HPBrho50YSyTxE741VQ4JCMpzz65Ax+JrsPh5bSL4oaK5ZlkhtpCVPG0k4x+WKmSJxFvYTfkdLquuavo1wpvtPeSDAxOhwrfn0P1qvofxAsrjVSguSuTgpIMEGu71OSK+0xYlT2bPOa89v/AId2U18LyzP2eRvvx4+Vvf2NbTil1Pm3V5lZxsepWs8GpWuWwwIrhvFvgrStQjkJhCTAEpKgwVP9RW5oXmWFottKvK8bh0NT6sGa2ZuehqJSajfqc3KuZrofONtatpd/d28nzMpABxweteyfDO4jtfBfiG+CO6pLyo6kCP8A+vXmOsQyJ4guxjrg/wA69E8AJ9p+HviazhUs+c7VOOTH2/75NdspOWE5jihGKxKg9ro8/gYxSG9uLeNo7pmhUSgY2DG4qezAAD33U2/dYJFSaDygFUCHfmRlclg3twfzqHfPHGZbktJEYwsMSx70nIYDHt93r3xSlmZI0SKK5bYJdwXcXzh/Lck5AVVPI+lcUVofdOdpMsST3P7lxHAZLVhFCUOc91B7YJLZbuR7V6FqvhV77TLPUrbU72GS4jBWHPTI755ryye6D3amNHkywBk27VYgjaoHTpjP1r2Ow8V2evJE0bSKq/KokTAB7jPetoW6nBmDlo6fS9zzPStI8WaP4oi/0i4nt/MBds/Ky++e9e1zM01oHIOdoyDRBZo2GKgg81cm2C3KYxxxVNHht6nmXia2320zMM8GvGrgEMy9MEgV7r4jT/RZRz3rxC/iIupR3BPFLDvVoxxq91MzHJYqO/8AKu20NxLrumxOpw93Cv0+cZriJtwO4jHI/Ku00mUWmsWEsmPkuI3x6YYH+ld0NmeZezPR/izJPf8AiWx0qKNOF3li+M5PQ9gMiuBa7eazlP7lhaRYDyjDrF91RjufmzXZfF60mbxVE0UkaG4tiuC2NwUknPp0H1rgzceTcceZF9mj3RG5UMXkAUFSP7vP6V5ENj7bCtRoQ5exs+BntpPF9sJvKaFS6neP9cNhwMehOD+leh6NpDx+JWuEfEaRspUDAYtj+VeT2bTx3FttWUl5o/L24JJDbDlh23KMD0r6GhhWE5CgHpmuqmtDjzCT5k77r9TIvoAZiMZO6vKdch83zzjl5HA/E163qRKu8gGflJ/GvMdYj2W5YjndurOe5y09Y2PJ2+WRl75xSBjwQfzp96hjv519HP8AOolOR7Cu1ao8OSs2hjkhs5wBWhobshnwMZ2/1qhKrgcDIIzV7Qwd1yBwBtyT2HNXT+JGctj3L4e3Qsvhnr9+kYYrO/yk4BAjUdfTmvOIZJrIC9mCbbssj+ZyGjBG4H+6eABn+9Xe+CAL34WeJLWMKWEhY5OB9xTn/wAdNecr50KG6k8yZpEUQKgBR8NjD56DC1xVl+/kfTZPZYdtb3JdQlFvN5c8cQYIgECHJ2v8wJPY4OPrTpmmliQMbeT7OyxxYHGOq5zwV3FsnuetRK7mKOG38udVQSj5RyxAkZXz1VQpx71VvZDPIyKkuHyhmYYLEYwAO3BGfrUeh7HPdalqCFDGwN2rnaofYCSoYZbA7ndgH6Zqx8QpEez8LyqThtNK5PXAfAqk7tcM90gEccQGVXAwxXaPqPl/Wk+IL+XB4btj1i0tWYem52NVS/io8zObLDL1OVwTwozzxWhJpl5FGHkgYLj0rMtbjy5o5eoRgSPXBr3eCzsL7R4JcArKgYH6iu2UrHz1Ch7W+ux4e4YLgjHbp1qq+Tgck167rHgWCaDzoF5I/h9a8w1nTLjS71opkKEYx7ikppmdWjKG53bRFodzgh+i8cLXo/jiNta8G+HNcV2SNIQssg+8hKgE/mpriGg+UsCcY5XHUV33gG6g1/wnqfhy8VJfLLSQKf4o26H8H/mKMbTbpX7FZbiPYV4z/rseVXNwtxZXE7wu0sa7wyqNpDDGSOnoPXn2q/BKsWnwwwypI8sewiZdsqOG371Jz12nB496bqNtcWctxprERoX8orMuzOchcewI5qZXWyuHjglN7fRANIJbcFUYrgqc9MfMK8uL0Pv170tzKhS3jZN0lu21yZTIWYODk8+mfu8d+a3tOddL0TVNQN+iyTeRYJNGuPLd3GTk9SEXOa5xVjj+0EFZXlUIi7csq5IPHY4xin+O3GmaTpfhoMPOgT7ZeY7SuuEX/gKf+hU4rnkonDm2IVHD2Wjeh6dNHrHh1UuUvv7StJAC8RUKw9wRxXT6Rew6pAsiA8jkEYINfO2i/EbU9Mhjsr0fbLWM4XccOo9Ae/417L8P9fsdbeV7KUsBglCuGT2IrScJQe2h4Kr06sdHqd2tuE7Uy8QS2jKewrRKBkzVSZMxsPas6isjKMrnh3i202a1noHHz+/pXRfCmZW1HWdIPyreWhKBugZSR/J/0qj42tyNWXcMfKeaxtG1Z/D3iPT78ElYpcy8ffiIw+PwNelhqfPg0vX8zzq8uXENryM+9ifR7+WwcO7RyESxY4GGIBH/AH0T+VVrSOFdVuopRNbpHF5aNtDrFuB5b1HzD35PpXo3xN0jZewa1YxFkmUM0sKghu4Yn/vk++K8/iSCJJ7+7u5NqTLGohU4ldT1PcfLyPpXmwufc0ayrU4VL7/1+ZDfzpd3S3t1LDhuoXOASAhYKOAcjPvXSeGfEsVppv8AY0wEzST5i2J8yux6H1HTn3xXNau0k6xRXD+Ssafut6KDt6kHHfPTNXdNlTTv7Q8TSoFt9PiAtlZceZM3ES++PvH6Zq+Z303DGckKUnNaLX5numiyrdaerA5Kko3fkHB/lU9wmelcN8HNT+3+D1V3Z5YnYOWbJJzXdzfdNbvax8upczucR4ogKwsexFeH6wuzUZVHc17/AK9C95bsscbuR/dXNeF+KLWS21UrLG6H0YYNZ0GlUsGJ1pGA8aMylj8ue3aumaI+Rxkv3fPQ9jXON87EDp0ya7BocIWUHK9vavTpdTx57nf/ABEhXWfDOheJDlomt1WVF6hiPX/eyK8wu3uJNNlkePLLhRLnBIb+fXmvUvh1qCa54R1Dw3OyvLGGlgD/APPN/T/db/0KvO9S06a1vXsJ2aE+bs2khgA2RuJHTHA//VXkzi4VHE+uyyt7XDOF9tCRbj7PbRRW/mwMVUPC43LlD5ikEdD69xk9jXv2mXsep6VaX0RylxEJB+Ir5/8AtCQPcR6b58flEq0ryDkkAMP9ocMBXrnw4vUuvA9qqNk28skLDPK/NkA/gRWtOWti8zgvZxmjf1KNWspPXFeY63GShUj73Ar1oae18HLSrDbIMySt2HtXHeI9aTS1e20HTodyLg3N1yz+4HX8z+FTWTWqPKpVLPlWp8+6vEU1GTJxkA1RBwBW74o1K41K+869ihS4X+OJNoYZ7j2rBD5rppNuKuebW0myQ/MDn8K0dCjXdN9RkZ69cVmg4Uk9elbXh+Pd9o3Dj5Rx+NdFJXmjnqfCeo/CeQT3Gv6G5CC9tNyZ5AYZU/Xhwfwrh7qKTTNRmsvLd3jkKzJ1BOSvA9cGrmhau/hzxTp9/lvLgcmYD+OIja36HP4V2nxO0crfQ6zZR5imQMZoiAv+8fXqprmxkOWpzdz3Mjr2bpdzzy0jjXVbtLiOWFETyldCHEO4dcHqPmHA560Xs63dyL+6ljYuOflPpsJx0B4znvUkQtoopL66nmcrMscaxjAdlPJYdeVII+lR6q8kyxRXUpiWNcRB9uQOuDjuTXM3Y+jppcra1/4fQfDDHeGK2F3iZmKBUhBYlm+UZ9Mgc+5rK+Il2lx4vvo4mDRWgSzT6RqFP67q6TSJUsXvvE06YttOiH2dWH+slP8Aql98Hk/TNeaXUskrvJIxZ3YszHuTyTWtCN5OR4Gd105KkuhHCHnmjiU8swUV9GaJpbS/DqKH7s8KFM+jDkGvm+J2jlR0+8pBH1r6M8Ia1Hq3h6aCJtrhFLL9R1/A5FbyfQ8rC6Xa3MzRfEg3Q2V1xKH2tk1c+JfhGPU9Gj1C3TEkYy20dRXLeI9KlsNZtdQiBCs+2T2PY163pDjVNB8qXndHjBrntyu6Omo+danmlx5ibGRTy2DzWXZa5d+GfEMN9ZYzbnLRngOhHKH68/p6Vt3wCW7SBgEXkk84P0rj70s87BuGOGwOmOR/SvVqK54sJHsl5oekeOrRPEWizhpZNvmQzklQQclGH8J/Q9R1rhLzwV4gjluPs1pdJNLKp28GM8kt8xPQHAGeorm9J1bU/D8SXVhcTWdyw3SMjY3DPCkHgj6ird78YvFy27xm6tEYceZHapvPv6fpXj1MJKMvceh7uGzirThyPWx0Fxpun+BlGrauIjqDofsWnhgTI39+TH8I4zjjj1ryrULqfUbue8uJTLPcOXkkbqzHvVW8vr3VNRN/fXMtxcMctJKxZifcn+VTPKzjKqqgegrajRVNd2cuLxlTEz5pmRLGwkbivSvgzemz8UeSHIE8fA9cV53O5Vue/etjwtqf9na/Y3i8COUBvoetaTV4tHPTlyyTPsZQDFVO4wFNTaZJ9ts4ZIyCHQHOa8+vb/UZ/HOoaYNZurWFXk8pY1DchNwXpwODzXK6cqi0Oh1VTepmeOUD3tuyDJdWH8q8+v2f7L5jjBUgDnOQSAR/n0rfbVLvV2JvLqSdkA2FyPlJ9K5/VWYb0yCEwzbe30PfvXp4SPLhop+f5s4a8+aq36HZeB/E+n6vo48H+JnwvS0nZ9oxz+7LdiO2eMHHpUniL4c3sWIrOMXEIkLKUwkq52ghs9RtBx7mvL0jLXasyF4kVnfPIz2/nWsnxA8UaLELe11aTyl48udVlC/TcCRXHXwrk+eLsz0cHmNTDrl3XY6OHwJqBW7n1WWO0sVYuZ7uQExJ6kdM/jXG+L9fs9VWDS9JDppFpnyt3WZ+hkb+QHYfWsjX/F2u+JX2alqM08aH5Y+FjB9Qq4Gfesy3kaOIxrg59uamlQ5XzSd2PF5hUxC5eh6p8DtXWC8vdLc8t868/hX0FYaakq+dODtPKqe/ua+V/hfa3lz8SdLigdl3MWmIH/LMDJ/pX1HqeoM832GBsBQPMYfypyaUtTCEpSioxKGtar5UckOnxogXI8zHH4V4J45vL2aYpftHOuco/lhWQ/Udq9svomEbYHGOlePfEi2ddMa4QEESAVypL2iZ1uKVJpHnkMTSSJHGC0jMFUDuSeK7K4SRShBA65FZ13pen6XoVv4h0nVL6Ux3P2dWuYBGtw4TJeIddqkhTuHcd8gat8QtsZFcg4wABzmvYodTyKj2Miy1i80DxBHqVg+JLZyVU/dcEDKH1U8j/wDVXrUdroPj22GtaOy2upqyvMhUMyOOcOvcZHUda8WuQfNcHlupPbJH+NCz3OmpC8EzwTxAHzInKtk8nkc1z4jDqrrszpw2KnQleLO3uPhxq2/ZDHEj+areas/y4A5+Uc8tk/jXXeDWstA1o+Gn1GKXUr3959ni6RFR0J9SPXnivFr3x54plga3l8QX7r0IEuCR7kc1L8PtVj0XxWdam+eWzs7meIN3l8pgv6muaFCUXeTO6vmc6seVLc+ndVu0mT7LAc2tu204/wCWjjqT7A/rXDa4oe6cjklRW54Ymj1DwnptzGxZZYA2ScnPf9c1X1ix8qJrhRkKfm+lKom0VRcY7HhXiu0MUjNjlJCp+h5rmUzg8V6h4x0xXyy/cmXGfQ9jXmJ3oCrDBB59a0oSvGxy4uNp37j1OeDXS+G4XMVywU7CQAx9QCSP1qj4RsNM1nxJFp2rXM1tFcEKs0c0caxnuWMnGMZ46k4Het/ToGsdR1PR385BZzFVW4ADqSTndjjdgDODj0rro/xEcNR+6yjqJdbZWON4YAYPUH1ru/AnijTdW0dPB/icho1wLO4kbaP9wt2I7H0OPSuD1NmMrDdujRh04ye+Pb/CqMMbKzyFQyomOefmJx0rWvTVRcrCjVlSanHc9T8Q/Dm8idY7VBc26yFl24jlXJXIJPUbQQPc1j2/gK/CXU+qSw2lkrFzNcSgmJPfsD75rkrbx/4o0WIW9lrEwt04CTYlUD23A4/CsPWvFWueI226nqU9xGpysbHCD6KMDP4V5bws07X0PbWcT5dtTa8X6/a6iLfS9IDJo9pkxZ+9M/QyN/IDsPrXHzdMmrCSsIwgA44zjnFQzk4IPNdcYqMbI8mdSVSTlJ6sSwKLf27SDKCRSw9s16xp1ynhnxRA2/FvckRuOwB6H8DivKdOaNdStjKMx+Yob6Zru9eSR72KNj93AB+lZVOh04W3LI9f1rTEvbJlKjJGRn1FaXhkrDYoDwdu0j0IrntYvbqLwHDdxTPHcAxKXXr71z2rr4k8O6Vpt/NqN4kt5v8ANi24EONpQE4+8Q2cf/XqUm9SpzS0YzUfltpsdoiR9RXJ3XLyNznpRRXpzPIp7BcASrErDgkLx6Y/+vXF3Xzzux7PgY7AUUVzVDaG43JBwPXFXoACGzyMDiiis0WUb5QAMDHNQ2ZO8jNFFAH2B8KZ5LrwBYTzNukZSCx74OBXnPiq/n03x7qNzb7fMjnbG4ZHKbT+hNFFZR+D+u5cvjObsgB5ygcBf5VkauxM7r2wp49cf/Xoorvo/wABf11Oep/EZRgYh5B/eHP86xdY4jgx/wAtCxb8D/8AXooqJbDjuY33SceuKkiJKtntRRWRodb4NvZ7DxRDNauYpFRkDKcHBIBr2b4Y6re6tY6nPfTtNKLyRdzdcA8UUVyz+NnVQ2O2mRWTkV5h8SoYxoUo25HmLxRRWX2kdT+FnlfibxTJrlhZQSaVptr5IWON7VJFKIuQEALlQOcnA5PNdDqZK2MhH/PMN+ORRRXq4f4ZHj1d0c3LzuPcnJouP3oG/n92zfiM0UUMRyzfONzcnNPgcrKuDjnH4UUVian0R8LCY/DLW4YmNJdygnON3JA9s1217Gr20iEfKUoorjTvHU9S1noeaaxCj6a4YZ2Phc/WvJtchSLUSFGAyhj9aKKnD/GLF/AhNE1s6TNLE2m6dfQzMHMd7B5gVkBKkEEEdTkZwe4Na+gajdarfazqF5KZLq4dZpHxjLEnPHYe1FFelQ/io8mr8BHqL7r6VSBgMMf98j/GoI3IWUeoJ/IUUV0S3JWxhahxIijoUBI/E1UUY6d6KK5JbmiJYjleakuQCp4FFFIZR6Hiuwe/nuDbvIwLALzj2FFFRI1ovVntWvqv/CukYDBLwnj1rzy/1nUL3T4bC5upZYIHaRd8jMSWx1yecY49Mn1oorNbGtT4j//Z", "info": {"video_id": "194143", "label": "putting pomegranate seeds", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "194143", "label": "putting pomegranate seeds", "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": "6bf025fddb9fca5ed2ab3a076ea0ad715c0882d0adab4812b75b60975ed0a771"} +{"episode": 70455, "episode_seed": 3226704866, "split": "train", "timestamp": "2025-10-13T03:38:40.056947", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3226704866, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'glue package falling like a rock'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "44099", "label": "glue package falling like a rock", "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": "44099", "label": "glue package falling like a rock", "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": "e686485308a1dc51cdf4305e2daff944d78aedbaa7350c91d8efce4fa4e62a40"} +{"episode": 70456, "episode_seed": 3809376353, "split": "train", "timestamp": "2025-10-13T03:38:42.210653", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3809376353, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the padlock with iron rod'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "205193", "label": "hitting the padlock with iron rod", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "205193", "label": "hitting the padlock with iron rod", "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": "399827ec1542114e7386915662046f53a8c59f7f9c335d1eb77dca54db4e0e6c"} +{"episode": 70457, "episode_seed": 2293007120, "split": "train", "timestamp": "2025-10-13T03:38:43.281706", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2293007120, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'taking remote'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "138770", "label": "taking remote", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "138770", "label": "taking remote", "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": "2b88dc434987231184d64054bfc4d29c1228a46947f633570050ed170c9e96e5"} +{"episode": 70458, "episode_seed": 3697200804, "split": "train", "timestamp": "2025-10-13T03:38:44.454693", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3697200804, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lighter into shoe'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "76974", "label": "stuffing lighter into shoe", "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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EW1olCn0zXNapok1mTcQqRkgFP7xPp716faadaWcIiiTapOSSclj6k96SGziu71pigMFuxVD/AH5OhP8AwHp9c+lU9QTscBoaLqF/apPL5AB2zFhgdvlOemTj9a9XCKsjFQCw43ccioFtLPypY3t4ykvDjaPm+tZMovvD6K1rDJe6VkmSINmWAeq/3lHpUpWG3c076/jsIGkcg4BNfP15dSXl9PdOfnlkZz9Sc16Z4g1RNTtZZreYNbbDlh9On1ry09KpCOl8G3k9vf3CREkyw8j6EYrrF0m71CTM7HHpXLfD9om8VQ28pAEyOik/3sZ/pXt0NgkSjKj1zSauCZxUHg2Nm82JjBOP41GQ3+8O9N1aJ9M06X7ZbiOVUOx0GY5D2APY+x/M16EsYA+XPHSuW8VuLn7NYHBWaTfIp/uJzj8TilYdzh9GtV02SdZULB4lRj785PvVjU9A+0R48sg9QR1U1r6HotubyZ5mleKMq0UTNlVPP4kexrobpIooN6J5kjEIkf8Afc9B/j7A01sLqeT23nafePbTr8g+UvjjPYfXHavSfBtjGNGklklWbzWClGAyqjICkfT+dalvo9nFbLBJDHKSdzs6g7m6k/n/AEp99pUdxOl3ZP8AZr5P+Wg6P7OO4pcqTuPmbVjRC4UAYAA44rzz4sXzJpmn2anAmlaRvcKAB/6FXXabrMlxM1lqVs1lqAP+rY5SYesbd/pXBfFc79S06PIysLsQOw3D/CqEcTo2nyard/ZVlKIFLNgZr1addSv7dLe7u2FuqBSinaCAMcgdfxrzfRbq502JLixhVpnzl3PAXOK7zw3b3/iC3+1SyDy9xVinQkdhXPV55Oy2OqmoQjeW5XuppUT7Jp0ffBfHAqi2g6lbxNK5a5iP3lXh1+nZvp1r0mz0SGFR8oB+lP1GCKG3IxgD17VcKaijKdVzZ4Bq5Vr0iNiyLgZOcgntg16N9mS+iVVjIeJArc55/wA5rk9S09b/AMy9yRJNIWUg5+TOF/QfrXq9jpdpZweWgbLfMzMcsx9TWieljNnlup6LNYFrqFCFB+ZPXnt71oaIo1O9tI2lWBmO2Xd3HdTnpk4/WvQY7CG8vyWjDQWzYz2eTH/so/U+1aCabp4jlV7WLZMMSfL970zScUwUmi0tvHFOzrGvmfdZsDJA7Z9KfuCAluR1Nc/JJe+HFXy4Zr7Sc/MVO6a3H0/iX9a07m9gl0ee8hmV4DEx3g/7J4+tMR886pfPfaxd3rMd0szPn0yeK774PTyf27fRsxYS22eTnlWH+Neei2d4HkjAYIu9sHkDp0rsvhTqKW3i1LWTAFzG6K3fdjOPxxVCPcmjDEBgD9apSaagma4spPstwfvMgykn++vf69fer/PHHXvSnOCQT7VI0cvrmtPYWE322IwTqjbNpzHKf9k+vsefrXDaXCttdkzFtrQhJSO7HPJ/Emuv8YN9rFtp5xtnk3SDP8C8n8zgVh6RoDTTXET3kotQVbyyMt34DHt+dJbjexjanoK3EIeMEEjKuByP/rViWcktjeizuVwzjj0Poa9cmtLaG3eVyFjjXJ9gPT1qvD4YsLi3Y31sGlnO9weqf3VyPQfrmhxuNSsZfhDR0vNOuZL2KGe0IEKKw3fKCevv2/Cuzt7eO2tore3QRxRKFRRwAB0ArMm0UQFJ9JkFrOuAYh/q5QOzDsfen6Xrkeozy2k0Ulnfw/ftZRg4/vKf4gfahKysJu+pzPxXvzb+FY7Zet1Oqnn+Ffm/nivGI3b7igfMfTmvU/i4TINKhBGd0jYz2+WvLpI5LaYCSNlPDAMMZHUVaJPpnw1cfa/DOlTHkvbJnPqBj+lX7myt7yNVnjDFeVYHayH1UjkGsPwHex3/AIM06WHgBCjKf4WVjkV0mQQe3oDUsZniS908fv8AdeW3/PVF/eoP9pR976jn2qlczxajqdlHBIskUStcMynIz91fxySfwrf5HA5PauaSze6vb7UbWc28jS+XGQoKOqDBLL3yc89aTGjFuZpAiW0BxNMdqN/cHdvwH64rSt4o4LeOCIEIigKM/wCeaydK3zFr2RWVpgPLU/wRjp+J6n/61aXmEDOeaYmWcg+9RXMm6Mxr16nHUVD5/pjI4pNwY5I4JoEcb4j0GK10671CFlhKpukRh8kvpkevPBrznT9Ol1O7S1gKCRlYjecD5VLH8cCvWfEX/EzV9PQgxwxGebHc9EX88n8K818MXUdl4isZJ3SNEm+Z3baAMEHJ7VUbXGyx4DUt430oD/nqT+G05r6BQZA4Oa8R+G8VsnjFZppkRI0fyix4ZjwBntwa94tId3JHPQCiwiB0IU44rkrpDd6veT8FIsW6d+nLfqQPwrt9SQWenz3cmQkKGQ/gK5i2sXg06ESg+a48yTjnc3zH+dJoaM+xj8p5GAwTirFj/pd4162fLjykA9f7z/0Htn1qpfB98dpFuD3Gdzj+BB94/XnA+ta0REcaIi7UAwF6YFJAyznnJ709Sobp3ySaqNNjvx0GaUT84/KgRLqFjb6jB5Vwm4feUg4Kn1B7GvGfHkc0HiA201ytw8cIPmkfOQTwG9wK9euNQjtbeSeUhUjQs30FeQ+NbeaO8tr2cfv7pTLJ7E4IX8BgUxnPxPd20KEnEM0bqu7pjODj0ORXsvwsTHguNivW4l/HpXll/LBceFNNSNozNHcz/LuG4Kdp5HUDNe0eA7eGDwfpsEEiSERlpNp+6zEkg+/NNqwXb3OkCHHTjrXNeK5JE0uWND+8mxCh924z/n0rtktcx4WuM1uE3GvwWxJK2yG4fP8AePyqP5mhoEcbc6cqqkSp8qgKMeg4rrbieSOFYYf9fKdsXse5PsBzVS4thkentU2lsbmRr5wwEg2wAj7sY7n3br9MVCGa1rDHbWqW8RJVR1PU+pPuTzU3yn3FQCQhc9+2KaJ8HjqOOKokvoQVPbnP0rkvFWnDT9Hv7+xlWAeUzTwniOXIx07Nz+NdCLgYzjiud8TudUhbTUIKLEZ58HsPuL+J5/CgaPGbW5NreQyuC8YXa6/3lI5H5Gt7wdbeR8Q9JjTJjM4ZCw5K4Jqh4aNqdfsor1YzCZgHEhCqVwQck8Ct/wCG8ETeO0nmmREhWQxbiAGJyoA/M1XQR7ogyAMc091IU4qe0g38kH0AqTUIvstjPdSHEUKM7e+BmpsC3ODu4zd61eTEZSBRbp35+839B+FOsI/KeU4Izjr071oWdi8WmxGUfvpQZpPXc/P9ao30ps0AiGbiVvLiX1b1+g6mp6lEsf8Ap2oqnSC2YM4x96XqF/4D1Pvitbgtk9DVGzjS3tkjT58fecjlj3P41Y83HHBxVCZYUDcSepxUGpabb6lGolBWROY5UOHjPqDR546Hp705rlUB3NgKDnJ6CkI8f+I730eqWtvfPHNJHC7LMv8AGp4GR2PFcoSl5pKqxP2i1zjjrGecfgefoTXS+PhJc3cGrODi63CMHtGOF/Pk/jWXNbQp4Th1C0VhcvevAzqeq7FYD9T+dXFDZ6n8H+PBkhPT7ZJg/wDAVr0JRmuP+GNj9j8DWIBDPMzzNtOeSeh/ACu/htjsGMnilYRkajcNZ6fcXGMsiHb7seB+uKr2dqLKxhtyDuRAGPq3c/nmrGswtNqGn6f18xzcSDH8Ef8A9lj8qlmTafepaKR57ZXsdzbLNBIHibuDUs10Bnk+1YE0UunO15YqCrczWw4Df7S+hpF1SK6RZIWyv6qff0NAjYNyc7c9RRLeJFA8rsSqDcT9KyRcgd+arXVyLi4hsgThzvkx/dHb8eKVwsa+jRu9k80/E123mOD1AI+UfgMVx+t+A9Qa+eXT4DNHIS2xTgg/4V3FrJvfjINdJYR5UFiPpVIGc54C8EnTNPmfU4V8y4Xa0LENgZzzjvXYQLeeHT5jxy32kL1ZRmW3Hv8A3lq9bqucY/Cur0aPCHPG7rmtCTndfntNZ0/R7Cxljmi1O6UtJG279zH8z59Ow5qXWNLCKXVcAmsSXSbmLxtq+oeFLa1U6cqrJbt9yZ3GZFXspwB07iufj8TX3iTxZdaa2qX2lgeZttCu5o3VCdnI4HB5/wAaQyTVZIrW8t4ncLLMG2g8bsYzj86Z55AOc57Vy8E8+vRsuoXEkrJtaKQn5oie6mnJqs1tILO/I84cRzD7so/x9qzYG61zk8EnApFuNxzu49PWsYXQPUjHcU5rtURmZuFBOTRcdie/lN7fW2njlCfOn9NqngficU3xP4fOv6eFjIE6HKH3qDSp/NSW7bJM7fKD2QdB/WuosAzkYPHvQhs8r0f4fazdarHHNZPHCDlpSRsH4969sXw8YEim0uUW95FGEyR8koA6OP61atkVVB/WtqwjDyKAPqa0SuQN8O6pBeXJ069gNnqajLW0pxvHqhP3h39awrXTzqr6nrCLhLq7ZYQP+eUfyr+BOTXR+O7SxbwlNdXMIa5g2i0dTtdZCcDaRz+HtXFeINV1zwZ4Zi0u9iMCLsW11C1OFIJJKPxwff8A/XQMW6syCysOnBwKy7O6jnt0kgcPGw4K9MVU1m7nTR4tSstd1CcPceRunjVFnwuWePHO1T8p3eo9wM2SOXS2N3ZLmBjma2H6svvUMDopboLk5x6cVAbk9M4yKxl1SK5RZIXyh6H0P+NPFyMZzz/OlcZrPdLFC0jv8qjcT9KqaMjT2st1MMSXjbyD1VcYUfgP51lXlyJ5YrJWI805kI7IOv8AhW9ayBn+XjoBjpRcdjzzX/AmoLqEktjbPPDK24LHyVP09K7r4d+BjZafNLqltta4Xb5UmNw5znjoa62wjJALEfT+dbcAUEDsO1WiWUbeS78OsPtayXmkjpcKMyQD/b9V961/Er2+p6XplhZyJKmq3SL5iNkGJfmc8ewA/Gt7SYgYzkAhhgg88Vw02mXNh411C78L2UUkemoDLaM52s8g+cRjorYA/L8Kb7AdDq2lrGhdFwueB/KuE1iO3t9RtWdgLgq4jU9xxux+lMi8XzeIPF09hLq2oafbPLtEXmxx/ZyMZ3bxjA59ycCufukudR1C9s9QmumktJisDT4EkJBIzxxngZxxUsDolmABJPQccVE9yM7cg+1YUOqywy/Y9Qwtyo+Rx92Ueo9/anfawScHvzzU3GbAuS3ORiqGr3DTrFp8bHfdvtP+zGOWP5cfjUIuR0yPrUFhcLdXU94SCoHlRfT+I/n/ACouNId4s8PnWtIEVuoWWEZjGOmO35V5vp/hLVLrVYrP7HcKzNgjyzgfj0x717XYlmK7cNzXSWcQRf8AOKqImZumeGZ9IsrdtKdEuo4lWWFj+6nPfPofQ113h3UrXU3e2dXt76L/AFtrKMMvqR6j3FNskDOo6nNWfFWlWM2hyajOXt7qxiMsN1CdsiEDIAPcE9jVCKem2yan4o1rUDkw2zLYw/8AARuk/wDHj+lM1O2EchAAFcje+I9U8L+EIrO7insLm4kW4hv4yCs287mDHs3NZfiK68UaXpen3t3qt75t2X8yMrgRYClQTj7xDZx/9ekwOTnlZQQO4rl9TY2OpQTQHaZ22yL2b3x60UVkxo0TK4ViD0NN0iRp7q7lc5fzBGD6LiiikUdjZABVPviuisWO0UUVqiGblrwy/Wuz09fLs42BOSAeaKKvoI5z4fkv4duL5iTPd31w8repB4/lXlPji5fSvHWq6tahRd2s7+WzDI5Tac+vDGiikxmB4dneWzkdj8wAHHfGan1JFvIGjmUFcZGOx9RRRWTAxtIu5p7RvNfcUcoCepA9an1K4kEBjDfK7qjfQnmiipLR0tgoVgo4A4Aro7E7WCjGNxFFFXETOjtskjmui0Vd8yAk46/qKKK1RDIPF5M2reGLF+bebUd7r6lVyP1qD4oKsvgmZZFDKbiIEHoeTRRSGeIa14mk1K8t9POmafbRwxqkbW6OpRFBwgBcqB34HJ5rWklYA89qKKiQHKX0jWWsW5tzsFy2JV7H3x61qea6qSD6UUVBaGaZI01/eSvy6ssan0GM12FgPlQ/7WKKKcQZ0tgSyZ6c1tWnLqKKK1RB1+mri1Q9ya57wCTPpuo3knM91qM7St64OBRRQwPKPHOpjR/FWuzrp9hdlrkMRdw78FRwQQQe5yM4PcGsjR9Uu9Ua61G7k33NwwkkYDGWJPbtRRUsCXWIUubUpICcDcCOCp9QaxdJvZ7myzK+WVmXPcgetFFZlItXtzLHYTsp5AwPxrW0xFighjUfKEHFFFC3GdXp/HSuitnOcdhRRWqIZv6WT5w+tN+ILsPDcVuDiO4vYIZAO6luR+goopsCr8UYIpPA8kTxqYxPEAuOnNeCS69qc5GiXF5NPaWrvLH50jO2Wx1JPIGOPTJ9aKKkD//Z", 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EW1olCn0zXNapok1mTcQqRkgFP7xPp716faadaWcIiiTapOSSclj6k96SGziu71pigMFuxVD/AH5OhP8AwHp9c+lU9QTscBoaLqF/apPL5AB2zFhgdvlOemTj9a9XCKsjFQCw43ccioFtLPypY3t4ykvDjaPm+tZMovvD6K1rDJe6VkmSINmWAeq/3lHpUpWG3c076/jsIGkcg4BNfP15dSXl9PdOfnlkZz9Sc16Z4g1RNTtZZreYNbbDlh9On1ry09KpCOl8G3k9vf3CREkyw8j6EYrrF0m71CTM7HHpXLfD9om8VQ28pAEyOik/3sZ/pXt0NgkSjKj1zSauCZxUHg2Nm82JjBOP41GQ3+8O9N1aJ9M06X7ZbiOVUOx0GY5D2APY+x/M16EsYA+XPHSuW8VuLn7NYHBWaTfIp/uJzj8TilYdzh9GtV02SdZULB4lRj785PvVjU9A+0R48sg9QR1U1r6HotubyZ5mleKMq0UTNlVPP4kexrobpIooN6J5kjEIkf8Afc9B/j7A01sLqeT23nafePbTr8g+UvjjPYfXHavSfBtjGNGklklWbzWClGAyqjICkfT+dalvo9nFbLBJDHKSdzs6g7m6k/n/AEp99pUdxOl3ZP8AZr5P+Wg6P7OO4pcqTuPmbVjRC4UAYAA44rzz4sXzJpmn2anAmlaRvcKAB/6FXXabrMlxM1lqVs1lqAP+rY5SYesbd/pXBfFc79S06PIysLsQOw3D/CqEcTo2nyard/ZVlKIFLNgZr1addSv7dLe7u2FuqBSinaCAMcgdfxrzfRbq502JLixhVpnzl3PAXOK7zw3b3/iC3+1SyDy9xVinQkdhXPV55Oy2OqmoQjeW5XuppUT7Jp0ffBfHAqi2g6lbxNK5a5iP3lXh1+nZvp1r0mz0SGFR8oB+lP1GCKG3IxgD17VcKaijKdVzZ4Bq5Vr0iNiyLgZOcgntg16N9mS+iVVjIeJArc55/wA5rk9S09b/AMy9yRJNIWUg5+TOF/QfrXq9jpdpZweWgbLfMzMcsx9TWieljNnlup6LNYFrqFCFB+ZPXnt71oaIo1O9tI2lWBmO2Xd3HdTnpk4/WvQY7CG8vyWjDQWzYz2eTH/so/U+1aCabp4jlV7WLZMMSfL970zScUwUmi0tvHFOzrGvmfdZsDJA7Z9KfuCAluR1Nc/JJe+HFXy4Zr7Sc/MVO6a3H0/iX9a07m9gl0ee8hmV4DEx3g/7J4+tMR886pfPfaxd3rMd0szPn0yeK774PTyf27fRsxYS22eTnlWH+Neei2d4HkjAYIu9sHkDp0rsvhTqKW3i1LWTAFzG6K3fdjOPxxVCPcmjDEBgD9apSaagma4spPstwfvMgykn++vf69fer/PHHXvSnOCQT7VI0cvrmtPYWE322IwTqjbNpzHKf9k+vsefrXDaXCttdkzFtrQhJSO7HPJ/Emuv8YN9rFtp5xtnk3SDP8C8n8zgVh6RoDTTXET3kotQVbyyMt34DHt+dJbjexjanoK3EIeMEEjKuByP/rViWcktjeizuVwzjj0Poa9cmtLaG3eVyFjjXJ9gPT1qvD4YsLi3Y31sGlnO9weqf3VyPQfrmhxuNSsZfhDR0vNOuZL2KGe0IEKKw3fKCevv2/Cuzt7eO2tore3QRxRKFRRwAB0ArMm0UQFJ9JkFrOuAYh/q5QOzDsfen6Xrkeozy2k0Ulnfw/ftZRg4/vKf4gfahKysJu+pzPxXvzb+FY7Zet1Oqnn+Ffm/nivGI3b7igfMfTmvU/i4TINKhBGd0jYz2+WvLpI5LaYCSNlPDAMMZHUVaJPpnw1cfa/DOlTHkvbJnPqBj+lX7myt7yNVnjDFeVYHayH1UjkGsPwHex3/AIM06WHgBCjKf4WVjkV0mQQe3oDUsZniS908fv8AdeW3/PVF/eoP9pR976jn2qlczxajqdlHBIskUStcMynIz91fxySfwrf5HA5PauaSze6vb7UbWc28jS+XGQoKOqDBLL3yc89aTGjFuZpAiW0BxNMdqN/cHdvwH64rSt4o4LeOCIEIigKM/wCeaydK3zFr2RWVpgPLU/wRjp+J6n/61aXmEDOeaYmWcg+9RXMm6Mxr16nHUVD5/pjI4pNwY5I4JoEcb4j0GK10671CFlhKpukRh8kvpkevPBrznT9Ol1O7S1gKCRlYjecD5VLH8cCvWfEX/EzV9PQgxwxGebHc9EX88n8K818MXUdl4isZJ3SNEm+Z3baAMEHJ7VUbXGyx4DUt430oD/nqT+G05r6BQZA4Oa8R+G8VsnjFZppkRI0fyix4ZjwBntwa94tId3JHPQCiwiB0IU44rkrpDd6veT8FIsW6d+nLfqQPwrt9SQWenz3cmQkKGQ/gK5i2sXg06ESg+a48yTjnc3zH+dJoaM+xj8p5GAwTirFj/pd4162fLjykA9f7z/0Htn1qpfB98dpFuD3Gdzj+BB94/XnA+ta0REcaIi7UAwF6YFJAyznnJ709Sobp3ySaqNNjvx0GaUT84/KgRLqFjb6jB5Vwm4feUg4Kn1B7GvGfHkc0HiA201ytw8cIPmkfOQTwG9wK9euNQjtbeSeUhUjQs30FeQ+NbeaO8tr2cfv7pTLJ7E4IX8BgUxnPxPd20KEnEM0bqu7pjODj0ORXsvwsTHguNivW4l/HpXll/LBceFNNSNozNHcz/LuG4Kdp5HUDNe0eA7eGDwfpsEEiSERlpNp+6zEkg+/NNqwXb3OkCHHTjrXNeK5JE0uWND+8mxCh924z/n0rtktcx4WuM1uE3GvwWxJK2yG4fP8AePyqP5mhoEcbc6cqqkSp8qgKMeg4rrbieSOFYYf9fKdsXse5PsBzVS4thkentU2lsbmRr5wwEg2wAj7sY7n3br9MVCGa1rDHbWqW8RJVR1PU+pPuTzU3yn3FQCQhc9+2KaJ8HjqOOKokvoQVPbnP0rkvFWnDT9Hv7+xlWAeUzTwniOXIx07Nz+NdCLgYzjiud8TudUhbTUIKLEZ58HsPuL+J5/CgaPGbW5NreQyuC8YXa6/3lI5H5Gt7wdbeR8Q9JjTJjM4ZCw5K4Jqh4aNqdfsor1YzCZgHEhCqVwQck8Ct/wCG8ETeO0nmmREhWQxbiAGJyoA/M1XQR7ogyAMc091IU4qe0g38kH0AqTUIvstjPdSHEUKM7e+BmpsC3ODu4zd61eTEZSBRbp35+839B+FOsI/KeU4Izjr071oWdi8WmxGUfvpQZpPXc/P9ao30ps0AiGbiVvLiX1b1+g6mp6lEsf8Ap2oqnSC2YM4x96XqF/4D1Pvitbgtk9DVGzjS3tkjT58fecjlj3P41Y83HHBxVCZYUDcSepxUGpabb6lGolBWROY5UOHjPqDR546Hp705rlUB3NgKDnJ6CkI8f+I730eqWtvfPHNJHC7LMv8AGp4GR2PFcoSl5pKqxP2i1zjjrGecfgefoTXS+PhJc3cGrODi63CMHtGOF/Pk/jWXNbQp4Th1C0VhcvevAzqeq7FYD9T+dXFDZ6n8H+PBkhPT7ZJg/wDAVr0JRmuP+GNj9j8DWIBDPMzzNtOeSeh/ACu/htjsGMnilYRkajcNZ6fcXGMsiHb7seB+uKr2dqLKxhtyDuRAGPq3c/nmrGswtNqGn6f18xzcSDH8Ef8A9lj8qlmTafepaKR57ZXsdzbLNBIHibuDUs10Bnk+1YE0UunO15YqCrczWw4Df7S+hpF1SK6RZIWyv6qff0NAjYNyc7c9RRLeJFA8rsSqDcT9KyRcgd+arXVyLi4hsgThzvkx/dHb8eKVwsa+jRu9k80/E123mOD1AI+UfgMVx+t+A9Qa+eXT4DNHIS2xTgg/4V3FrJvfjINdJYR5UFiPpVIGc54C8EnTNPmfU4V8y4Xa0LENgZzzjvXYQLeeHT5jxy32kL1ZRmW3Hv8A3lq9bqucY/Cur0aPCHPG7rmtCTndfntNZ0/R7Cxljmi1O6UtJG279zH8z59Ow5qXWNLCKXVcAmsSXSbmLxtq+oeFLa1U6cqrJbt9yZ3GZFXspwB07iufj8TX3iTxZdaa2qX2lgeZttCu5o3VCdnI4HB5/wAaQyTVZIrW8t4ncLLMG2g8bsYzj86Z55AOc57Vy8E8+vRsuoXEkrJtaKQn5oie6mnJqs1tILO/I84cRzD7so/x9qzYG61zk8EnApFuNxzu49PWsYXQPUjHcU5rtURmZuFBOTRcdie/lN7fW2njlCfOn9NqngficU3xP4fOv6eFjIE6HKH3qDSp/NSW7bJM7fKD2QdB/WuosAzkYPHvQhs8r0f4fazdarHHNZPHCDlpSRsH4969sXw8YEim0uUW95FGEyR8koA6OP61atkVVB/WtqwjDyKAPqa0SuQN8O6pBeXJ069gNnqajLW0pxvHqhP3h39awrXTzqr6nrCLhLq7ZYQP+eUfyr+BOTXR+O7SxbwlNdXMIa5g2i0dTtdZCcDaRz+HtXFeINV1zwZ4Zi0u9iMCLsW11C1OFIJJKPxwff8A/XQMW6syCysOnBwKy7O6jnt0kgcPGw4K9MVU1m7nTR4tSstd1CcPceRunjVFnwuWePHO1T8p3eo9wM2SOXS2N3ZLmBjma2H6svvUMDopboLk5x6cVAbk9M4yKxl1SK5RZIXyh6H0P+NPFyMZzz/OlcZrPdLFC0jv8qjcT9KqaMjT2st1MMSXjbyD1VcYUfgP51lXlyJ5YrJWI805kI7IOv8AhW9ayBn+XjoBjpRcdjzzX/AmoLqEktjbPPDK24LHyVP09K7r4d+BjZafNLqltta4Xb5UmNw5znjoa62wjJALEfT+dbcAUEDsO1WiWUbeS78OsPtayXmkjpcKMyQD/b9V961/Er2+p6XplhZyJKmq3SL5iNkGJfmc8ewA/Gt7SYgYzkAhhgg88Vw02mXNh411C78L2UUkemoDLaM52s8g+cRjorYA/L8Kb7AdDq2lrGhdFwueB/KuE1iO3t9RtWdgLgq4jU9xxux+lMi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", "info": {"video_id": "76974", "label": "stuffing lighter into shoe", "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": "87e82f2852016bee11513e9270deddc91f66422f4dd5068f7fcfb6fb08f1ab55"} +{"episode": 70459, "episode_seed": 2470673921, "split": "train", "timestamp": "2025-10-13T03:38:45.992004", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2470673921, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box with purse on it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "181121", "label": "lifting box with purse on it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "181121", "label": "lifting box with purse on it", "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": "5903d2973aa8bcc5e5f743645ca1597d26b1bce9c891bca3908f291a718946f3"} +{"episode": 70460, "episode_seed": 587821762, "split": "train", "timestamp": "2025-10-13T03:38:48.348507", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 587821762, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tray 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": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "92442", "label": "moving tray across a surface without it falling 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": "92442", "label": "moving tray across a surface without it falling 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": "97124346cc70d5c2501ef7943ee34cddbf8c9a1dae119099db281750f4c85d4a"} +{"episode": 70461, "episode_seed": 2673164602, "split": "train", "timestamp": "2025-10-13T03:38:50.418970", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2673164602, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 thermocol so that it almost falls off but doesn't'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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tdsu5yx246/Wp1jglK+bI0r5ydxLfzqvbwEuCykg8ANWpZ244IQemMUuZ7EeZJEsUMYaGMLIeM4q7a71xI6kqTnGKcLUFismAP5VrW9uhtwFLY6DHSqSFco+Jrq2vPB97bxI7ttzu4G0rg/0rx1kr2fVrZW0ydFUKCh5I9iK8cYYYim3qOCTTKxGKKlZajI5ppmco2AdRXpMriJM5wAK82HUV3d0Xu7iO1Q43nk+g7n8qpF03ZNkUF5cR3y3AtnK9VkPC1Zl1J7q4dpXaQk8L2X6VBfsAVWPOxBgc/lxU9hBuf5sAnmoa1H7RyVjQtz8p/d/KBxU0EUku5wSxHT6+lWEgOxGOOe1XbWNG3BUJHVqEhcxnKzCQhofmAJBPSvNtUiEWp3K4H+sJ49+a9g+zZQ7VHPcV5d4otjba9cIVIJwcHr0oaKg0zBZcGm1MRmomGKaZnONhK9A+GkZkXVMNj/Vf+zV5/XaeAbiSBr4o4XOz/wBmqluZvY9FaFT97qBWZNFGjF+j9sVJJdXGzdvGMelZsksr7/MJYEfKMYq+YVjL1K1iunLyyEnuM1JZKljbLFbbtpbdtJJwT1I96lSNSchQc9KljtgSRLgYNYu7NU7EyyMqAuvBGeO1YfimOGfRhJEpbDht/wCn9a6sRK8S/M2O9ZPiS0B0WfamMLkDHNFhp6nmJSmVMRzTGWmmE49hlFFFMzPVI4mJ+dNp3EADsM8VM0YgVmfaIlBZmP8ACB1JrnLvx4Z2Z4tKVZDzuaYkfkAKxLzxJq19G0TzCOFwVZIl2hgex7kVnyl2b6HpMd9ottaRzyaraBdu6QrIGK+g2jkmoLXx94emMyTyy20cUmyJvKLNKmPvEDoc54z0xXk/lgHODj0zTtiE52fhuqk0g9nJnrVx8T/D0LAQWl7OF6Haq5/Env8ASuf1Xx9qPiCH7MttBZWJA8yJfnZ+cjLEcYwOlcTa7JZinlqAFZs9TwCf6VYjllJwrYGOwq3KyuEKbk9C9rUQUrsnWdFbAdRgHIBrHNXCGZCrOxGc4J71WdCDWN7s64xajYhbpULdaslOK1fCmh2viDXv7Pu7x7YNDK8ZSPeXdULBfYcdfaric9UTw4UWO8cj5wFC/rmty3RpnBwOtc5oanfNg/3RXbWdsv2YcYI6kdqT3M1sSQ2+GwU4rQtLUq22Ndzcn8qwW8XWWjX8kMlv9sAQYkilBAJ69sZH+NZGr+Nri7jWCwh+zQq6uXPMjEHIBI6DOOPamohc9Dt4TPMVCljjPStuysppAyeWNi+/SvI5PiHrzoywi2g3HJMcOST+OazLzXdc1SNYr7UJ3iByELbVz9BiqVkLVnoHifxQkEsthp09rLGY9skyZZ43yQy5+70HYd68xuABPIAMDccCr9rdpZKdqxuChQqRnr3Hofeqd1h5iykkEDkjHYVMmjeknqVjUTVNio3FJBUTsM713NlJ5cU14fvP8kf0HU/n/KqGueHtHtPDVtq2l395MGuvsubmARrckJud4hnO1ThTuH8Q9wLTOAiwoMqoAAFXcwQqI9xOCcHnJroba2CFSE+cgAVzEmqwaM0Ui+VcyeZ88O/kAc9uOtJfePb25VxZWqWksnDOrbyB/s5HH1607IR3SwvvVFHmAngpyG+lacVk6ty6IozvJPA+prx2z8Ta5ZWaWtreSRRJkLtUZAJJIzjPUmqk97qF7k3V7NKDwfMlLfhRdDsz1DxH4rsLOIWukah5l8SrGW2CsgXnILHufavONUaR5zJMJBKxJff1yee/1qCArCvyls5yCB3qS6upLtS0uWkLbi5PJ4xUyd0a04STKBpjVMRio2GaSKmmRV1/gdQftzHts/8AZqo+DtL0jWfEMOnavcTW0M52rOk0caxnqSxk4xjPHUnA71r6JaNpWs63ZCOeLyJ/K2XAAkXDMAGAJGfoSKo5zqJJuihQf6VUdmkcggjjAob94gwcN7Vlt4p0/Tbm5trmGWaVcIskRVlHHJHP4VQrGrbQFSdgJCjJPoKu29v57MApOOT7Vwt94zne5tzYwLDDBIJPm+9KcdGx268D1ol8eay8XlW4t7dP9iLJ/Etmpsh6nqFvaSSRs0oCRoOWJAC1xXiLxN9okmsbKeBrIkBZolO5xjJBJ688cDtXHXmq6nqhUX17LKq9FZsAfgOKfDefZ4ZIkCMsihT8uSOc8HtTuikmUWGCRUZqxPtaVymdpYkZ9KhIrNG80yI0lOYc8V0/iPwTe+GvDuj6jeCVZ74yebCYyBbgBCgY/wB5lbOO3TrnFnO1ZmAOlIaKKyO3oLRRRQAWH/H0f+ub/wDoJq5ajjNFFXU+BfP9DHDfEySTiq8h+aiiskdLInp+l6rc6JqkeoWmzz4twXeu4fMpU8fRjRRWqOaoRWeo3VgXNtIELYydoP8AOi51G8vP+Pi5lcH+Etx+XSiiqMCBeRjFSKSFwDxRRUM2gkMlZg2Nxxjpmrsqr56jAA2L0/3RRRVP+G/l+oU/4v3/AKDmHP4VG3Kk0UVkdZCelRscDOM80UVaMKmxueIPFsniK2t4ZtI0y1NuixxSWqSKUjXOEALlQOSTgZJ59axp766uTmad3z15ooqzlIlUZp6qAOM0UVLNoJDZPufjU8P/AB4n/rr/AEooqobMmX8REy/cpjUUVmjtZF3phoopmEjR0jXm0YTxnTdNv4pWVjHe2/mBWXOCCCCOpyM4PcGnr4p1P7ff38rRTXN9J5kzyxg88ngdB1/lRRVo5XuUrvWNQvQRPdOUP8C/Kv5DiqQ5oooBEo6AdqY5OcZ4ooqVuXL4S04G5OB9xf5CnEUUUVPjZ00P4aIz0ph6UUVKHMjPHNaeoeJ9Y1TSLbS72+mntreV5UEkjMSzBRySecbePTJ9aKKtHJPc/9k=", "info": {"video_id": "34639", "label": "pushing thermocol so that it almost falls off but doesn't", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "34639", "label": "pushing thermocol so that it almost falls off but doesn't", "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": "97a38c9f5ee1254c1b36d7c3f60f6220afa947ced14b2c35dba4f5cf134ae511"} +{"episode": 70462, "episode_seed": 3802056350, "split": "train", "timestamp": "2025-10-13T03:38:52.537886", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3802056350, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that paper bag is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "18920", "label": "showing that paper bag is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "18920", "label": "showing that paper bag is empty", "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": "dc20a28ab25aa81fdea7f73b26418f2e5f16d129351b02ae498de421a7d73ef9"} +{"episode": 70463, "episode_seed": 2790558309, "split": "train", "timestamp": "2025-10-13T03:38:53.429699", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2790558309, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 throw drink pouch'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "220791", "label": "pretending to throw drink pouch", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "220791", "label": "pretending to throw drink pouch", "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": "fc72b14949b84ae78275d214e251b79c14aeb3e44307c18bac58e90d14477e31"} +{"episode": 70464, "episode_seed": 1863424113, "split": "train", "timestamp": "2025-10-13T03:38:54.295302", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1863424113, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water onto surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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kdqvcquAc01WCDPBHv/Kr92JLuykYlQHjn6VWmICDuauSFsnAz6VTaBm3bvX8Kl1Ow1DuZV0xcEg857f41lS25fIxjmuhkgUKe1Zc7gdB9TWd2y1YxpIMdua1/DM7Qm7WLGX2A+3Wsqd924c+/pWh4a3I90QOu3P6007agdDi4k37pmGRg7eOKyW8K2gk4kkCkfd6/rW4iE5OevpThGSwI6git44upBWi7GlOrVpv3JWC1jjggRI+ijH4CpnIz6nFEaY4Azg1MLcsQSOlYuo2zOyvdlUkleOaqyQO2cZx7VsNAkS5cgCq0siKCFHHqanVhp0MRrXbuz61QniRM7sVqXMrMx2j29qyZhljklj2pWKMm4bjgcDvWRMxZmGM1u3EBwSeAewrKljAbp7ZqkI9PiQ4OB+lTJASeFz0q3Bbqo3vgD1NSrNGpwq+Z6dhS5bibIo7NmbLDg9BipSIolJJyR6c01pXk6nP+yOBUbRlgCx4B6Cq5LCCW5LLhBtHtVKRienX1NW9nHPAH61E6ZB2jj1oGjMmT8W71SmiVSS3PtWtNHtBx1qhOh5ULUsZlz9OeB6Cse5AJwPSt6W2dgQegrlLWGXUPF9xpcuqT2qYk8oRoGJZULBfQDg8+3vTSBnSeFIQXuyf9j+tdQDCjctux2XmvPvAF5cXhvvPleTAjIBPTOa7tVIxyAKdkFrln7QcjYoQDoT1pCzOeSW+tIiAngZqbyqexNiuygjk5PpTGjwORx6Vb8n3wKNqjoM1DbKMySMkH5cCqUydh61tywsVIaqktvhcn5QKaiw5jnZkLEgLzWfPbu3PSuhmVEb7vHc4rl/E91Lb6Y8ttKyOHUArx1p8qW4rtld7dQxBPPtXokSomzp+Ary3Voo7fQoNR0/WNQmVrr7Nm4iWNbghQzPEBztUkKd3qPcD1W2TG0YBOO4obsCVyQsAvyg9c05AcnB4yOKkEJY4C9e2Ksx2bO/IwPpU3kx2SK5UsBjseakjhYk55+tWvLihBJPI7VDNcFlwg2j270WbFfsMeNIwd2M5rPuJVUkDv27mrDszdOD6mqsiZPH4k07WEZk7M5O849qzp4jyMYHqa15EVCeAx96o3IG07vwpFGFKgDHHBrU8MJva7x0G3oPrXN2TR6j4yk0y/wBRurW2kl2JJFLHGsfqWL8YxnjqTgVv+BhLbarr1rdvOPs8yxqlwB5gwXGCF4z0zjiiwJnYxQEnGDzViOzyST+nFKtwFUCOP8WpGYvnc24+nQU1ATuS/uIj8vzHqdtQy3RxtUAfTtSYJHPAo2jjAx9RV2SJsVpCzckktVWRCR82ce1aJiI4GCfWoZYscsfwqWykZMqZ5PAFUJxs+6MZ7mtiaMt9M9az5YGZj1xmoKMa5wBzzmsuaMuTxxVzxMHstJaWKVo5PMUAjr71k67pet6Doul311d3KzXhk8yJkwIANpQE4+8Q2cdvwNUkJs9dVd/3yzcjqc05WJOD09KKK0QEuNiZHX3pSNqbu9FFSyepIqhm59cfpUU/GQPSiipGU5FAiJ7+pqtIi8nHPHNFFNAyhdLlH5IwcccV5fe6lcaZ4qub+32efFI23cuRypU8fRjRRR1H0N74cAIdQA7CMf8AoVejwoGBz6UUVLKWxbiRcVLgYooq0QxAoK8+vSn+WoOMdqKKpIljJlCICBySBWXc/ex7ZooqmJGTccygdjnj865LxSB/YrnHSRR+tFFYvc1WxzuueI21qG3ik0vT7YwKkcT2yOpRF6IAXKgc5OByea9yjjG0E5PFFFDFE0oY13Djt/SopZnaV0zhUOAB3ooq4ie5VYbmwegJpQo3be2KKKTAbKoHAFVZAOAOATRRUAihP0AxVCRA/XPpRRQM4K/1b+yta1KP7BY3kUkwYx3cO8BlHBBBBHU5GcHuDXR+Ab241G91q+upPMuJ3jkkfGMk7j+FFFUhLc7yBd+N1WAAAKKKrqMUIuM+1ORASSecdqKKCeo48YA4qsygx5IzyaKKkaIGjVgSRWfdfLIqjoT/AFoopjRyPjHnRpOMYlTGPqa4u817UtQ06DTru7mmt7d3lQSSMxLNjrk8428emT60UUgZ/9k=", 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"info": {"video_id": "203255", "label": "pouring water onto surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "203255", "label": "pouring water onto surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "544a92f51b36cfb6b78bb46b0a84f11f68a4b4e267a6c4e1205fb233e5abe3b0"} +{"episode": 70465, "episode_seed": 324529128, "split": "train", "timestamp": "2025-10-13T03:38:57.829121", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 324529128, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle so it continues spinning'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "189362", "label": "spinning bottle so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "189362", "label": "spinning bottle so it continues spinning", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3ec145640c1ce870b4771d5eff988f012993c325cce6afb10ea55e02593095e1"} +{"episode": 70466, "episode_seed": 2226152677, "split": "train", "timestamp": "2025-10-13T03:38:58.834394", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2226152677, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water next to a plastic glass'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "61304", "label": "spilling water next to a plastic glass", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "61304", "label": "spilling water next to a plastic glass", "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": "8412b2ec57b887ced3fc49622f62d7fd92f71d7d38a3483f5f9321321b8ccf35"} +{"episode": 70467, "episode_seed": 3438214748, "split": "train", "timestamp": "2025-10-13T03:39:00.721108", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3438214748, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mp3 player and hand so they pass each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "74470", "label": "moving mp3 player and hand so they pass each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "74470", "label": "moving mp3 player and hand so they pass each other", "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": "a6fadef80ad6953b4356c710f1f7e636a5cfa0941d43021f28f072c91037e208"} +{"episode": 70468, "episode_seed": 1818040231, "split": "train", "timestamp": "2025-10-13T03:39:01.498465", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1818040231, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water bottle with ball'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "102499", "label": "pushing water bottle with ball", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "102499", "label": "pushing water bottle with ball", "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": "6b37e73936e36d25a5ec3d963e86b4332c522943ad639d89910340b21e4bf0d7"} +{"episode": 70469, "episode_seed": 589170799, "split": "train", "timestamp": "2025-10-13T03:39:06.466460", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 589170799, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "150241", "label": "folding towel", "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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Tj3OMevTipdT1maXUcahc6VYALgs1yGfHsPWqEmrJqeg3s+mF5mhVvMaI42RrgMxHoQRj61KVtgbueW3iNBGI3jKvjO/Oc/4fSqt1az2Eixy/K0kSSbQf4WGRn8CKffXTTXBJOSp4z0qK7vLi+uWuLmVpZWwCzdTgYFdCMGM8z9wY+2d1aWm3N3C8UtqdskR3o4GSpHINZNdDpJH2IHaFBB59amWiGnc9M1zVU1Czhu4mBSS33DH0yf1rxiY5Oa7dTdQeGtMuIpIBHI88LCUEAsrcAepwc/hWNqOkWMVpBcW93liu+aNyAF56L3OPpWVOLjds0m+axl+ZJDprFHZVllCNg9Qozj9a7v4WI8/iBkjH8GWPYDB61wl6QY4oYwVhViwzyctjPPfpX0Zo+h6R4e09NPsoy4x5hYcvIcdSR/8Aq9KcldFRdmzo42iiBQzKCuA2TjGaw9V8L+HPE14Lm8k86dIwoEdwRwMkcD6mq+qaveW9lJHDp9uIiMM89yqDP55z9a56LWrKG5tbeW+sZLi5basVtLvCY9T79KlKw3I5x/Blv/wlUH2RJ10eN1M0sxwG+b7iHPzducetQfE0wDWoY1lWNY7VUKLkBOTjp0rf8XfaH06FY5Zfs7SBlmHWJl5AP45xXN2VpfeMLy/ljWOeRsvM5OEHGMZ59KtStuKVN8qa6nmznDMM9+at28m9VXn93lh9TjrUF3A1tdzQOAGjcqQPY0tpGJbgIe/b1rWyZjdrQ9D+HV79l1PULfOftFoQGPcg5/lmszxzNv1CAA9Is/rUXhO0ceJoraNv3ksEwUMeSwQkAH3IxViSz/t2Qtf3EVq8UBZXiPmCT2xxg5/LmsHF+05uhd/dscpYIZb2OMDO6RR+tTnULi/neS4neQk/dJ4A7YFWI7c6VOztg3UJyF6ryD1x9QRWr4B8DXfjG6u1ivIbWK2C+YzgsTuzjA7/AHfWqdmmxxumjvPhD5kslzFEMj7x9unNeyqQkfzSKAOpyBXMaL4f0zwrp62dmXEi8ySL/rJj6tj/APUKi1rVp/s4gi0eQJuz5s0qxDnrnJzzWKi7mjkinr3w40zVbm/1Z9Uuo2lYu4jZNqkgZ7dOPWuH8KeFhJ4qmNyJJ9Mg3GOSVSqzvwRhWGcd/wAK7C21O0N7JpzXVu05jMsiWzhgqk9Mjrj+VYHivXL7Q9Ws7993k2mGzj5JwwwVHYN/Lk961V9iVHmZynxeih/4SaGG0giRktlaQRgAsSTyQPbFcHFK0UeerbcL/s1u6/4ul8Sa+14bWKFSoSKPOcAdMnuetVb3SLwacmrC1l+xySmIzBfkEnHy5rTyZl10M+OZ4p+BlmHy/WvUPAV1t8M6lbtgSfaI3Zc8424Bry19qXMOW53YIHpXZeHBLbWusXtv8zwwxZRmwCDJjk9hzWVWN42RUHqZPi+Xf4gufbaP/HRWZpLtHOJFwTGGl5GR8qk/0rc1HTv7We4vGlS3uFwv2c/OZG7YI9ff0rHRVsrWYoN0zRPCyt0GcZI9+vBoStHlYL4rjr/xdql85Pm+WCc/L1/Ost76adt1xLNIfUvVU8mit+VGfMzc0rXo7GZC9jb+hkVPmA/HrWxbeJJtV8QxggGLYVQBQDnrye9cXW74RsZr/wAR28MOd+HbIzxhSe1ROPusuEndHpkWpTM6vPKQVXbxjlfSsuSSOa7OSxH1PFUpbW/M2xLe68zOB8rdaozyXsM5E5kSQeoxXnylJnYrFTxg7QiARs2GLAnPWuc03U7rSrxbm1lZGHDAHh17qfUGtfxJb3K29tPNHKEZmCu3QnAP9a5yu6h8COSs3zFrzS2123+WGIwrYIzU9vcwHaHtQ8axnzCTyx7H27VTikkQMqchuSMZzinRqzhFkysYb+dbGR02i+JU8O2kzRWSia6RcFWyNoJAPsev5VXu/HGtXLsVn8pG6qOf51jz3MRhnTySHkZGVgcBQAQRjuTkc/WqWalxTd2UpPYvNeLPIJLxpLjn7pO0/nXs14NI8JfDvWdP0+ICV4YfNlY5aQyoSOfQAEAV4ZXqPh/U9L8V2Mtl4gZ1gghQgwttkkZRhQT6AE4rOrpbsdFBr3r72PL3wWOKbXq03wz8PX4LaVr0kLH7qXKAj8xisG4+FXiGN2FubW6QHG6OX/GrVSL6mDhJdDh6774XaBZeINSvl1KaRLe3gG0I2PnZsD+RqpH8LvFDvt+ywr7tMMV0mm6Za+CtO8jUb6JppJkuZ/szbtwjPyxg/UnP1qKtRKOhrQp801fY5LVrq60K/wBS8PXcjyw211mEMcqmCeg7BlbnHtWKtyiTf6RvZfNy0e0YK+3of0p/iDVn1zXbvUpAA87lsDsOw/LFU3mLomY1O0AA464rWF+UxnbmdjQSW0mSHdZyPIZNqRq5Adf8c+ldRqfxOvpiyWMXkDgAk4xj2FcZE21jLL97HyL0xnvx0qG5kSW6lkiQojOSqk5IGfXvRJJ7iTsa954n1TUvlu7xsHjCoMEe9TaFd6FBexSXcNwJUbKuJBsz69Mj1rngc/WnYHejkTVkVc9G8XeN4pNOn06yVi1ygR5A427c88dcnGK3vh2Rofhlpb+SW3E7B1Qw8uO3Xt715PpTRpq1szqCokB5Ga9H1C6lu51YSExEqpZjXLXlyLlRrRu5XOQ+IF3Y33iqeexi8tSB5gxjLetc/Zf8fSfjUmrJ5erXSFg22QjI71HZBjdxhep6V0Q0gjKbvJmv/at3o+oWmo2MhiuIWLIw/UfQjikvtTinu3mtiYYGmZsqgLKGOQMd8frzTdd0+7sre0e5haNbhPNiLDG5T3HtWVbS+WHUoHRgAyn6g/n2/GnB6XRMtNGalvc6e3lo6OZZCwmki+UAZyGH/wCrjFdp8PfEOleHbDV5pZLhEn8tfmXPmY3dCOnWvOInYjZGoQk8v7dOT2HNdx4RbSINI1qfUbiRLe3SIIiEFpGO4HCtxycfzoqfCOO5rar8W7h5HXTIiuT95jgH8K5LUvFmoa0Nl9dII+8YjO38K5yV1EjeXkKWJGeuKcDuAYdRwRSUIjuzt/B2qeHLHUY583UV1ggGZxtHrjA9O1Q+PvGJ1spptshS1hl81jvDBm24GMdAAT+dcaQpOaCBjjFNQs73E30IAcHNeh6L49jt/BE+g3iK0P7zeh6yhjkYPYg859hXBeWrdOKGg2DJ5Hr6UTgpKzHCbg7ojLHfnJPPWur0nV00ySc3CMbW+tHtZx6K3RvwOD+dcoUI969kg8LeHfFPgiODRmWPV4oIwxMmQ8hQNtPpnn8qzqzUbXKp05SvY8vW5ZljUyJGuwjLAlWI7H0q5bDSXQQi4mjaSLfI6jIRgDxz1/Tr3xWbzBFNaXcB3xSEEHhkYAgj88Z+lPs281Ut4ECbsrKx53Drz7cVutUZPRmZRRRSAB1r6B+D3hGLSdK/ty9A+2XyYhGc+XEfUerYz9MV474N8NTeLPEttpcbBEbLzSH+CMfeOO57Y96+sRbqsCxeSirGgVQp6ADAx+VGvQ1px6siuIoXc5jQn1wRVK40qzujtkgRsjGWAPHpV5oGGdyybeuN3tUiqcAES5xn05pNX3NjzL4x6RAfAqyW8IT7Hco+cckEFCPpyOnpXz5X1h460ltd8GarYW+x5TBvUZyd6/MBnseMfjXyeetPYwq7hVqzG6cfKZCPmAPTI55qrW94Q0S28Q66NPub2S13wyNGY49xd1QsF9AOOSfSgzM3UMPMZ/MRjIzEheMc9xVOpJVkCoz5IYcE1HRe4MK0dHuZre/QxNjccMPUVnivavhT8MbfVdEfXtVjSdLjMdtBuxgA8uSO5IwB6c96mSurFwTvocedc+zqFKSZB5GQamTxeUUxxySqvUkHGa9Zuvg3p1xGvlxtbMAc/vg270z8vFYVz8C5+XjvIscAAHH1rk+r23R1/NHn0viyZ95+0TZYcnmuW1i/mu51ZiQu3gA9ea9jg+BtyiPLealDFChyPm/h9z0FcJ8RPB0Ph1rW7sb61u7OYsmYZ1cxsOcHHPr27VdOmoy2M6jfKcJT0dhgByoplFdRyl6AqIXO0O7rt3P0ByOlUa67XNC0q08LW2qaVqN7Ohujbf6TAI0uCEy8kQznapIU7h/EPcDkaAFFLk96BxS9qoZLasFuom7BhXpekfZ1uJLa7t3ljkUMpQ/MpFeXA7SCOCK9e8LRXOqRQS28kUUEqK007jcVHRlAHfgiuLFK9mb0dzzLUtPu11a4iaCQv57JwpbJzwMjqeRWjB4J8UDdJHo14u07SxjwBkf/AF6+ibaawAWOB7ZCOxhY8+uTzWxe3kceiy7LpfMMLgDyggztOOWYYq1UdrIr2Ot5Hz742ilh8LWcFzKs0ltcLCjquAEEWAB+K158jtG4ZTgit3xB4pvNehhgnjjjjjYuQg+85GM+wA4A/wAawKqhGUYWluZ4icZTvHYsxZk/dtJhSOAOpIHAqe9kG8mNPLjc/KoORwO/5/rWn4IsdM1TxHBY6ndTWscx2pPHLHGsZ7sxk4xjPHUnA71maxaNputX1k0c8Zt53i2XAAkGGIw2CRn1wSK2epkigR605cjletN6mn5AppAG8EcjBpwGRwaY3I5pwOBTAu6dZS39/BawLulmkWNF9WJwP1Ne2Xv7P00EAMOupI2BuzakgevRicfhXmXw81Ww0PxXb6tqMUk0VkjSpFHjLyY2qOegy2fwr6L0v4teDLu3Fw15LZOww0TxMcH/AICCKzlJJ2uVFHg/jT4Vah4R0ddW/tKyvLbzRE4h3K6k9CVIrkdF8QX2hTmWyl2EuknIyNynI/mR9Ca+nPF/iDwt418L6po1rrEckhtWmRgnyq6fMOSBzx0+tfKD8MeOvIpaSVtx3cXdFzUdUm1HVLm+lCCW5YlwBxz6VasCZZFEzLHErCQqgGWAPP6ZrH6niuv1rwnqPhHQNH1S481Lm+80SwtFgW4whRWJ/iZXJx2+oOLjZKxEm27nH0UUUCLem6hd6VqEN9YXD291C26ORDypr0hfjd4sWwQ7NNaQcFzbcn364/SiimmXFmXL8ZPGc0vmC+gjUf8ALNLZNp+uQadefGTxndWyRpfQWxOcyQW6qx/E5x+FFFK7C7OKudRvbieV5rueRpDuctITuPqap0UUkQFX9G1a50PVIdRs9nnxbgvmLuX5lKnI+hNFFMCG6bIVcDCkgfpVaiilHYb3Fr0r4Ra/qVp4ij0iC5aO2uQzNtJypA6jt+YNFFKWxUdz2jXtSu9I055I7ieeSNd+6WZxuPvtKjFeeaP8RNe1W8nR5hAFYgeTJIMc+hciiip6GjOI8T+OvEc2pvDNqUsscRIVZDuUe+08Z/CuOuL2e6yZWViTknaBzRRRBJ6mcmyvSg4IOM0UVoQdXqnit/ElokU+kaXataxLHDJapIpRBnCAFyoHJJwOTz1Jrk6KKS3Yx1HaiirAQ10fhfWry1u4rBH/AHEjnHJDJnrtIIIz6dPaiiomk1qVHc6rxXc6ho7ILXVb/DqCQ8xNcHcateyyq0k7uw5yzE/zNFFY00rFyZRnkaaZ5XOXdizH1JNR0UVujFmvouvPoyzRnTdNv4pirGO+t/MAZc4IIII6nIzg9waTxDe3Go6rNe3UnmXFw5lkfGMseT9PpRRUv4kNbGYKUiiitEACkFFFAFmxkZL2IDBDsFYHuCa1nf7PcvsRCQx5ZQc0UVz1dzWmbA8a+INL2xWl9siZOY/KTbgjBHTpXESHJBxjjpRRTpqxMxo46VvSeJdW1fTrfSr+9muLa2eSZBJIzEswXqSecbePTLetFFaPYg//2Q==", 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", "info": {"video_id": "150241", "label": "folding towel", "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": "9982314b23b0220591a66fd540f163ff97ce3b724128713f17d4ceb2076b8fa9"} +{"episode": 70470, "episode_seed": 3932985806, "split": "train", "timestamp": "2025-10-13T03:39:08.485387", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3932985806, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 sauce out of the bottle, but the bottle is empty'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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"info": {"video_id": "61871", "label": "pretending to pour sauce out of the bottle, but the bottle is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "61871", "label": "pretending to pour sauce out of the bottle, but the bottle is empty", "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": "c15c99615ab24b960cad511e28e746a857b73c64e8a9ac69fb01b2bce19b40a7"} +{"episode": 70471, "episode_seed": 934438819, "split": "train", "timestamp": "2025-10-13T03:39:09.587251", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 934438819, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leaf up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "43841", "label": "moving a leaf up", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "43841", "label": "moving a leaf up", "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": "1400a8869a59ec9ab9ecaf19fff90118ab4746beacbd243321b05af8707fb61f"} +{"episode": 70472, "episode_seed": 713183789, "split": "train", "timestamp": "2025-10-13T03:39:11.365474", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 713183789, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 leaf'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "159648", "label": "folding leaf", "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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zcYz255/EV2On+IhLmLWLKa0dfu3LAGNgc/xDjOR0rhdI1AX2iTRXdh5Dx4mEXJWTHdT6g445Naeqx6p4o8LtDaXllaiNvMl2qxfHPBC+x578VSm0iIpz2R6SjsIw0Mwlj/MGqGoQWF/EqXIKlXDBl6qR0IPUVRs4kutOhuLEhJDGokkhfZ82Bng8H8aaNO1S2lMqzG4i2keVkA5+hyP5VsnfYHFrcoXMt/aywwXLQXNttYC5GS+c/LuX6Z5HH0rAutQu7a6aZEWSw8zYZYSWaM9DkDtnr6VozXGqfYSLzRLj7XG2CUAUOCeqjJGQPcVyniYtp9zLJHqEToFVZYVyHbJ6EDj0559KB2O5lvYo0JeNlY9RjHP1rmdY8SbUYRuU7DHU/jV/WZQ8bMzZU+gxXn+qnbKQpJHXmsakmkbQinuUJpGnuJJJDuYtUSiSJswuUx2B60KuXLd++KQE5Izkfyrla7mko30JDe3CDDFXHXng0wahGciUOq9xjI/So5AOoByT1qGROpIx61DpQfQwdJGloDWh1h0GGjY7cyDINb+peALR7KZrG5gtxLIJCCm5l4+6pz93vivPop2trwNGSF711tnq8sbCRpCykdM10awWh1U0pRS7FuWNbHyreLOyMAZ9feus8N6jskXBOK52JYNT5jcB/Q1q6XYyWc/z/dPSoNTvb58LDPs3qAQxHoayrnVIYV+RTkccjB/+vUt5c+XZQLvwSCPUdutcjqL/ADNuchscYrpg7QRyTjebItb1yYRsqylWPJANcfJI9wQXYsSO5q7dia4c5wc+vamRaVIU4LDNZSu2aJJIzZIDIM457YqlJFNtILBwPXr+ddTDo7yLzkds+tDeHSJdqo7DHIpclyJRgzntDv30vUlmjBjdhjPv2rvNC8VOM29+7sHbO8nOK5DUdKhsEZ5MkqMgZ79qh066+0wByPmBw2KqUbamlFpLkPU5/Daagv2qyuEbvjPNbmiWUltIMntzXm+k61PZnEchH411+la280oO/DDt61FzRxZ1Oq2hnsmXarbG3AH071mrMrRBi4GFwRxkGtu3n8+Mhu4rnJ/nkLKihjzntXRSldHLWWpFcakLdt6JnHX3FcZrviW8mSSCKExIQclRXWywZjZX5JI5FUm02OSUYVWjxjJ9aqV2RFpbnkdxZliSQck5FaGjeKtc8PSp5UhuIVIIjc5wPQGvTDoVlNKBLCoHRW7E+9VtQ8MaekLH7OgAGfQ1HIxy5JFCTx3pPiEQ+fG1ndrzuYDg+nuD0o1PTYNQ0JYRKsCl1fjk7e4qjL4V06W2kmWPkDgBsbTWVaaiY5WR38xM7CfpxUzTRVGlB3Rp2+rM2oYY/JnAr0bSJhLZ7VPbIPoa84j02OcefDIMjkiu48MzKihHYH0rO51NHQ3qR3Wmb3GTjk+nrXO2CmIy/OGAxj5eePWuqVFMTRj7r5rE1FdlwHtiCFGCCOua3pu6OSqveGvOyg7WAJH8fp1z71iazd6a2mGK+kieI8gEHereoxUl1K85ERcAk4wucCud1DRhdu5cFVHAqpaqxKRxWqvZwXQOlCUxAfN53Rj7DtWz4c8aSae/lxvtdmyYpWwCfYng/TitJvBiyqWjmIBGVzVO5+HzMGZrhAvfcvIrJQ8hyipdTU8Z+JNJTw015ptl9l1Ocr5gQbSvPzHj15Fc94X8TT2SmeGRg7LuIz0zWJq2g3VrbOhud8KnAB5x9PSo9MtHt54lYkp5Zyf1pySsXQUou3Q9t8JeJXv0jgvVCiXKpIB39DW5cFy0jTK8MikIzoT8o7OPX3rgfDMsMtm0HTkEEdVPY16NpN41zFtlAMyfK3uKzTa2OmVnujIuLe9IDPJvYDqD970NcPqmkxX2om8mZhMjjODgjaeK9UubUlAqA7TxgdRXHarZMEeWRY2znG4c8GulO6ucclaTSILpVkiYg5DVxmp2rtPkjByeKuW2uSQS+XcDKnHze1PvbmC7QFG+fH8NYtpo0SaOXKEEqWIwT0piElcYHFaZsWJd5G+UVTdkQhVXk96xcWaXIWAxg/Wqsjggjt9amZiTUEvoRTirCZQdT5vSrllcMv7lvu/w1C4IbkZpjfu8Hv1+lbKzViLuLujetp2hkUqSOe1dZaatI0Sq5zjpXC2l0sygg/MOorobJyYxk8Vi4tHUpJo7lLoXVmq7xgngGq91agx8c4H51zMt3PCsRgfGM8etaGl+IUlURXBCMOMMev41rTkrWOapF81xG04bJGxzxVj7EQobJbkZBHBrUiiin+e3lLLjpjP4VIIxGivJgA8gCtLIhysLaafvjV2jAUjjv/8AqqLVZreytmkV2VwMAA9afca1BawuIRgj+E/zrhNW1S41GQqF6npQ2kJJtmRrWoNdSPuJZj3zWXpsxgkYHOxzzVy8tiibm++aq26bkwBzmla+hV7ao37VwGzmtuwuWimV1NctC7Qy+U54I4NaltdGNgeoFYSXLodMZcyuexeHtSivYPLY7ZlHIPes4If3i4+TkAH1rD0bUUaNJUOGXrVPT/FSPKIp8qWzwepOaui0rmNeL0aN0h1kAyQc4qaLO98R5xgAk8AU0H7T+8hIYjqM1PGTvJKlWbkr2NdBzE0JWRjuGHBxjHSm3kHmQvuIzjoafHcJbkytIoPQg981zPiDxLFDujjPzUN2BJspa9qcdlYywKiq5UjhuBXntgxUlSchyTVu/uptQdskkEntVNIxFIgPUCofvI1Xus2ILuSM4ViK6fQtRLSqu7DA1xqtjmrdpeNFKpQkMOa52raHUnfU9t0+dmjG761k6s3l6xIjg+UY0Kn0zmo/C2uR3kKxT/LIBjPrVjxFPDBNamUjBDYJ74xx+tVTlZ2MqsdLmXcSbG2mMcYIbNMXEoVRkhjgqeMn/Cn3AV1Lj15PqKZHGrRL1YK3zAdQK6DnLQhjEYXC5B4C8fjRcnFvtfDN9P1ppG1g0eFI68dqbqDpFDuDgjHBAx+lDEcTrFu0sM5O0KW5FYcskY06CONcMqgM3rWr4h1KEwNGgTcepA5rlrC583fE/VefqKzmro3pOzsdFoGotDcr3BOCK9V0uciSG4GQCNrfSvHrWVLeYFMZ969A8P62ZAqOMZ4NYM6LHoc2ZIGwxBHOQcVw3i+9eOyWNsZJ+UIuMACuwsrkTR+WeuPzFcD4ljlmuyjYCxKQc8d+STW1KWjRy1Y+9c5K4jVGG4ZFVWR4zujOU+las8iyqVBA47VSVSflA6cdetZ7F3uVGuJAjZJIPrVcK0hB71qPah0K46jg+ntVARywk/Ln60DvYaLbjqR9KqTxhCc5zn9Ku+a+7cSMd6p3B3vkUAVtvociqt0MA5NX/LBTJGPpWdP8wK/lVx3JkiC1l8mfOe1dBZajuQbT+HpXNFSOa0fC1gmseIv7Pm1CW0VopGjMce4u6oWC+gHB5Pp71rKHNsRGpybnW2bm7jlyfuY49etRSxRlmU8N2NZng2/aUXBnkLEhCA345xW9c4kw4I4PTPWsXFo0cru5Vh1G9sl2K+APunnitG28QSSRJHcEmTOAfb1qgIy/BHHv2qC5tv3YePgjrj+dCkJo6b+zjeAPvJDHORzUU2lpbjOQMeg5JrLtdfnsrXyli3P03E8CmNrUsqN5xwT05q7omzK2vKgwFI3Y5+tZenJnORkg/hVy6gaZlZ+QeRVJgbYPtbbRcLaDNVcKAVPzdc1Z066E8Kueo4b61z91M0x57VXF9LZxlY2Klj1FVOHMhU6nIz0eyv47WQENw3UVm3EBL5PBB4rN1qG0tPD1vq2mavfzhrr7KDcwrGs5CbneIddqnCnd6j3A6C4RHjHUtjNZum4FuspvQis9ZvNOmXfIzxjsTxXQW/jYSzLGyAZXbvxiuV2jbtYfWoja8fL17UKTQmkzqLzUZLtD5LEjPJHesk6Xc3j75Vbk9RVXSb77NOI5SBH79K6E+JrKMiOFcjpuxV3T3JtbYoPpCW8DgoVZVyc9cVy14yvcBQMEdxXR6pqjyhljPBPJFcy0bhw7YNO4rXLxkjS1xjpyTTEOSHU5HWsy9vNsZTofSm6PfFw0Ln5l5X6VNSN1c0pSs+Vnc6RqBhkRweR2q54y1Frq308xSEOgfJz67a43w9Nbaj4rXTdQ1G5s7eZ9qSxTRRrGepLGTjGM8DknA7063N4+ratZ3TXJNnMYlS6wHQAsMNjjPAzjj0qFSaXMVKsm+Q6DTPFT24RLlWYjr711NtqFhcQmVJEifAO0NzXm7ruGxhgjv6VETMg2b22jkDPFWpMzcUeo3GpR2r/uyr45yelcrrPiGS4QrGdpOayLbVHdlimbKgYz61sQ6ZDP+9YgqO+ad7k2SOVkt7i4RpGziskt9lvVfHA4P0rvdQhtbe3wpye5Jrg9QxJcMR0osO5p+Zg7geveuk8O6jCtwscrbST1rjLObgQuf93/AArRtyBKDnBBrGUbHTCVz3WxbMCEHkDCsD1FYview8xxecspXEi5/I1xUviK9stDIgupI5BIuGU8gZqXxTN4g0bw1YXWpaheE3wkWW3ZcCIYUqrHH3iGzjt9c1VKLbujOtKK0Zz1tNIzuhbITlT3FWEmfYeeQ2c0UUMRowyMSpODleeKtfZo5olZgQSecGiinEhmddW0QBOORjnPWsEjDEdt2KKKGVEJWOfwrPmA80/SiiiI2QSqAtUrPVLnRdWXULTZ58RYLvXI+ZSp4+jGiit4HPUL3hp2WK6wcFduD+ddPHO72yyE/MeuO9FFZS+JmsPhRajmfzE6cjmrcZzhSBgtj8KKKhDZDcwqJMckdOazL2JYgdpIwARRRVCRPaSNMCHOQq8Cse7cvK2aKKBmQoBlIPrVLUQF6DpRRW8TCRoa74sk8Q29tDNpGmWpt0SOKS1SRSka5wgBcqF5ycDk811UM8hhyW5HFFFTV6DpdSRWJyx65qfALKKKKwRsyvPChJbHOapMgR+KKKYiSxYs8u7ng9ajuwFhyOtFFMOpzd8xLnnvVSJ2jnVlODmiito7GUtyez8RS6XNcK+nadfxTOrmO9t/MCsmdpBBBHU5GcHuDW54e1K61S81XULyUyXNzIssrkAZY7s8dAPaiiqn8JEPiNS4UJJgDr1poAIbPbpRRXKdRWulCyKy8HGac2p3bRLH5uEA6DiiimhCtPJLarvYnqKxplG7PeiirEU7glMMpwRyK17d2aKNz95lBNFFTPYunuyXUJnGmHn+Nf51kan4m1fVLCHTby8mmt7WR5UDyMxJfGc5PONvHpk+tFFa0djHE7o//9k=", "info": {"video_id": "159648", "label": "folding leaf", "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": "71475966b692fbc73f488fe41c55216e948055a166a4d0bb4e1ee877913599da"} +{"episode": 70473, "episode_seed": 3879814409, "split": "train", "timestamp": "2025-10-13T03:39:14.472780", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3879814409, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cd case without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "117083", "label": "lifting up one end of cd case without 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": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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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k7HIOFb3zj8cV0J3MbWKOjOVupIkO1JeMdfpXW6fkWqqTyjMhHuOf61yGn7opWJQh42HBHIwwzXX25wiNwcyup4x2BH9awqrRmsHqiyTz06dawPE0ohSEknndj9K6E9+ea5jxZbSXEdt8wyobAAx6Vy0f4iOk4i4mMjnnjPSrWnvD5Mi3DOFRSy7GIOeKouhViD1FWoZbeOznDxK8zDCMc5H9K73sQnqbPhuaa416SaMMYyGLnsB2H8q04pbvwvqKTwJ51vK53q2fn3HkHHQjsaueHmJ0O3YqB1HTGQDwaztcuf8ASXUHgAD9K51N85M1dHf6xfjWfCc32XdK7AYI6kDkgj+8OvuOa4TV4w1lBLuJARdpHpvfFQaHr02nXQZDviPEsOfvD1HoR2NX/Fkcm631WxVHs3G0lRxk9VZe2e9dSldHNy2ZnpevbW8DNGrRs/OO2MD+lb+nxpFqe4P+6eMmM+3P9Dj8K5TCG1WSI4R3xtJ5U4HB/wAa6fSlDJbNtywfaR6gisplxehtD7v4ZprfL368ClU7o1YdwKQkKrZI4GeTz+FeezpPG53dsnPOaWJXkVyW5UZA9aJ+DwK0NDsGurtZHbCRkMR6ntXpyaSuZp3Zs+HfFEuj3IE8AGxNqiXK9x0I6GvQLT4h2dxb7JoXKuMMizBx9CD1rkLjR7a/K+cpyowpBqE+ELJvuSSKfwrBVkglTbZ215P4W1a0EbSS2ILbiYoguT05xwapReENFkmSS08Qw71YELKmBwe/NcmPCk0f+p1CQe3P+NOGhaxFkx3cUmc/fXrVqujN0WelyeGhPI832CyuGck7rK6MYyf9lsj8uKyX8NatbXguJdPnZBGUAVQQOe20muMjXxBZsGWHdtP/ACymIrTg8ZeIbEf8xCMjpn51qvapkukzRvbGQXO54JEyADuQjnHPWp1BCJ2wo/HioYfihqSjF00b47TQEf0qZdWfWGa+kjijMhAQRjCkAYz+JzWNeScTSlFqRyXjcF2sQoJJ3gAfhXLGzaNv3rDI7Dmu28Uy+WtucDcd2GxyOma4uRuwp0W+RFVJWY5b2SDCxOyAehqC7vZLl98h+bAFRlSWwKhcHNapK9zJtjWc02O4eKQPGxVh0IpCppu0irRFmdPofiu40+4DrMYZf72flb/eFd7aapYa6HTcljfTrtlRv9RcfUevoevvXjJUirljqU9i42kMg/gbp+HpSfkM9AlsZ9Mu7i0uIDF5gAQschvlxwe9J4cnLvPuYknDEnvTdH8XQ3lstjexfarbHMUn34/90961LXSba1mN3p9yJbVxgq330J7EVjVfusuC95M0HOFNedado02otuJ8uAHl8cn2FehNgELwd3FZkrRW0QBKxoOFHQfSuejJxTsdMhkFta2EIWGJY1UcnHP4mmLfQyHEcqk+mawtT1MykqhIX+dYrTsrZDEEHOa0UG9zJzsXtbufMvZOeAcVhvJzUtzO0rs7HLMck1UJrohGyMZO7JI7mSGQPGxDCux8PeIo0ge3nTzbSQgSwE/c/wBpTXDNSxSvDIskbFXXoRVWJTPTtbtAIUvY5VkVgStyOPOXGQG/2xjB9fr1mju9l1FFkkO4brwPlI/OsHwz4gjMclrMgkil/wBdbseCP7y+hrXubI201rc27+dZFvkkHUc/db0IrKe1i0dAOlYXiSQRW8RP+1/SttThee3U1zXiqKe5ayggQu7b+B+HWuSl8aOu9tTjzHJdXG2NC8jn5VUcmujsvCsMRSS8kMrDkxrwv0z3rR0jTE02Lc2GuHHzP6D0HtVi8vo7aMsx57Dua6J1G9EZlhWVEVEAVV4AHAArjNXuN93Kc/xGtuPWIZyVGVbBODXIXk+92bPXmlTi76kTloM+0MjblOCO9dLoPiEReZFcL5ttIoWa3I4Yf3h71x7NTVleNw6MVYdCK6bGHMejT6DELRvsEhljmkEtq398Yw0Z9HHBHrz7VLpMqrIhc8IybgR0wSDWJ4f8RKqvBOnmW8gHnQA9MdGT0Irfuomt7gzowkhuELRzD+Js55HZvUVEikbEHyxbc5wSPyNPbG7JAz6+lZ+jymWzBY5bcf55q+eSfpXBPSTOmOx5Ay73AxXXaPZ/ZrUKQNx5Y+9Y2l2fmTCZx8qnj3NdVEAqgD0rsrS6EUl1LUSYUZ5AqyCMemahjOQCKkzz/OuNm5IODxU+eBx9arqxySeRnipcjFADjjrjmmcDvTs/rTTyMUCAqjg7lUjvT1jU7QAoA4HtTOlYljJPqni24019VuLSIiQxCNN2WVCwX2HB5Pp71cYObsiJzUFdkPi5tq2oP+1z+VckRk1YuL+6vkjNzO8uB8u49M1Nplt59xuI4Xn8a6orkgY355XJYLAW9nJPIv7wqdoPaslrbJ6V2ywhl2sM565p6WkY5VF9+Kx9pY15DhvsTE4Ck/hUqaTcOPlhc/8AATXcCIY4AFTxRYFL2zH7NHCDw/eNyLd8U4eGL1j/AKrH1IrvgmOKXZmj20g9nE4iHwlelgwdEI6HdyK6bSNNvLN991OkpAwnHI9zWoo7kDFUdeuZrPSWlglKSB1AYdalzlPQOVRVzVyNue9cvrd1wsY+pqxqz+RokOpWGtahMGufs2biJUWchdzPEOu1T8p3eo9wMG/n82Zjnqa0hScXqZuqpLQoSncarstWMZOK0xYrBp7yOMysAPoDWzfKQlc510PNReXWm0HNOi0+WVsLEzfQUc6DkMkxGmGJvSunj8P3D9VVB/tGrsfhdcfvJv8AvkUe1SH7O5xkaSRuHQsrA5BHUV2WgeITEv2eaMHeQrRH7snpj0NX7fw7ZRn5kMh/2mrYttPtYP8AVwRofULWU6yZUadi5kvHgNj3BqO45KkVj6dMt34vk0u81O6tLeSTy0eKWONY/UsXGMYzwOScCm2cl0mpanaXT3LG2mMarcYDqASPmxxngZxxWfsmlzD9qm+UsXt0tsmSOxx9a5G+vHnlLMa09ZuC8wQNkKMfjWFJzW0I9SJMhaQg8E1TlJJq8YSUY4OB1PpVZ461RDuVMZppFW/J46UfZiexquYnlKkbvFIHRirKcgjtXceHvEKTRG1uk3xv/rY8/wDj6+hrk0sXc4Ck/StSz8PahI6vFG0ZByGJxiplKJUYs9AsbQWiMqSCSFzujkHcf41Z3Ak/7JxmuZuRqGl6G7tcATGRPmj4wPSpdbsde0LRdMvbq9ulmvDJ5kJTAhwFKBjj7xDZx2+ua5HSc7tGrqKGjMW2z5cEYJC8Hit8cFMd6KK0qblwLaHg08d/aiiudmiHr3Pp0qRTzj1BoopDFXkLRk7sUUUxD5PkjBHUqDXD3Woz6T4onvrbZ50Ujbd4yPmUqePoxoorWh8RjX+EyAAAAOgGK6HSI1W3Ugctkmiitp/CZ0tzXX72KmBoorlZ1IMZOD0zUyMaKKkCRSSCacPvUUUAL0rF8Sn/AIk7kjP7xKKKqHxImfwsx9Y8RvrcNvFLpmn25hRY43tkdSqDOEALkAc54HJ5rMkJJyaKK7nuccNixpsay3iBxkDJrpvLSWPa6hlPY0UVjV3N4bDVtYUPyxqPoKsIg64oorFmiLAUBM4qTAHGKKKTGPQDcOKkDFVGPWiikxnH3estpmsagjWFhexSyhyl3DvAZRwQQQR1ORnB7g1a0e9uNRu9QvbqTzLidxJI2MZY57dqKK6n8COSP8QyLti0rEnuap9TRRVrYrqal3EkWnQqowCcn34rKaNfSiioRTJbeFHcKRwa6Gz0q08sO0e84z8xooqJsaNOK3ijXKRqvToKuRAc8dKKKxZZR8THGhPj/non865e717UtQ06DT7q7mmgt5HkQSSMxJbHXJ5xt49Mn1oorej8Jz1fiP/Z", 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", "info": {"video_id": "117083", "label": "lifting up one end of cd case without 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": "e977c6d0c1d4225acbf71fb875a687cd524e8b57a53ad598352ecd5053f54493"} +{"episode": 70474, "episode_seed": 1893778860, "split": "train", "timestamp": "2025-10-13T03:39:15.820276", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1893778860, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 highlighter and iphone closer to each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "17808", "label": "moving highlighter and iphone closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "17808", "label": "moving highlighter and iphone closer to each other", "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": "33da7c8bfbaa296e5e9d30ba9149b03c449e2ba8985c1ece4e7f981774c0340f"} +{"episode": 70475, "episode_seed": 132529971, "split": "train", "timestamp": "2025-10-13T03:39:16.438003", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 132529971, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 large spool of thread roll along a flat surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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fUp7WPbJ5XlpuyyoWC+w4PJ9PemTcztWUrNFGvcEH9K0LKyARQn3gMmuftLqa5JlnkLkAfe7ZrpdInDDrkkZpiexpQF3coCQw+Wn3SiRvmA4Wq8kzrcq6jAxmpblyHZj0cAirEhSgB8xR1wKaYRwtEG8RrnlakkkRVBPrUsaKcwHKn0pFQdMdqkmTdOD2xUqQ4+uKkoqTWyqA56d6yn/4/fLA+UKea6hbbzkKn0rl9VtprSznnVyJA6gEelKwDZFBB9qILgX1k8+Nm04OT7ZNO1mytbfQIdT07Vb6YPdfZs3MKxrcEJuZ4gOdqnCnd6j3ASwdy5QxqsBGcEYGOmPrVJEsgUF9pB+Q9/WroO/Cjp2qcQpJCVWPHOePSoC3lfJt+hpiFVMk5HHWq11HgqeenNaClBbA/wAXeqkhzHuxzmkUYk0ZU7SeDmqpi25IFa9xDxnPJFVHjKryOTUjKB689xUDj5sYq+0WFPTpxUJgLDNAyo4BXBGa6fwPHErX3mEBsJtz/wACrO8M2Gnat4nj03Vbue1hnbYk0csUaxnuWMnGMZ4HJOB3q1pemyW2vatauZ4BZzGMrcYEigMRhgMjd64OPSmkTJnYyttO3Hbim2jESMAe+c+lTzxNOI2iI2DhvU1GIWgkKfgTVEkkrb8ZAJHX3qp5JDZ7dauBcgA9fanNF5agH06nvQUjBnRcsWHU1k3MW3leT2x3roLiLqSPl64rMaLkgjucVLHczBESvTkCmtBlelX3jKkAdCKhYbUxg0rDKAhBOPUVXlj2Mcip75nit2dGKsGAyKveIvDOqaBoGkX97JOs98ZPNhaMgW4AQoGP95lbOO3TqDQkDZTtb2d5UUtxkV2unSu6orHiiivN6nb1JprmW1vVaFtp2fyr0bw9f3EsClm/hBoor18P/DR59b42Hiq5lNqg3cc/yrxhoI4nnZB80km5j6miinPYlEN98kSsvDb8Zq1p80k1uPMbcQ4GT16GiisDQ1CxECkYB4rkzqlxpXiSS/ttnnRO23cuR8ylTx9GNFFUhGehKLtXpwK6Xw+M3JJ7KBRRR1DodTPCnkyfL/CTWdcHKJ7LRRVslF3aBZLx0xVK94hTHeiikxiSE4z3qzGSZiO1FFSM0gAoGK53xOANIkOP+Wi0UUwOf1vxK2uw28UuladbGBFjiktkdSka5wgBcqBzk4HJ5rUkHlwB14KqWH1oopolhpLsbF5CxLZ/qalmRdxPviiiqAY4AVhVdFDRgntmiipAcqKwYEds/pVd4kJbI6UUVIzNkUDgdzTkUeTnFFFSUZ9vrraNPcxnTdOv4pnDmO+g8wKyZ2kEEEdTkZwe4Na/hy9uNY1PU9QvpTLc3Miyyt03M2SeO3sO1FFWiWdrAPLt441Jxmp7lQUB7t1oopskqW8jecOehqxdMTMB24oooKKUyhpyCODms+dAGH1ooqRorSoDgH1qvL9xfrRRQUZmqqFtCR13LVO/8RarqWl2+mXl7PPb20jyoJJWYlnxnJJ5xt49Mn1oooRLP//Z", "info": {"video_id": "167386", "label": "letting a large spool of thread roll along a flat surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "167386", "label": "letting a large spool of thread roll along 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": "6a7306a309a91cfd258043e9ef73d8e8cabb5fd1f4e52e539eabeabd8292866d"} +{"episode": 70476, "episode_seed": 312400884, "split": "train", "timestamp": "2025-10-13T03:39:18.007724", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 312400884, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to take smartphone out of blue bowl'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "60472", "label": "pretending to take smartphone out of blue bowl", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "60472", "label": "pretending to take smartphone out of blue bowl", "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": "6e17fcc52c3a39875b3f0035ad4bdb5cf486fb0433111102e48883d47f71d8ce"} +{"episode": 70477, "episode_seed": 3259683870, "split": "train", "timestamp": "2025-10-13T03:39:19.382465", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3259683870, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 highlighter in front of coin'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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"info": {"video_id": "184088", "label": "putting highlighter in front of coin", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "184088", "label": "putting highlighter in front of coin", "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": "84a03aee4b35357bde5ef480b4f32d8826f7f2c5c3a521233b7c23ed44465410"} +{"episode": 70478, "episode_seed": 2475928990, "split": "train", "timestamp": "2025-10-13T03:39:21.221239", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2475928990, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flashdisk behind soap box'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "136615", "label": "putting flashdisk behind soap box", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "136615", "label": "putting flashdisk behind soap box", "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": "4593fdb0eb12951cb3394d7a526cd60cdfa38682eaa6937ef0f0c9475a0ca33f"} +{"episode": 70479, "episode_seed": 1999324125, "split": "train", "timestamp": "2025-10-13T03:39:22.499500", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1999324125, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pen roll down a slanted surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "200021", "label": "letting pen roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "200021", "label": "letting pen roll down a slanted surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3f2a06ef2baffcb6814b20b47cec8ca98f84e1b1488147f0bb8843e7280a8332"} +{"episode": 70480, "episode_seed": 484347270, "split": "train", "timestamp": "2025-10-13T03:39:23.452836", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 484347270, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving away from cup with your camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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", 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3DcH7bKpPUA16VqRXT9DvJmGX8ojP14/rXkcN1/xNnhCg7lLFvTB/+vUMZq3EnyHmuW1d+DXQzP8AIa5bWH+VqEA7SJsNVzTEkPimdpJAUhhLJ6tuOOfoOKxdIk+cVDeas1hrzMxaN9mwyL0x/wDqx+NDWqGtmdfeTj7bECHO1zgjoMjv7c1oaDbGFLiQqAXLv8o68da5e0nmubUzRlpl+Ysytknjp79f0rZ1K9l0/R0u45ETyxhgf4iT0qXHUE9DhfGZhivbPS4ZZHgsLcJuK4Jc8tx+X45rR+GGgQax4xtpHVnhsv8ASZA3TK/dH/fWPyrSI0rxbDHbWkMcGoySYEErErIT/cbqD7fzr0rwJ4APhOxkeSUte3bAyKDlYlA4XPfqefetSR/i6TYFYFiGU5yeleaSPukNeg+PblIp47RB/qoQzHuSxP8AhXmxlBcn3rGbNqW5avW+U1zF0/778a6G9b5TXMXbfvfxrYxNizuBDCZWXeqclfUd6qWF89pqdzLA6sxyjHOQec5x7dqfp8nygdc9vWudut9nfyCNiGU/5FK3vXH0O5srx52eS4fedwHzcDocfqKuWr+aY9yhN8WSmckP3rm/D15FqMz2srGNiFcbT1KnJx+Ga6W3tmivC4lDQhAApHIbIyc+mKbQ0zdutSTTbjzG27QuOTVJorTxPpDx2kkMzRjm12+nTjrj0IzjuO9ZXjS9hj0NivM8jqin09SPw4/GuCs9RmtZFlhleORTkMrYI/GiKJkye70VDIfIJibJxHJ0J9jXo3wt8LalZ213rE1oyb8QxO2OU6sy+oJwM+1b/gfSbnxPpCXniDTovI/5ZOy4a4Hqy9Mf7XBNemeWiW5iRVVFXaqgYAGOAKqwjz7xYxWKyVjlgH/pXDX7/Ka7nxwnkHT97AM/mYU9eNtef3zfIah7lHM3jfvvxrU0+ZRH8zBQRgk9BWLeN+9/GrtmwkiZD0YY5OKHsHUwL/Ed9KNpjw5wOmK3dA8TrZwvbXodkJysijJHqCK53UMbyCcy723nOc+lVUfBwfzprYT3PR4/GVlaxEWwYkD5VCY7cfQVy2k2Gpa9rSWdhC09zO5OOgGeSSew96j8P2J1XXrDTslRczrEWHVQTyfwGa+g28DpoUEV34SJgmjXDRud3m+pJPf9PpRawblrwR4Rn8N6WqahefarrduAHMcPsmefqf0rqWRXI3D7pyKpaW1+2nxNqZT7SRllQYC+31q00npQBU1m4FvpF3J02wuf/HTXkjP+5Az2r0bxjN5fhfUGzj91j8yBXmTSEEDZlSD8wPQ+mKljRlam/wAprmA+Lquh1NvlNcwzYnzQgZsX04GkSIxwHUgNzwfT8RmuOdyJSGGD+VdPcHzNLkTGW2lhzjGO9crcuZZ3kbqx3HHvTjuwexvweKdTjhWLzEfaMBnXLY+tXoNI17xZE96sLyWtv8sk4Q7Ix6e5rk4CTkZr6O+F9xFpngXTopBxMHmb6sx/oBVPuTct+APDfhrRrRJdNmS81ExATXDnLjPUAfwiu2LAdazbKDS7Myvp8cSCZt7mPoTVgvu70hmB47vDB4blAP8ArHRf1z/SvMLORWvZ2zk4A56113xU1VLDSbGKTOJ7g8jttX/69cRo7GeWd48OuFOUO4d6iW5S2Ned8R4FcprD8GuimkbDKVwMZDZ6/wCFcvq7daEBX0uTEgrP8Ry+Zd71H3Vwwx0OfX3qWwfEn41W16TMp2lcSKNwB5yp71XVC6FfTdZu9O3i2l2q/wB5GGRn1xXT6HpviHx3JNZ2jI6wL5kmSEVew+pPOBXCDgg17L8ILkabpmp3YwGedEyfRVz/AOzVTJudh8OPDOiaPCzRWk7axCCtxPcx4KE/wr2A+nNd60gFZFtr8V4CQgRs4IzmrSzq+OeO9IZ5T4yv/N8R6iCchMRjn+6B/wDXrjPNxmql34glm1fUJpt0kU08jKQeQCxI+oqvFfxyzxoA+XcKBj1NZSTNYNI3bxvlNczdn95XQ3jZU1zdyf3lamRctZGCfuzhwPlPvWNqchkuJZ1QIpIHXPzdTWlavtIOelZuro0V3MpTywSCF9u1LqPoVYZ3ikWWJ2SRTkFTgg1tjxRqhQDzIyfUpya5sEg5HWrMbBhnv3qyS/e311fgPcy7tv3QOAK9A+FXg23v9ZF/qyRukSb4raT+I9mYd/pVf4R+H7LW/EM82oRCWGyjDqjfdZ2OBkd8YJr03xP4QeJjqWihkkX5nhjOD9V/woQ9zuFVVXAAAHQCmls1zXhH+1JNPaXUppW52xo4wQB3NYE+paldeN77TBrd1aQhpPJWNQ3KpuC+w4PJpiJ/iOU/4luQpIMhGR0+7zXmd8/yGpNX13Ub+6sXvbyWfbuADnoGxn+n5VTvXyprJ7ldDnrtv3lWLV2EZKn5gMiql2f3lTW7hIiTkgDnFN7B1MjUDvmaUKqq7naq9BiqdWrkGW4YRgsNxxgU0QeWMv1PQVUdiXudX8OkD+NbCQjiNZJPphDz+te9W/iI2h2sDIo4IHavCvh8RF4iLuPu27jjtkivR51eQ743HvjuKGI9Dj1JJ0BU9e1SrKrc5rgrDUmg+SRuAcdam8Sa1cWugNNZ3DQzeYgDoecE80hk3xOvXtPBF08TYd5YkH4tk/yrzDTtWluGMM7bnxlXxyfY1p/EG5kuPB9tcR61f3cT3wh23Maos5VCzPGBztUnad3qPcCLSvBWoMY7ieaK3I5CHLH8cVMou6sXFqzuZWovlTXNuf31dX4g0u60xgJ1G1vuupyDXIuf3v407WFuXbobtNbHVRmufuCjTyFBhCeB6Ctq6YixyCQRxx71SWK3EKuoJc/eLHpTiD2KcKFWyeMivdNGd4/DGmwxEfJbJx74zzXhyvuZ+57V6xZ3UsVhaeW2FWJB/wCOiqasQdXp2qS27bJOB1+ldJbaisgHzg1559oju+S5Vx+VWYby4txj5ZB7HFSNGb8ZLkTXukWwOQsUkp/Egf0rz3T5XjaXY7LnH3Tj1rpbiS08S/EX+zdbvrm3gbEUMqzRRrCOp3GTjbjPHUnA71n6R4YvLvxBqunp5sMdnOY3NyB5iAMQAQvG7jnBx70pRbWhcJJPUvWGoyXETxTOWdRkMepHvWZqj5zXpOneD9Ls4vmiaaQjDSOx/QDpXKeNPDbaZGLu1DNaNw2Tkxn39jQoNLUTmm9DjrRv3tQaw4Ej4wQ4HPoQafbNiWo7qTytQEgCkEemaa3DoZqwsRlhgV6f4Duo7bw5IkgwGuGJx16KK81uJd8gCnJBrt/C8pj0po2H/LZj9OlU1oQd3HdG2YPbBmTvg1oP4oW2065kYnckDsARznaa5O3mk87YjYyaj1u4lh0i/EmM+Q4GPpUjPPCo8hXVgyn+Ievv6Gi1kWC8imf7qNurOEzxrujYqTwcdxXTeIfCWoeHfD2kaheGZJ78yebbtGQLfAQopP8AeZWzjt06g4HG407F+7Pymufufv0UUgFg5VvpWfqAyXYkk/KOT7Zooo6j6GdU0H3iPaiirIPYvgz8lnqsg+8Zo1/DaT/Wva7di8QLc0UU0MQ/eNePeIL6bTfHGoXlvt82Odtu4ZHK7Tx9CaKKAZT0LSbLUhOLuESeVt2EkjHX0+grK8S2UVhd+VDu2lc/Mc0UVMloCepxt19+nwnCH6GiipGVLWVwZl3HB61WuSdw/GiitI9AkdL4LJ/ta4bPP2c/+hLXb21zKJ8bzg9qKKliZNOuwCQE7s4qprVxJLoDBjx5ifjzRRSEcv4w8Sya5a2NvNpmn2/kgLG9ujqURRwoBcgDnJ45PNevRD5F+goorSJMjO8Q2UN9od0ky5CozqR1BAyCK8Qf/WUUVM9yo7D7piLXAPBBBrLd2CbQeDRRUxLexJaqG3k9lr0Wzc/ZYBn/AJZr/KiiqkQWIyfMxng1aZmWQAMcA+tFFSBxGo+IH0jxFqaNp2nX8U0iOY76DzArKOCCCCOpyM4PcGup+GuoXOralr2oXsplubmSOWRyMZY7yeB0HtRRVoUtj0hOlJNFHPE8MqK8bqVZWGQR6UUVoyEeF6hbR2Wu3trDnyop2RMnJwDxWVqAAlYj2/WiisOpuUU4Oe45ruPDoA058f8APQn9BRRVEmuGYcg4NVNYld9HvNzZPkt1oopCPOXJA49a077xNq+q6TbaXe3s09tbSPKgkkZiWYL1JPONvHpk+tFFMD//2Q==", "info": {"video_id": "157533", "label": "moving away from cup with your camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "157533", "label": "moving away from cup with your camera", "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": "007898139f16ba51ba9518b40f944669a0558559bf9cf12080348397cdfc68ac"} +{"episode": 70481, "episode_seed": 1429544995, "split": "train", "timestamp": "2025-10-13T03:39:25.547354", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1429544995, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 multi tool'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "113358", "label": "pretending or trying and failing to twist multi tool", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "113358", "label": "pretending or trying and failing to twist multi tool", "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": "d59c7deaefa8630df75685d505bdd548d7189f5d8f5fdf5502482a23f7eb7a98"} +{"episode": 70482, "episode_seed": 3313432015, "split": "train", "timestamp": "2025-10-13T03:39:27.494260", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3313432015, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 eyeglass case against sofa'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "202913", "label": "throwing eyeglass case against sofa", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "202913", "label": "throwing eyeglass case against sofa", "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": "d195a313d821ab2ef211fcfe9f46db2101fada99ae178fe82a4c1bc41de01922"} +{"episode": 70483, "episode_seed": 29068219, "split": "train", "timestamp": "2025-10-13T03:39:29.257744", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 29068219, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) a button of a keyboard'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "41472", "label": "touching (without moving) a button of a keyboard", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "41472", "label": "touching (without moving) a button of a keyboard", "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": "f2ae7afa5d1fcc3a97f06e48e12e485a73c89568062cce0b11c36ce9d203c4aa"} +{"episode": 70484, "episode_seed": 2373979012, "split": "train", "timestamp": "2025-10-13T03:39:30.816669", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2373979012, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 taskpane across a surface until it falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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", 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qGnMaJGyKQqg/K2WBGe/QH8a330zTLBAILKBcMWHyg/Mep+tP02NXmkCIq4x0H1palouQ2xIAXr/KrkNt8xAXOOhPSrEEP3VHfrV+K3ywPQdqoCK1tskMV5HQ/wCFXzB8vf8AOrEFucfKpIHtUN3qem2KStdX9tEIl3SAyAlRnGSBkjkigexQksrZ3ZpLaIyMRuZkBJ9Oahm0WxmLmaygkLnLZWhvFGiteWMcT3E7X/EDxwnYfmK8k4xzkVi33jaf+x7m+stKVDbziGRbybGMg8/L7gjGaLX6ESqxW7Nf+zLeCIwwwRxQ/wByNQoH5VVNuzAggll4Y46+/wCNYd1r+uXmoatYW04UwwLNbG0twWOdpxk5ySrfpWbc6Hr2q3jvOt0YLqw2OlxOQEmA/u9vmAPHqaG7CU+Z6I19QuLKzEn2m6gi2DcwZxkD1IHPpXN3+t6WiybWllKRib91EeUOOQTjPWrsHgm5jSBru6gR1tGtphEmd4OQDk+gI/KmN4W020hiWV5pzHCYAXfGVJJIOPqam7KVzctfB6t4m/tyTUXWQnIhjQbR8u08nrW5Y+FNFt4JLdoHnjlIMizvuViDkcUWs2QK0UmBHWnYXKr7F6ztLKzjWO2tYYkT7oRAAv0q+s3GAePasNr2KAZknVT/ALTdact/5hzBBPLx/d2j8zTvFDszWaQqxIPJHSoHujyGABHXmqmzUJ+cxQD3+c/4U19MV/8AXzzS+oLbR+Qpcz6Idhl3qVtBnzJ0U+mcn8qyv7Q83cYoJ3JY9EIH5mtlLW3gH7qJE9wOfzqnMNsxHZxn8R/9b+VGo9DDuUv5z0iiH+0Sx/IcVk3Gns3E9zK+eynYP0rp5uM1j3eGb2XvRYVzO02yhgmkESBc4yR1P1rct4czxrj7qk/mcVyWu6xcaHaG4tlgLs6pmYEgdfQioINb1a58SaRCL+X7PcQRSTfZ4gqnOSckDgUm7BzJHpaokKeZMyxoOrSMFA/E1E3iDRba8tbaTUImnucCFIgXL5OAcjjGe+a4TTPD2sahpupx3GnOsk0kZie8lyGAYk9SSK6a28F3D3WjXUt5bwNp0SqY44t4chiw69BzTuZ883tEvN4wSW0vG0zSbq4ltnRNk/7veWJHAGScYqJ9c1l9X0uKSSxtLe8jXfGq5lVzkEDJzwQO1bVv4c05Unjmae4SZ/MdJHwuc5GAK1ILSytI0S3tYYlQbVCoPlHoKBWqPdnmMun6/rmiyxuNRuruO8BR5HMSvGVOfT5QQO3etM+CbubVtUuCLa2t7+38sjG5w52ktjpwwJrv3myMZqhJKy5C8jPQmnqJUl1bZzMXg20gXTzcXlxNJYgiNlwgPzFuQPrTodC0jTYDDa2MSx7t+GG75sYzz3rWluQfQfjWNe6rbxEgzKX7IvzE/gKl2W5rGKXwoiuGUK5UAdcYHpxXE3t7q9zqmiLFd6jcQSwwyTC3ztJ3ckhf5V0j3cksSiG3lYY+8w2j9a6W0lCoAmFHoBikmnsEk31OXtPDF4+s6tPHYN5dzHNFHNM+Qd3Tg8gVsaV4NvodEisbmeyjdJ/O3JGZR93GCG4zXRJL0bPNTpc8dDVq5l7KHXUYugwPc21xPd3DvbgBEQhEyBjO0fy6VNa6Jo2nRCG306BYy285XdlvU57+9PE7ZA65plxfwxAb5FU+55odkaKK6IvNMoTCEBfQcVTmlqg940pzbW0r++3aP1qFo9SlXloYB9C5/wAKlSXQuz6j55sy49FJ/P8Ayayb+8jhUl3UfU4qaXTWWX99dzybxg4IXkfT2qJ7G3j5WJM+pGT+Zp3Ymkc7cXwlJ8pJJj22IcfmeKp2+vxaI0kmoW0580gRJAA5OM5z0A6it+8XCHHWsWXQY9dlVZbuW3SLkiMAls/Xp0ot3Jbdvd3NIeL5V8SWmkQ6WAZ9hM0s3QMM8KB1/Gq3/CUa3caZq7tdW9tJbqpi+xxZZfnweuSeK24PC2kNqcOpTxyz3kSoqSNIRjaMA4HGeOtb9pa2Vmf3FpBFk5LKgyTSRLjN9TjY7C71mw0ieZ9YvJF3mUISuTuyNwYqPxxW6vhC5fVNVmitrS2gvYnQs7F2ZmIIYrgYAI6ZNdQs/Ymn/aBnGcVQvZR66nP2/gq3SHTo7rUJpX09y6GJQm4lg3PsCKvxeHtFtBN5dhEfOk82XzPn3tyckH6n86uzSgng84rPuNQjgyJJx+YzQ/MuMIrZFpyka7UVVUdAoxWZNLulbnoAKZJfzTD/AEa0mlz/ABMNi/mazymoPI6v5MWWycZY4P5VPMuhdn1Eu5gveua1C8iU5kkVT2XPP5Vt3GmCQ5nmlk9t20fkKzri0gtkPlQon0HNGotCayfU51XCQwA92YufyFbUOns2Dc3kzj0UhB+lU7F1AArZiZTg4BNHKO5YtbC2h+aOFA397GT+ZrSVgMA9umaqxNmpGJHIOOatJLYlss7sVG70BsjFRtnNAEUnPNULoExkr95fmH1q+wqrLS3AzHbzI84x6VlzjJP61pn5HkTt95fof/r1yFt5+p+L7rTJNVuLWI+aYhGm7LKhYL7Dg8n096SAuNbWtzNtuoI5lUhgsgyAfXFbtrMsJRY1VFI24UYHHT+tef6FqdzcSSNcTNJwpG7tmum/tCNYeZFDDle/IpSstSkddFOGwc1djl6c1yltqckzj7NZ3Mme5Tav5mteFNRmA/1MAPrlz/hS5l0DlZtiYHvUNzfwwNh50LegOT+lVo9NBINxcSyexbaPyFaEdpBEP3UMaf7q9afvMNDPF5LJnybWZ8/xN8o/WmGDUJfvyxQDuFG4/meK1uO/WopGANFn1Yr9jEl0qJjmd5Zv95sD8hTPs8MA/dRog/2RitOY1y/iy6ntNHea2laOQSKAy9eaOVILsknCxuydiNy/1H+fWooNTgiA8yVF+rVz+tOYtBh1Kw1rUJv9JNuDcRLGs5CZd4sc7VJ2nd6j3A2tKsbaFVKQID64yfzos+gadTXh1TzQPs8E02e6rgfmauxDUZscRQL7ne3+FLEDtAXH49q0YTgDPWnZ9WO6I49MDqPPuZ5T3Gdq/gBVuCxtoBmOBFPrjml3bec4qQNkZBp8qFdiPjvVZzgVK55qFzTEUrvLRnb94cj61Rdw6Bh0IzV+YHJNZTKEmkUdxuH0/wD1/wA6l7gULo5PPTmqtnL5czZPUCs61lS/8aSaXfaldWttJLsSSKWONY/UsX4xjPHUnArOg/tSPW7+yDyf6NMYyLvAdACQMheM+uDihgj0G3uRgc1bN7FGMySKv1OK5yy0+4lUefeyH1WIBB/jW7a6dZwFSIQz+rfM361N5FWRPHqKOdtvFLMR02Lx+Z4q0E1GViQkMAPqd5qzCo2jjFTh8HFOz6sV12Kf9meYP9IuJZPYHaPyFPWyt4P9VCin1A5q2TxULmmooG2QyH1rNuztZZOw4b6GtCQ8VnzjcrK3Q8GmxFOc1jXjBuO1ReIru5tdHkeKZklWRV3L196xfEOm65oeiaXfXd5dCa8MnmRFMCADaUDHH3iGzjt9c0r3A6CyY7EOetbtsxIFFFMDTiPSp+tFFNAxpJWQYNSnpRRQBE/SqstFFAGZecPGw65K/hj/AOtXmt7qU+leKbm/ttnnRSvt3jI+ZSp4+jGiip6sCho1nHcTOshfamPlDYB+tdrZW0CWku2FB8pGcc9KKKTS1KR09oowPpWtCOBRRTB7E6/ezgZqYE4oooJIpGII96jkJ4oooAqSnrXJeMj/AMSN/wDrqn86KKYzj9b8SPrcNvFLpmn25gVY43tkdSqLnCAFyAOcnA5PNdpYsQo5oopiN63YkDmtGLtRRQgZO3Q/SpEJxj2oooEhG61A9FFIZVm71lXZIkiPfft/AjmiikwPPtR1ltL1rUUNhYXsUswYx3kO8BlHBBBBHU5GcHuDUvh29uNT1TUb67k8y4uHWSRyMZY57dvpRRTA7qxPArXiY8UUUhl+I5FOc4Ax60UUxEuTionoooArvVOc8GiigDjfGBK2DgcBihP1Df8A164zUtf1O/0+DTrq7mmt7d3lQSSMxLNjOcnnG3j0yfWiikgP/9k=", 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", "info": {"video_id": "786", "label": "moving taskpane across a surface until it falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "786", "label": "moving taskpane across a surface until it falls 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": "ca854ee47d4f1640fb0551df8de38ee3c60f9423864b266ade05d38f6af24fdb"} +{"episode": 70485, "episode_seed": 540732126, "split": "train", "timestamp": "2025-10-13T03:39:32.436610", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 540732126, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pant zip from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", 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avvU2HcnI75/OrVhKIL+3k3D5JFPH1qmNo6lakRu4IB7YFOKsxPVWPTZvm4PQ5U15beZimkj2tlGK/ka9M8zzLdJB3AP5ivP/ABCgh1e5HI3Nu/MZrrrL3Uziw7tJo5m7LOT8nGO5rx/WLCTTtRktJV2gEmNuzL2/wr2KfBzwxrF1TT7PUIwlzbCQKeM9R9DXLGXK7nXKPMjO+EyHfqwLcfusn/vuvQdTKGNYI/4ua5/wfY2um/bBbW6xBtm45JzjNa00hDvMT8xGF9hWsPelzEy0VijBaQWUwlA3z9ie1MvLZJiWn+bPapIlPMrnPoKr3s5VMk/O3b0qwRQWS3s2dYIwrfxGsbWdTyhGeTWiIxuYn+I1SGm2r36zysWVeids+9S/IryJvC91d6Q8l7uKSTR+WCRyoyDkV0Phu6u7rxC8KSyPG0bSS7jnIA61galcptAXgDpXoXw20Xy7Sa8mT97cjaMjkJ/9etIJtWMKjUXctSqNvCVj3lms8bxvEpjcFWU9wetak3ysynOVOOtULh156Z9c1xTR0pnluoeBdQtrmRbKSGW1JynmPhlHofWtyW+2WqxQrsQcBRXRzsuDxXGy3kSD5QC1b0ajs7mUoK+g82stxOgjY5bjHvXa+EfCM51GKeZ8KrBiO9cx4WgkvvEFtnkBix/AV7jplqLazkk242RFs/hXTTlzJtmNX3dEc+WLO5IJBYn9aXPoOaajnyxmjKlsDiuBvU7EtBSxYHBIPvVSZpF6hSPWrhBHfiqsxwMEcU7iKbljn92D7q1V33Afdap3jHVeD6VVduTuBFTYdyvI/qCD9K5HxgVZrLr/AB9PwrrZR6ZrjvGLYey6D7/IH0rWmrSIlsYds7rLjqR2rWtV82QA8liB07Vi2rcu56+tdDpUQkuDsJ2qM8joa3nLli2TFXdjfXH3SuMDj0rovB8X/E53josTfrgVzA8yM+o7V1vgoq1zdS9CEVT+J/8ArVxYfWqjfEaUmafjSXZobj+/cKv+fyrziQhjg5HvXe+MpN2mxKeQbgn9DXBuMg8/lWuKfv2McKv3dyjMpGRnINU3BAGOR3Bq7KGGQDUDAbfmXP0rmOgzpYQPuMVNV2LKfmZPo1aEiBvumqbgZwwyKpCZ3CSM3QEn17CrCdASxY+3SqyuuMZHsBUyN8uM/hWiZFi5E2TwtTg5Xkj86pxtknqanQkg8AUxFhWAB+Zfyp6yDux/Kq6txinqcihAeiaXMLjRLdwcny8fiOP6VyvjCMrewyqD+8j5/A1seFpi+mtGT9yUj8wDVLxdGGsbeQ/wOVP4j/61d0vepXOCHu1bHB3BYZx/Os2bdk5IrSnCknAJrAsIn1bxXNpkupT2kZEhi8tN25lQsF9hweT6e9cG533saelTNF547MV/rV55i7Adq5Pw1eT3KzmaVn4QjPbOa6NWAUkngCumn8JlLcsyyiOLNY8su9iWNMnvTLJtB4WoC2RuJqmCFkk44rPmuNkuAeg5qWVyc1mTuAxye1QymyaKUTX0W4bkDqCPUZ5r6L0m3W3jVUGFAGK8E0Cw8wtK3IAOPrXv+mOJLK3k/vxKf0Fa0JXucuIWqOT1aPytTuVVR/rCfz5rIkGScgCt3xKmzVWIz86Bv6f0rjPEtxNa6Q01u7RyB1G4HnFcdVe+0dVN3gmTzrwcnivNo8khMHg/nXWauwg0KHUrDWr+ZWuTbZuIlRZyE3M8QHO1ThTu9R7gcp9o+dFx1NOnTbG52PQPhzaqdbMrjAWI4+p4r2GciLR7o9P3WK8v8G2pmsLdoQFlMuGbv16flXpOsN5OiSgZ5IX9a7YpRptHLUu5pnNqVIwKTGD0qIMDSlyDx+teedorH04NROxIO7kVIXB68VE4LDK4NFxFWQKehqo+4MR1FWpFPORVKQspODTAhmORiuG8bMQ9iMcEuD+lbtjcJqHjF9Mv9SurS3kk2RyRyxxrH3JYvxjGeOpOBXI+JWuo9WmtLh7km2mkjC3AG9QDj5scZ4GccVpDchsp2YwP512Gg2ryW0k0chVshfyrjYWO4AcjPQd67vQ4jHpkWGKs3zEVOKny0/U0pL3i593iVCpH8Q6flXX+D7dfIuCRw8i8g9gM/wBa5gSkDDJkV2fhaONNMklj+6zt29AKywWtQMU7U2ZPjKTbb2agZyztXFsw5659uDXX+K5AZLVGOBsJ56da5KaINkDgnp6VWKl+9ZGG/hoqSNnPGQKrvypIqWQkEgg/1qBjuzt6/ka50zcgYYyehqu5APIpNTnkjsmZWIIYfMOtS+IPDmq6BoOk395NcLPfGTzYWjIEAAQoGOPvFWzjt06g1rFNq5EpWOshjVRkCrIPsKKKsCwnBqSOiimIljUepqTaMUUUdRHS+EmP+lL2yh/nU/igA6Rcf7LqR+dFFehD+EcE/wCMedydTya4e51O40jxPNfWuzzopG271yPmUqePoxoorgW53Mk8MEqLkDoAg/nWrezyJH8rYooroj8Jn1KFoSWJPerDE4NFFMCu/wDqyayZublQehNFFRPYZ2+kKsVguxR0zXqOhzO2naYC33oBn8KKKvDGFYpeLhie0YdSjA/nXAeKv+QIx6/vU/nRRWNf+IbUf4aOb1rxG2twwRS6Xp9uYEWON7ZHUoi5wgBcgDnJwOTzWPaKHuQG55oorSl1FI9p+HlvGIHfHIkwPyFdlrvOmAdjKKKK2l/DZl/y8RyjgLyKZuI70UV5x2Ck/LmoX4XcCQfaiimIiWRmHzYNVbgAE0UU0BwN7rLaXrOoRmwsL2KWYMY7yHeAyjggggjqcjOD3BrndWvrnUNRe+upDJcXDtJI+MZY+3b6UUVtHcyYxSUUEdSK761YpFGqnACj+VFFc2N2R0UN2aERJxmu70IBdBXHGdx/WiiqwHxszxvwHN+I3LX0cZAK+V6e9cxcqImAX7rH7p6UUUsT/FYYf+GitcKoxx1qhKoHTtRRXOjcydVYmzYZ6OOe9Ub3xFqupadBpd5ezz21tI8qeZKzEs+M5JPONvHpk+tFFdENjKe5/9k=", "info": {"video_id": "76388", "label": "pulling pant zip from right to left", "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": "76388", "label": "pulling pant zip from right to left", "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": "726ec96607276594f3f2d5059e278232e2f0017ad7d413b21a05fe05454a28c8"} +{"episode": 70486, "episode_seed": 124692046, "split": "train", "timestamp": "2025-10-13T03:39:34.167845", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 124692046, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flash light on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 4, 2])", "action": "('reorder', [3, 1, 4, 2])", "reward": 0.0, "image": 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", 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ZzW1bb4wDG5QjupxWbaqMA1pwnGK3i2tgaT3OgtfEOsQReWt6xU9d4Dfzq0niO8LM09vZXG4Y/eW4/pisJG6VMDitVWn3M3Qp9jbGsae7lrjQbYk/88pXT9MkUrXugSn5tOu4On+qmDD9cVi5FITx0q/bPqiPYLo395pzQ+HpQ2zUru3OOFltt3P1BrxK4dnuHLMWO48k+9eqvjafWuJOlW0uAwKknJKnqehqJyUvIapyWl7mLZEfao9oJbtgZOa6K/1W7ksjbC0gjQ4OUQBiR70+18OwQyx3EV1Jx1UY6fWutg8M6ZIiSuJJgwBAZ8D9K0hNQi7mUqMpSOKv7uaaCYLHHGGkicAHkfIRWfFDdSZ8uN2/3VJr1E6FpWS32KLPHb06VqWd9d6dEIrK4MMQ6IoGB+GKr20ZO7D6u4qyON8KW1xDaXKzxupLhl3DHati4YgY7V0LeIZ84ubSyul7+ZCAfzXBqrd6lolwPm0eSBuOYLg4/Iik4xk7qRalKKs4mAs7RNuidk/3WwaedZ1Bvka8mdewdt/881bmh0SUjyb65gz2nhDfqp/pVdtLt2P7jU7SQn+8TGf1FNQqL4X+InOm91+BSOoNk+ZDbyj/AGogD+mKp311A8YEVqkDHrsYkN+BPFakvh/UQu5LcypnG6Jg4/SmWnhu6u5JHu82lvAjM8koxk4JVR6kkYqJKo1ZoalTj7yZz9pbyTTBEUszHiusvIGTQ7LTo7K3IW4V55QDvkBYZBOemM1NZwW9vGPKj2kjncPm/GmzXf8Ap8NooBGwys3pg4A/M/pU0pcjuXVjzqx0E174emX99pNxbnPWC4JH5EVzWp2+gEkwaheIf7skKt+oNOuJ8Zrm76XfIc+tP2y6xQeyfSTJJLG3Zv3d9Gw/21ZavW3hy9mQtAIZVAz8kgNYSrk9TWhArBeGIpKdPrEbhPozQbQdRhJ3WU4x1wpP8qgMUiNtZGDDqCOakt7u7t2LQ3U0ZP8AdkIrQj8R6zH/AMvzuP8ApoA/8xT/AHT6tEv2q6JmZtKqc4yajkBAwAea3B4juyczW1lN674AD+mKhk1XT3A83QoAeu6Kd1/Q5FPkg9pC5preJT0w3emw7RayjrmRGIJzweme3FWZbz97aTvHLFbIsiBtmRu4OM+vWrEbcjnA71sXt9ayeGtO09TvljmmmlBXgbiAv6A06crRat0FOF5RfmYy6lbnGy6TnswKn9RUwut6kqysB/dYH+VVGtbRmzJCoH+zxWdPb2q5IDKfZv8AGsLrsdFmaVxdYHKkfhWc9zljzVMALnZcSL6Y/wD10N5u3Pnxv7MvP8qLoNSYyBjkmnBs8gVUxN1+zhh6o1J9o2ffjlX9aV/MC4Tx0pjEY5qAXkQUgTEZ6gqf6Umh2ya54lfTptUktkZJGi8pNxZlQsF56Dg8n096NSW0jL1q8+yGD5N27d/SqEdx/aEUsbvKsSpuYB/SqV/PNd/Z97lyemT64psFsk17FEjNtPy7vVu34ZpX1IbuiZGnOADuUAD5lBq3E8ijmBMeu0j+VLb/AHFXHfNbdsSFxkj6VkuZ63NEkUYL8RgAwL+DkVfh1KE9Y5V+hBq/EVH8KHPXcoP86nSC1bl7SBuMfcx/LFWnLuVZFaO+tiP9YR9VNWUuY26Txn6tj+dNOn2bdIWX/dcj+eaY2lW+PlllU+hAIp3CxdDsR8vP+6c/yoLuqnMZI9SDxVD+yFwSt0ox6oR/KqWpwXlnZGSG8XO4D5JGBppol3RqSTLzniuUBczhQM5yP1rpdYtms/D0GpaZreo3Cm5+zf6TGircEJuZ4hydqnCndzyPcBNP01bNbae4UF5pCgyOh2lh/KqUObYjn7klvYhLCOWZtnByMc1owalaLEqLcFdoxiRCP8anDemelNaOKQ4kjQjjJK1Tlfoaa9yVbxZfuSRv/usDQ0+FyVI98VUlsbJizeTtHYKxFUGt44yfLnmT02mp0DUvyXQJODVWS4DZyaqv5qqSLlX/ANmROfzqs7Sk/wCqVvdHouBaeQGo88VUM237wkX6jNPW5TaQJk59QR/SldiJjgfMDgjuKmi1OaJcSmSdR90NIfl+lVNAitNV8UrpupX89tbzPsSaGeJFj7ksX4xjPA5JwKsadHPaatq9lN9oX7LMU2XO0SAKSMMBxnp0yPSqUpIzfK2Wo9dtTxJHMh9VIb/Cs621WG41W+nM+xQVii3qeQOvTOOau3HlzyKhijYsQPu1zeoQDTb6SzRw0hlyzAdBgVV/ccmgfxJXN+S5Lg7JYn4/hkH9ayZXlZzlCfpzVVQCAGzz1pyW4dvlk2j6VlzLsa69yzHkEZBH1FXY3wBVOO1uAf3d0vsC5FPxfr/Csn02tSug1NBZBxin596yzcXMfMlrj8CKcNRQcNEw+jZouu4zT52huxOM0yRuCKyr7UUW0JheVH3DnaOn51oeINB1Xw9oOk6he3Nwk18ZPMhaMgQABCgY4+8Q2cdunUGnbsQ5JG8nSpplAMWO8Q/9CNFFdEPhl6fqiJ/FH1/RlKckCsi5Y7utFFc7Nitk09TRRUgSr0qQSOvRiPxoopMY13zyyo3+8gNYkepy6TrzahaRQrNE7bMr8vzKVPH0Y0UVUTOpsY80SRSRbR/C/X2XipNJUNf24P8AfFFFEt0RHZlu36itmDpRRUI0RdTtVpKKKopEw7UuaKKQxprM1v8A5Bx/31oooE9iprfid9dht4pdK022MCLHFJbJIpSNc4QAuVA5ycDk810Wo/6rQh63shP4R0UV1UPtehyVPs+qLoHFNxwTRRWbOsr3LFVwPWs9yTmiioY0VpCRUNFFICRHZc4Yj8aUvlgXSN/ZkFFFSmLoZkWtLpd3dRnStMvIZpAxju4N4VkztIOQR1ORnB7g1c0+7uL++1G/upWlubpxLK5wMsc9h0+lFFaGK+INQu5rKB7mFgJYwGUkZwa5xLuXULxrq4IaWUl2IGBmiiifwfMr7ZeXoKsw0UVCLLidKmWiikUiwhO3qfzpwkZlIYhhkdQDRRQgZm6sENmWMMWd68hAO/tVO913UdV0u30y9uppra2keVA8rsSz4zkknONvHpk+tFFaLYwnuf/Z", 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", "info": {"video_id": "10990", "label": "pretending to put flash light on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "10990", "label": "pretending to put flash light on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "048656fb5502dd9aeb97108964333ea86ee4f64316195ddf34f525d69ca0db06"} +{"episode": 70487, "episode_seed": 1925162587, "split": "train", "timestamp": "2025-10-13T03:39:37.312761", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1925162587, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paperweight and paperweight on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "178491", "label": "putting paperweight and paperweight on the table", "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": "178491", "label": "putting paperweight and paperweight on the table", "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": "935b314af6c1f73e7ce5016b21395d1d3e24626219ac08da0da7fe106ed3b6c5"} +{"episode": 70488, "episode_seed": 4165521887, "split": "train", "timestamp": "2025-10-13T03:39:39.119069", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4165521887, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing charger so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "40620", "label": "pushing charger so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "40620", "label": "pushing charger so that it slightly moves", "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": "fecef2ae10b50cbb6dd0a0cbbe9a9ffa4b9d1ac6a7489c4cf35cbd1680f4dc9b"} +{"episode": 70489, "episode_seed": 165014792, "split": "train", "timestamp": "2025-10-13T03:39:41.324646", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 165014792, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing book so that it slightly moves'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "123455", "label": "pushing book so that it slightly moves", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "123455", "label": "pushing book so that it slightly moves", "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": "fb742db97d327c498f81df16ddf25c254e149e1b0e1e4d33d366cb9bd47428bd"} +{"episode": 70490, "episode_seed": 3314835333, "split": "train", "timestamp": "2025-10-13T03:39:42.276781", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3314835333, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving color pencils down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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6U7BcotBHFFDGm3KAjcBg5wKjkkKLsVsjGB9atyxK6Ec565NRpHtgPlhfxHU0ugmtTGuQBgjLD1zWXMTuVkOG7flWncEF3wcDPTNZczKki57GhiPRZSkaAE8LW/oVqYrTz3H7ybnB7L2/xrnrOIX+pQW7DKZ3OPUDmuzjUJlcd+PpRQhpzGWNqfYRegGEP1qWooW+XHfNS05bl0rcisFFFFI0CijIJPPSkOewzQAp6c1SlyVPNWZZFQopPzOcAetVZuN1aQRy4l6Hm3xIAMunH0En/stcPp9qL+/WEH5F+aQ+3p+PSuw+JkoRrAk8fvP/AGWsjQrRYdMSYg+ZKd7n25AH4ZrlqU+bEu+2n5HbQqcmEjbfX8zfhTovAHAFdQjJHZeWD97AUVzMLYIPpW2jGRZJf4U+6K630OaKLKHGPmq9H865jX94OR9OlZ8WGKnk/QZq9akrOy5yT8o5zj/OKpsEgkSeJEjKqM5APWoWRRhWZuBj9KuzlIyFQAdj7dOf51VlcElt3GewqW7oaRTS1AmYEAjsM8Vm3/ySgIAp+7tHNaImZnZlUqQMHPf3HrWPeTC4kdxghCVyO9Ldj6GXd5UN9DXidrEFjO7oDXs96+IyPavGfujZ2Bya5MV0OvCdTQt1kmkigj4DHgnsO5rvtFi2MqKMRx8KPeuS8P252Ncv1PyoD2X/AOvXXWEvlRO38XGB71VGHLC/Vk16nNO3RGtMAblsDIqeI73+c4bgVQXIbYT83Un6ip4yRGCuCT19f/rdq3Wxh1LZchsMCwAKmoxkq20BVPQVdLboywchQOF4wcetV2wYwFAx0HNS7WK1KMqSiQBX4Y9cfnVa7jWGMspbdgH5uOKtzzICqBgGP3Rn73+cVT1KcyKsez5myf8AP50rjMS4IPIGPbNZxy1wmCAx3c+3FX7hztIyax3k23Kl2KptbJHbpTexJshtr5JAULn8Oc1xbNJrd+8jnKO+QM9EH3R/X8a39evRa6NIqsPtFw3kx+2RyfwGTWBY+bC6wW0O+RFBznH51z1pWjY6cPC75jeeW3tXjikZUjwev06V3Hh++S901Cs6vMq4bDAng9T+lec/YJb+5D3eMjlVU8DjFaOlXSadraNCpwhCybR95e49/Ws6VRQZtXScLt2sesWnzQ4bkLyaRpUV2UkKOw9v8mueXxJHJLHHbx4OeTK2Bj/dUE9Pan6jLqb3Q+w7JQF/1v2cxgA9gXOT+Vb+2i7uOp5H1um1eOvoa07smdil29McH2qjcTm2sZZ2JQKuSBzgn/IrH/svV7tUe51AhWI+UOTjPsMCthxHHbyIy7lyCwPbjOacJOW6sXSqSmm5Ra9TKuc5H948n61j3RBcA+vSta4VnYyD7vbmsW8ztJzzjIrXoaHqnht1R3mdc+Y2zcf4QBn+ddaDggYxx61yejt9mdIEV3JIBwOB8uST6f8A166NZUd9qOCF4IB6H0rpjC0Ujz60nKTZqW/IY1MDk1Vtn+UgdTVnO1gPasJLU66MvcQ6iiioNwoIyMUUUAMfaMMwBI6VQn3BWJ71ZnclsA9K8nvtZ1e88falpX9t3dpboz+SIlDZYJuC9OBxnJrWOmpx1V7R2XQi+Jq+beaRF2dpN30+XNJYSJLF8ke3aGXaO3UZrkTqt9q0gn1C8mnaIAR7yONxGf5Cuk0+5VoC+dgyVVmG3celRJfvHLv/AJHRTuqcY9v8zYjI249RW9vWC0YHuuBXNQnp9K21YzsXz8iLge5xTYJlyCYrjBxVxDvVlB6j/P8AOsuGX5cZwaso7A5I+uasktbhd2QEiAtuKOh6kj3/AAzTBIWDD5Vcc4Hv/wDWoN1vG5SSAMheM5H/ANaotx3cZOcdBUjG78SLLubBXofTBPT1rEuFjiTZBnBYs2fU8n9a1Ll/Ljzx8vIAP4f41xvi3ULnTtAuLm2keOYSr86nnnt+NC01G+xLeHOfpXjsS/aryO3BwHcBj6DNdvrdzJFoMepWOuajMHuPs+biNUWchNzPGOu1ThTu9R7gcZopVZHmlIwxAGT7/wCNYVlzNG9J8iZ2cASOONU6AYwPQdK1NPG6fJ7AGsYSHZEO2Mg/0rT06by1kY8naAPrmr+yZ9dTWklX7Udp5AANWkkBQdMD261lD9067hkkZb61bSTAGMCqjsJ7miJj9oFsxPK7k7Djg1EjbZGJ3sWycseBnsPampOMAkKZV6bv6U12BYDHCOMZ/T+dSyhJ/vNsKgg88duf5is6+RFuDchvmEYQIOg7/n/hV92JTIydwxkjHtWRcTB7gcEgfKPekguZtw2VOaxLiQLcRhiNuGLZ44q1pktvq3i99Nv9QubW2klMaSRSxRrHjqWMnGMZ4HJOB3rDuPOtdfvLS58/bbTPHsuQocAEjDAcZ4GccUNgUb/VP7R15VVs21tuRB6nu34n+VdF4cAdjKQDvJz+FcFZyk3TyHvk/mc13Pht9li4PUNuH41x4jc78P8ACad83klpBnEaMWx39B+JIpdBtjPqcduV3rt8yYn0Hb+lZWq3Lm4jUZO+Qbh2wvP88V0PhAF47u4AG9pAgz7DP8zSoRUmkwr6RbfodtbFLRQY4lRT02rj27VMZSxGGyTwSevqKzo783E0lqsZUx4Lk9COcY9sin+bndtJzt6j6V3pHmrTRFrco+XKg44BOT+VUL2YBcK3yknJPfsP5VOjb4Cj4y56jjiqb7NzBzgg5xjqPSktxmfdNOXt0QZjyfMPouOKyb1wSSCCMdak8QXVza6bLLDK0eGRd6nk5PTHpisbxHpOs6BoWl317d3Pm3pk8yJo8CEAKUDHH3iGzj+oNHUZ7B4emeTzHY5ZuSfwrqgczLwBwDwO5oorvPLlsall94+wqyx/eD6UUVyT+I66P8JDs8ilByxHpRRWZ0oSRiqEjqBQRkA0UUxPqVpAOTjkDIrwbxXqU+leNdSvLfYZY5227xkcrtP6MaKK0OWPxHLq7RyLGp+UkZ98dK7a0O63JYBsLuAI6Ed6KKmXxHRHY0Lc8fnXQ24xZ4H9zP6UUUpDpjI+lX4GKwZGMgZooqmSiuzFQSOoNSQYlmdXGQp4GffFFFVIUTOZi6FmOc9vxrlfGyrHoBQDKmaMnNFFT0GtziPEHiJtZggik02wtzCipG9urqVRQcIAWKgc54HJ5rF0xts+0AYjjG3+dFFYyNUdKqBQkgzuk5bmtTTvmuBnsCRRRVL4RfaNScfvl/3P6062YtJtPTaT/KiihfCH2izcYEq4A6f1qIOwIUEjORnvxj/GiimvhB7kd2WjlVFY42hjk5Oc1nyIBubJzg8UUVK2G9zjbzWjo+pXsf8AZ2nXkM0odoryDeAyjIIIII6nIzg9wawrvUbrUby+v7qUyXNwHlkfGMsfp0HtRRQxGPZdGrt9H+W3YDuooorixG56ND4SO5c/2kg7bTXYeFf3eluygZ85z/KiinhviIxXwnTg7rFZOA+MbgOeKqSTMI2UADjGcc+tFFd6PPFMrrJAqnAY4PuMVXvpGDuR14/lRRUrcfQ4TxTf3H2CRd/yq6kD3ziucvvEWrarpsOl3t9PNbW0ryoHkZiWfGckk5xt49Mn1oooYLY//9k=", "info": {"video_id": "204149", "label": "moving color pencils down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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6U7BcotBHFFDGm3KAjcBg5wKjkkKLsVsjGB9atyxK6Ec565NRpHtgPlhfxHU0ugmtTGuQBgjLD1zWXMTuVkOG7flWncEF3wcDPTNZczKki57GhiPRZSkaAE8LW/oVqYrTz3H7ybnB7L2/xrnrOIX+pQW7DKZ3OPUDmuzjUJlcd+PpRQhpzGWNqfYRegGEP1qWooW+XHfNS05bl0rcisFFFFI0CijIJPPSkOewzQAp6c1SlyVPNWZZFQopPzOcAetVZuN1aQRy4l6Hm3xIAMunH0En/stcPp9qL+/WEH5F+aQ+3p+PSuw+JkoRrAk8fvP/AGWsjQrRYdMSYg+ZKd7n25AH4ZrlqU+bEu+2n5HbQqcmEjbfX8zfhTovAHAFdQjJHZeWD97AUVzMLYIPpW2jGRZJf4U+6K630OaKLKHGPmq9H865jX94OR9OlZ8WGKnk/QZq9akrOy5yT8o5zj/OKpsEgkSeJEjKqM5APWoWRRhWZuBj9KuzlIyFQAdj7dOf51VlcElt3GewqW7oaRTS1AmYEAjsM8Vm3/ySgIAp+7tHNaImZnZlUqQMHPf3HrWPeTC4kdxghCVyO9Ldj6GXd5UN9DXidrEFjO7oDXs96+IyPavGfujZ2Bya5MV0OvCdTQt1kmkigj4DHgnsO5rvtFi2MqKMRx8KPeuS8P252Ncv1PyoD2X/AOvXXWEvlRO38XGB71VGHLC/Vk16nNO3RGtMAblsDIqeI73+c4bgVQXIbYT83Un6ip4yRGCuCT19f/rdq3Wxh1LZchsMCwAKmoxkq20BVPQVdLboywchQOF4wcetV2wYwFAx0HNS7WK1KMqSiQBX4Y9cfnVa7jWGMspbdgH5uOKtzzICqBgGP3Rn73+cVT1KcyKsez5myf8AP50rjMS4IPIGPbNZxy1wmCAx3c+3FX7hztIyax3k23Kl2KptbJHbpTexJshtr5JAULn8Oc1xbNJrd+8jnKO+QM9EH3R/X8a39evRa6NIqsPtFw3kx+2RyfwGTWBY+bC6wW0O+RFBznH51z1pWjY6cPC75jeeW3tXjikZUjwev06V3Hh++S901Cs6vMq4bDAng9T+lec/YJb+5D3eMjlVU8DjFaOlXSadraNCpwhCybR95e49/Ws6VRQZtXScLt2sesWnzQ4bkLyaRpUV2UkKOw9v8mueXxJHJLHHbx4OeTK2Bj/dUE9Pan6jLqb3Q+w7JQF/1v2cxgA9gXOT+Vb+2i7uOp5H1um1eOvoa07smdil29McH2qjcTm2sZZ2JQKuSBzgn/IrH/svV7tUe51AhWI+UOTjPsMCthxHHbyIy7lyCwPbjOacJOW6sXSqSmm5Ra9TKuc5H948n61j3RBcA+vSta4VnYyD7vbmsW8ztJzzjIrXoaHqnht1R3mdc+Y2zcf4QBn+ddaDggYxx61yejt9mdIEV3JIBwOB8uST6f8A166NZUd9qOCF4IB6H0rpjC0Ujz60nKTZqW/IY1MDk1Vtn+UgdTVnO1gPasJLU66MvcQ6iiioNwoIyMUUUAMfaMMwBI6VQn3BWJ71ZnclsA9K8nvtZ1e88falpX9t3dpboz+SIlDZYJuC9OBxnJrWOmpx1V7R2XQi+Jq+beaRF2dpN30+XNJYSJLF8ke3aGXaO3UZrkTqt9q0gn1C8mnaIAR7yONxGf5Cuk0+5VoC+dgyVVmG3celRJfvHLv/AJHRTuqcY9v8zYjI249RW9vWC0YHuuBXNQnp9K21YzsXz8iLge5xTYJlyCYrjBxVxDvVlB6j/P8AOsuGX5cZwaso7A5I+uasktbhd2QEiAtuKOh6kj3/AAzTBIWDD5Vcc4Hv/wDWoN1vG5SSAMheM5H/ANaotx3cZOcdBUjG78SLLubBXofTBPT1rEuFjiTZBnBYs2fU8n9a1Ll/Ljzx8vIAP4f41xvi3ULnTtAuLm2keOYSr86nnnt+NC01G+xLeHOfpXjsS/aryO3BwHcBj6DNdvrdzJFoMepWOuajMHuPs+biNUWchNzPGOu1ThTu9R7gcZopVZHmlIwxAGT7/wCNYVlzNG9J8iZ2cASOONU6AYwPQdK1NPG6fJ7AGsYSHZEO2Mg/0rT06by1kY8naAPrmr+yZ9dTWklX7Udp5AANWkkBQdMD261lD9067hkkZb61bSTAGMCqjsJ7miJj9oFsxPK7k7Djg1EjbZGJ3sWycseBnsPampOMAkKZV6bv6U12BYDHCOMZ/T+dSyhJ/vNsKgg88duf5is6+RFuDchvmEYQIOg7/n/hV92JTIydwxkjHtWRcTB7gcEgfKPekguZtw2VOaxLiQLcRhiNuGLZ44q1pktvq3i99Nv9QubW2klMaSRSxRrHjqWMnGMZ4HJOB3rDuPOtdfvLS58/bbTPHsuQocAEjDAcZ4GccUNgUb/VP7R15VVs21tuRB6nu34n+VdF4cAdjKQDvJz+FcFZyk3TyHvk/mc13Pht9li4PUNuH41x4jc78P8ACad83klpBnEaMWx39B+JIpdBtjPqcduV3rt8yYn0Hb+lZWq3Lm4jUZO+Qbh2wvP88V0PhAF47u4AG9pAgz7DP8zSoRUmkwr6RbfodtbFLRQY4lRT02rj27VMZSxGGyTwSevqKzo783E0lqsZUx4Lk9COcY9sin+bndtJzt6j6V3pHmrTRFrco+XKg44BOT+VUL2YBcK3yknJPfsP5VOjb4Cj4y56jjiqb7NzBzgg5xjqPSktxmfdNOXt0QZjyfMPouOKyb1wSSCCMdak8QXVza6bLLDK0eGRd6nk5PTHpisbxHpOs6BoWl317d3Pm3pk8yJo8CEAKUDHH3iGzj+oNHUZ7B4emeTzHY5ZuSfwrqgczLwBwDwO5oorvPLlsall94+wqyx/eD6UUVyT+I66P8JDs8ilByxHpRRWZ0oSRiqEjqBQRkA0UUxPqVpAOTjkDIrwbxXqU+leNdSvLfYZY5227xkcrtP6MaKK0OWPxHLq7RyLGp+UkZ98dK7a0O63JYBsLuAI6Ed6KKmXxHRHY0Lc8fnXQ24xZ4H9zP6UUUpDpjI+lX4GKwZGMgZooqmSiuzFQSOoNSQYlmdXGQp4GffFFFVIUTOZi6FmOc9vxrlfGyrHoBQDKmaMnNFFT0GtziPEHiJtZggik02wtzCipG9urqVRQcIAWKgc54HJ5rF0xts+0AYjjG3+dFFYyNUdKqBQkgzuk5bmtTTvmuBnsCRRRVL4RfaNScfvl/3P6062YtJtPTaT/KiihfCH2izcYEq4A6f1qIOwIUEjORnvxj/GiimvhB7kd2WjlVFY42hjk5Oc1nyIBubJzg8UUVK2G9zjbzWjo+pXsf8AZ2nXkM0odoryDeAyjIIIII6nIzg9wawrvUbrUby+v7qUyXNwHlkfGMsfp0HtRRQxGPZdGrt9H+W3YDuooorixG56ND4SO5c/2kg7bTXYeFf3eluygZ85z/KiinhviIxXwnTg7rFZOA+MbgOeKqSTMI2UADjGcc+tFFd6PPFMrrJAqnAY4PuMVXvpGDuR14/lRRUrcfQ4TxTf3H2CRd/yq6kD3ziucvvEWrarpsOl3t9PNbW0ryoHkZiWfGckk5xt49Mn1oooYLY//9k=", 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", 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", "info": {"video_id": "204149", "label": "moving color pencils down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "71e197ed3c31b80ba3660349daa99b4c3e81692c8435a6f32dc781bb5bc8ddd2"} +{"episode": 70491, "episode_seed": 3601482292, "split": "train", "timestamp": "2025-10-13T03:39:46.342275", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3601482292, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cosco ball roll up a slanted surface, so it rolls back down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "148341", "label": "letting cosco ball roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "148341", "label": "letting cosco ball roll up a slanted surface, so it rolls back down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 1, 4, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "cd5416cc6931532fd6c6d796ab5840efb234b9cf583a900c3e63c77cf0c381c0"} +{"episode": 70492, "episode_seed": 3104769463, "split": "train", "timestamp": "2025-10-13T03:39:49.636161", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3104769463, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote control up completely without letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "16780", "label": "lifting remote control up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "16780", "label": "lifting remote control up completely without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "c8ab3c0d5797d8faad257c094c40a56e335650f734c2f438cb47760921b28e1f"} +{"episode": 70493, "episode_seed": 674528745, "split": "train", "timestamp": "2025-10-13T03:39:51.849672", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 674528745, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 marker and screw away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "173859", "label": "moving marker and screw away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "173859", "label": "moving marker and screw away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "495221d27357d1b0c8a58824b7e5897c73566a498ca1ee9b13ca87b9d82585dc"} +{"episode": 70494, "episode_seed": 1040819296, "split": "train", "timestamp": "2025-10-13T03:39:52.540922", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1040819296, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 gun down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "118260", "label": "moving gun down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "118260", "label": "moving gun down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "21ec53cf2c6c9c6c68030bac7cf4cdfe07edbcd6b701a7dc1d087f3d847b72f7"} +{"episode": 70495, "episode_seed": 1160037970, "split": "train", "timestamp": "2025-10-13T03:39:55.656651", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1160037970, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pulling two ends of ring wrench but nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 1, 3])", "action": "('reorder', [4, 2, 1, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "170928", "label": "pulling two ends of ring wrench but nothing happens", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "170928", "label": "pulling two ends of ring wrench but nothing happens", "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": "fea8aff6369f5114b0b2c0660ec4586df871e9e75095a4c519a363356c5383e6"} +{"episode": 70496, "episode_seed": 3051860378, "split": "train", "timestamp": "2025-10-13T03:39:59.351605", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3051860378, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing a toy car with another toy car'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "24470", "label": "pushing a toy car with another toy car", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "24470", "label": "pushing a toy car with another toy car", "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": "7d4f60f4d1fc50bf4819672e1ca75527007607337226fbbe6bc44fd0b8aa9d3c"} +{"episode": 70497, "episode_seed": 2152911844, "split": "train", "timestamp": "2025-10-13T03:40:00.421870", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2152911844, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'touching (without moving) plug of charger'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", 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zvFmpWcej3lositeYEiQIpZyw55A6d+TTdRjiuI1trl2KW8+5RExVsqSAcjpwazYNQ0y7u59Ms5bYTQDfJDEcn8T3Pr+tYSmoiUG2ed65YS6vBFNbwkTs4YSKMiQHqPoBxzT9K8D2NrILm+xNIBkh+n1rttQuLXTLNri7dY4kGcEgbvYe9ee6rqPiHX7yNNMsriO3ZSiGIHb83VmfHp+Fc7m5u60RsoKGm534sFSNVRAoUYCgYA/CpltNsZJXHpRolnd2WkwW927SToOXZ9xPfk1oeUTyxOT2rne5sjMMGegqtdtDaxM0yhh/d45rXnMcKFmIUVwvirV9MgO+9k3KFwkH8T/h6fXiiKuwdjqvh/FHFqOtNHDFEHeM7YhgfxV6PbmvKvhdfxXcVz5SqoEELEAknJZ+pP0FepW56V6dNe4jmluOn2resG+7JECfwJB/QisrT4oL3QbaCcb0j/dsvTJRiv8AQVo6rIYRbSgEjLRnHuM/+y1yojljN4k19IsE0zzeRCQpQNyQXHOO/GOpodlqzN3vocx4ztNPbVruwmjCp8kwYDJjyO3cEkY/WvMbrRL3Ur6WAkAQnaJWb+EdMCvYbjRrNbgTLbopwce4Pr6/U1x/jG4h0S3j+zoiyMGwEHOSODj8KwlVT0RrCm1qyGys4NM0qSONg8nlEBm5IY9/rVWz1bNvcEAtLJLnpyTgA5/Ksu1N5iOzQNNeTHfKgBOz0H8q7bw74emtUeW9jjad2yAOdtYTl3N7LoY8Gi3V9P5s+VXsDW7BpUUcezyww77hmugFoO4/CobhordMuQo/nWTdxWOb1rw3Dqtj5DXE0PII8sjHHtXq1i++3ib1QH9K8f8AEHi2100+XuzKfuwocufr6CvVtKlzaoP7pK/rXbg1ZNGU0lsdDbngGuf1qX7Jpc8uQBZz+afZVcN/KtyCQAfSsDV5IZry5QHzYZACyg/Kxxgg+3AreTS3M2m9hNQ1618qaKCOW93IVbyMbVzxy54H6n2ry280rUNQ0qW1uId2RsOcA7h0IPp/9eukTxppVzr9toUEnmvJlf3C/ukYDO3jr356Cm3mvaPbGT/ToJXRypihbe5b0AFc86rWiQ40092cNDpWl6RcRC7kQzMSpdueeAeT2rR1We30+FEhAG9WjkbHJDAY57AHmst9Mn1PU21U6TPclvuQhTiJjkncD+HWty08E3uqxibWLh4XPWCEg8e59fpWTlbc6EkULHSbvVlXMf2ezVcKvc+9dHZaLDaRhY0yf7xroINOjtYUiRcIihVHoBTbhooEy5A9BXPcZm/Zwp6ZNbnhhl8+7UMCRsyPTrXC+IfFtppYKO5Eh+7FGcu3+Aq18K9Zu9T1PVTcosUe2Py4x25bOT3row8X7RMznsewQHkUt38lxbv/AHldP5EfyNR27D1o1VytikqkAxyqefQ8H+dd7MXsZunSxC2vYZAoWC5kyGIwFJDjP/fVcR4v1G0utZ8u2KXME8G2Ty+jMp5UHoSRjp0Ga2L06dbSXd/fOpV8PKZXKwjAwPlJwTge9RHyNQggvICksUi742QcYxxj0rCVVRJjTcjyS68Ny3uozhMpZ5BHy8rkfdB+vNa+leFtPtrYMGBUqQzg5OfbPTmtPxldAW/2OynH23BZlUg7VJC8/nXPaaJhENM0wzXs8o3SSkfKh/kB7Vg5t6nTGCSsTT3VvJdJciPfKI1EcK8/PjBP6frVy20C6vphPd/KpAwDWv4b8LXdlLNcah5LSOfkSPkJ6nPv6V1X2UDryaxlLXQuxz9vpkcCbY1xjvTL/R7O/tWhuoRIrcHkg/mK2LqWG3X5259B1riPEPjK3s8wRHzp/wDnjEen+83b6VKTb0JaR6raarEsEKDMkxAXYnJz0rTcXQtjcX9wljaqCWGcsQP5n2ri9Nlkt71TBs81SGy65A4649cmsDxZqepa3G4jupF0pDsluzy1y+ceXEo688cYHvxXoqqpbmTi1sc54v8AiPPftNZaPvtrMkhpT/rZB/7KP1rldBvNTtZ7hdNk8uW4gaJpBjKpnLEE9OnWqtrp8+o6ktnaRM00kmwL1I57/TvXsvhn4d2mnabKbrE9zKpBcgYTjoP55rOcowVgSbZxOn2dzYLHNIYbnzFxglZGT12Bjgn8811Nlqc66lZJbaxcXTyyqjWMlsR8pPzHOBswOfwroIrSOC3SC40CO6cALmJFw31D/d/Mir9pDaaPaRoY4hcBfmEfOMnOMnnA6fhXNKdzVR7GlsVR6D1rH1TW7XT4HdpEVFHzSOcKK5LxT8Q7axL28Li4uB/yzjb5V/3m/pXmdxe6v4quf30jOqn5Y14RPoP60owvqxuSR0niL4jvO7Q6WCT0NxIP/QV/qfyrh7t7iV0upXaR5Mks5yTWlp/hq5u3w6sOccV0DeCp2tIY7q5WFYi/zYyXBxjA/nWqcY7Eavc6L4LXRY38bfwqij82P+NewLqcUTiKPdLL/cjGTXgvw2EkMmrxq+CrRgkcZ5YV61D4hTQ9GnnCJCkZZpLiTBJHQBB3z2z+VdMZq3KQ09y94p11NG0lbvWJktoS37qEcyOR6Dqa8I8VeOr7X3kt7cNa2J48lTy/u57/AE6VJ441jVNcuobzUAYVcH7PDIf3nln+IjsD+GewxWT4d8NX/iC98u0jAjVgJJWOAv8Aj9KUuVe8xXb0Onj8ba/eJaW2nKUjtrZUdmAlaVgPmYkj8qvWVudWnaVIVvbpCGkS+m+bf2baOg9OSK6KHwrbaPPbxSPd/ZhDgNESdhB7gdjnqAamXw3ot/fRxW9xLdIoYzZbf5YPQbsZUk/w59eK5nNdEaJMs+GLaCWO7ne0SC+ExS6IcPubAPDDtgjjtXQNGkaZOFUdzVOEab4fsBa2cSRxpk7VPfuSfWvPfE/xJihdoLErczDuD+7Q/wDsx/zmsrOT0NNtzsNX8QWWm27yyTJFGvV3P6AdzXlmueOrjUmeHTVeJMHMzffb6en865jUbrUtVuFnu5JJWbO3PQewHarml6NdJdRSPEWibKlh/DkGtFCKI5rmUt3hRhMzFstIxyTX0pY6wttGYwhd2ww7AfKK+c9R0e+0xLd7u3MQmB2gkZ49R2r3G1BRreIM3mOuAw6jpk1up8i06kWu9TupI0gt/P1a+CKV3CCPrjrXhvj3x7catqFxYaYfs2mqxjAiYlpgOMs3ofQV1fiBm1e2uS11LDpcDlbiRPnmvHHVFJ7A4GT3+leW3emT3eupaWtsI2uNvkxoGwAegy3Jx3Pcg1pzRZNminpUNzNfxC2Z0mJKhkzlQRgnj2zXYaZoclnbpcW0tys6kruSB+R07DP8jXong/wLY6HAJNiy3ZUB5Tz9QvoM1qJYahYeYtk0TRFiVjm6Lk54I5HXpzXNOtd6Fxh3OAitxdxp9l0y/Opg4Sa3ufkV/VieceoIzXqKIscCmVlUgDcR0z3rMW6TTYJGnljluHYySsg2opwBgewAFeeeJ/iTFGzQaey3UvTf/wAs1/8Aiqyd5M0SsdtrfiO00y3eZ5kjiBx5jdz7DvXk3iD4h3N4zRaaGiQ8Gd/vt9B2/wA9KwBJqHiTUS1zcNK+OrHhR6Adqv2nhKaS8aMjcobA96tRjHchyu7IwpEkmtmumdmbzMFmOSSR1zXpHweufKu9Ummk/iiDMx9nqsvgu2t7YxXM7rE7rIY1+9kZ4HoDmpfBdpHZ6rr1tAWEKGMqGOTjDHn861p1EncTVz2u1v5rxtlhCZMHmRuFFYvjXxDb+F9LE+oTtd3kj7Y7aHoCBk5PbtVFdZl0zS2ZJHCSuEiigX95O+MBc9eeemMDJryjxlHfuTPq04e83DdBEQY7ZTnCk/3jg8D0ySa254yWpDTTMjxB4o1LxJd77qT5FP7uBOET6Dufc1pWEmtanZ6faLcmGyt1KQhWEYJzkt1yTk9aZ4S8F3XiSYyFmhs0IUybc7j3A969ak8KWmmC1a1sYZFjUo8b9xxznHXjvxzWM6kVoioxb1Zw9hGsRSK5kisZU4FyId4du+5znB9iB+Ndr4QmN7DdxNPDdxwSAJcwReWsmRkjGACR6j1qWLS7C6u4jFov2VY23TTMoRWGD8o2n5s/kMVcu9WsdIs28owwwxjljhUWueUrmkVY0Z/Lt49zsFGa5XXvFtjpUJeaYRD+EdXb6CuF8SfEqSd2i0vLHp9okHA/3V/x/KuKubTUb1vtdx5srytgu+SSacaf8wOVjb1fxpe6zMbe0DW0DnHB+d/qe34Vy6zyQxtEFAYtktjmt/TPDN600NwkZba4LLjnGecVFrvhy60qAXU7xAPKR5SnLKDnBNax5dkQ7tHs6W6vbXTPI0SzKyu6thlUKR8vvn+dZvie2S30yLzLUeRBEvlAgeVEQw4bnP3RgY5JJrXu9LTUtNe2d2QkhkdOqMDkMPcVLpXhVY5lutWv7jUZUO5PtBGxD6hRxn3NQpKxTuZXgLwm0E1xrd1CI5ronyYym3y0JznHYnjjsK9DdobWAl2CqKyr3XbeziYRFTtGWcnCr+NeWeJ/iYN7w6Y4uJuhnb7i/wC6O/8AL61DvN3GlY7rxB4ustJti884hQ/dA5d/oK8g8Q+OL/Vw0VsWtrVuCob53Hue30Fc5Pc3mqXTTXEsk8zdWc5Nb2i+FpruRSyE/hVqKjuDbeiMS002e8kAVTiu/wDDfhWSAeY2UU8kmt+w0Cz0qNWuFBkxkIOtWZ7lpG2/dQdFHQVnKbY+XTUjLWmmpiFVZycb26ZNZl7MXV3d8H+8egqDWdZs9Mj3XLjd1SMcsx9h/WuZ0Qt4z1+SwvNQms7aSOR4Y4037nVCwX26Ekn096cYOQm7Gh8PgZZ9aWNhmSSMKw/3m5/KvQ5bcteQ3Eih4bSJnhgI6OCQZCO/Awv1Jrz74UqWl1PAyR5R/wDQq7meDxJFqkw057WW3nC4e5JzDjPygDqMkn8a2bSbIWxw2vaedWvTbwSve3tzcI6yK4KMSvzAHGSF6HnAx71654Z8PxaNpdvZxgYjUb2A++3c1Hovh+DTJHv7uUXF864edhgKP7qjoq1LqXiW2sbeR1kSONfvSyHCis5yvoUkad+1tEAZgp9ARmuL8R+MrHRYjGzhGPKwRY3t7+31NcL4m+JU908kOlMwzwblxyf90Hp9T+VcGFub64LszySOcs7HJJ9zSUOrHexsa94u1HXGaIsYLUniCM9f949/5VQ07SLi7lQhDgEHpXQ6J4TluXVnUnvyK7yz0uz0iL7qyTf3ew+tNzS0QJX3Muy8O+dbwtcIiJHzk1pM9vaR+VaoARwXI/lT7i4eUZds+gHAFcj4i1qLTrd4obg/a3cNtU5I9c+grNXkwsoozvGzF47UkE/vD8xPXivVYUVVaZy4CxYygywHU4968s8U6fZP4etNWtNWvrpftZtR9qhEaTkJud4gDnapwp3DPzDnqB6/ZRjYMjnFbNcqSJTvcxbvUtOk0mK4t7qzUuzPFCRuyp3AKEU5z82cetT+DfCE0d1/bOpq/wBp2COBJDlkTGMt/tEfkK2NP8P6Pps73y2dvFMxy0m0ZH+H4UureKrawtWk85IIV6yyHH5CplK+iGkdBNc29jFh2AOOFHU1wvinx3ZaSjJJJulP3beM5Y/X0FefeIviPc3jPDpZeJD1uH++30Hb+f0ri44ri9mLfM7sclickn3NCh1Y722NfXfFeoa8WSR/KgzxBGePxPeqVjo8944+U4NdHoXhCa5dWdCa7y20uy0iNQVWSX+6O31oc0lZAld3Zz+h+EUtlE8xCJjqa35ri3sYW+zxdBy+Mn8BS3Fy0r5Y9BwOwrndb8RWelKVd/Mn7RIefx9Kz1kytEXrqcBWklcDHLMxrN8Ful3qevGBy6SGFQ57ghgT/OsPw5Pb+LPE0dhrd7cWtrOcRtFNHHHCe5YycEYz7k4Heui8A2Dafr3iKyMc8X2edYtlwAJFwXGGwSM+uCR6VqocqbM+a7O5jtoZL+AqwMsCOqgN/qkO0cjsxxjPpXEappM+q6mdKt7NVurhV85nVWZSGyzkjO1fQdTjtXYXvhoalfrcw3t1ZyMgSVrd9vmKOmfpW9p1hpnh+2IjAQtyzsdzyH1JPJp89tgtfQl0HQoNH02CzhHyQrjJ6se5PuTVq/v4LbjIZx/CO1cx4h8b2ulwFp5xCpHyoOZH+gryDxB461HWGeG3ZrW0PGxG+Zx/tH+grNRcitjvvE/xEtbN2t4HFzcDjZG3yIf9pv6D9K8q1bWtR1y53XczOAfljXhF+g/rVe1sJrtwFU4rt9B8GvLh3TjqSavSIas5XTfD9xesCUOPSvSbHQFitIzeMFUYIBHX/Oa0oLez0yPbbqrygfeI4FQTTNISzsWPvWUptj5UJLcxwoYbVQijq3c1xnjJidLXpjzVzzznmn+IfEVvZo8NnLuu2YbjGeBj1P8ASqXjDwzq2k6Bo2p6rLcNcXpk8yB4yBbYCFFJ/vMrZx26dQcaU4O9yZS6Htlp91TVG/vZ3leLdhFOMDv9aKKka3PFPFWv6jqGpXFpLNttoZCqxJwpx3PqawIUDyAHpRRW62E9zt/DumWrshZM5r0hYY9Ps1NugUnjJHNFFYS3KRmzszS5LEnBJ96wfE2o3Gm6XJPblRJkKCwzjNFFSviK6Hl088tzO0s0jSSMclmOSa0NH1S40S5Go2mzz4Sdu9dw+ZWU8fRjRRXWYPY7b4Sff1X/ALY/+zV69ANvTriiisZ/EVHYwNS1C4kSVmbhASF7cV4XrOu6hrVyXvJyyqx2Rrwi/Qf1ooohuU9iraxLLIA2cV6B4b0q0ZkynU0UUTBHc3IFjAkVuAgYckdayS5aPJ6miisGWjlvF+r3enWsKWrhDMSGfHzAe3pXnoYtJuYliTk5PWiiumn8JnLc6PxL4qfX1treXSNMtjbqkcUlqkilI1zhAC5ULyScDk8+te5QMUh3DqFz+lFFFXoREwNW1O5SwubrcGeNCyqfujj0rxTU9XvtXuPPvZ2kb+Feir7AdqKKVM0ewyziWWQBs16N4Z0m0ZkylFFKYI7S4P2RVhgAjUjJI61mS87c0UViUcp4w1W7021hW1cIZshnx8wHt6V5yzM7lnYsxOSSck0UVvS+EznubGh662kJcRnTtOvopdrmO9g8wBkztIIII6nIzg9wa7z4bX9zq+q67qF7KZbm4eOWV8Yyx3E8DoPYUUVcvhZPU9IurmS1tPMjwGzjkVw/jLXL7TNJa6t3UzM4Te4zjPcUUVitzVbHkNzcz3dw89xK8srHLO5yTV3TLaOaVd4JoorZkI9O8NaTZkAmPpzW/dyshaBMLGvGF4z9aKK5pbloy9xKEk54rh/GWsXtvcLYwy+XEybmK8MfbPpRRTp/EEtji165rc1fxJq2paZa6VeXs09tbO0yCSRmJZwM5JPONvHpk+tFFda3MWf/2Q==", 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", "info": {"video_id": "15748", "label": "touching (without moving) plug of charger", "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": "15748", "label": "touching (without moving) plug of charger", "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": "6c3cc6df2ac286ba441e2347119267bdc659c1f8ee2ebdbe3a4d4e6439e3d1ef"} +{"episode": 70498, "episode_seed": 3154410421, "split": "train", "timestamp": "2025-10-13T03:40:03.883721", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3154410421, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 highlighter pen and hair gel tube away from each other'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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", 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XAOcds9KvafbLuV5clVRpdo9vWq0i7pFUOWO45B7V0FrbJJpD4bypvM4c9wpwB9MGskve0Nl8OpeidIdJF/HGzhowFUE5YnjGD71nawGt01C8uht85o7SNQedqjn9d35V0Oi2IijSOaUyurBgWPA44wO2B2rnfEL28+yy0+5SWWyuHMyZy3mHPB465Y1z4qTc4016sStzWM8CKPw7ezRb9rAryQc8gfp0qDSbVbi9t4nQMpU8MMjhTVm8tGtPCu2SMLJK6bsMT9PxwOasaDGf7XgAHIV+P+A1u/ijE0WzZPqenrAqzW1ggz95V4PHpjvWXDBZNczLOEClhs25GM9s9ua63V4EFuzPLJEXG0lTwKwEnt44MmWJY41+aJyc5AyRg8nPXv1qqz5HsKmuZXKGrRw2ukCNQURnDhd3VsHPP4VC2kW8kUbxCTbIMgh859Poa19Nt4dT0tUlujBJAglfaVZsE4Gdw4xnrjvUkUdrHHFHE8ksUa4YMckN3z079PrW1lKCZDTjJmF/YNtNblRI+G5wCOPzFK6m5vFXPyjjPsK2JRCJlKyMqkFguf0NZunxl5lOAxZwAp7jPI/KsJpaJFR7mppiJG9pH5JYzsxZ8Zxj7pPtiq+u28S3ssCx4j2LuYDC7yOAPfGDWvc6fb3d8J3LBSo3LjCtt7H8McVJqcMd1KIgAyJE7kf7R4H9a05boSlZpnF2WlvfWF3arlHYxRtvbgbnHQnrwKh1hc64UBJ2IF+mBg13Hh+KxfT7uNpN72siTSSYwBgErk9yMMSPpXI6kiy69NImCvlqQR3B5z+tcEajc5rtYpO82kaXh+wSSydnhjkzKyneoOOnrTWt2srx2kgRI40cqyjHbgH1zW34bhzpOcHaZXz+lR3Fnatq9tC6Oy+YI9hJIAPcenbB9677fu4smL984vREmtprvzYnjZ4ldd4IPJ5H0qzFH/aUgtiN0YkZmAOPwz2rb1m0sbdcWluYXeUZlLE7oxkMMnPfBqxpMdo9oj20m9QeUDg4NVKN5stycYJGI+kRKxBLouduSenpTTapZRyiNmLTYByR0Gf8a6CdYeVfeGZuH/GsaVA7oocsdxzntWc0kjON2ybT7RMoZU3jazFT0Hp+ZyBWdeW5miilaIBgu/b3K+1dXY26TaTLC68u+VKjJOMY/Lmi20yxt4trIZGMikEHLszEDH6j8KXK1G5pGai3cwjps8Aub2Wb/VWSQAE5YM3z8/hto0wwr4buJkUDbGV5PLEjk/rW14yFmUl02CdI7y4kW5aPJy38IP0yB+VZcti+n+EpFlCeY5UHb2GRx745rnwdSU4OTJveK9Sho9t5l7ZLjgsM8f7JrotUsH+zq8VvAHAww2jn9OPrVDQ4SNWs1AOcn/0A10+qW8Qti8qtuxtLKSMA/wBK6aKvTbCppJI4xYoBcyyXEAMZCk4h4Q9CM49aqa7GIdCKpwDPiIKOnGfxFbMVxa24RTMIBH0RlxuxyCPXIHPuak0q2tb+DyLqR4JFR5wEJV9oPI5HQDvU0Zc00mXKPLF2Odtpgvh9X2BDI7OVHbnpUMNkuqKZJVYqsaxpg47c1u3OmWgMcMDS+SpzKjEli2Sc5PYjH60+WO3Vo9itGpORGOMH6e9auNnqKc7rlRFpYjgdnl6BUVT6Fjg4+tdKLUyMMxyMVk3DBwMgcEVjRaejQWUgwVEgklJ7jGf06U6TWE1C+tEWR4rbKl4sZZ2DdMD6fTFTF8qszCzk7o2ZBtN5KZMBWWMuTjgDnn6t+lYENrLHPbm0kWR2lWORwoKgDJ/yauavPdw6VG6MgSU+bIduSWZt2P1FReGIpzqEhW4BgUnO0YEnt9Mmpk06qiUlJU2y54fTzviBqjnafLttoI7fMg/pXPagjQaHIPL3KurXGV9cM/uK6zwbfWFvrOtT3RRZZX2pI5wu0Ekj69D+FYXim1a60sz6W0kVub6eZiFyWB69QRycnnFYYRt42b8jKomtyh4Zsvtv2m4lhdCmwLGP4hzk8/TtVyfT5ktzLbQpGBlOnJ/yeaTwetykbyTStJFIkZQyQiPb1OMgncOnPFdLZrb+U6zZBI+ZSfvc54967J8s6moRbUdDltI0y4DLeo6ZOQ4J25z1GKsyQysPLZsYyuFHzfjW22mLbBwkrAiTeuRkH2P+NVDhnZtyiVTuJ5O8+npRJbII7XMEWhjnUNgAuFO3tkjP6GurtUjVE8vhQWUbVzyOMf596zYrVbiTzEO0rkgDu/Yk+1SWt8mlaOsSHN7sEmxgf4m61KSi32NVeSVjp9Ht1ihLEkooA3MOfU8968o8NRPqN1qOrOy4vbuSdD1YgOeB+FesaBfWsmhTQ3sqzuwZpn3cYbIwCPQAjivM9NtBaX+3S4444EneOCPJLBQSQW/MVwKX7+fMt7WKhCXM32NTUmuJ/D+mGZEDyy7uD2xxx+NX9Bhf+2Y8IciOQj8hTvEisLnSrdyC6qWcgYBPHQfhVrw+v/E3XbnIhfA/75rqf8dL0Lj/AAjW1LTjfW4iZmjwQWKjrWFc6UrTGKK33SlD87qO2eR6ckflXVXCyPFMVfGONvrjBNZ2Ua6jaQ7RtGCrcA5zz/n0rorWbszKDa2OOm+3xfb5t2GW3O5EwNycE849VziobG6llvnU3EbGZSxOSx3L9e5H8q7m40u2ubgSoxKuGRwOhyME/rXlWn6jp9jqEYLzM6S+WTtkbbztOfwq1CPK0Rzy2bOtmspPMR1PJ5y/XOKi0kRwSM0vQ7EUn/aJBH41rsqt+7JDFVwrjuKqJYRotlKOUjcyyse/y5B/TFYONtUaX6Gx9lMjoTHIWRywIbAB7EfnTLmJAL2dpML5nll2OOFGDz9Sayv7YS+1K0/ePHartkMO3JdgScED0x16VLrMt5b6ZbhXRY32u/y5Jdjk/hk0OceVsFGV0ibSbf7P4N1ufeHLCZQ4HDBIgnH45rkxEzandAAfJtTg+gA/pXpelXOnaj4NOmJGPliaKTYu0ue7D2J715/ZJvnupTg7pieK82ldKcmrXZVNPnlc6zw5bOukISvymSQkevzf/Wpb7SEMs11+8Z3XhMjHTt7dKt6ECugRuBwDJnI/2zU9yjQyplwVI2lm6cf/AK69dNezV/Izfxs803K0ERguAbklBtG0DJHtz1rW0fSJYyLyORMuCHB4LZ6jHrWBZyzDUCw01W2v84E6BlUNy3OD+HWvQ/7NS2U+XK2VkLpkZB47/T1q5qN7xRClKT953MR4JHAjZ8YyCqjnj1/wrPezaJ+QD82ML9Rn9K6EgFiwZRIhJ6Z3k9faoYrWG4lSTGAAcL/tHv8AWsORNGl7Mu2flyqPJBZEkZPkOMFeB+H/ANerNjpwF1bgI6ojGYoTxkDrj/ebP4VhpfDR9L+xKCl40ZcN2BLY6+uOa6LwlqSQWkik+crp5rzup+Zix/HHHX2rHEybpSjFa2CUXa5xeqIuofEDU1aQbYUgtQgxklR5h+gy1SX8dz/wi9qLphvluMgEYYDnr+lQaikV14rvbuxHledc7tjLyTtG58noCQOK2fEiskWk2zyGRwSWdjyx4rPDtKjotkjRQcXFMi0O2c61bYA43kc+imuqv9OF7amCTcv8RZTj8/asLQlzrduADnbIf/Ha6iaFpRKu8ghduB3yMk11YV/u2TW+I5qbTQs6Qwwj5gQHcg5H1/KsWa11BLmb985kS3faF+Xf8pDD6kCurcq00bzDI24bBIIJPerM1lbXU0dwuSVbDEdH/wD1VVOMW2yZSloec2d08t9Hm4BMylSdrMRxleT+lasunsfLYHBY4+fnn/DiuVa4tdL1idFtbmSW3uGUBIHbGG7fh6V3ymNwiKQ6FcxvjBAPP9aucI30Epylu7spqVASEDYm0eUvr7/hTbfSIbRb25RT9ombyYweiBsLx+ZpbeCFriN0Y+YuFRwcls8n8MCrIuYZHiKuWjjkd3bH3tmRx68uPyrNpdSU2tir4hsppZLcxSSCILtYDGAMjoPU8CtHRNNhs5p5Vd2wh+ZhnPJP4VlS3v2yFLiSKUW2WLqvJIBwPzNbVnvtvD8pdSrpA2fmzjg1lCSdVuxbTVNa7nM6Q5iEshAJd810+nGQaJC6Nt3Sy5XsfmPGO9cvYxn7KPlAJY13Ph6NBoEO9QQWdiD7saywsXKpKzLru0UypHFKYmWGGNFZCu4Dk47e9RrZXEG3YoLEcZPT3roliRU2lduPTtVWa3Mv/LRkfG3IHau50Xo29TlU+xnybJo1RsHeuR9fWsW5ngil+zMipKwUg/7QPOf51uX3mQWbSwxB2iHyp6j1rzNJZPEnjK4tJ9RuLLaJGhWNd2CqFgo7AcHk/wBaJX6hfsdsjLHyijnAUjoMnr9KqXOirqd9b4mKgsRIw5LKO31zx+Vcv4MvLrWLe9S5up2RgiJz/eznB/Cu8imFrCjSSp8iM0YAxuC8k/kKzaUtzeF47BNGy6NffY8RclY9q7sImFAA9Tg/nWNpejyTPHPNKqSM+GVVxjkcE/p9a0pL9bWBbFCzTxQb3wOM98n6mpNC+a8f55JAFXcSMAPySB+YrGXK6iVjWKai5JlLxIm/xJAoxtSEdumcmrfh9HGpSnJBFq5BH+8tVNWbzvE9xwfkQL+QFavhaP8A4mszMOkB/VhU74grakaMc1wGbCiRyMHPQj1+tRS2Vw8ksrKuTg4HA7f5/Ct5YIVkLKm0HjI9abNCHHlgkL1z6HqK7PYtq0mc/N2MmJnSN/MUIy4IX0HauJ8QeHPs+ovqFvOYIJZCzrG7LkN94ce/PavQTAU3Kzbi/JbGMccCvPvG2sXCaVLatEbdxKqB1P3h6E+9N3SsyHZmta7I9KA3K21MZB7dqUMCUhxsG1fKUc59/wAMVw+oymw0GK+03W9Rmj+0/ZWNxEqLOAoZnjA52qSFO71HuB2tpBC1zG8ZIkACh85LA8t+H+FQUnoJa6PBaRXUiA+fcyiBQf4FYjIH4BqPEFlNPe27pJIICArgEYAzwAPU+tWEu4XaGRXZoo97lsfeI+UH82P5VRluze28VzLBL9nZWYovOTnCgn61jVajCyNYJykrs29Hs4rC3u5I3ZsRH525zjJ/CuR06H/Rz0BLk/yrrx5lt4XuA4w625Vuc8kYrmbKMi0Q7QCWJ/Wsa9lGKRpT3bOn05JI9CsWjYjKuSvY5Y8Yq2RdT27RoFCFCFPUn1FWdCjQeHrRXQHKZwfcnFaQjRY9pG0r1x29MV2wpNpa6WOecvefqcVeeFYJLpJ2iDuqHhyGAB+v0/WtiSNHhERIOUG0njn1rSmtjNnLsjEYbHp/nP5mqGpyS29k1xDCrvH0T0X1qrSSsTdGHc3UCT/ZiixyfKynHcdc0938tWMajAUcjHyj1/rXFRXcWueOJbXUNQurGMy7I3jmjjWEcE5MnG3GeOucCregNcTajrFhqDXTLby+Qkd0QGVdzA7gOM4H09Ki/YE7s6ObSYNUlti5byvNJ3D+Iemfc85+taLQmXT9QELNGHJjTy8A7UG0AenIP51Ck8VmsYaRmBR2jU84Vec/TAxVdr0xeTp6IzSrAZJG7BupHucmolZJs01dkUtN0Xzl3XkkjTb8MoxgdPzx09+ateKVDa7ZRj7scWfpkn/CrOhxn7czeXJuVAsrOeTJ1PHtmqutky+KGUgERxgfT5f/AK9c+ioto2t+8J/D8ROtJg/8sZSP0H9a3Y2uVbahDvtwC3ceh/xrL8Mx/wDE8DEDCwuf1UV2Ajj8zf5YA6Egd62w0HKmmnbUzrO0jClsZ5JHmdgSVGD0H0p8Xmxq4l2g43KB2H+RWvLGrZXnYR8wqp5PlsfnZy+N7HqB6V0ez5XdGPNdHDeKPDsU12+qwyeSzMJH8vILHockHuKtaYIYdMCI6sqDKj0XtWf461a9stNmtynlKJUCypnlT6+xrl9Ysde8M6LplzJeXayXZlMkOzAgUBCqk4+8Q2cf1BpOWtwVrnXQzM+gm7wqzNBnKjGPpVbRziyuSOClucfiWz/IflRRWUvjXoC+BmnYWcKafDBgsm1PvHPv/OtDUBs8OXpHUxkfqBRRUx6j7HL2IH2Rfx/nXZaEM6TYD/Zb/wBCaiiscH/Ef9dS8R8BqSr80fJ5NZN1I8dzMiuQC2fpkjOKKK7aza/ryOaAxZpJoHkdvugLtA46V5J4hvZdC8XXt7ZBPOt5mCbxuHzLtP6MaKKm+hfU1vh7GjtqCMoIHlgdvWukmJk1u4jb7kapEoHZSyZH6miis5fCjakXI0U+Jb04AwEXAH1P862tMgSOX5R952Y/U0UUl8YL4Dmrg7vEd+T/AH2/n/8AWrb8O/8AH7e44xAuP++6KKwp/wAf7zaX8M6pRiAYJ6VTu3ZEgcMckc+/I60UV6NV+6ckdynHcTSOIy5wxyTgZ6Hj9K5T4gxI3hx5WGWadVI7EA0UVkndalM891TxLJrlrBFLpmn2xgHlxPbI6lEXogBYgDnJ45PNeleax8PtccCV4ASyjHXH+NFFT3BFbS/+QTeEcFbcKMehLGtm0soUtYbcAmNQmMnPQZoorPojR/GyzrA2eGLkjq20H/voVzdmALOL6f1oorLFbr0Lo7M7TRRnS9P9rda03X99HyeaKK9CHwL5HNP4mYtzLJHLLGrkDcfw60CV54GkkbOSF29scUUVhFu5R5D4j1UaL4i1WIafYXsT3QOy8h8wAr0IIII69M4PcGtnwPeT6nq+r3N44lluGWWRio5bJ7fj/Kiin9oRtXrF9elRjldqxgeikqDj8z+da626Sa7czsW3qsaAZ4weaKKz6M0l9k1rCCNZgQMFiWPua5jUPm8U3pP94j+VFFRW/hF0/jZreH/+QrN/17N/6EtddGo8gdelFFb4P4DOv8RR1DMdpE6sdwY81QinlebyjIwV25weR16UUUNvn+4lbHN/ECJW8NSyn763Eag+1eXTa7qV/p0enXV5NNbwTu6eZIzElgOpJ5xt49Mn1ooomI//2Q==", 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", "info": {"video_id": "141057", "label": "moving a highlighter pen and hair gel tube away from each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "141057", "label": "moving a highlighter pen and hair gel tube away from each other", "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": "eb9d86480053f78c63969962778234c31f94508c1fdd2b2e217ace782d5216b3"} +{"episode": 70499, "episode_seed": 1404091713, "split": "train", "timestamp": "2025-10-13T03:40:05.804807", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 746, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1404091713, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pouring water out of water bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 1, 2, 3])", "action": "('reorder', [4, 1, 2, 3])", "reward": 0.0, "image": 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", 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"info": {"video_id": "7559", "label": "pouring water out of water bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "7559", "label": "pouring water out of water bottle", "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": "a89804d30db9a8700e3e57718f8e057fc76956fdb49fef02b2c787494b793588"}