diff --git "a/video_unshuffle/reorder/train/batch_000489.jsonl" "b/video_unshuffle/reorder/train/batch_000489.jsonl" new file mode 100644--- /dev/null +++ "b/video_unshuffle/reorder/train/batch_000489.jsonl" @@ -0,0 +1,100 @@ +{"episode": 48900, "episode_seed": 2962702624, "split": "train", "timestamp": "2025-10-13T03:21:05.149179", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2962702624, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera right while filming laptop'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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ZsqOapMasXL9s1VqGQ2Lmus+H23/hM9N3HH7z5eM5bBAFcmK9T+CGijU/Gq3LoTHZp5ue2egqJu0WOCuz6csYBbWcUI/gUA/WuD+M8W/wNM2P9Wyyfk6mvQk61x3xRtXu/BOowxoWkNtIVAGSSMH+lYw3HI84tnLwg5A78nFUnubh0JngWIg4GH35Hr2xXFr4tvRGgFi4BGFZsgHHWkbxJq0xAjtRjPOF3Y/DvXSjFxudXFcSFSZCOvAxj+tM12Td4ZvxnH7hq5jzfFM87i002eSPcdjG2bJGeCQM4PtVp9L8W3Viw1JILC0kZYnkuz5K/MfVv6UxRg0e62cezTIAf+ea/wAhWfeP5eTjNa7KIbZEByFUDI78Vz2pXIBK1zs7Dk/Geuf2VYrJ5ZJZgOnFeP3WoNcTyzMeZGJx6V2/xC1Y+QlooBDnBrzeaOSPG8EZ5FdFGSgubqzCqnLTohrvuYmmUUUSk5MhKx9vTShUrFvrrbGxzwKvXNxEYsqB061xPie/aDQb5gxVxGQD7nj+tYzpuCuzWnUU3ZHnHj/xbLfs+n2TYtN22SUf8tCOw9v515/0Nd8NIsV0CS4vgwjQZDL1+v1rB0PQoNavysRmW3DHliNxp4eop6I2xVH2WrZjW1tcXUhS3gklbuEUt/KrT+HtS8vfJF5f+y3Wve/DXhi0srAwwwqg68d6r6zo6IGAA574r0YUo9TzJVpdD5+l04KmH6nvWXNA8D7XH0PrXea/pn2eRwc8Gueuolmtip6gZFYVYJPQ1hK61MCilZSpwasWFpJf38FrGCXlcKAPesHoaJX0NafSHs/Dum3rjBvJJdv0Xbj+dUQAYVP8WOK9J+Kenx6Xo/hmyiG1YY5Rj3+TNcXofhnVtdH+g2xMIPM0h2oPx7/hVUbyimXVtGRiyEKpHYnIqFInlOF+72r06D4cLax5um86QDBJ4UH2FY2oaIuntLFHFgLyuB0Pp/Kt/YvdnP7ZPY4eSNomwwxTK30hEyvFMo/wrGuIDBM6dQD19q52rGidx+nWb6hqVrZRgl7iVYlx6sQK+zLSBLW1htoxhIUWNQPQDA/lXzD8JdMGpfEPTyylo7XdcN/wEcfqRX1HH1rlrPWx24dWi2Sq3ftViPEME90x6AhR6VVUblAHf/Gq/iC8NlohU8Md3H44FY3smzWSu0jN8Pob7XLy/blYR5SfU9a3dQnjjt5d5woU5OcVU8OWZstGhVh+8k/eP9TXjnxH8dz6nNJpOmuyWQJEsynBmx2H+z/OroQvoZ1Zbs4rxHqEd5rF2bRibdpW2knORWVEgLOCeg4pMYPPStHRtB1LXbww6dbtKcfMx4Vfqa9TV2RwXS1M1/kyT3GKo7JJWKx8jtXrFt8LJII92pSLM552JkIP8aydR8LwaQzxxRADG4Y7Gr9i7XZm662R5TOsiSssoIYVHXZT6ZFqMUgdNkqfdYVyVxbvbStG/UHBrmkrM1TuiMda+l/gHon2Lwrcao64kvJcKT/cXj+ea+bLaF57iOFBl5GCqPcnFfa3hbSl0Twxp2nKAPIgVTj1xz+tYVXsjamtGzbXrXE/FfW5tA8EXd/bS+VchfKhcdQ7EAEe45P4V2w4xXif7RuoNFo+h2AJ2TzySt77FUD/ANCqadubUU9tDyGPx/4iSCOA6mzpH91pLWJ3H/AmUmopvHfiKQY/tq/T2jkEY/8AHQK5w7cD5+T1GOlNOB0OfwroMzWm8S6vccTanqEueu+7kP8AWqE1y05JYbmxjLsWP5mq4OKkgCPcRrLIY42YBnAyVGeTjvQB9VeGdRGqeDdMu2QZktI8tjuBg/qK5TWr0qzgHkcVN8MJRefD37Ok7/6HNNB0wSM7gSO33q5zxDcGGaZSc7ec06y91NDoy95o4zWXbUvEFvaY3EfMT9aq+J7NYvs1nDAzTKpYlecirXh0eZq9xqNwN7CNnRR3x2qXQme/1e5uLoDzmc5Xrj0Arnpxc6vkjqqS9nR9TnLPw1rGoIXt7GRlHdsL/OobnQ9UtH2z2Fwp/wBwkfmK9/0OwjMfC9R3qtremoqNtU++K7/YxfU8x1X2OztbuXUPDNjdxMNk1urlvfFcH46laLw9IC2XkZV/Wt74e3k0vw0sUkt5ZGXekWB95QeDk9q47xg91cQxxThI0WYZUHJH41lXt7O7NcOn7WyKfiTzx4YtrG3PzSL5koz/AAj/AOvVLwI/lnaw5JroAqXiJGVRZQm2QMPm247HpisaysZ9Km88xkRbtua5MC0pKJ6GYp8rkj2bQ7mNYDk9Kz9bukDEAA1zGma4yZU9Mdaq63rP7tju5Ne8qLR8+63Q5PxZdRs8mCAT2rh/NyCKv65etPcud2fSsTzMKea469uax10r8pDMAckdjXf/AAh0X7b4la/lTMVouVyONx6VxWm2ZvLgFh+7ByT6+1ep+DY7ldUk05NTuLBZQ7KIkBLMqFgvsODyf61wVHf3UdtJW95nWeNvD9v4gvNKFwCyQmQ7c8HO3r+VdV4f0WCGwSGOJURFwAo4Arz/AMN6xe6jcN9tupJtoUpvP3c9a9P0W8iRME4wMV14dWpo5MRLmqMo6npyKp2Ln61594nsY41LFcZGa9I1i8DZx065rynxjqpihwG5OeDXSoswueZXUoivXA9TWZdsHk3Z6giluJzJcs3vVaRi7jjn0rjl1OqJ7L8B9P2rq+psvJ2W6H/x5v8A2WvbkbC1578LtO/srwPZIwxLOWnf6seP0ArvIXy4B+6OTXnzd5NnpU1aKRejG50Qey1h6/J/aWuQWCH5C4Bx2UVsRy+SJ5DjEK8E9z/+uvP9avLuDTr7VrWd4ZkljhjkQ88k5qHr7pW3vdj0xAojIXoBgV4ReeFbe60gzzTi38vJDnoB71v6hrepW+kRXtl4i1KRWn8jMyKizELlmj77QeDn1H0qLxgkv/CLxWdrCXnnwSQOQo5P9KclKEo2YUnGUZXRwGgaBa6vrX2eOZ54IyN77dgb2HevoDwpoNpptssNvCkaAdFFeL/DwtbX0yum1i+MGvd9HulQAH0r1aTk4XPKxFuexav7FDGcKOnevPfFOnxiIsVGe9eh6leDy+CMV5f4x1cQW7DrknAJrppxk46nK2k9Dyq7lEGoSAHvXN6vGJpnYdxn8auX175167+prMuZS8gFctRbnVB7HRfCnQv7c8fWMUi5htybiT6L0/XFfXS4wMV4v8D/AA8tjaXWqyp+/mAjBPYdcV7KrYFefOV5Hao2iicHr7V4P+0nyvhoj/p5/wDaddRda5fv48vdLm1q9tLUz7IzFLGix8A8lx0xn3zVWztV8Q6jew+IYf7RbT5CkC6hGrtFknPHTJ2rnr0rSEbO7MW76HzMqlmAHU+ladp4c1i/x9k0u+nz0KW7EfnivqKPTrKzGLa0toAP+eUKp/IUrNxhiSPc5rVyQlFnzrbfDPxZckZ0toFPe4lVP0Jz+lbln8GdYl5utQsoB6JukP8AID9a9o3rvGMdasM2BxS5h8pyvg/wu/hHSLixg1J5DPL5kjtCAOmMAZOPrXHeLNMvFupoy0k3mthWIA6/SvUHf56ZPZW97FtmjDDrnuKJTlKPKEYRjLmPDdMiMNnuVvmjPmqMZDLgqyn8qj0OQrqbMwCl23EDoPavXpvC9mEkXaSrHO3AA/SuG8R6AbAi7hTCxt8wQdqeHjaauXiZ88LI7HQtQRe44HrS6xfK2cd+9eatrM0Onma3meJyV5HWtHxNZa7oOgaVf313dCa98zzIWQgQABCgY4+8Q2cdvqDXpS5YS1PMSlJHv4AVAgACjgADgCvLPiFaxI7bQfmYE/WiivHnsetT+JE/g+2jvpdlxlhGuB7gDvXQ61p9tLZzI0YC7DjHaiijDdC8XuebW26KIkOxOcZJrL1u5lC/eoor6eXwnzkV7xxU/wC9c7iaqxxLJNtbOM0UV4VVvmZ68ErI6jRbeNryGLbhGdQQPrXVX19LpPiy6urUIJIZGCBlyMFNvT6E0UVxr4zpfwEvhklLmQA9FFd7p1zLuIzRRXr4f+Gjy6/8RjdTuJTE53c4ryLxfPI5GT60UVs9jKO5wTHkmrmlxLJMWYZI6UUV5dTZnoQ3PqTS41gsbaKMbUSFFUewArWh/wBVK3cBj+QyKKK4T0EO1J2TRXZTgs3P4DP9a5LX0VPhwjAcvcIze53GiiiPxg/gZxuq662rRQxyafZQGJVSN4FdSqD+EAsQBznp1rsrpA14jnP7uJVUdsEEn+VFFVW+JBhtn8jkrGNbbxDJ5Q25kr0OzuZVmGG7UUV6+A/hnlY/+IWtSuZBAxz2ryHxncykAFu5oorv+ycC+I81c/Ox75qTSIkub/Mo3beQKKK8et8LPTp7o+pPAUSQ+FbLYMb1Lt7nNdWpywoorz4noSPG/EmqGw8Yawhs7O6jkudxS5i3gFQMEHII69M4Per3g68nvr/V7q4ffNKyO7YxkndRRXT2ORbnVP0qjcMQTiiimyisrEsM+tXM4UAdKKKQmVXJyanhY4ooqgHS81j6iisrZAPy96KKpCZ5f4wt4oLQSRIIz5gyE4BrmNS8TavqWl2+mXl7NNbW0jyoJJGYlnxnJJ5xt49Mn1ooreLbSuYNas//2Q==", 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", 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", "info": {"video_id": "125456", "label": "turning the camera right while filming laptop", "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": "125456", "label": "turning the camera right while filming laptop", "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": "16d6292250e8c6f181c7d7e2da7a7f57fd85822d989238cca175e386c9934ecb"} +{"episode": 48901, "episode_seed": 1350632372, "split": "train", "timestamp": "2025-10-13T03:21:08.618276", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1350632372, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle upside down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 3, 4])", "action": "('reorder', [2, 1, 3, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "217391", "label": "pretending to turn bottle upside 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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", "info": {"video_id": "217391", "label": "pretending to turn bottle upside 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": "489e9099aa7d15d1ff09a4438757fce7a0c458acc7cc85fadf11ade0e985113d"} +{"episode": 48902, "episode_seed": 1524480460, "split": "train", "timestamp": "2025-10-13T03:21:11.264510", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1524480460, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 the fidget so that it falls off the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "190957", "label": "pushing the fidget so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "190957", "label": "pushing the fidget so that it falls off the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "d2b25efc04363d3217ca47fb56e0ca5fb711676c86b77335affa848f342e580f"} +{"episode": 48903, "episode_seed": 4156289455, "split": "train", "timestamp": "2025-10-13T03:21:16.696724", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4156289455, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to scoop sand up with plastic cup'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 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": "121002", "label": "pretending to scoop sand up with plastic cup", "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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ZO7PfH/664iS6Lrjd3NdRrkbeap2s8XdR0HOMgetcTnbJID2JrSn1GiG+m2rjNc9cSb5DzWjqk3OBWHIx6+tUVJ6GpYancafewXNrK0U8Th0dDgqw6GvW9e+NV/eWcVnpUPkymNRLcEdWwN20fWvHtDtGvtUgjGOWyQT1A5Nad5G1hq8kYQ7Vbj0x2pqbjojKdONSzZ2s2o3N3p8UVzeNKdmWZhyT1J96jsQnmKyqW7ZHOP8A63H51jJc7oRJG+Gx/kVasQzSI0chBjOcno3HQ+vWou3uOy2R21l5ksYLHktzz+QrVit0bazSleNvBwQP8awbCQq6xLggDOWyK3o2IHzHjkfKc4OeakCWK2W3iIUlgAAC3PA7V5j4/vLl7mxEMLBF8wFFGSD8vXFemyXSxxHkH1AHJ715x47kWC5tHRVXf5mcdTyOv61UdxPQwtImvm/du3krI+RvODz7V7B4Q1CCztjo8m9rm7OHlOTkjJCKvb65rwiXUH3DbzW9p3ie4hvLORJSZ4WBX8PU1tB8srilH2sHBnvclqxQ/KQfTvUNorRakowfnHNGg+ILfUdOge5nLK6gpcNjP+7JjoR0z3rbjsl88XBli2AcNvGMetehFxaujxpc0W0y1qdyll4Xv7iQ8Lbv+eMD9TXhGVd1HyKPu47E/wCFdt498bWN00egWMoljJzNKv3WI6KPp1rz1lKyBcAqTuznGMHPNcFeV5Hfg4OMLvqdJpiJawhLcEfwnJ6d+n+e1aCRu7Dr7A96ybGSXacyZj4IyeoA6VsWkvnpvVSVJ7EEVznWDWUuEbz8MhOOM8kVFqEq2ttyGY/w4z1x39quqwGC3Xqwxg9ao6nJHNC0LYbA6A9ef/1UAeR6TqUU19bWl1MUtmkAduTtHfAr3qOKzljj8hU8tBiMqcFfx61836dBK9xiGB3c9OK9VgvHtrG2DTYdVUHa3Xjn61sp8jIqU/aJM7rUNTFlasJLu7kbHERuGx+PPSuH1C4lkQtg5LLhV44NTXE6yKpkIVGcnB6t2xmsm+vfMmwmNoJyD34rOc3MKVNQJby6YEkd+gyCKqR4uHQqqqvf1H17VBFKZZAXGGY/dzkVoW+Uk/1bbG4PGAO+ag1NK2XbwzEscYJHJrRRzjOMkkbgTyP8KzUd2KuiDeBgA/zx74qxBGsal5CUd8s3Gc5//VQBpk7RhhtBzyefpSSTpHCckY5B/wARUC3KFAuVy65XB5PuKbIEWNmEZK46kc5wMde3+FIDzrx4iJc2rouNxfJz16VxxNdT41lMjWjEMDlwQT/u1y8ELXM8cKfedgo/E1tHYze51/gyxaKOXUmHzP8AuoR0z3J+naum1O32oYnJAlAQkE59asxQCxs4IIFIVPkxjHHrVectcXBdiDETyTz+XvWTd2WilMCUVFA3BQSy9u1V0tSsmxmG1iWGPWpIdk0IeIBUDYz6nPOKtLbLKSGLr77sD1oQye3iKBTkZJwfYVfST94VVd0eBvbvk8YFVoIgwLKVbPUk8dKuQBEYiABWHLEHpx0pAaEAUxgAAHpndT2kk54GMldzcA+3vVNEkkVirqXY5DFMj6GpEmLZZwShJzlhgdCf1pAUtQJ/1cx3HnnBwK4a7by5pPqa7GSGS5u2lwVyduCc59M56f8A1q4XVG2zyf7xrSAXsZN9Jues9l3AD3q3Nyc1HGmWzVktnSeC7XOqtOQAIYiefU8D+taGr+XLdNlcN1AA+8BTfDVs5gZ1wFacb+cEgL0+mWz+FWr61ImPAAH3Rjp0qWMy4IWEx2g+wrpdNhRJA5cMSADuPH5VnWyLE4ikdeDgHuTWtbzIlvGYnVSRw/rj1FQM2IQqcsxPHBxux/nitdZwAY3BBZc42EZ/HtWbYQSeUsjkk/eZiuDz2HvV0yb8wIArAlyG5OOmR6df1oEy1JIqQSSLtVOcqSBj0ORXlXj6Vz9iZ02ktID1wfu9M16a0YniKCMKxOdvQHjjPHp2rzv4lpbr/Zqcq6iQFc/7vNVHclnnzSYzhua0NIspbh2mJkRFGS6gdPxrN+QuAo4rptHsNQ1G32W6eXAODK3C/QetatjhvdnX6fqcdvpiW1nLIHiGN2772cnJIrGvdQ1CS3kjNzKqnuGPNWbPSzp0UkJlLOCGd88dOAB6VQnSSe7nGGCIRtwOp71ndhKzY+yuiCp3McHsAf8A9VbdnG9wy78F353EcflWVZWblgVTvlwPauntoEWNS+FyRlCeenTrUjLkMRjtxxl+mcDn6D61ctXWNAuVbIOVBx3z0rNd280QwKgHQluo9c+nH8q048RIWYkD+ErySPWgRK0kcy5B3Agj5CSCc96z9Wl8qFf3ZDEnJTjj1FWJWR3dtn7s5xsbrnqR7+1Qz28ck/nNuZACMqOAPTr9KA3PK1H9n2q3HmBnzjaBjFdLos00mlozrgyOWBPZaz9E0K7Mi3V/GUXbmOJ1yW9yO3tXRSYYfKoAxz6nFVJ3LclayKt5cAuu+QgDJUsep61QlIit/NXBkYEqOmePfpV29YedgYIXBPtVaZY/MjLDhckY5z6D/PpUkBpkMixRbwC3dv6VuwB1iKoBvYZQMc55/Ss23iI2pknHQDqK04iFRvl68BSRxSKLSBQv8LHu2KmgWQx/OqecWJbrgDNRK/8AEDnnAAHc+tWFmSOMFzIoP3znhunSgBZZVK+Wg3PkFdx/Uf4VC6JNCyIOW425+8Mcd+nrTmm2lmYAybeABk7T2/GsfTmm1jxZPpsmq3FpGwk8oRruJZU3BfYcHn296aVyGzmfiAiIdPRS2QH3AjHPy1V8E6W1xfm/dcx25wnHVz/hTZYLzxJf28ZlMgALPITnaMDP8q7nTrO3060jt4Uwijg4ySfX61V7KwizOssW3YUL5w24HGMcfzrPuhIlvHEACzna3GPbt0q7dt5khLELwNq+h7fQ1SnkbO4MqMqsSS2R6VBSKsUUNtaJGq/dJA2j/HrUsBAlyq7WJySe4/kKaXjcHDDK43YGSahS4RZCFk6jgluSPX9aBmvFtVFXACDGFA6VYijRZHYZAYgSMFzn2rPhlGCg5PRenWrRkKI2zezDPy4pDLT7jtWNhnpsfoF9x9KkVdjDY/Byo9CP8c81nx3JbbyrSlvnG7OV9f6VQ1q+mtLQtBO28EHeuByT+nFNITNm6cxJvTJTJLhmyPXIrzHVpN07H1Oa7PWQiaFb6jp+sX80bXP2bNzEsa3BCbmeLHO1T8p3eo9wOCv5NzZzVxjYSdynI+Pxp8BAPNVHYlqmiJOABljwB6mtLE3O/wDDDq+jSqh+fzS2TxjA45q1NFmRiwJycZxxVWyhfS9JsoMgPITvwAG3Fufy6VNPc7pERmIz1LAj8/SsmXckWKHEYAJ7tyOa1LaJF27eWxwcdu9YEU8rKS7DoOi4Jye35YrTtrtI05faxOMHII/yTUhc6MXMUCqGVkGOAx7+v9anFyybwctMMAgc5PYf19qwzcRS5K4Lg8k9MHtVqOSVZArSKTgAy4OMdh7dh+NOwmasVwsxYZADMQcn864LxvYTeIL/AE+DThHKyeYruDgLjaOT+FaGnSJd+MH0u/1K6tbaabassU0UaIeCS28Yx14HJOB3qfSI7iLUtVsp/PH2edlWO4Ch1ILD5scA9M4PbiqtbUgx9G8EWFmqyXubu4/uY+RT9O/4101zBHHpwTywqsCmAMAD0AFSMwTOCPm6Y7/h6VXu3LBM8sTwv93rzRvuK5iXCotpLtBAkBDY68e9UxGyE7DuOMMw9cVany8O/btUnnLcde1VWk8ud4mUIASdpB4yeKRSNCyQE/ePzcE+3+RWmlvE0hPA5GARjOM/rWKl4+0ldpCMBgngZ+laEVywVGbCE8gZ68/T/PNIq5r2cMMMoJB44LAck56Zq4Zt64Vt7YwxI6Dpms5LkR4XzMEA7ju7+tMUkysYNp3A7i5zkdxQLcvm5jjQKoATbkbB0BP9aS4kQW7PKVWMDacnAOawdcupk0QvA+wCRMYPz+uf8+lVfEWj61pGg6Vd6hc3JmvWcyQMnEGNjICcfeYNnH4djVJE3L9rI0torvjdzyPbp/Oq07FR1PBxRRSGipdHy3kA6Lt4PfOc1VdyN4AA4x09xRRSRSLNtNIIw245Yn8P84qWK7l+0FcggbTgj1GTRRSGadm5aSMHnIz1PU1NLzal2+YpyMn0NFFAFeO4fyWk43K3ljjovFcu+p3Gk+IpdRttnnxyMRvXK/MpU8fQmiiriQy54SARZ0XhW2g/hmuiBIGc5O8Lz6ZooqXuCKuoyFJNpAbzHUEt1xioXw8joQNoikOB7Dj+VFFT1KMZpXFnv3EnLHB6ZyeaS3bzHTcBwi5wOvz45/OiimCNBJnjmkIwQhbaCOmOlSm6kVQRgckUUUDJ5QI7dGVQGLYz7elU/Ear/Y28LtO5eBwPy/CiiqW5LKGq+Jn1+2ijl0rTrZreNI4ntUkUpGB9wAuVA5zwOTzXH3RJPNFFWJbFH+M10Xg62iudfjEoyI0aRR/tDof1ooqmB3NvaxSaw3mKW2gMuT0OD/hWDEv26/i85iQMfKOhwM8/iaKKyQwLt9olyc7W2jPpVqKd/MOcMA5ADDpRRTQM3IEGSMn5QSPyB/rToXaKA3Ckl2XOCchevAFFFJiOTHiKaw1a9SWx0++imkDtHeQbwGXoQQQR15GcHuDW5oN5calqOpXd3IZJ7mRWlYgDJYknjt6cdqKKp7CJ9I1Ca8ikaYIWBcAgY4B4pdQOYtn8IQ4FFFShFC2jX+zF6nkjn0wTVa2hX7DcXxZjMWQZJz1PNFFBXQzdKmeWa6Zzny9uwY4G48/zrWhmeO2kdcZVSRmiiqYkaEIV0LlVyWI4HYGrLMViO3g7VIIH3c46fnRRSewo7mf4jmeHQowpySyHcetYEviLVdT0qCwvLyaaC2lklTzJGYlmx1yTnGOPTJ9aKKa2A//Z", 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", "info": {"video_id": "121002", "label": "pretending to scoop sand up with plastic cup", "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": "2defc9e921d5c013224855611d825a0e1a7c98c1446b1b7e2914c3a969fd760c"} +{"episode": 48904, "episode_seed": 4079970168, "split": "train", "timestamp": "2025-10-13T03:21:18.678646", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4079970168, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging charger into mobile'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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1L8QkEfw61lEAAFsFUDt8yivltgyyFSvIOCBWsY8qsYTlzSuPjOSx9TUjH5fxqHlSSO1P3hlHrmhki17P4D+yaYz2MI2iUA7mPLMPWvF+4r02wMkMiTISHUgg+9ZybVrFJKR67G9XI2JArF027W8tY516OOR6HuKt6hqdvpGl3F/dNiGBNx9WPYD3JwK1vfUhLocF8V/EaFIdAt5SXDCa6A6Dj5FP8/yry+7jN7ppOSZIOg9qsvLda/rV9dSnM80hlYDtnt9B0qza6BrUpmazsp5QiBpPLTdhc4zj/Cs29TVLQy/C3h5vEerLaGXykC7mbHOK0vEfhp/B9zAbspIlxuMLRdguOufqK67w5YWbS29u2lajZaiY9vnxxsvmHPJ6c1zvxVS4h8UpayySPHb28YUOc7Sw3H/PtUpylLyNGowhpuctrervrF+bhk2AIkajOcBRj/E1VU1ABkc8e9OR9pwa1SS0Odu7uyQn5jXa/D7OdQIRn/1fC/8AAq4jPJrvfhq219S+Xcf3fH/fVZz2KhueiW8qPAy/ZpCMdeKuRSWywbXDI3YkcfnUdq85jIW3VR33NVmJJjBsKQ7CeRzXM0dtNnF/ErVdSTRdN0+O58vTiz740ODK/UF/XFeZ3UJu7XKDMi84rufFksXiDXZNNsVRo9OBBkjOQ7NjOPYdKp6f8Otav45pbQQMYtvyNJtZs88dvzrog3ZGFRJt22JPh/4Z0TULOX+1EIvN3yAttZRjggfrmulv/h/p/h/wxqOuWt7cSXFmDNEHClWII4PGT1rZ0nRNdurhIta0KzBjUbLjerAYHA9fwFbvj6Jbf4baxDGAFW1CAAYH3lHSiMZOTcipyiopR3PmC6u5ry8mup3LyyuXdj3JNNjOWY+tNdWWRlI5BwQKOVOQa2OQmc/L+NMzSF9y/jRSGe4wwB7c/L2rY8O3X2cukwYpGNyj+lVbFQ0OKvW/lW0U80mAFGawg/eR0NXizzDWGk1bxxezSndmTH0A6Cu38PeErO51SO5t7i7tCQDcRW7hUmA9Rjj8K5exVLjVZ7odHcsDXqnhO32Wsk5H3iFH4da03mQtInSRosahEUKqjAAGABUo6VGDTga2M0zwL4rQJL48u3Yk4iiGP+ACuEe3XstegfEwbvG18fRYx/44K4eSs7gzOlh7ioASDg1psA3WrvhrQrXxB4g/s+6vHtg0UrRlI95d1QsF9hwTn2qhGh4GkQTXit1IQj9a6/StVWy8Y2MQcATSrGQe4Jrzvw1f/ZZ2gWLdJO6ZkP8ACgDEgfU4/KtaS52eONMlY8R3MLH/AL7FZyjqUpaNGl418SjxFqkVnZsxsbY/KcY8x+7f0H4+tb2h6NZXenCzvrVJ4Xwdp4IPqCOQa4+0sBFq1xGw5S4dfyYivTvDMAlvIY8ZUHcfoOaUrtlwtY7fRdKtdG0yKztIvLjUZILFiSepJPJNaa9KhXpUgNbozuc78QgH8A6uhJAaJRx/vrXzc9tEuQFNfR/xBP8AxQ+pD1VB/wCPrXz1MuGNS9xma0IAICjFVJEKHjpWmaguFHlkjrSJZUU5IHvXrVrGjRABgcDBIPHFcXrnh7SLPw3b6tpd/eTBro2ubmARrckJud4hnO1SQp3D+Ie4G9pki6ev9neaJJLdVWYqcgORllB74zj6g0pR0HF6nVeF9cjg1GTT5pAqOcoScAN/9eue8feKhrV/HpdjJusrdss6niWTpn6DoPxNcVqlw7arcYcgBscGrmj2hmmVyO9QrpWK0budHpHhy7RodQ0yWL7Wow8E5wkqntkdDXsvh7S20+yV7hES7lUGVY2JVf8AZGf51x/hW0869gTHyr8zfQV6Mpqqavqxz00RMCe5NfP/AMVoI5fHl25JJEUQx6fIK9+B4rwf4mDd42vvZYx/44KuWxCPP3t1HRfzqtLD3FaL1CwBpJgZoJBwa7j4dMRd3e1Sc7On41leFdK0nWPEkWnavcTW0M52pMkscaxnuWMnGMZ46k4Hetfw6qaDrWt2sizxNbz+UkVxhZPlLDDAEjPrgkVM1dAnZndr4khj1a4spD5cVrbtNMwPPGOP1rhPEfimfV9We302eeHT1/dqqsQZPVm+vp6VXtJWuNZ8Qljlm0y4/PCn+lUtGtA86MfWp5UkWpNs63RfDHnGC5sLxrG/TjzPL3pID2Za9k0nTU020WLd5kzYM020KZGx1wOg9B2ri/CVtvvov7sY3H8P/r16Cp4qqa6sU3bREq1znxDAbwDq6kkboQMj/fWuiBrm/iCf+KH1MeqoP/H1rV7CR82vbRrnANQPCADhRWlMuCRVU1CFYzHQofagGrk6Dy8j1ra8R+Cr3wz4d0fUbwSrPfmTzYTGQLcAIUVj/eZWzjt06g4Yj1rTv9XUOtyMunMinAYNn8qKK5o7nQtjkdMOwLivadLiWDTLZI+B5an8SMmiitqe5jLY0B0pR0oorUk8I+I5J8bX/wDwD/0AVxMlFFZjZAadp+q3Oi6qmo2mzz4twXeuR8ylTx9GNFFUhE+lYg066nRR5rTQ2+89VRtxbHudoGfTPrRfO39vb8/MroQfpiiilLoSjsbxFTxLqYUYH2uQ/wDjxNeh+BkVre4mIy4IQH0HWiip+2afYO0WniiitSUcz8QyR4Iv/rH/AOhivn6aiioluUio/FQyn91nrzRRQSzV1/xXJ4htreGbSNMtTboscUlqkilI1zhAC5UDkk4GSeasaOPItbR0zunR5HJ5yQ5UfoP50UU3sxdTFnJe/mJ6mQ/zrqNGUKFIoorNlxPXPBCA2tzMfv7gmfbGa69TwaKK0hsKfxDga8I+I5J8bahz/c/9AWiiiQI4mTqagzzRRSQMsadrz6O06HTdOv4pmVzHeweYFZc4IIII6nIzg9watwX9xqEl/q90/m313dxLLKR2fczYHQcqB9OKKKpEMm8Pkv4j1AMeHtLsH6eW3+FWdFHCnvRRWcti47nsHglFNhLMR85cLn2Az/WuuQ0UVcdhS3JRXMfEIkeB9R/4B/6GKKKbGj58mOapuaKKlAyKQny/xq7qHiTVtU0m30u9vZp7a2keVBJIzEs+AcknnG3j0yfWiimSf//Z", 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", "info": {"video_id": "143925", "label": "plugging charger into mobile", "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": "143925", "label": "plugging charger into mobile", "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": "ea6798d04ef84038a7a2a5a9447c94b702e63e2b5f09ac0a73d250189763c9af"} +{"episode": 48905, "episode_seed": 3423429291, "split": "train", "timestamp": "2025-10-13T03:21:19.639782", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3423429291, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a notepad to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "202217", "label": "showing a notepad to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "202217", "label": "showing a notepad to the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fa4ba93e67dd7ce38907ec12e89b4a65a55daf53c1185065a6a544b6d9c1fb44"} +{"episode": 48906, "episode_seed": 2761814698, "split": "train", "timestamp": "2025-10-13T03:21:22.112848", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2761814698, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to pour water into bottle cap, but missing so it spills next to it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 2, 1])", "action": "('reorder', [4, 3, 2, 1])", "reward": 0.0, "image": 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", 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vV62cBTjHHdRjPbNSdBla4xiaNIstuDDPX0rO+zGYgDhWXOSav6m7RzQYB2gkZ655HeoVddgCgqQv385pCI4yFXykX5hjoMnJ61mamlzvDPtCqxHlqTu54zW0FB+dD6O2MfMPSoZGXzOQSW55Hf1pDMK2jK7sqMEZGeKdNkxDA6jjjGa05NMQqTBId2DwScE9+3FV00+WaNmCqCvBZieKh7j6Fq2uFuIlfeqyYG9GOMNW5ZIyWhCkk9z0qhYabbwxGS4270BxnvWktwjwkANsYfxetdU8Q5xscNHBqlPmvotg85TbNgHdkc+3+cURyr8zM/zFcqc9On/1xVcYKFTxjpnvTYWCE5wWHcrnPtWJ2mnKisMlj09e9crEsksgLr8pGFJHTv0rpJnBtwcEkYbGa5y3l8vG/HXK7jx/9agGPFuIoxcEAkA9s49KfKk0kTMpKgAcscn8qlRt7ruGSwxgHjsaeylf4S245PPT2pAjnrizfzXcZdMhmZsA5P8AT/GnjogA5A6itePa7AOhO3gAjOTTW0eGRw0R8vAzsKkj0qWCMu2laG8WTG+Igq4HUiukW4iuFSOIsQMbuPT1qCDTreGRS8Qkx1JXGOeuKug29uyKqksR83bbnoPpXRSxEqcXFHFicDCtUU2/XzJ5m8vaW79u5/CmTS7pVI+QFcde+KbPIXA/vqPWoJcFd6kAjk4rJHZYvQSROUVT0ByM9eaytcRVe3+9/EW+nGKvW78gDgHnGMY7cGqGtEPNCRyD1HqP8KBvYhhhTyjtwEODyamZS8iyKMAE546nGKoo5RlXHyjkDHT8auwyrkKw68596GCEkRSqFdwJ6nGetWLUgjlSWBwCDUEyABiWKnsCafbkIoLOMDgHFIZoOfMViAxJ7HjFZ3lywSST2/KNjercZ7A/WrYkXbjI57AE5p8ciJjDrjuD65ohUcJc0TOrSjVg4SWglmsjyb5Aqseo7il81oroleNp53d6cXuFkIcAB/mVRzj2qGQtuDnPoaqU3OXMxUqMaUOSK0GCUBj1Y54OKvI3m+Z8u0ue49e9ZrOBMGXhiSCDVmGUKD0AzgDr7UkaoxCWZ1Knn+lWUkO8MPvZw2R1HpUBQJKFUkMckH09v1p8Y8xzk/xfdB5NBJbkuFx0y23oRjFMicKM4XOOtNuEwSxYhQMsD0//AF0tszGNg657YIwMYpMaLDLIuXXAkA+9jPH+RU7CaLex+XGMZAP4/WkgRVgIG4qOWZu+DmpH53u7kHG0+3PT681FirijY0UUgRFyckLx145/KmSFFQE7QD0yOhNSoTlAcnAIAIxgVXu0PlEhcrj5QDVIRE5HmqB8uG7npU8TnO3BDA5y3T14qgsu6PJPXJHpXKR317f+NLrTDrNzawgyeSI13ZZU3BfYcHk1QrnW6owzEAxwc56e2TWfFlAWIO0noB0rn/C2o3eqrcte3MkwQIybj0znIreyNmR8oJ5BoEXoZSgIYtsz27Ux5d7KDxgHINLBGoVuM57g9ahZTGwCks3uOcfWkNF2Ny/ycDj7vTipkSc5Ck42gqpPAqEbSyM4J2n1wT7H/ParvKsQ3BKgZ9B/k1LQ7jEJEyxuQysP4hnJp+B5jAhfmbPT15pq4SRQrNlQOgztHvTxgpjGeTgk4z7mhICvIy7mU43Ac8YPPf3qJCfmIyeclR1P0qO63RyqMDJ4LZrE8UX1xY6M9xaTPFKJFAYcHr0qxHUBw6Ek/Keo7k1gHDYAJHIGSe1c7qN9PBokV/Y67qMqtc/Z83Eaos5C7meMDnap+U7vUe4HTHACHaMsAWoE2PU4yh45HOas/aCqj5ckclhz9KpoEaQg8gcD0q5IisgzwQM5FADYHbhl598VZiVpFDK2cg85wRVWHer5IZUxkbuMetX7cDJVQoLDJI4qWrlIckbBVfcQpX5RnknH86kj3Pbspbd65Xr3x/n2o+UxoW+UAH8B7/lTVPyZ+bJ5Cnofc1NguKWGw8D5eDge1VJGV0G3BDDOQPU1bmXIJAXGefestXIZ1IwF4wO1WhFtHKYPJUjGQeB7GoNQYFolLfMc4x29q5O31CS68ZzaVdatd2lq82yNopY0WPHOWLjGMZ46k8VJpV5ef2tqFrezXDm0m8tUuQN6gEjnHGcYzjimFzcVSrcgE9D7VLCCzKuPlxyTUKkupcdx1qa3b5sNyBQAsoYHBLbjyc1PEARuT5uc4/vD2oI83qSoYnOD1p8Maxuqrj8aTGW4413A4ZSSMqeuMc0SBFyoUAIeN3eljBEWSCMfMSeMr+P5U9iZHQRZCsc5I+6MdvapsMQ4bGMZAycD2qCd9uPlLHgMPaplJYFugXIHb8agvY8oQpIZhnJOfwqkJlYuGcFjkZ655NSoxU7Sw2n7pXr+Nc34kvLiz0AzWsjRSCRBvXqMnkVj6zH4j0PSdMvrrULxZrsyb4iuBCBtKgnH3iGzjt+dMVzrFcu5z6j9aI+J9o6EgZ7+tFFBJeX948zMT8jDA7VJIcOowDzmiipY0XrdFaXce7kY7cA1FGN8cG7kSEkj0weMUUUiiZ/lSaTqTzg9OgqGQllUnqDxRRTQGYw2TSRr90V5vqeoT6X4wu7y32+bFM23cMj5l2nj6E0UVRJf8HkxrehTwFT9M11oGVB75NFFAE0ZIhbBxkAZq2AI3ZV6YDH3NFFJgh0J3bh03EA4q6yhXijGQDMVz3wKKKQxifNHLnqSVz3wDxSyyGOZVXGBn+lFFCAq3aKUkOPu8j61yvi9ifDbE4P71P5miiqEzldU8QvrUcEUum2FuYVVI3t1dSqDooBYgDnPA5PNd5a5dipJwqjFFFAiVeZfTk9KuBQX5Gcr0NFFADtxMeatpxG79SuAM0UVJQ6Xgykf89tvtjmlZsL5mBlVwPTGR/jRRQBG0rN5yNgheenXmqNyNsqMOCwwTRRVAzzrU9XbTPEGpRmxsbyKWfcUu4d4DKOCCCCOvIzg9wa0/C91NqV3qd7dv5lxOyyO5GMk5/KiigR1LgLCgUY7U+IZVxRRTAmQlEwPUdalkcrE7Dr0zRRUspE8MrZUZ46YIzkelSMpZUk3MrdyD1x0oopARSFgC29vvbcHp1qOV2GAD0BIoopoDm/GqKmgO6jBM6fzNcPda5qN/YRafdXc00FvI0ib5GYktjOcnnGOPTJ9aKKZJ//Z", 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", "info": {"video_id": "203312", "label": "trying to pour water into bottle cap, but missing so it spills next to it", "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": "203312", "label": "trying to pour water into bottle cap, but missing so it spills next to it", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "17fd08dbe1f934fb6b402feed10b7fb898c75573b151dec4632904a9ff5139d2"} +{"episode": 48907, "episode_seed": 3625890534, "split": "train", "timestamp": "2025-10-13T03:21:24.011524", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3625890534, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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', [4, 1, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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QHn3+WFwR7EHuCO9drql+0erxizxJZovzNk/O3A49jziuG8ERO2vteBiqwwtGD7nAOD24JrtfshWeKJVJAO5D6qea63GLlqYpu2hXW4N5q6XJMiLsKxqTgZH3lYeoDKa2be7a2O7qo5Knoad9jguTJbsCoY+ZtxjJ9R6EeoqCWC4tfkZfNj3DDkZwM9GFKEotcp5eOw1eNX6xSf8AwDbMxvBlCADGeP7tcQDuNd3o1msFlArNlwhBz3B5rgh8qk96wmtdD2sNJypqUt7Ec821sCqt1I0yqijKhgG/LNTyxCVCcZOetSraYkfnIwPzqW7G+2pkWdubjU1JcASPtJNdS8Evko8yKrxudoH90dKxZLcK6yxg/e5x2960bW6mlsmluG2sk4i9iMHn9B+tcVdT+OPQymyJ9dttWtJUjco0DnzI3HzAr0GPftWt4Xl8y2dJCSwIYc9sf/qrzvWfM/ta6itI97eV58iJwXPQe5wOa67wLe/bUmFxJ5cVmA0zj+5jj8e31xXdSXPSU11MuZ3sdiyKBI6KvmFcE+oqtZXa45JUuSG7hSOKxoNUuItQupJY2eIHESry2MZzz6Hj86NOJa9ubl2YyTYZRu+UxnlSB+Y/CtI0nezMMXiXRpOcUdhbQum6N59yycoR2rkviLI0MViZMbsPn/x2tu0v2tDnG5c/dPvXF/FrUFjh0+TfkNvIA69F4qlDlZFDFwxMNN+x5dq9wZGbnivUfA8wu/CVmrAMUBQ+2CRXjM1w88m48DsK9K+F955ljd2jNjy5N45/vD/61ZVNdTqp6M78RubhxGRteMEZ6jHBqJImiYqpLMxwSTV9EJniI4Gwg/X1qK9hUZkXP3hux/OsbmrQSRFMN5TJ5MmM/wB7HeqWo6vb6jYCa0nR1jJJOeQVOMY9ckVNb3s08Fx5/wAvkTLGCejAg4P8q4HWRJbalex2MZO5ftMyxnkknA/DHJ/OscK5Kp7Ke+5nKTR6loU7XelrJKxL5IIqSSGKwtnaKMhS2447E1jeDb5LzQ57iR/LWDdG23vJ2/z9fSnQavN9hlFzH+9kZlQdVHJAz9cAj612um1sNSub9vNJLGYYZFaVfzPFaMfmlFYhScbZAOx9a5LSfMisow0jtICSS3BQ55X8DmugtNS3K0LACUrkP61o6bWqPPo5jCpUdOSs76HyjGm8cda6PwRc/ZPESQSD5ZvlHsw6f1rFsRk1f2NBPFdxD54nDj3wayauj3o4bmp80T2ORbjyvOiI8zJ4YZBGas2uJrCaYWyNKgOFX+LA469OaZY3I1C0trpMBHUOPoRVbU4ZbeZJrR2WRjwVJGKiD1scc1pcm8eQXOqaGsBNtbWsUUdzHI8mGklyQ0eP93kHHWvPNBS90+6maCcKSygMp4bsRg9eP51qajHFaQub2WWOORmUTSfOCTyU/Lp2rH037PJrHm27MsJCrHuBHTj/AOvW8paaGKWp6lp8puNOW3JTCjCKqhdo7D6VLpa7bRQysGjZlBJ7ZqjplwoG1+GH64rVVt42b8EsCcVipdzWxft4jKwB4CjmtNRtPCNjHUHgVlwzKJfKJ+b0/rWismxcnoOoq0BzfjlMPYbf9vp3+7XNKoC5xXTeMtrmxK5A+f5fTpXNkcAVMtzWGxXnkCsD0rnNW8QSRzm2tVBdRlmPaujvRm2c4BIXNedRiZNX8pjueQ7iTRsWjo9PeVdClcBsOdrue7GufvmSKchegUc+veu6vY7SPwxbxfOLi3cEIgOGBOCTj2rBvbeCG2t7aGzRpkRsu2cqoy270IzmtY9znrS5nY2fC88HlQCKby5CyPIrKSPLx8wHqSSK7PUpTG1vInKZTJXjjIrgvC8kUkcflRtEFXapY5JHXmu9MYu7Jo5W5OCGHqD/APWqHPVImMdDRQHzFZhtZW+U57Vetg0khAA29DVCNlMoTBIxuJrVtjtjAxwO560kUWxHuX7oBxj8q8vlbBI9a9SjCgkxgK/Oc968jvbpLSGWeQ/KgzRLoXTLSDcUQHvTnlZbmNV6MCW/D/8AXXDadrt1deICt3I8dvMhVFj/AICORj34ruptltbG4YM/GSB1NZz3NJpxdmTCL5GcDtzjuPWsvWneHwrqFzbPhoPLl2nsyOA34ENVh9etPJWT5kZQQYiCD+IqXRI4r+CS4lZo1Z2yvbAPenBX0ZhPY89j1B7y6a+IMbsRjB5XaMDBrufBNvI2j30cjbRfzBgcYLDHy59smuF/0d9RMcaiGCSYhFXkIpJwPpXqWizxPfWiQT28lnHDGmR2kUjge2K6opRioLYx1buWLC3ZtQBZTlBtcenGOn1NbMdlDdQLCPlMHypgYMf09vbpVZZWGrCIKRuVxx0zgH/2WtC3/wBYHxtYrtYetZubdmXyJpxexnTwToohlRSGyN+DtIwR+BrhfjTbi3tfDq7iXCTK5PcgJXr9mpnByoZOo968q+PI/wCQC2AN3nn/ANAqnJtHNSwkKEnKGzPGwOK6r4fXfkeI/s5OFuE2/iOR/Wucgg8zr+AFTWksmmanb3S5BikD/hnn9KzlqjtjRmoqfQ+gnmaFE2HLMwX8/wD9VWJPmVpAOcfnVDTTFJYRTJvK4+UOckj/ADzV4754kW32Pt5+Rv596wSuNs5rVnuRoGsz2rHfBGkoXHVkcE/muRXBpqcl3ctqDZjc4xtPKhRjg/nXsujaTblbt7wZlEnDIxG0YBHHfvXjyT2sniA/IscEly+FRcBQSSMD09q6acFdTa1sYT7HovhTT5Y/CUdu3Erzvc7cY3Htn/gI/WtiztUkinaSPcjkHDDuOenbtRol7DdXEssNyJLZkUQqyEEEKQ2fTnGKs2skpubmPbyArKM9skHFXKe6Q0upYksRcL9rgf8AetyxPRz/ALXv71HY20kmqIZkMYiySMckYx16YzV+DCKwXjJzj0Na0KFYwZNvPynJ6UlN7MwqYOnOoqi0a/E+QtP+/itmNc8Vk2MZVjkcjitiLgbj2qEfT4NP2STO48FXuLR7Bmz5TZQZ52n/AANdY0mxTv6f3j3NeceFUl+3vdof9WNoHY13yyxXEIPJ4wfY1lUjbU83EqKrSUTktfDz2zQyf8ezv5kh78cD+dZ9tZMls0qrtMYBA9R3/SukvoPtJa2kDJg8MBwwA4qnFC0TmFv4cY96nmOaxq2rm4sIZUI8xF3Z9a3bJzLEjY5A5Fc7Z4t12ggL0H07VtwTrGQE4Hf0zTW4GhJEzzK8b7HwMkcnGa2Y/uASMQcAexrIsm8yRdxUDGPwrB+2X194zu9NOs3VrCGkMKxLuyypkL7Dg8n0rVEmv4qC7LFQckb8k/hXNk4OKp6fqd7qQY3l1JPtAK7z93PWrbttXnvSauzWOxT1B9tnICcEjiuPtIzc6qJEjyY23MfVeg/CutnIndYiMik0zS0gmhdRj5TG30zxQzRO2pPLbCCx+1OMvt49q5K9vtTW6FpHMDCR98gFwD/CTXb3itKoj+7HngntXLXdoI78IMgMcvgd+wH4VCqMwlG7uT+HT5bi2bgPwp9Oa7S0umSUwS9R09xXKRwKkluyADy8A+6//r/nXRx5nWNwP3itmkCOht2JbD88bSamsLwrP5M+dx46cYzVOGRDGM9eAc1T8Q3U9noklzaSmKVZlUPH1wTWkRM62Rz97DcfqK8L8W3mPIs1PLsXYew6fr/Kuz1LUry30WK+sNf1KVTcfZ/36KizELlnj77VPynd6j3A8p1m9a88RTMDlUby1/D/AOvmm9TbDu1RFiJWRo5k4kjYMp9xXqenhLmxS5J3I8a9uP8AOa8whPArvvCF2J7JrR5OYuAM/wAJqZrS56OOpe6podqmmpDD8i9c4x0IPtUIRLawNul8YHl2yrjqoBG4fQ4OfrXT3ESzWxRQN+DtOehrnbjT2imiUPH9pYnY0g3AHrj88CinJdTyJrscfqtjZW186QM6kSLIHf7qK3zLj+90x612fh1o1USW+NhYkBhjrXGXGoHUBNbpYC2VZA8nzZw49Pbr+ddXoZJt12ACROSB3FOoyYI7Ix+ZNbThtrRvyP7wIIx+tXoSruy5J2jrWRZ3f2hBgDeOMHsa1YWzHIVGHPzDHqKUX0KZvWrqqLgdO/qa8i+OyxgaAYxj/X55z/crYsNbuLzxjPpl1rF3ZwvLtjMUsaLF3yS4xjGeOucV558R7y/n1OO2vri6lNtLKirc43pyBzjjPAzjirJlsctZcvitKW1E8OMc4rKsz+/HvXQw9BQe3gUp0Emei/D26N54fjSVsy2jNEc/Tj9K3WCWc6XiRbl3ZZR16Vwfgu9Wx1toWOI7pcY/2x0P8xXo0rq8TR8AMOuKxkuVnn4il7ObiY+qanpkkdxbhLqUXwVnVCRtZCMDPboOmc1xGsG3/tWS5WyWOE3CsWizkyEbioz93BB9ufpXVXNhbwzKksjiNsmSRTgj3/Pn8K48NqN+8gu7gOgYbNqBQ/OA316Vtzq2hx8rud54dkBhjZPk3DJTtg9q6REjN0Judxj2sB3wciuR0VzNaja2JI1/P/JFdJY3ZnTOSHXqKzW5p0NmzYEI5GDnPWthZAVyyqwHPTiuG8W3tzZeG/PtLhoZklQB067T1FY+p3HinR9D0y7utTvUmut++EjAhAClQTj7xDZx2+ua0Qjx6LhqtnmLHY0UUI+ihsdd4aAW1jVRgFSx9zXR2Y2XVwi/dIDY9zRRVVvgR87L+NL1Y3UOPLbvmq9yqqFcDDN1PrRRXItzRkQYi2c+39K1tJ/eWqlucjmiirRLNi2GyYKCcbgfzBridVv5tM8ZXl5b7fNimbbuGR8y7Tx9CaKK0RBBog2+aB0AX+taE7HaKKKo1jsQwcztmrJcx7JF4IbHtRRSezKnsizKPOgdWJ5XqO1UY41lgbzBuIOcnr0oornJIrUDygPTitK1crNgdlzRRTJNOBySued2M5qPxMxHhaTgf66KiitUSzl9W19tXihjk06xt2gRUje3V1KoOigFiAOc9OvNeYQEtclickuST+NFFUzSh/Fj6m/DW94bmeLX40Q4V1YMPwzRRQ/hPer/AMGXoehyMUUMOvf3xWHrTHdIwJBWM4I7cUUVjHc+fZysUS+ZGuOCAGPc59a6DTV8rU5lQkANnH1AJoopiNq3Hl3qleNykke9dHbjkDJHAPFFFVEGefajqf8AZniPVE+w2V3HLMHKXUO8BlHBByCOpyM4PcGuK8ZXU+o3KXl1IXnld3dsYyTiiitESc/Y/wCv/Guih7UUU0e3l38E2vDcSS68m8Z2IWH1r0ofPapu7jNFFRV+FHJj3+/+SMS8Hnh1ckj7v4cVh2MSG8l44ifag9AOlFFZHEbOmsY72UKcAkHHpkAn9a6G0GL5scZGTRRVICv41P8AxTcmOP30R4+priLrWtQvNOhsbm6llhgZ5F3yMxJbHXJ5xjj0yfWiitESz//Z", "info": {"video_id": "202169", "label": "putting key", "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": "202169", "label": "putting key", "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": "5788c55957ebd8ad655da99cd2ee2bf029233a495ed1b6c907a8349116255265"} +{"episode": 48908, "episode_seed": 4207484936, "split": "train", "timestamp": "2025-10-13T03:21:25.136780", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4207484936, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping a nail behind a phone'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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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6Z9a3EvDIG/dMpHapm1NZAEcMoHJ4zmn7OPY5VmOJWnN+C/yMQ+B4xGr/AGp9pXP3BmorjwdZIMyXM65H3ggIxXVrqEYhCgE4PB6U19XtYIWkmGyIDLFugo9nDsP+0MQ/tfgjkx4Dsp4WMepNJKeV3IFFcRqel3un3Jt5bV4pM8KV5I9R6ivZTHZXBLKpif1Sq+o6LFq1kbW5xKnWOVfvxn1H9RScF0NKGYzUrVdU/wAD5e2gCt7SRstVORgkt+tYf4VtRwlYEQcSYAGPU4/xret8NjuofFc7XwncypqdvCIAVu1bL4yQq/0zn9K7LXNbh8NpFNPFJL5jFI0TGeBmvP8AW5NR8ManY31tg2axLHHjoCBgg+5xmql/44fxDawW2pRxRXEErOsq8BlIxgj1qYw6HmzvXqcz2Z2Z8b/aYvNXTs7ojKBJLzgduFp8/iq4RJXe1gjih2OxCO52MOo5HvXEW2t2FvFAjPGTGjoSJSAQfw4qRfEmmJGFeWI5g8ltqsxPuPQ/41ryxNlQprodppOv3Nxcx+bMhg4DvAoCrnoR1rk/GGteJ9I1ye2/tGVYCd0JSNR8vpnB5FQxeM9NgMgT7RKJECSCOJIw2O/Pc+tSXPxOizmPQ7WRgMB7yVpCO3QYFS4roaKNOOyNvwF4yvr1hp2oStLOoLQzOgzKvcHj7y9fcZ7ivS4pHhjWS6khmViAfJUjbnjj1/z6V4U/xb1mMbbaLS7YdhDZqf55rofCOu+NPF2qRxXOpXNtpyndMwjEQZe4XA79KT21Iqcjjqib44oudDCluPP4P/AK8os1zeR84wc/kK9a+OJU/wBhYxwJ+n/AK8rsIy8rMAAFHU+9NO1MeFV4xR0loS0sce0OTksM9gMmvUvDV9LfaDDdyW7RFhtG0YGM449q828N6PNfW+ptbSA3KwhIc8cn5iB+AH50/SviHqnh+OKylt45YoX2zRyDDY9M9iKyhHQWNk6k+RdDtW+INvJO9nbWEz7Nw3s4VW2nB7E0z/hLZykkkVhCAI0lJLMflJ5PQdK4W11nT1vReeYgRmdvLMm1gGJOP1q1H4h02NI1aWEhYjEcuxyD06Dj6dK3UYkrDU7bHT3fiCcXjW7vBFKmSyhCCyn7pBJPfr+FWNTOov4Ye60+QxX1u2ZQyBiR14z7fyrjpfFOklcPKSTEIj5cGc46MCTwfpVr/hY9rb73WxuLlnUKTJKIwQOnCik0uhooUo9EZtn411+yvorj7dNcqhy1s6qFkXuOBwfQ+teyaLqMmsWME9tcQrC6bg0seGb8uh6gjHUcV5BJ8VbiE5tNF0a3x0JhMhH4saij+Kvi6+lEdlMoYnGLWzQY/EDilYHyW2Pf4pIpUlBDLJHwxXoeOCK+S2UBm+pr6a8Gw6smjNda7fvc3tyN212yIlxwo/Umvmd/vH6minuzGgoqUuXY3dHTbaIcjBJbn64r034fWn2i3ubny1wflBPJI9Pp3/GvNrW33R29uDtdisfH+0QP6118mqaj4HuLqJoBNpt6S8TKSoGRjGR0IArJK8nI6sZNqmqa6naat4jt/D9vFcXMMkzyOY0jjIzwMk89Kyj45FxD5qabnMRmAkm5IB6cLXnZ12wvURJYnt7hJGIZp2dChGO/Q1et9c0+3hgQyxExI6E+aeQfTA4+lbRiupy08PBxuzt7jxXcIk0klpBHFDsdiEdzsYfeAyPf8qTSteuLq5j86WNoDgO8CjauehHU1xS+JtMSPY8sRzB5LEKzEj1Hof8AGli8aabAZQguZRIipIscSRh8d+ehNNxiaqjSXRE3jHWfFGi67Pbf2jKtuTuhMcaj5fTODyK2vAHjG9vZf7P1BzLcgExTvGN0qdwTgZZTyPUZ7isO5+KEWcx6FaysBgPeStIR26DAqk/xd1qMbLaLS7YdhDZKT+ualKxXudEe7xSPDGsl3JDMrEA+SpGwnjj1H+e1eafG5EzogUtx5/BP+5VXwjrvjbxfqkcVzqdza6cpBmYRCIMvcLgd+mau/G4qf7C24487p/wCkrcyOe0PbLlPKtPQNfR84Iy2fTiuw02Mz39tbjaxdgDnpXMaQmZpJCBhVx+Z/wDrV2eiaPcX2nXdxYvtu4Z1aJTxu2DJA9OW/SpqJSnZne6nsqDl3PUZVFr5ETSIocY5IHFcr/wsDzbt7W100lU37ZHk4cKcdAK5HVfGMtxdW76hpkE7QfJLvLK7KOoyCMVl2mt6fBdLcpsEYLYiJIwD2yKuMV1PMpUYy1kehf8ACXXrRPLHaWyqIkmyVYnaTz1I6VXu/E12l41s88cTJlsLEq71PTDc8g9fwrjo/E1hGsanyyFiMZ+VmyD39jSv4w08Jtbz2zEImEcSruA6Hnv71donSqNJdEdzqzard+FpnsbmaDUbZgXC4y464Gc9R+orzmx8TeJrTUobmO7vZnRsmGUkpIO6kY7+vatYfEdYNzx6d5zsoUtcznkDoMLjiqkvxa1lCTbR6ZaDt5VopI/Fs1NuxpeC2PYtDv5tYsbeZLloEZMhZosuT6HoQRyD69RW7CyyeYskTh4zjcAQGHYivn23+IHjrWpNlje6hNk4zbQhQPxAr2XwRYX1hpLTaxqEt3f3BDP5rFvLUdFGfxzUztY5sQ4NeZ84xrvkVe5IFdNZwNJrFpCMkPcLhfYZPP5Vg2Ee++gGM/ODj6V1fh593jHToWJKxCSSTI6AIR29zSqaySO5PlpTkX5L2XxJ4avNMCbr2Jt0aDq2D2rz5tNubhyka7Z4yVZH4wfQ+lelatolxoWv2uo6VueG4+bvhGIOc+x61r3Glab4l2XgLW18UCtKi5V8cfMO/wBetHNbY8tVOVXR5pZeBNQuk3T6rYW3s25v5VPcfDfxHEV8hra9hbpJbPn/AMdODXZ3fgfUigNtewTMvABbb/OksNI8S2IZHCoQ4ZSZBz260udj9tJnNW3w8sxD5d/qt1a3jZwPJBRfqODj6Gr2n/CURP52qXf2iHPy/Zz8p9CSa7KTUoXiksNcxKwTKMB8y+hB7VqaXeJFawlFneEjYCVzuHvijmZDq1LbmTpvhPQNMKy2WmwrKOjuu5ge/WujibyIt1xOAoPy44GKltp7C73rEGRoyScoRj864W4ubvUfGl/pB1ue3ti0nkrEoYMQm4KPQcE59qnVkRjKo7XKfxjcONEZW3KRNj/xyuA02ItbysuQdwGe3QmrWvaleahBZLdXUk4iDFA5ztzjOPyFLp37jTPNOVG5jkd/84NXLSmerg42sn0N7R9Ul0SztrvBMc91Irk+igD+hrL8a6fIusvqEcR+x3ZBSUD5d2ORn1rrtE0KHxB4BtIZH2XmyS4iPuXJGfqOKXw5cMunPo+s2261fdGI3Bzwefp7ULQ4p1L1JPzZ5naeF9RvpNsU1vFH/flbFbifDTU5UP2TWtNnmA/1RLIT9CRiu5fwOuM6fqOyMjhJl5HtnvWXJ4Q8Q2M3mW3lyorZDJKP5UuZk+3kzlrX4c6sZh/aqz20APLxqHH4EZFaR+FsOoOh0jWzJH1eO4Ta6j1BHB/Su0tJtb0xZJp5VEIOWAO7g9at293pk+qJcWKOs80f7xIx8rf7WPX6UczJdWZhaX8NNAsQEvbeS5nHUzE4z9BXXWGnwWKrDp8MNrED9xEA4q6NStVjT7VFLkHartGazPGVy2n+G2uNPuTBKZYyCOGwSc4qbtmTlObs2b1vPC3mxJNukC8889K+Y0XfME7s2P1r1K/vJ7bTYdWsfEGoSs0xt98yKgmIXLNHjnCn5Tu55H0Hmtgm/UIRjPz5P4c1pBcqbO7DUnFtPqdHp0TnXbRFycz7gp/2QTz+Vbtxfv4q8KTWKx7r63YNGg6t9KzfDcmfGdhC5OyNJXkLdhsI7e5rZ1PQ7jw9r9tf6Vue3uOR6ISOQfbvWcPhLxsl7a3keavp1xdNsjXbMhwVfjB9D6VqWXgK/ul3T6tYW3Thst/KvTbjSdM8TbbxWNtflAHlVcq+OPmH9etZt54F1TaGtruCdl4xu2/zq+ZnJ7eS0OLuPhr4khZfIa3vYW6SWsmf/HTg1dtfh3ZiEx6hqt1aXjZ2gwgoPqOCR9K6Sw0nxNYhkdRGQ4ZSZRz2rcfU4ZIZLDXcSOEyjKPmT0IPahyYOrM47T/hGIXE2qXn2iHPyi3Pyn0JJ6V2Wm+E9A0wrNY6ZCso6SOu5lPfrWrpV6kVrCUWeSErsBKZ3D3xWnbT6fd71iDI0ZJ5QjB/GpbZlKpN7shibyIt1xONufl7DFcF8YXDjRWVtykTY5/3KtzXr3nje80i61m5t7OSYpE0MsaIgwCSS4xjGenOa4jxbPeNeLY3dxcyC0lljRLjG9OQOccZ4GcVUFrc2oUmpKRS0uItaSuMglwM+wH/ANeus0bVptDs7Ccg+TPJKW7/AMeP6Vzdkfs2kLM2VG5jkHH+ehrvNH0OLW/AunwTZjvVtzNExBGCWJH1BBpLWbZ24xqNGKOR8XaXPHqkmoJCxsLptySryuT1HtWFa+E7q8fi+hgi9XGSPwFeleH7iSCzbS9UgWW3kDR+SwLcA81ak8FWkg32V9JAjDiORc49s96rmaPP9q47HCxfDZrlStn4ltXuB/yzkiZQT/vAn+VLafDHUll36qs32cHlrZg+R9RXRS+CtZtJfMtbm3kRWyCJcH8jWxbLq+lpJcS3S+UDlghz9aXMx+2m1ucoPhlpWqup0vVZ4wPvw3IBbH+yw/kRXSaX8P8AQdLxFPpyzzdN843ZP0rUgv7G81OK4trd0uJo/mK/Kr+/oT71uLqcMcK+fbSsFbaG2biPy6Um2RKpNrcr21ssKrHahLeJTwiKAMd+laVpcwNLJAkmZMcgnmsPxleGy8Ntc2Fy8ErSxkMvXBPODXJ6qviDRLDTNSudTvFuLneHQrjyQNpQE4+8Q2cf/XpWbFClKauee2DmO6V1xkA123w2Ak8R37uoaQQZ3nry+MfTiiirl8fyPUr/AMBm54wsVSV9s84jRGdIt/yqf545NaukIqjTQFAHI49MCiipR5K2NWzG6JM/8/JH4ZP+FU7seWgkXhheFc+3XFFFBK3HXtvGdZsHxgyRyBsd+Kx9LymhugOfJmG0nr96iigtbGrO5t9atpo+GljO70Nefa1fzaZ421O7t9vmwzMU3DIG5Np/QmiimjWhuchftujgJ64x/KnPM/8AZkUZwY1BO3s3BPNFFOWy9T0qPwv0Pbre0jfwtahC8TR28exojgqNo4+lcvoNusOvNlnkJjDEyHJySc0UVPU8jqzrLPi1scf89mHXtyatzIpSPI63e08dvSiighlSxRZfttu43IrtjI/CsBkEMOhzqTvUyLyeCM0UUFo3ERXk1GBh+7+9jpg4rA8SzvJ4By2CYpotp/E0UUIcPiOT1jxC2qrBA+m2EHlxhEaBXUqi9FALEAc54HJrk7CRorxXXGQD1ooq38LPUo/GjufhoBJ4i1B3UNIIM7zyeXxj6cCt7xhZCOVgs84jRWdIt/yqf545PeiipODFv98aukIqjTQq4HzDj0wK1bMboY88/wCkkc88ZP8AhRRQzne5RvB5aLIvDC8KdO3WnX1vG2tWL4wZIpA2OM8UUUgRj6VlNCdAc+TMNpPX71a80ht9atpo+GljO/rg80UUxy3OD1vVTpvijW4jY2V3E9wH2XUW8KyjIIOQR16Zwe4NcrrF7Pqdz9tun33E7GSRsYyTjt2ooqo7nfT2RHPM402EEhlQZCnoe/I717kbSKTQIU+ZCkSBWRtpUbcdqKKlbMnMPs+hy+i20drrromWzGGJc5JJJzXTWmBbafgf8tW/rRRTOFluVQUhJ5zdkHPpzxVXTxvkvbduY1kcD+VFFISOemHk2ekXK58yJnRSTnj3rRe4Pn30JjjaNwGII6HFFFBbOb8Q6tcS+DTAyptjljKkA5GD9a5K88T6peWcFhcTtLbxM8gEjs2S2OuTzjHHpk+tFFM6qPwn/9k=", "info": {"video_id": "155619", "label": "dropping a nail behind a phone", "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": "155619", "label": "dropping a nail behind a phone", "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": "103cdbe0ce16c9a9eb061418b2c24acb830a63776cce6042511c15a7b9441ab7"} +{"episode": 48909, "episode_seed": 4233058438, "split": "train", "timestamp": "2025-10-13T03:21:26.566305", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4233058438, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'turning the camera upwards while filming home'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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xXF2VulvslEwj5yARW6+qh+WvW9fkUCpbu9DaCUY2bLht+DxWbp+qXdx5gedyBjgHA/SmS6xCgP8ApNwfoBUXhmMTrcsAcAqP50O/Kc1S0pxSZVv7si8fJyc96bpt0Xv0GexrP1Qk6pcgEDbIRUvhgefrSp/sMf0qvsmMI/vPmampXssFwFWRlBUHANWFmeTSTIWJJiJyaz/Eo8nU0TH/ACyB/U1qRW+fDAlx/wAuzN+hqL6I7YRvOSOeguiJcFuCM9adNdAGVt2V3DBFYplyM01rghNgPGc1ucfQ1muwbcKufvZJra0qQsrj6VycUpIx711vh9C4k/3QaiWxrSV2dlZ+PPEdhbpbwam4jRQiho1bAHA5IrG1fxVqV/Msmp39xcEZWMsQAhPcDp26d/wqvKhVq53xFNJbm32yFN4bOMc9PWktrEV6a5XY0Z9TlmiVXjEm3LbmOOvU8+9RalfC9iRZLwylUUfKpITHZe2B9a5g3QG3e24gY+Y5p8t6jgBVQY6kN/8AXqldHGoItok7yttZnUDI2nn8qDHN6SfnVEXQSUNkEg9Q+P1BrQi1l/JKy+UPkYI5XgN2BwenvjvzV87NYxXUhYTRjO91A6mqUmqyDKrK57Ek1XvNUub5FSUoFHOEXGTVLFVcl2exqx6tMB944HYDpV1b+5YZWfI9q57kHuKsW15Lan5QCh6qRwaOYSR0VtNfTDcHiC5wC5IyfbHerX9tanBHNExxGy/P8+c46dP61XF3CGjljnZokUBQFIA45PI6VFJcJLvBdJATkbcgj9Kzc77opwTMPEBtWl3SGcED/Z+uetdBF4vvLfwdHpBuHdzcmeORZGDwgDgA+hOTXKEk0pYFAu0Ajv3NWRY7Z/i14ubTltFvo0ZRg3CxL5rD3PT8QM1yd/quoarN52oXtxdSf3ppC386p0UDCiiigArb07xf4h0pBHZ6vdxxjpGZCyf98nIrEooA71PivrjWJt51hMpwBcxjY4HfjpnHsK1tG+KarYGLVo5HkVgqvHySvq2fT9a8srd8I6JaeIdcGn3d49sGhleMpHvLuqFgvsOOvtQKx3F54hg8QancR2u17e2UBJCPvE5yR7cCqmleHbqOJjIYupP3hxWZ4AtYp4dVkldlESI2RjGPm612dr4a1LVrMXlrHDJbtnEhnQA4+prlrz1sjrwqUb3Oe1EQ2SlDcK0vQKh3fmRWcZXaNVLEheg9K6mLwZuu/wDSpo5QOscLE8/72MflV9tA0eBwssKRrkKWLyNsycdByfwFZQrQirGla85XRwmcjgE/4U4Fv7v6V3jaVpEVykdra280JUiQywyI3tjJ4+tVP7PshP5EWnxTMf7r9PqTVfWV2MuR3sccuVkVsYAYZrduvMgZVR0kQjIZCPyro49GjaQ4sLSJSMcrkj36Ug8Loww0hBHOR/8AqrKVaMnc66KcU0zh9Ug8qeORZBIki8Y6g9wRVEpKRxG5+imvSk8PNayb4XDHGMSLn/8AVVDxCt9Y6Q00Nx5b71GVXB5rSGI2ijGtC8nJHn721yykiCUj1CGmafrV5piOtsyKHILbkz0rstYia30CHULHXNRnDXBts3EKxrOQm5niA52qcKd3PI9wOPureK0dEMbPI/IHSuhyb0ZhFO90UWnkuZ5Z5OXdizEDHNRaZeXFndGeCRopAuNwHY9etbNtabIsOkYzzg81YjtbV5FErqCeAMYUVPMtilCad3oZN3e3N3ceZdSO8u0DL8HHalfULwWpgW5mEWwqEDnGPSrkNraxMd80szHuVHAFTg2gB/dseOpxRfsjWLW7kctsfHCn8qPJkP8ACa6cizUf8e7Ej/aqSC3tro7Y4ghHJ3HPFDqNboI04N2UjmoYpFbOM12Hhy6ihZxIwTKd6rT6aUIKOnHXioFvvKc+XHGAOM460KTnsXaNLVs6Wa9tS5ALn6Ia5XxZPFI1ntDYG/Ocj0rR8Nzwav4nTTdT1G4s4J22pLFLFGsZ6ksZOMYzwOScDvXNeJFu4tZurKc3WbWeSIJcgCRADj5gvAPAzg49KuMH1MKtaMk0iisqgEmT8i1ODhzhSevX5qqBB/E6r+v8qeGiToZH/HaKvlOa5MZNjdenrn+WKUFZF2kgHPcn/CoRODvDKMFSBjkg9uTVpb2wWMAaaS4H3jcN1x149+aLD5iq0ZH8OB2pojI52sR9DVie+iljZEsokJ/j3uzD8zVPc3qfzp2DmLG5phsJRFzn5h/XFJbo7zKiFN5OBk8GofMf++350b2yDuORSsPmL9xDdW8iiWAKzcAKowaZmQ7fkwxOAAvX9amsYFvIGc3ciTROCE65B7j3BrqvEXw/vtE0HTL68nnEt4ZDLE8RAgwFKBj/AHiGzjt9QaBOSOBoooqiQooooAKKKKACiiigAq9pGq3OianFqFps8+IMF3ruHzKVPH0JoooA7H4bxJcwavBKoKOIgcgEj73SvQNPt4rWGO2iTEMZO1SScZ6nmiivOxD99o3p9DY8sQW7Sx5DAgVn3Kh7pQeytJn/AGhgD+ZoormOlEk2nW2PtJQmRTgcnFULBkOsrAsMaKIy+5c7ifck0UUnsKPxnTLCgB4pyoM0UVBuSPGgZW2jJ4zXL+NAF0R8DjzU4/GiitafxIifws5HWvELa1BDHLpmn27QIscb26OpVBnCAFiAOc8Dk81kz2sdxdRPJuyi8AGiivSezOOn/EXzNBbWLAG2sK7bbeyqOArYAoorOl8RviPgIWcg03zGyefeiitjjQbiCeelamgqs+oGORcqUNFFZ1fgZvQ/iIkt2P8AaKo2HQuVIYZ4rL1CJbe/niTOxG4zRRVQ+L5GlXWn8ytZa8+jy3EZ07Tr+KZ1cx30HmBWTOCCCCOpyM4PcGsvVtQudV1CbULyUy3Ny5llfGMseTwOg9qKK3OIo0UUUAFFFFABRRRQAUUUUAKrMhyrEH1BrX1DxRrOqaPbaXe3889tbyPKokkZiS23qSecbePTJ9aKKAP/2Q==", 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", 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", "info": {"video_id": "181388", "label": "turning the camera upwards while filming home", "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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6E+3fipXUkEVxAvJHJLTMQBjqAKe5y16eqOrg1NofP/ei1EkZ4Xkyc8DA5we9Y16d0rvDMdzHJyMD8/8A61Z0V7Ggb5UPHc4/rTPtOdxyo9sj/GqTszFQSNHypwikrJyOueDTGjmzn5xUNrqUkDKsQUgk5VjkH268fUc0t7rsyGIweTynzqU5V+/4elUpNmqUUiOe7ktuGmcH0zVX+1pt+d56YB9Kz3dpZGdzlmOSabg1SdjN6m5Fqcz5Al2nsD3qwt7eFgqvuY9BiudVmBGM5HT2rd0vUBIJFmkEcwXEbhTk5PPQelDlbUaVzTFxqNsm5TEw6HY+Bn0OeK9K+F2oXOpT6s942ZQsOSSSf4+5ry5rtVhEQmC7T/GDz9OK1NE8ay+FIb5rS0WWW6C/OWO2PbnBxjnrUXuxThpdH0Vz5YyelVA5jmyjHPrXBfD74kv4iK6fqUT/AG8knzo4gIscYBx0JOa9IUqRjaPyp2MrWIZb9lK7jg+1WY9QMpCbC9V5bWOZwSOnpVSfW9H0GNm1LUrS2A6eZKAfwHU/lTKR0izIsQBOPY9agd4iw/pXmt18XPCcl08K31xtUjEwt22N9O/6VoWvxI8LS4VNcteP+em5P/QgKCjs5blOUYUqXESoApAFZVpqmn6zCs1jdQ3UbfxQsGH6dKczRq+0HAHUGkIs6tp9truk3FhdoTbzrtJHVT1DD3BwR9K4uz0+e8k1WWd449atbQWTsowAdjKJQB/C6YYehBHaut+1FSFLfL7Vw3jxdVF5FqujTtELe3KTiE7ZJE3Zx745IH19aaEef3elTahcWxgEYVM7s8VoSaUbWHfPNFGuP74/xrSl0zdqEWn2bCS4mXKxu6gt9KS98F6lGv8ApLW0APrMrk/guTXBUqJvyPToNRgrvU5OS6H2ktbyMVU8NjGaiZsHuc12tr4SsLe23zxmRu8jSMoP0AqePRtACO0iIJUO3yvLlcDjOSw4HWmsRBKyMZQlKTZwYzn7poILDBXmu2fTrE2kcktlaJIBg7Ayg+gxk80630yCeIyR6TCFYcNIwP48U3iV2CMG9jm9JQtDOBIiunIVv4voaeY3vIZkaQRPtym7ofbPauqbw+soRtkMWOCIl25/SgeFYuvmvn2/xrF1Yt3O2DtBJnnADnhVJ+gzTWhnPAikP/ATXp8emXMKBAyAAdQnJ/WsK0hvdS8XT6ZLrE1rHiTy/JjDbmVCwXngDgkk+nvXRTruTsjhnDlOBuEntpUMkToc5G9SOlTalr1/qUKw3DoU3bsKmOauObjVFEl5NJL5a5G7nbnrVGCJblw0MOEU8Mx61o3fVijF2sjMuyw2cHvWpHq2oDT/ALILiX7OqbSgHAX0NX/s8ecMI1BHLBeajuLG0eOMrcuinIYKOW+vPSlzJ6FRUo6t2+Zm29zNbv5kEjRvjG5Tg1Wv57i7nV5pJJWC4BYk8VuhLNQMK54z0FOP2M4PktwPWjma1saWi1ZyOW8qQ/wmlEEmeAa6bNkDj7Mf++qtDTUZNwKAHpxQ6rW6HGlCWzMKwJjcbx+Nd2t/amziJkydg4UEnpXLMv2LO4RyFj8vsKiu9WuI7XERVGBGCo5+lCvLVFc8KWjOla8t8EgSHj+7Xm4kA/i2892NdvrsUFt4bg1XTNa1CZWuja5uIViW4ITc7xAfNtU4U7vUd8gcBsbqePqa1jF9TkrVFNqxa81OBu3dP71KT8u7ceeP4qrBY15aUk/7I/xpTMoGEQ/VmJp8pncmEoJGeRn3P9KSSMMdyYJJ9f8A61LFc2yuGmtTN8gG0SFAD68e1THUbQcR6aoX0adyP5j/ACKLBzFLyyT0P5GnIzQ9F59xTZphLKXWNYgf4UJx+pqMOw6Mfzp2DmJXU/fLISx5A7VcgtbqW2LxRxyx9D0JFZ/mPz87c+9PhlKSLud1TPzFDyB7UrD5kWEaQ4Hl5B4yV/8Ar0m5SyiUsIWJBKDk9OgJ/nXXeFvDmmajrq6bf6ncJbTPiOeKSONV772L8Yx2HJOBXO+I9KbRtXubQ+cDHM6bJwBIuDgbsEjOOuOKETdMk0bUn0XxJa3NpcPCkEoZiTjcB1BA9Rx+NbEXxK1vT9du9R06URx3MheS1ky8WfYHkfhiuNVtrhiobHY9DTaomx0useP/ABPre5brVp0ib/ljAfKTHphev41zZJJyTknvSUUDCiiigCxaX13p8wms7qa3lH8cTlD+YrqNP+JvieycGW++2J3S6Xdn/gQwf1rj6KAPQU+KmqNqq3LRhYS2Gt92UC8Zx3znJz9K3r74maZLp11JbrKtymFijkUfPnv9B3ryADJ4rqfEfgm98NeHdH1G8Eqz3xk82ExkC3wEKBj/AHmVs47dOucAmkz1B7K3OpR6h5YFwvCsvGPfjvWvaQpIoyuOe31ooryJM7IbklwfmkiPKIRgGqVnbR3FuqyAkSqrNz1LcmiioNe5V1CCCxicRwIwjBZQ5J5/OtbSUWTToHKgFlDYHQUUVMth0jQMagjAqWONWUhhkH1ooqepr0IZEUREBQNvArzTUL+bSvFl1e22zzYpW271yOV2nj6MaKK6sP8AEY1vhMWJQEkQdNmKfp9hDDEFXceO5oorrn8KM6HxSF1KJIbLci4YsBmsfcdpooopbEYn4kNMjYP1oLnGc9OaKK0MUG8jjNb10ippVlMnyvIuGwevFFFZz+KJ0UdpFa7jSTQxOVAljk2hh3HTmueuyRCe/IoorSlsycRuvQva94rk8Q21vDNpGmWpt0WOKS1SRSkag4QAuVC85OByea5aiitTmCiiigAooooAKKKKACiiigDZ0XxFNo0c0X2DT76GVkYx3sPmBWXOCCCCOpyM4PcGqGpajdavqVzqF7KZbm4kMkjnjLE56dh7UUUAVaKKKACiiigAooooAKKKKAAHByK19Q8T6xqmj22l3t9NPbW8ryoJJGYlmCjkk8428emT60UUAf/Z", "info": {"video_id": "181388", "label": "turning the camera upwards while filming home", "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": "c2e457d0d8cac3eaaeaca1fca4ca3a23d42d5cc923082ec187f1ae9bb78f069e"} +{"episode": 48910, "episode_seed": 825216719, "split": "train", "timestamp": "2025-10-13T03:21:28.859203", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 825216719, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spreading coin onto cloth'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "29442", "label": "spreading coin onto cloth", "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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k6ONpcE4969V1K1VoijDKsMVwc9mIppo8YdeVauJS6M6rX1Ol8LTNLosSucshKn8Kq+IYQLpJAOHTH4j/APXVHwbqsbXFxYSYEobeh/vDvXQeIIA9ksoHKNz9DxXrUpXimeZUVpNGDoyEyT/h/Wul8Qat/wAIz4RvNS8oO1tDlEPRnOAM/iax/D8W+6dcdSv9a7DVdGtdd0e5028DGC4TY204I9CPcGtGQj5XvNc1LxBqUl/f3BmuZMBm2gDaBwBjoBW84+0X1152xHwTlVAXgeg9wK2PGHgXTvDWp2VlDc7o5ELKFB81iT96Q9MZ4GOw6VTm0ma1sZYrq2k+2sMIFcFdvPPuTUvTcaTZRt7UXWlPKwBYMRlf6VcEKT+Ho5Yxwo/kcUugeYlrcwNCf3jZXvVi1X7PZS2bLhWZmGexPavOm2pNdmehBXin5EcV/d6TDY3towWSEbonZN21sEZwfqau6LPLd6/BrN2sc9xd3eCqrtKOCvzgdO+fzrS0LT9N1CPS7LUZFFtvEc5LbcZyBz25xUGkyWen+I7GAq/2GO+xGXILAb8ZJxz2NaQl7vzM5R9+77HtkilXyfXINV9Si87T5lHUqSK0JUGMY5FRhFaMqRxXacZ59Mvet/S4N12nGQMmsm6g8qeSI9UYiul0aL5nb2AqhLc86+MvivUtGhsNK06aS3N0jSTyxnDFc7QgPYHnNeWaJLcRySvHKY/3Dr1xkEAEfrX0p4k8FaP4q+ztqMBeW3yYnDEAZ7MP4l9q8KXQ4pdZvIdPmjlmSViJnxCki5wdoJ+UDOfoKQ2V0h82yHltslIKsGAbK4GcZ6Vo2NnCt88kflbWjEiqr52dRyex68e9SbIMK1skaxKoHmCQsHPQnPp9KuWFuId6lCyrhif9kZyfp71jVbUW7GkFqYWqxMl6coAGUY96qaE15PrE1nBcyJaSgGeJW+Vwp+XI74J4rrr7TrrUNLMmlxG6tpVMd3tBJjkViQOOgKlcdjg96PDttpzSkLuTUdhjdSuAyDoQe/PFRNuNMuFnM6W1s0g0xYR91VwK5jWbQmBwo5Q5FdlbRFotjdR1rF1SLaWGOoxXmX1ueitjzrR5WsvE1nniN7hQfYk4z+te3aUmXl/D+teGauj214WXgoQy/UHIr3Xw/It1ai4TkSRo4/EZr1sPJOJ5ldNSOr02MpbhsdW/Ovl64h1bXfF+qSy29xdXRklknWNd7qobHHpjgV9Vo8NnpxmuHWOGJN7uxwFGMkmvJfEHixbrVTP4cX7JE4/ezRRiKW4bPViOSB2rWTsZpXMT4ea/J4N177He2EpXUhGp3NseFMnDFT9enHFaXifVb/Vdb1WE3UgSORoo41PCIpxjHvjJNUbnTYJtYsfEGvarbW9teTnzCAzTSMpG75APpz0Fb/jSXSoPFom04EtdW4nmZWzGxYZUqPccn61lVvyNmtGymrnM2lvDcukbE8pgCo7m4u7vU45Lp981qFiRgMAIvQfrW1c6rpM2mabBb2JTVAWWSVDtUKOmR3JH8qZb+HpbnSNS1QyktaPEDEFySpPLE+gFc6fveqN3FcvozP07SrnW/E9larDJKZJ1+1NtypQNnJwMLhc5qx4YmXR/iqlva2zpbmeS0Mcp3OgORnPtj8jXc/D0uuv6hHCT5DW6lwDxvDYH44Jqj4n1rStH8bzap/ZqNdWuEMijmRsfMT6HacA+1b05LkTZjUi3UaR6EB81c/rEWy9bjhgGroopYrmGK4hcNHKiyIfVSMg1l69D8sUw7Eqa2RgzF0hCtuOOOta6DuKqWkflwIOOBV5FIxVWA4b4tSXcfhCHyM7TeJ5xHTbhiM+24D9K8WHnT6pEBEZRIioiBeoIA6fjX1LcWUN7bSW1xCksMi7Xjdchh6GvPovCOl6f4glnsLQK9vmOKNmLJGPXn+L+VFgOV8L6Si6bcb8s8bFBu6qF4ArqfhxaLDd6lGFA2Tdh1yM1T0plGoasi7SDdOy46YPP9a6LwTGRd6i5XaTKB9cCvJqtqckelHWEWdNfR5UHHQ1x2vW+y4WVR14Nd1cpurnNZtt9uWxkisSos8ttrr+y/FsMr5UCUE/Q8GvVNSXzdNmxyNmePzry/wAW248yK5VcMOGx3r0Pw5fDV/DFvLuyxj8t/qOK9LCyurHHiI63G+GULXcpAzgA/wA67hBgVyXhOLE91n+EKP5116rXUzmR5H8S9A1G98XW01tbzTrcxpHHsQsAw4xkdOuefrWNqEk32sWZUw3VqpSQA8o4ODg/n+Fe+ovB5NeZ/EHTBbeIrfUAoAuoCjn1ZT/gawrr3L9jeg7St3OO02KWO4WSSIKrxBkwQeMn+uadf2itIJx3PK1e0a0doHZx/EQv0qzLakxMpHPavNqz5p3O6nHljynKSOsbS25XAcYGfWt/w3oS6zqunQB1CRMJpG7lVOSB7k4FZ2oWhlYcfNjg/Str4cXTW/i+CCXpLG6D64z/AErWl8SJq/C2ewOM5OO+ahGcVbcVWxg16R5pyOrx7dSl98H9K6HSoyIyexNZOvRYu0kP8S/yrobFNlsn0zVdBdSyV3xugONylc/UV8+3vgTXobbVmaxmENmhZndf9YAQPlP8XHP0zX0Oi4A9amSPIxSGfMPheCa7muLOKJ5vlDkqMgchfoOTj3rWOBdT24jYyrthCA56Zz0684r3g+FtIXTL6xt9Pt7aO9B84wxhSx7E+uDzXkviLS7LQJCLeImaGQQthWjQyAZJzknGCDxihDQ3wpr1n4ctdSS8aaMXsTRIyLn5tpw2OvUmuR0uVrbxHYyBgTLgDnjB7Z9+34Vq67/xM3F6kDglAZS0jOVPc5PbtTdH8J6hqF5pTRW8pimZWSYKdvyPg89O1RJXVi46anfxhTGkq/xDNZmpwCZCQPmrevLT+zrq6tP4UctFn+4eR/h+FY7v5mQK8ipHllY9GErq55r4isTgsB8w5r0r4YTm88LwgnLRfuT/AMBJA/TFc3rWnNKjHbW38IIZYZNVtm/1ayxyKPQkNn+Qrrwc9eU58VC65jrviEJh4KmWM4DSxrJ/u5/xxXjtiY7e1U3DNHFG+1pQuQgPc/rx1r6QmtILy3e2uIklhkXa6OMgivM/itoVtpXhCxj062WC0juyZQgOMlcAsT+IyfWu5q6ONM888SrBqc+iz6QJ5rRbb7OA0ZDeduZnGBnkllIA6jHpXVa14P1DSYNJvLkYQWkSvgfdkAwVP0GP1qTwDq9x4Z0aVzaqftcqzJ5oONgXAKgc5PPPtXfeJdRste8HfaIJVWXO5IXOGLD7y47nBzUzjeLSKg7STPKby3+y6hbyBeNwzxn/AD1rt9JuEsrLW0OMy2W9V/vEcH+Yrm9TCXEEOwfMACT0qZr3MSsVBOChGeoIxXmRqWafY75RvcWG9udDkubeElRfQiMupwVIOcj8Mj8ayH0251QpbWUTXF28n3MgEr3Jz/OtbWJ0FvBdIm7a3KkfeHpUOmapH4b16z1OeMvbkFJPVVbuPUirhdyjfYiel2ZN3dap4a8SqTM5ubCRYjgnDRqB8uP7u3/GvaNUAm0vzQODtcfQ/wD66pa14Q0rxFewalI8ittXcYiAJk6jP4d/Stq5iElo8YHBXAFd1OLjJ3OJtNGHCoCgelW0UHmqkPQEjFXo+RWxBLHxxXMQxtBMJsZLFt4PrmuqUcVB/Ztv9r887s53bM/Ln1xQmM8zubN9N8YX0LRhEdY5VCjAIK/4g12OiQrFIdoxu5NUfFyBtft8dfs3/sxq/pDDKkV5OJ/is9Gl/DR0EkYZPese+g3RutbQORVG6TIP0rNjTPLPEtputmBHQ0nw3u2hu7/S5D8uBNHn8jW94gtQ8cq4+8v615x4Yaefx4bYapPYsySrGYk3FmClgvoBwTk+nvXThnaRliPhPaPDkfl32or6Mv65NdMgGMV5v8MtRvdRuNVku7iSc7YSC/bO7/61elx+legcRKoxXD/E+Nm0uxlXPyTH9RXdqM9q53x3aifwxKdufLkRgfTnFRUV4Mun8aOG0sD7KNvepXjy54qHRvlQxN2rRaIg5rxHqz1DmNUgxyB0Oah8Nv5Hi/Speg+0KPz4/rW1qFtvjb1rnQ5tL62lIwYpkbP0YGtqbtJEz1iz3thxVZxg1cODkjoea5Xx1fXWm+G5LiyneCYTRqHQ84JORXrnlD9eTMUT9g2PzrdgUCNRjtXkWuapfDQo7211/UZlNx5P79FRZiFBZ48c7QeDn1H0Hr0R+UEjtTEWUGanQVFHU6jigZKo4zXnXxJ02W5MPlWkkyswkBiXJDAbWyByRjHPavRgOBQ8Uci4dFYejDNK4HKeEtAtE0CykubCETKpKllyeeCfx646V04hSKIRxqERRgKowAPpU2AOAMADpQw4ouFzl/FGkteWn2m3H+kQr0/vr3H+Fee6ewlLkn3r2NxxXmOvacNH8QyGNQtvdKZYwOxz8w/Pn8a5cTSTXOtzpw9Sz5WUbuBXjYEVofDi18jUdU4xkR/+zVx1tfPeeMptMu9Vu7W2eXZG8UsaLH0JLFxjGM8dScCut+GDXY1jxHb3UlyzW8scarcY3ry/3scZ4GccVjh6TjNSNK1VOLieoIOlYWq+I7eHUV0lLVbqRxiTf9xfY+v0rdj6j615RNNcx63PeDO8SvlW78mvRd7aHErX1H+IluW1F7i52mXbgLGuAFAwMD8KpRxkSWl6UxFH8+e3Bpt/q897qnkOhj+URYYc+p/Wtzw7a299NJZTthoEM0MbAYf2P0PNc1Ou+fkkdNSkuXmiYUEMM1gWIGW5A9KoSWbxMd54xWvbQGO1jPUkcmnXEO4KxAb1FeY9zu6HPfbVli+zy4+9kGrGoJBcWsaOMxt8vuDjg/niotQsVdyYlwRzx2pujsW1iztrkfupJlRgfQnrW1N+9H1M6i91nsXhyGaLwppUdwCJVtYwwPbirzAYxWN4/vrvS/DD3FjcPbzCaNQ8fXBPIrgNXv8AxXpOlWF3c6xfCW5L74yMCLG0qCcdSGzj/wCvXqo8w7detXYz0ooqmIsoOlSkcUUUhnFeLDjxJYAdGtXz+Dj/ABqxo/U0UV5mK/iHfQ/hnSxfdP0qGfoaKKxKOR1xR5ZPpXiF7qU+ieLpr+02edDO2zeuR8ylTx9GNFFbYf4iK3wnrXwlGP7Vx2WEf+hV6hFRRXpnCW061FqcEdxo93DIMo8LA/lmiikwR5JafKqOOpAzW2nzKM+lFFeK/iPV6Fe8RcHiuQ1VFw5xyOaKKcNwlse5WjGTT7V26tChP4qK5P4j/wDIpSf9d4v5miivYWx5TPMNX1xtXgiik0+ygMSqiPArqVQfwgFiAOc9Ote8p9xfoKKKaEWU6VZQcUUUDLA6UCiikIWkPSiigCFq43x9Gv8AZVvNj94k4VT7EHNFFEvhZpT+JHi17rDabrWoI1jY3kcswYpdw7wGUcEEEEdTkZwe4Neg/CG9n1DUPEF5dP5k87xSSNjGSd/5UUVz0t0aVOp6wlctdaNazeLkiYuIpV850BABb8uhoorqMDH+IWj2Nh9i1C1hEU7zkOVPDZGcmsO9eS3ltrmCRo5hxuU9jwRRRXnV9KqO2jrTNeONTCox2qF1Gw8UUVx9TqRj3ihWUgdetZo+XUrZxwyzIQfxFFFV1FLY9K+Jp/4o5j/03i/nXkV1q99eWUVlcXMssMLs673ZiS2OuTzjHHpk+tFFeyeQf//Z", 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", "info": {"video_id": "29442", "label": "spreading coin onto cloth", "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": "7616d3775deb3f2caa30284116ac8e1c58eb4b67c5a1aec34498e7fb6c44d719"} +{"episode": 48911, "episode_seed": 3223359111, "split": "train", "timestamp": "2025-10-13T03:21:30.629720", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3223359111, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'stacking 3 cd'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "98185", "label": "stacking 3 cd", "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": "98185", "label": "stacking 3 cd", "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": "dd97b70e832f01ec8c3237a41e75f1dc8446490ca2eadfa50519c43471add892"} +{"episode": 48912, "episode_seed": 2397755052, "split": "train", "timestamp": "2025-10-13T03:21:32.026592", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2397755052, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pushing lipstick from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "104324", "label": "pushing lipstick from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "104324", "label": "pushing lipstick from left to right", "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": "9c086dec2ab80a2d61d1558a5ef42e731c2d1b8e11ee1243900ace5be63b5931"} +{"episode": 48913, "episode_seed": 96079375, "split": "train", "timestamp": "2025-10-13T03:21:33.038910", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 96079375, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 box 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', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "7047", "label": "lifting up one end of box without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "7047", "label": "lifting up one end of box without letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "8c241561b83914463c297a3862f587c55622368a81d537a5833d4bddc44e3622"} +{"episode": 48914, "episode_seed": 1856063332, "split": "train", "timestamp": "2025-10-13T03:21:34.905828", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1856063332, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cable and cream 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, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "218729", "label": "moving cable and cream closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "218729", "label": "moving cable and cream closer to each other", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "04b6b598a4728ba4c18f1ff04f5cc44212560db4654255b00f53fdab785374ea"} +{"episode": 48915, "episode_seed": 3066695320, "split": "train", "timestamp": "2025-10-13T03:21:36.401600", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3066695320, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 body lotion from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 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": "186237", "label": "pulling body lotion from left to right", "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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lePa744vvB/iQKkYuLGcEvCzYKkHqp7fTpXpVElqeXRvLQ9VaEF8YqtLpcc9wokVTGOWDdD7Vz+gfEbQ9anSIPLBPJ0SZMc+melduiLNBuUjk5DCskk2btSjucR4g0RZi8MoBRyfKdui8YKH0B7V49q9hLo2otA4O08qT/I+9fR11Gk8bQSgZIxg/56V5x4s0GO8Q2kgxLz5ErdQf7pP8j+FOcFJFUqrpvyPKmf5uO9b8Me5R7VzMySW0rQyrtdDgiuzto8KCe4rz6qselCSeqFhjwD9avIvy496gUAE/WrCH+dYGhIUw4rv/AIcIBLfv32oP51wWMsPrXoXw6XKX/wDwD+tb4b+KjHF/wX/XU6m+RmfehUY7EdapCaOdTsYZBww9DV69OAa8k8ceI7zwrqlpqVoA6M/lzwk4Ei/0I7GvVmla54tJtux6HPCCOazryzD27nHasfQ/iJomuRRgz/Zp24MU/wApz7Hoa6xRHKgCkMp9Kx0Zs047nAXHhS0hjk1KW1DyNx8y52r3YDua4iXTH07U5xwUkwy47/T2r3C4QKWicfI3SvPfFGn/AGW7t0X/AFZ3FRjoOOntU14r2bNsPN+0RzqQ4GcVejTGabgBKkHQ15jPSTJQAS2aixwRUwGSaYF5/GkykIU/drQPvH6A1YMZEANQKP3hHtSKTL8AyD9K9mtXLWEDf3olOfwFeNWhyFr2DSm8zQrJv+mK/wAq78J1PPxyukZ1+PI3Tx7iw6qT94VlJf22pQ+bbyBlyVI7gjqD6EVr6mMRv9K8E1HxNeeEfHF+sS+bZ3JWV4Scc4xuX0PH416M7JXPJo3lodNZRDKL/eIH617bKUhiG5lUAY5NeK2sixXELuMqjKxA7gHNeh/av7QkNx5nmq5ypByAOwrhwcb3PRxr0RNq2LiBxEwc46Cvm3xhbsnim5Ugg4XI/Cvoy5uraxtzNdzJBGvVnPP4DqT7CvHNZs217xRd6t9nMUMhAiRhyFAwCfc9fxrbEzUUZ4GLcn2NT4S6bMniOKTe6KIHdgp4PGBn8TXuucqAevSvNfhzZGC8up+fkhVPrlv/AK1elHDqCDyKzo6wua4h/vLFCdGgJkQYj/iHp/8AWrKvrNZl86DCyKOeAePQ+q10RAdfesi4ja3kLoMx87v9n2+lbI52eJeNfDZikk1WziKLnNzAP+Wbeo9RXFJLx1r6J1WwW5hM0OAyrjDDI+h9Qa8Pfw3Fe+OLvTmvJrGA+aURI95DqhYL6AcHn0HqazqUr6o6KNey5ZEuhMH87J6Y/rW2MZAz3rkPBlxJOt0ZHLcIRnt1rrEBLCvPqRtKx2wd1cuQjkfUV6v4TlhtPCdu0zhQzuQO5+avJ4ew9xXZ6PrEMdpFb3J2CPOxsZGCc/hWuFcVP3mY4yMpU/dVzq7ueK6UhN4z3Irwj4rWUkGqWpdeGDbT6jivYm1rTIYi7XsZHooLH8gK838YTHxRqEEiQNHaWqlYt/3nJPLEdunArur1IKO5wYSlP2l7aHE6Pat5YJHzHoK+ltJt5LLSbOGVizrAgck5y2OT+deMeHdH+0a5aWu3KvKu7/dHJ/QV7lG2QQ3WsMPreR2Yt7RKt3EJV9GH3WHUGuf1CBLyIwzgLMvAPr/nsa6R/lbaeQelcd8QJZ7Tw611aSvFOsqKrqccEnIrpOJnnvi3w2Z99xGCLuIcjH+tA/qKVdoUfSn65NLJokN/a63qM7fafs4a4jVBOVXLPHjnCk7Tu9R9KhzkA1x4pLRnbhG7NMkXkmrES5bFVkHH41et87zXFY7ScRjKn3rvfAEkcEOoPIwVV2ZJ/GuCBO4fWtfRdW/s6aRXUtDJjcB1BHQitaElGomzKvGUqbUdz0e4voZshVfHrivI/i7YSHRBcAZjEq4OOld6uv6WqbnuwnsyNn+VcT461yLXtN/sqwhkaEuHlnkXaDt6BR1/GvUqVIKG55NCjU9otDy/RrUvDuYfSvaPh3cXtxYXBnZnjgISNj39vw/rXnVpp3kKARjivXvCVl/ZugW8bDa8+Zmz2J6D8q5KLcp3PQxVlCxr3QWSP2PPHauD8ViRZLZZDkLvKt6g4plxq11N47u9Ln1m8tLUzlI2iljRYuASSXGMYzx1Jrn57q/l1K8tr2e5kNtKyKtzjenJHOOM8DOOK2r/AMNnLQX7xAzAipByD9KhAyanVeteaz00Wok7nvSFQCSOzU9B+7FIRw31qWNMeW3Q9OlU8/vvwqzG2YmU1UPEoNItF61bBx716fpGpMvh6ySEKW2EFj2wSMV5VE+JPqK2tP1q500ERbZIicmN+n1B7V14acYO8tjjxdOU42judzcXE0inzNrD6V4R8VNO+zeJLSdeVniOPbB/+vXa+L/G1zBoTPZW8kE/mJ+9SYcDuOlefeNNL8QRadpGr63d3D3V0JFaBkIFso2sik4+8wbJH+Bx6M6sJRtE8yjQnCpeR2bcE1Zgd14WR1z12sR/KiivITsz2uhOIkchmG5v7zHJ/M0skaBjgCiiiQjrvA6BbO4IHLyAH8F/+vXWg7ZMD0oorvofw0efX/iMV+MY7jmq04B59Rz70UVsZswZ/wDRriRI/ugAAHngjp9K8a8U3Umj+OtSvbUL5sFwwXeMghk2kEfRjRRQyTnvCcSwXOoxp91dgGfxrq4/vUUV5tb42epR+BFmHr+NacR4X6UUVkjRj9x8s/U1Wl5U0UUMEa3gqJG1e4mI+eKHKH0JOD+lekS8Rlh1FFFehhv4ZwYr+IRv8ygGuM+ITE+E3yBzNGf1NFFbnOjy/XdebV4LdZNOsbdoQscb26upVBnCgFiAO/TrzV4dB9KKK48V0OzC9SVPu/jV23+/RRXGdhNnj8acv3/xoopDRLMx4qlLyOfeiiqewIZbxLLdQRt913VT9Ca9ZABhxgAKdox2A4oorswmzOHGdDyHXNXaw8T6srWVldxy3G4pdRbwGUcEYII68jOD3FUbK7nv7u8vLl988zh3bGMk5oorWv8AAzKh8aLq9R9asL1NFFecz0UW0/1Y+tDdX+lFFJgtyOPq1VpOH/GiikX1JM/MPrUqucNz2FFFXEiRg+KHY6Gef+Wi/wAzXJ32v6nqGmwabd3k01vbyPKgkkZiWbGcknnG3j0yfWiiuqnsclTc/9k=", 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", 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", "info": {"video_id": "186237", "label": "pulling body lotion from left to right", "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": "76a0b7cec96574f287f7a85ab2ec916d690b12ae971758a7e1803785e8113f06"} +{"episode": 48916, "episode_seed": 2219518096, "split": "train", "timestamp": "2025-10-13T03:21:39.508614", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2219518096, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 button that can't roll onto a slanted surface, so it stays where it is'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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", "info": {"video_id": "125529", "label": "putting a button that can't roll onto a slanted surface, so it stays where it is", "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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jng+lWpLgDPzL6YzWDrd0FhIUdF/yK2MLHAa9OGnPJCk8knOMVyFzJluvHStzV32ysoPQ8k9ziucnYFmNMZJFMUYEda6PT9WCRYJHtmuPLEGrNvOyngkUNAdzFeC5jIY8471m3Y2NketZdpfbZcMeDxWhcv5kJcngDmpsMs2sm4V6J8PXIj1EDqfL/wDZq8msr1ftOwsK9S8APhb4jGCE/wDZqi1pGl7xO6dm28H5vf8A+tVO5kYwsdyjJ4OaV7gKfvL6YxVC/uMJgA9M9ea0Mzj/ABFNuZgCAA2wnGeP/r1xk7BnOPqK6TXXALR88YLnOSWNcw5zIfT1oA0dOTfIODgnrXoOmkJCmRyRjFcNpS4kUdc5x9eK7SzZfIAYDJPFSIh1KbLfN6Yrk9RQY4wcjjB611F+wPHcHFc5exhiVHXnH1oA5e7ADAjo1UGPtWjeDGCB36elZ7kdQMUDPo0StszlWOPpUEsrPk8ccDjOazYdTtLpP9GuoJVPP7uUNUkk7KpwOlMGUtRnVAxAC4GBXC6j8xbHOep9TXU6pcM2/IGOAAPWuSvGGWznrjApiMtVPmD0HWul0YFCGUngAVz6c4x1rpNPG2In+6ecUmM6WOVfLCA4PQ5/pWdqJJTnI5Jz6U6Pf82TkZ4HpVa5y0ZU5BxzSAwLskbhjoT+Vc9dHJDeowa6G8IDM3UE9K53SLAaz4nl0u51Ga2UpKYike4s6oWC+gHByT6e9NAdp8MnKHVADg/usf8Aj1d5K7AFlOfxryb4Y6vDD/aP228jjeRYinmuFz97OPzr0c3KzRkwzK4IyNjA/wAqAIL2chduCcc/U1wfiMb1YnnJ4+tddfEqCuTwMDjmuQ1x/M3KOg9DTA4O5XDGqhFaV2nJJ4rPYYJqhCq+08GpvtBCk55x1qtmgnjFAG94Z1k6be+VKx+zzEBv9luxr2LTGtxaq0wDBzgE/wAPvXz+OlehWWsXMngBZY5mS4guBDuB5I7fpWNWF9Ua05dGdzdxxRptDZfOTXSvKWXacdM//WryvVpDDosGp2Gt6jMGufs2biNUWfCbmeIddqnCnd6j3A9H80qq49M896KcXG4TknYW4l28EYPfIrntUuBIrkYLEZz6CtS5nc4zjAGTXPXsmVO7oBnA5rQyZxWrLmRvUnJrnp+D+FdFqLbpXPQGufulIPIximBTahWxSHqabmmBOJSpyO1WpNQYWxQN1GKzs0hpWAekrJIHB5r2D4YXpurO+GeV8v8A9mry/wAKWGmav4ki03Vrue2hnO1Jo5o41jPcsZOMYzx1JwO9d98NYZNN1fxLYsk6fZ50jEdwAJFwXGGxkZ9cHHpSaGn0PR55tpweMdeKzLm5DKx4yec+lTXErk8gYA/Osm4lIB3dhnGM80gOb1g7pTz82RnHasMAkgAfiRWpqEu6Vj0BrNCnfgj8qYGtphIwe5PFdZaTL5eMlSea5OxQHaW6K1dDB8uPm5GRg+lSIdfNncBnHrWBe8FG3cE9a27gsQVxnHNZF0N6OpyM8gdcUxnM3ow5HqDj+lZbHg/rVzXJCtp5kbFWDDkfrSeIfDOqeHdA0nULySdZ74yebCYyBAAEKBjj7zBs47dOoNOwjGMjxPlHYEdweavWviLWLXiHUbhV9C5I/I0UVYzSi8YavcOI53ilBPJaMA/pitNrhp03MFGc8DpRRUgRRdVPfNdJZMVU479aKKliZpqx8vPGTVaZ2IZScjmiikMxb5QYS+Pmx2riJNTuNG8Rtf2uzz4XcLvXI+ZSpyPoxoopoTMy1QbXGThQAKk86WA5jkdT7HFFFaICzDr+qxcJfzgHsXJ/nUrazfSriSUPk5OVFFFJgVpZDL94D8Kpv1NFFICLvQaKKYAOldNpErf8ItfRHlBdRsB74/8ArUUVM9iobmjrHiNtbhgil0zT7cwIscT2yOpRFzhAC5AHOeByeaxrbxFrFsf3Oo3C47FyR+RoopxA0U8ca4hCNcRyDpl4hn8xWkmuXV5AfMSFTgcqCM/rRRQ9xFK9P75h2BNYN31aiigXUz270yiimACiiigCbT9ebRmnjOm6dfxTMrmO+g8wKy5wQQQR1ORnB7g1paV4p1lNS1DUVvW+03riSdtow7HJ6YwOvAHSiigFudDaePNallEUpt3B4yYsH9DXSHUZbm0Lskanj7oP+NFFQxsyL3/XlewzWaPvZ7g9aKKYupvWI+T8f6VqJygJPOAaKKkBGY7C2eQcCs68YhgcnOaKKaA4/Xzi3cDgCRcVk33iPVdS0u30y8vZp7a2keVBJIzEs+OpJ5xt49Mn1oopoGf/2Q==", 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jng+lWpLgDPzL6YzWDrd0FhIUdF/yK2MLHAa9OGnPJCk8knOMVyFzJluvHStzV32ysoPQ8k9ziucnYFmNMZJFMUYEda6PT9WCRYJHtmuPLEGrNvOyngkUNAdzFeC5jIY8471m3Y2NketZdpfbZcMeDxWhcv5kJcngDmpsMs2sm4V6J8PXIj1EDqfL/wDZq8msr1ftOwsK9S8APhb4jGCE/wDZqi1pGl7xO6dm28H5vf8A+tVO5kYwsdyjJ4OaV7gKfvL6YxVC/uMJgA9M9ea0Mzj/ABFNuZgCAA2wnGeP/r1xk7BnOPqK6TXXALR88YLnOSWNcw5zIfT1oA0dOTfIODgnrXoOmkJCmRyRjFcNpS4kUdc5x9eK7SzZfIAYDJPFSIh1KbLfN6Yrk9RQY4wcjjB611F+wPHcHFc5exhiVHXnH1oA5e7ADAjo1UGPtWjeDGCB36elZ7kdQMUDPo0StszlWOPpUEsrPk8ccDjOazYdTtLpP9GuoJVPP7uUNUkk7KpwOlMGUtRnVAxAC4GBXC6j8xbHOep9TXU6pcM2/IGOAAPWuSvGGWznrjApiMtVPmD0HWul0YFCGUngAVz6c4x1rpNPG2In+6ecUmM6WOVfLCA4PQ5/pWdqJJTnI5Jz6U6Pf82TkZ4HpVa5y0ZU5BxzSAwLskbhjoT+Vc9dHJDeowa6G8IDM3UE9K53SLAaz4nl0u51Ga2UpKYike4s6oWC+gHByT6e9NAdp8MnKHVADg/usf8Aj1d5K7AFlOfxryb4Y6vDD/aP228jjeRYinmuFz97OPzr0c3KzRkwzK4IyNjA/wAqAIL2chduCcc/U1wfiMb1YnnJ4+tddfEqCuTwMDjmuQ1x/M3KOg9DTA4O5XDGqhFaV2nJJ4rPYYJqhCq+08GpvtBCk55x1qtmgnjFAG94Z1k6be+VKx+zzEBv9luxr2LTGtxaq0wDBzgE/wAPvXz+OlehWWsXMngBZY5mS4guBDuB5I7fpWNWF9Ua05dGdzdxxRptDZfOTXSvKWXacdM//WryvVpDDosGp2Gt6jMGufs2biNUWfCbmeIddqnCnd6j3A9H80qq49M896KcXG4TknYW4l28EYPfIrntUuBIrkYLEZz6CtS5nc4zjAGTXPXsmVO7oBnA5rQyZxWrLmRvUnJrnp+D+FdFqLbpXPQGufulIPIximBTahWxSHqabmmBOJSpyO1WpNQYWxQN1GKzs0hpWAekrJIHB5r2D4YXpurO+GeV8v8A9mry/wAKWGmav4ki03Vrue2hnO1Jo5o41jPcsZOMYzx1JwO9d98NYZNN1fxLYsk6fZ50jEdwAJFwXGGxkZ9cHHpSaGn0PR55tpweMdeKzLm5DKx4yec+lTXErk8gYA/Osm4lIB3dhnGM80gOb1g7pTz82RnHasMAkgAfiRWpqEu6Vj0BrNCnfgj8qYGtphIwe5PFdZaTL5eMlSea5OxQHaW6K1dDB8uPm5GRg+lSIdfNncBnHrWBe8FG3cE9a27gsQVxnHNZF0N6OpyM8gdcUxnM3ow5HqDj+lZbHg/rVzXJCtp5kbFWDDkfrSeIfDOqeHdA0nULySdZ74yebCYyBAAEKBjj7zBs47dOoNOwjGMjxPlHYEdweavWviLWLXiHUbhV9C5I/I0UVYzSi8YavcOI53ilBPJaMA/pitNrhp03MFGc8DpRRUgRRdVPfNdJZMVU479aKKliZpqx8vPGTVaZ2IZScjmiikMxb5QYS+Pmx2riJNTuNG8Rtf2uzz4XcLvXI+ZSpyPoxoopoTMy1QbXGThQAKk86WA5jkdT7HFFFaICzDr+qxcJfzgHsXJ/nUrazfSriSUPk5OVFFFJgVpZDL94D8Kpv1NFFICLvQaKKYAOldNpErf8ItfRHlBdRsB74/8ArUUVM9iobmjrHiNtbhgil0zT7cwIscT2yOpRFzhAC5AHOeByeaxrbxFrFsf3Oo3C47FyR+RoopxA0U8ca4hCNcRyDpl4hn8xWkmuXV5AfMSFTgcqCM/rRRQ9xFK9P75h2BNYN31aiigXUz270yiimACiiigCbT9ebRmnjOm6dfxTMrmO+g8wKy5wQQQR1ORnB7g1paV4p1lNS1DUVvW+03riSdtow7HJ6YwOvAHSiigFudDaePNallEUpt3B4yYsH9DXSHUZbm0Lskanj7oP+NFFQxsyL3/XlewzWaPvZ7g9aKKYupvWI+T8f6VqJygJPOAaKKkBGY7C2eQcCs68YhgcnOaKKaA4/Xzi3cDgCRcVk33iPVdS0u30y8vZp7a2keVBJIzEs+OpJ5xt49Mn1oopoGf/2Q==", "info": {"video_id": "125529", "label": "putting a button that can't roll onto a slanted surface, so it stays where it is", "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": "7aee3423ec2efa513f14f83d93bc612caf541f3ed748b1f59b217f5ce31ba6e0"} +{"episode": 48917, "episode_seed": 3777287944, "split": "train", "timestamp": "2025-10-13T03:21:40.523650", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3777287944, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 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": "3255", "label": "pretending to squeeze paper", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "3255", "label": "pretending to squeeze paper", "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": "af947aced6802a5a647fe94fdfeb93c1218eb46e5b8b275467d3b16802907eb6"} +{"episode": 48918, "episode_seed": 2445848618, "split": "train", "timestamp": "2025-10-13T03:21:42.470993", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2445848618, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'putting 3 keys onto laptop'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "148631", "label": "putting 3 keys onto laptop", "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": "148631", "label": "putting 3 keys onto laptop", "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": "872268b411fbfa537300403dd4ceb5ab24a9ed432e298ac53c55b02213f23535"} +{"episode": 48919, "episode_seed": 3509496898, "split": "train", "timestamp": "2025-10-13T03:21:45.300788", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3509496898, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lego wheels next to lego man'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "55048", "label": "showing lego wheels next to lego man", "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": "55048", "label": "showing lego wheels next to lego man", "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": "785c93918d1f24bdf49c3a23b385e10f68b6af11c0f560753ff60e39a4e99081"} +{"episode": 48920, "episode_seed": 3641819695, "split": "train", "timestamp": "2025-10-13T03:21:46.819327", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3641819695, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 knob of a door'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 3, 1])", "action": "('reorder', [2, 4, 3, 1])", "reward": 0.0, "image": 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tyvuDUZBPQU+zjkW9ddpy6ZA+hoQy5IxbI9a9Y8G6ULGwDlcMwya8907RJ7ydflIAOTXs9tCIYVQDoK0grszm7I8n+J1suneIYtTLBjcwBVHdCvB/Pj9a84TUbm5leOEFnlOFr1f4v6VLPZWepxglIMxSgfwhuQfz4/EV5TpjpZM07LliMClUjZtm1KXupG35E0RiikdWc9WUHAratbiNR5Eib4mGCueR7/Wse0ufPZpCcAcZq1byLEjTv36D1NZxXVjqyu7Ih1C3NrK+45jwWVuxH+etULO5WeLzF6GuhdP7UsXtrrIifoQcFT65/wA5rm10q40a7mgmO5GAeKQdHXnkf1FMzRbL1XnOY2HtT80x+lIZesJM6dBz0XFTwQNe3kUCjO41S07Js1UDkEj9a7HwTpjza2skifIqHGfXiq3Eeg6Rpy2WiiCFAHMZA+uOK8DkZdIMvnL/AKWGKuGHKc4I9q+kkUKoGOBXzZ42t54vFWpR3Aw4uWb6gnIP5EVpOGiFRn7zIoL+OW4jjhgJZhlhGP6Vr2TsLklSQq9SOPwrP0jybK23EjznHJ7/AErQQhIN68Fj+tYWu7HRKVo36mhd20ZtPtFuc7PvpnJHv9Kw5yOPMPBOBW5bTJbIrSdXH3T3rD8S2MwRLy0U/ZU+ZgDzGff296uxz3EGT0FSJavKcAda1LbTS2OK6Cw0cZBK1FyrHNaPpss6GIA/I7Kfzr1Hwhoo08tIR8zJg1m+HNLC6lqURX7k6sPoyg13lvCsKqAO1b0431MpytoDcCuX8SLHNaTRSoHjZSGVuhrp5TgGuO8SzbLaU57Guh7GK3PJJLH7PehVJaIsWGe2O1Mu4x50ZBzuOMVpujTFgvUDNZSS+fdKPRT/AIVwNanoRleOpoxlvNRU/IVJqljbausaGVY7qMbVc9x6N7VFbH5Z5c8KuBimeHbI6n4jaxn1Ga03pI0Zjj3lmVCwX0A4JyfT3q1qYPTUyreznsrme2njKyoRkf1+lXFgdj0qfSJp9U3NPI0rKq4LdQDk4ro7XS9xGVqW7Mpao5mbTn+zPLg/Jhv1rq9J8OtdFWcfKa1DowfTLlNvJhf+Vdd4btEk0mznwPnhRv0q4RciZNI0NFsVsNNWFRgAk1bnP7tvpVjbtjIFU7tsRN9K6oqysczd2eV+LPDWjIZbmG0WKZznMZIGfp0rgZU23Ua/3c16T4um4Ce9cPdWymM3OMMpA+ua56nxHTTb5RlvKQtxIOCBgGtWzjFtANw+Y8t9aybNC1ttJwrSfMfYVY1WeSPT3kjkKuHGCKzY7aGtd2ltrGnm2m+SRfmhkPVG/wAD3rNi0/IAIqbVIre20CDUdO1i/lVrn7Nm4iWNZyE3M8Q67VJCnd6j3A6KzsA6qQODSndBHUx7XStzDK1pRaOq63YDbxLHIp+owa6K004DHy1cuLQRalosuOl0UP8AwJD/AIURTbHJ2Rq6XpSQRZ2DpW5jAH0FKiBYjj0ob7q/7orsjFI5pSuZerhJLZ45FDowIZWGQR6V4B4i0d9OvZlt132+SVA5KjsDXvGsSbYm+leTapIZb+XHPzYqK2xdJs52yfbYxj+KTkitdVV5Yof4VGX9qpKoOoqhx98j8qvo2Z5CMYbr71g2a7lwSEY24yarax5s6Wyf3d2Pxx/hUWimC/8AFg0zUNQubSCR9iSxyxRrH3JYycYxngck4FRRyXA8T3OmXT3GYZJI0S4wJF2nowHGcdccelJppXEnrYYlk7Yq/a6QZGGRW7babnHy1uWWmgEfLUXbNNEc34f0PzLi7jK/6ucj8wDXpej6YlkFKrgkEfpWX4fs1j1zVoyOjRSD8U/+tXWqu0oPr/KumnDqzCcugxuBXmnxG8PQ6nGdQiQ/bYRjj/loo7H39K9KkOFNcX4on22sp9q2kvdM4t82h4cCTdLGchi23BroYj5k8cYxheTTbu2hkYztGPMTkMOtFiuRcSEnIGM1yHS22XYEE1w8x+6p2qD61pW9wiPgjcp4YEcEHsawr+Z7fSw0DtGwYDcOpz1q1rWjax4d0TS7+7uLlZ70yGSEpgQY2lAxx94hs47fUGhK5L0Ous4I8jiuhs4UAHFFFREt7FzR0C+JdRUDgwQMfr8wrpf7v+e1FFdkNjlluVZjwa4TxYxFrJRRVy+EmO5wch2WbsvUnBrn7WRm1W5BxhV4/SiiuI60bVtGpslHOGkGfyrNk1GfR/Ekt9a7POhdgm9cjlSp4+jGiinHcUtjW8ExKTcqRwAg/nXodnCnHFFFS/iHH4TdtoU2YxwRirXhPnwzp/tFj8ASKKK6Ke5lM2m6N+FZ18T5bUUVujBnlvitibtQTxXNakSkKRjhev60UVyVPiOmGxWtD/of/bU0mrnGmE9fnWiis+pp0K+t+KJNdgt4pdK022MEaxxyWySKUjXOEALlQvOTgcnmvRfBjG58O2ckp3PtK59gcCiirlsZwOygjUAYFRasNqWDDqt9Bj/vrH9aKKcQZ1B/1bfQ1Cx/dr/uj+VFFdSOdnOa6xEL89q8sPzXUrHkgk0UVlX6GtIyrU+Zqylu7Ma1YVAMxx370UVzM3Riya0dJ1K7jOnafexTShmjvIN4VkHykEEEdTkZwe4NVv7RurrVTq88nmXsl2sjuR94tnPA7dselFFX0M+p7FZxIQOK27aNQBgUUVECpC6YAvijUAOhtYSfrlhXQt95Px/lRRXXDYwnuVZzhTXn3i92Fuwz1ooqp/CyYfEjhpgBp8zd+P5iq1jza3B/26KK4mdS3F1ZQNI3AkHcv86yr3xBqmoabb6bd3k81vbyNKnmSsxLPjOSTzjbx6ZPrRRVR2Jnuf/Z", "info": {"video_id": "34655", "label": "moving a knob of a door", "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": "34655", "label": "moving a knob of a door", "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": "160b4e08006c4fd773d200d6dca08ee34613403987a68943e5311a203c4fd97f"} +{"episode": 48921, "episode_seed": 43722314, "split": "train", "timestamp": "2025-10-13T03:21:49.039732", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 43722314, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 battery next to honey 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, 3, 2])", "action": "('reorder', [4, 1, 3, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "186975", "label": "putting battery next to honey bottle", "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": "186975", "label": "putting battery next to honey bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a2d6fb69b006b65913de888cd4a86adc0b727c3e390fd3620d87d9e2ac88aeb4"} +{"episode": 48922, "episode_seed": 1917841800, "split": "train", "timestamp": "2025-10-13T03:21:52.422430", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1917841800, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 keys next to pool 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, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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ZbH51JqLExtW62BbnEaqcyyL7ZrmrnMdzkN3B4rp9UGZEPrkGuZvsAhh1xSRVRXRjaXo01/rz3l1GUhEpk2t1Y54rv1PFZ1ra+SgK85ANaiISoroPLM2+XFwp9QK9A1kj+zGx3Za4TUF/1be+K7jXDixjUd2H8qyenMbLXlObNZ2oJYSTWT3VoiPFI6RNvL5BOV35A3N15rQfgVPZ6Rbavp94LlQxQpsBPQ9c/pWMW9kdLinY2/Dd/wCZplzaE/6t9659D/8AXFcz4ky19txUvhm5ZNRurWRsyqhVu2TnINP1iLfdiQjjpVLY1jozFZi1v5TcgDisvzTDh8Z2Hp61qXY8pRgVjznJcetMctVYpXOhXGt6nHcP8tsigbSfmIzmurhQRxKigBVAAA7Cq2nuJdNjC8EZDfhV+3iO05NbrY8yWjZVvVzbZ9Dmt7wL0v8A/tn/AOzVlXaA27j/AGa1/AnI1D/tn/7NUNe+i0/3bNfXm/0KMer5/Sudrf8AEDApEnoTkfhWAaxq/EbUfhFCg8HkVS1BApiIzvY7Qx7Y+7/UfiKuqaWSCOdFWQZAORzURdjZq6IbJXAw8ZXPTNdTY4ayQADOD/OsMYAxWtYNiyBBPDkVpS+IyrfCQyyz2N0lxbttkXg8cEehrlfEmj3XijW4tQvJFKxRiOOEA4xknk/U12MwEqndzVUqFXCjpXSu5yNmJDpFwQFHlgDjO7itI6da2dhLK7eZOEyp7L64/Cp0JC9cVWukaSNk3feUj9KUldNBF2aZoa8V86PGOhJ/SsQ9ap6n4y0+5mRlWQAKRzisx/FEHJjgdgOc5rCcG5XN6dSKikb2aerVyc3iSdv9VGF6Y+QsTSf27fyuBChywHAQHHap9my1XidlFHLOw8sZ5xV5p5dPs3RkywOayfDl/cR2JkvVIZZwm5sdxx0+hrenaPUIZNhBOO1VFOLN+WM46kVrqMV1YLchtoPDA9iOopiTB03KysMnBVsg1yOpwy2TBVdhEzZK54z61i3t5eWz+WtzIsTjgA1qpXOWrRcFdHePqcCSfNOipypJPRvSoZ9UtUxKbiMxqfmO7t3ry+6neNwwlYKyc5GTmrHhmwTxB4g/s+51Ce1V4pGiKx7izqhYL6DoefQe9Ucybep6l4EvLe5/tDyZN+3y8nB/2qn1Yg38mOmB/KvPPAHiiHREv/tKSyNOIyuG6Y3Z/mK27vxjZz3LyGJxnBxkZrOUPdsjaFRc15GuTUbNisJvFEOMiBuTgc1Tl8TSbwVjTbz8uDnFZezZt7aJ6Jos/wDoIAP3WYGrl7loRg9a4rwdrbXOszWUowHQsoxjkHn9DXbXGfKI7irtZGsJJ6o5bVogqRvjjJ5rlL1cMBj+LFdhqQL2T+xyK5O/GVV8dev1pGj2NbT5A9jAzf3cH8OKtpIGzjscVxN5ql5aW628QVUYH5u/Ws658QaiFYpNIjcAspwDW6eh5s9JNHfXrh4yueVww/PFdjrpUxRY65/pXlmvJFH4cttV0/W9RnVro2ubmFYluCE3O8WPm2qcKd3qO+QOo1Pxrp9ysYRJABxk49P/AK1RKLs7DhJJq5ZkqXS5XS+8pSdsoIYfSubfxPA2fLhduM8mk0/xNjWLVvL2RGRQxwScE4/rWShJO50KrG5rmOS18YWs8fCXDmJxjqMHH8q29TQbT60l5CDqtg4/hmJP/fJpdTORiqOnqc7ejdGPY1hTfeIxXQXIyDWDdjaxPY0Ay3okg/fwnqDuFan2uMP99ApyMk9+mK465llhV5IpCjbeSPSsWW4lVAfNO1uTuzyfpWkXoefWVpno093Eiby6lAfmOeAO9bHw/uYZv7R8qRXCmMHac/3q8y8J21hrPiKLTdVvri2gnO1JY5Y41jPcsZOMYzx1JwO9bnhzWn8H6vrti1pcuwm8pUuMK6bWYfMFyM884OPSnbW5Ck0mj0fX3BaEfX+lYZPNYl/41numRnsgo5AHNUW8S3LZK26LxkA96ynBt3NoVYpWOo3U8P71xkut38wO1mTpjZgc1HJrN83zCUg4wQH98VPsmX9Yids8m0buw5rX0582Dc/xmvKm1G8cMGuHI/umU+9Tw65fQQ7IrxkTJwA5/wA//qrSEOV3M51lNWSPVm+7mqSSrIrEMpAYjKnNeZr4g1JFH/EwkHJJAPeozqt3Jnddy5f7wB61pcx1PRZNRt0l+aZAoJViT0NMl1C3UCVZo2VGBOGHavK9RmlhVJI5XXcOT1JrU8QeGNV8O+HtH1C9luVnvjJ5kBjIFuAEKBj/AHirZx26dc0yU2zNe7kfeWCfIMj5abHPLI3LkduPoaKKRSSuTyF4yVWR8eWW698V1nguyhNxcSMGZvLX7xzjJooqXsbUUvaI39TiVVkAGBtzisfw7qNynilbXzMwyRnKn2oorJHoM1/E8KeW3HTmuJ1EeZpysxO4YIIooprczqfCzDlHyQDJ+YZJqGz1O40TVhqFps8+EuF8wbhypU5H0Y0UVqebs2R6dO8G8R4HTqPrV2S6lKByw3FiucUUUwsLFJJKQGkbnk4+tK0khYx+Y2NwX3xz/hRRQVZGr4Yllt/FenFJGO+TY2e4KEn+Vetzn97RRWcjpw/wmFe/6iX6Vy0ihrbkfxGiioOkwtWiVrV2PVPmFc5dKNgYjJzRRWsdjz6/8Q1de8WSeILe3im0jTLU26LHFJapIpSNQcIAXKhecnAyTz6003ckhKsFwq5Hy/SiiqMxkdxLIRlyOnT3qVt8TRhZX5Bbr3Aoooe40lY9e3GRrZ2+9uU/iRUeo9aKKyPSMW56GsO8H7vP+1RRSBmVcgEAHuMVgtxEvPU0UVUDlrrYnsNcbRXuIjp2nX8MrhjHfQeYFZM7SCCCOpyM4PcGpoL661bUb6/vJ2e5uW82VxgbmOT07D2oorQ5+pZljIDHzZD9TTDboGj+ZzuIzk+5oooIYvlJ2yOAOCfSmyRRiBCEALA5Pc/KKKKkEwBCx5CLyB2pjnnGBx04+lFFNBdgZGL44HA6CnAs+QWPBB/OiikaRSuQakNtjBjqTnPenXviLVdT0q30u9vZ57a2leVPMlZiWbHUk8428emT60UU+hNrNn//2Q==", 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", "info": {"video_id": "126555", "label": "putting keys next to pool ball", "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": "126555", "label": "putting keys next to pool ball", "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": "4216ac0f3ef06bbd76bf23857bd4775d38fedcd46d2b1c6909e28332136ab59d"} +{"episode": 48923, "episode_seed": 820417281, "split": "train", "timestamp": "2025-10-13T03:21:54.028255", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 820417281, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hair clip on the edge of cot so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 4, 2])", "action": "('reorder', [1, 3, 4, 2])", "reward": 0.0, "image": 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V/Ee+kknghZjtAJWptY0vd6HlGqBRP8qgcdhVYQgxqTnJqbUmzcn2ApBxGo9q22SOZpOTK5iIIwa9H028CeLlcHKzIEz/AMB/xFeeHrXbQtE2sWckccUOWX5YyxAOeT83NROWhdOOrPSoCZCqqCSTgAd6qavYSaR490vc2ZZbdHI64O45A/IV0XhqyaMfbXXL5IhX9N3+Fb//AAjNrcaxa6reoJbmJcR5PCnOc0qsr6EUtHc7aQ/umI5rB1PUUks1jhcMGOGIORx2rUvZxb6fNKxChUJyTwOK47T5LO+jeCwnJ2JllmGGPJxjsfrVRp86bCMlFq4qvljjgUnC6YUB7E5Hr1qJ7iGzRnumMSKRltudpPTNUtcuQmltJBMp3RkhlOMjFRytI6ZSTeh4h4ouPO1C8fOeW5rio1Dzc9K6HVp96zuTyxP86wIP9Yx9quGiZjV1kkK8SZ7itzw+QmmaqmfvCMj8CaxnrY8P+SYrxJItzMo2P5hXYcHtj5vpRKVkSo3kj03w5defotqe6rsP4VvT6dNqGhao0ZKpDau7N7gZx+OK5XwXDJc2iww4YtMQPy5P0r1iHTDcaXJpkHEDRssj/wB4kYJNLmtCxMo++yv8H5A3huZAAFV1xjv1/wAK7qadIZ8OwUEcZPWsfwlolp4f037HaKdgOWZjkk+tVfEV1Zx6lCLq68krGdi4JBJ78dOg5qacea0SpuzbK99dG5uXlPf7vsKgUZuYWP8ADnA9+KddwyxukrhSHG7KHI/P1qOKa2lZo45o2kT76Hhl/wA8UODTOnni4qxxfxMn8uxVc/6xunSvCtVx54wB0r1T4j3kklzBEzErglea8o1Js3J9gBTgtTKq/dIRCpjUnqaY0OOhqwOI1HtUbda0TMnFHpNzplle31smiJeuisWnebafLBPGMf1r2rQpUfTo7hopCiQhw3BzjjFcnNeaUmlpY2tstpGh3gQIcE+pyck1BaeIryAxwwyEeWpWNx8uATnB/GtqeHjy2luZVKzb02O/E0t4vmrfIrtlVijPCHqA2fX1p730s2lyW12obDFJCwGCB2J/rXALr5sp8ytJHIOSHTn9OoqO78Szavpclq/zkOF2oMF1POdo44NauiiFNk2sJNoGrzpaSOgAEkD99h5H49vwq8ZL/UdLguobUiZ2zK6nsepx0I744x75rNv5H1DS9JfdmVEMBVvvfKRx+R/Q1keIb6TTdYhWGZlWKNCBng5XGcfhVgVfEmsXrRz6Z9oJ8obdgxtb2Hv6V5jqBIjkUgg9TmusvpGluZPN2sxGW2Hj8/WsLU7U3DAkkSE/fxkOPp2Nc1RKWqNoSaVmYFsAI2Pcmh61ItN8pCGXdnueMVUuLN40Z8gqp/Gsmne5SatY3fB2nW9+L0z6jDaeVsI8yNm38NnGK7/4Zp5U1y8nEbA+X8pJ46kfy/OuX+F2n6TeXd/Lqyu6Q+WUjEgVWJ3fe7kcDgV6IdRi03VBdwNDJEAQiL8uwEYwOO3b6VdOipO8tialVpcqPQYpDCEtrRVkuJQCCThVHvn+VLb6jd2dxEJgjQScF1UjB7/iCOlcNP4la7ihMpUBBhZGUgtjsW6Zqyni+O38lZRHMpfJIfLAnocdCfrWv1ZJbGKqts0fGEIu0l1JMh4iqnk4KdOnYg4/76rL03xCLqNNNud4MXzIyty4xyp9B0Oahs9WN74ouLW6mZoLmNrd4j90ehHoa5gSXNjK97EzRmJim8dc4/w/nWkYpR5Qbu7m9eajc6bJcXzWxTYxiMk0eGI7Z9e3PNeZeKdQnvr7zZiuMZXZwpHqPT6V0N9rd7f6YYLmUzCMnc7PkjPT6iuaulEsLKclGALbeSP9of1FZVUpaW1NKcnF7nH3Xz3eD3IqR8VabTJXnLEgqG4IU5Ip1xYsoBjBz0wawaZomtTMP3h9a9JuNMsry9tU0UXsig7p3lCnywSOmPx6+1ecyRtHLsccg8ivoOS70pNJjsbS2Foi4f8AcIeT6kk5Jpxp879BSqci06nW6HIj6dHcNHIUSEOG4wccYq4JZrxfOW9RXbKrFGeEPUBifX1rgLPxHeW5jhhfHlqUjcYXAJzg/jT0182VxmVnikHJDpzXSqEU7o5/aS6noD300+lSW9yoZgxVy4BU47Ht6CuB1CeXw9rszWh2hGDw7uRsbkfX0qK88SzavpL2z/MQ4XbGMF1POQo461Fqb/2hoWklVJuE3W7ZPOBggH6ZNVCCiNybNqSW41PT4buwtipkbLnfyoPUYJwQD27e+a4rxHq960c2mfaCfKG0IMbW9gfX0qC4u57C4RklfbA2A4zt54zWPfStLcOZCspK/MU6H8aU2rWY46O6OP1AkRyKQQfes+3wI2Pcmuh1O0NwwJJEhP8ArOzj3HrVWPTBEhDLuz3OBiuXla0N+e7uzJeun8GW+mTpfnULueApsMYijD7uGyDkjHasG4s2jV3yCqn8a7j4ULpa3eoXGo2qTtF5Zh8wkhT82TtAwT061PI5e6HMl7x1fw1tpbWSfzopQZ1zHHs5KjnIz6/yr1YzGFo7O3eOKSQAmSY7Quegx6155JqyWeoteW0vmF93ySIeAwwank8Q3FzbRtNu8mLhWKA7fYnr+ddKw8NGc8qsmzvYLu7sriJnk8y3c7HJUAq3OR14OR+NYPi63W7t59QVMSxMpJH9z7pB+hwfxrEi8Zi1MIVo5V3c8EMM9we2Kj07U/O8VzC4Z3iuVa3kzyjA8DFUqfK+YOZtWJ9J15rlk0u4QuqZaMqTk8cqcZOO/HpVXUrzUNJE17JCYQjGMNIoLFT057/WufcT2nmXaMybGKKwPJ46j6cfnWZdarc3OntbTyiRYyc72+bn0zyauVl6ArswfE17Pe3pnmfeCMhlGAfw7GuNuvnu8HuRXZXKiWJlwzKwBZR1PuPf+dc+dLd5i27cobg7ecVySjZ3Rvz3ikyi9QnrWpcWBABjUg9MetZs0bRSFG6jrUWsVdPY9nZmaQoBnHFWzbBIlfoNvPtVGFiGLk96sOTJuQy7FbGABkt9K7VI5LFCVw8wx06fhXQxWFza2aRxSKsjSbgGUEopHJyfpTdNEGkYneDfK52ojdfr7VrxW0t1Z3V2qFYJWwS3VSOp/Hj8qTlcrYSIWtiZ4ZPLSRSQhwMnjk89SeM1wviaWS4iluZIw8JbbC2ctGy46+xGfxrS8WSyS38cwBIRMs46YyAD/T8KwZ7ubyLiyDfu5yGO76jOKNlcDNtb2DyyjoDkdfSqNxGrhoS3B5VvQ+tTzwlcTLGyITwT3qD756fMfSsrlGYJZI5DHIMOvBHY024VZCB03jaf6VduoDIAwH71e3qKb4c0qLX/ABKbC7vpbXdHI0RSPcWdULBfYcEkn0pSQ0zU8CBoDqQb/pn0/wCBV2UMJuXxg5xxXD+CJmkS9ySSfL/9mru45WiiO3IcHtWtN2iRPViTO1vbtGGIDjBXsag06zN1Ou2NG2MCysOCPep2tJby6UO43HA2IcnH9K3oDZxwLZ6cu26LBSy5/eNn17jtTcuwkhtrZFnlZ4BFDayYj2EjJzjdnr7YqfUoNNh0pGS0MkzELGA3RiepP161NeySWdvcbECo0YBjYHIAzz+eDXDx3Fza2siMXXBSUITww/8A1UlewHO3k6/2nI7IwVmyyMcEH+JfbBzT7oxOiS2/G0cina2Re6h9oWIRq2CNo+82OSfeqGNq4Pfgms29S+hSui1u3mJnymPOP4T/AIVH5omjIJq8yBlZWGUbgisi98y1gZFJHIww7ikxplS7iYsJevIDH3HFetlmZtgHTiuE1nRtMtfDltqem6lezo90bX/SYRGtwQm53iGd21ThTu9R3yB3EDEHeT6VVJ2bFPVIvG2EcaydAV59qzJZPMmB7dB9KuuWk3qZNiN0AGS30rS01YNJAneDzJZDtRWGT9fatXMzSHQafdWtoiROiyNLuAZASikcnJ+la8SWNhdC2nSLJXADEAvkDP1JzRbwSXFpdXgXbBK2Mt1Ujr+fH5VzfiL7Td3YkDeYsEZfd/s5/p/SpWrGZ3jWbKyslokNv5m1dv8AfGCCR2yMjj0rmLO+TytkiAhhwfStzUrqcwXdmOlym5S/vzXLRRkQJJgjB2t7Gom9bFLYdcRq4aItwTlWHUH1rK82WOUxSDDg8gdDWr9/jHze1V7m3aQBgv71P1HpS3GUbhFkYDpvGDW54FDW51IN/wBM+n/AqoeGbGw1jxTHp+r3VxaxTNtSaOWOMRHuWMnGMZ46k4Fa/h+2ksdX1qxZJ0MFx5W24AEigMww2MjPrg49KUdJXG9rHXW0BuHORzjg025YwRlASCwwQD1FKsjJEQv3gc8U5LL7ZdAvJ5hzzt4UD3NdHMY2I9Ks3u5wyBcxMGbcuRj3FdFbWbMZ5Jo4xBA/7lVGB97G769qIZoLiKPT7GHY+8KrquAzDuf/AK/arWomayjuAoEbMgDRYHQA/wD66hu5ZFqEliNJQ21pDLKxVFYHhDnOcj0PNeVXs+3U5XeLBL5kRj0bow/PNdEPtFpBIrBlYBJgOxHvWHrLvf3y3DKAGChcdyBSnoOJHdSxTIskPyFeozWNeboW86Mfu2+8B/Cf8Kuldg2kex9aayZByuUPBFQtRmeJBLGQ3NZd5CxHm9ezfhxV2+SS2gZVJClhhh3FafiDwlqHhzw9pF9etMst+ZfNt2jIEAAQorH+8ytnHbp1BqJIpM9esoIUvrWLyYysw+YlefwrTfTLTzEkEQDIxUEelFFbLYxJ7fSrOdCs0XmDcR8x/wAKx9R1C5S9ewR9tsD9wD0NFFDKRnLGs969u4zHMhVx6g1xl1LJIE3uWMRCqT1x6UUU5bCW5H5jfOpO5RxtPIxVG+kNkVeEKCxxyM4ooqRlRp3mwWxn1ArOt9WudH1o6ja7PPiLbd65HzKVOR9GNFFSykdL8ObWKWbUUcEqojxz9a9UTRbIoMIwJQ5IaiiqhsTLcq2tpFDFCiAgPncc8nNaaWMOmK13bg+YAHAY5APTiiin0EZF3dy3zPPM3zu3OOAB6Vjak7LbWVwMb5FeJxjhlB4GPxooprYHucnOMFDk/upwVH41NeQRPGJSgDkgEjjNFFZlMotMdnl7EC/SsrUzi2YdQGU4NFFHQEO8QeKH1+2t4ZdJ021NuiRxSWqSKURc4QAuVC85OByea9ksLaBb21h8mMrKvzErz07UUUoBI0W0y03pIIgGQlRirNtpVpcRlZo/MG4jk0UVqQY+o6hcLfPYq+22DZ2AehqjHzqKoQCr8MPUHg/pRRSQ2cnqeUkMW5isEhRMnJAz0rMtT5T3UagFC2SpGQTRRSluNbEOoSGx2vAFUsccjpVM3Ek2C+M+oFFFIClBr76TcXaNp2nX8Uzh2jvYPMAZM7SCCCOpyM4PcGur8Dzyaxqeuahft59zMyTSMwxljuJ4HQe1FFR1Kex6XbWFpNZwO1ugMmVO3iki0+CERRIpCbsEetFFamaLd5aQ6RZNe2abZiepORxnnFc/NdS3kLXE7bpHO4miijqPoZupsyadaXSsRLloifVcZwfzrkbgbWUj/lnMCvsaKKUhxLNzGk2WdBvGPmA5NY4vZWBjwgUHGAtFFSBR1Fj9k46FgcelQaj4i1XU9Jg0y8vZ57a2kaVBJKzEs+M5JJzjbx6ZPrRRUstH/9k=", 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V/Ee+kknghZjtAJWptY0vd6HlGqBRP8qgcdhVYQgxqTnJqbUmzcn2ApBxGo9q22SOZpOTK5iIIwa9H028CeLlcHKzIEz/AMB/xFeeHrXbQtE2sWckccUOWX5YyxAOeT83NROWhdOOrPSoCZCqqCSTgAd6qavYSaR490vc2ZZbdHI64O45A/IV0XhqyaMfbXXL5IhX9N3+Fb//AAjNrcaxa6reoJbmJcR5PCnOc0qsr6EUtHc7aQ/umI5rB1PUUks1jhcMGOGIORx2rUvZxb6fNKxChUJyTwOK47T5LO+jeCwnJ2JllmGGPJxjsfrVRp86bCMlFq4qvljjgUnC6YUB7E5Hr1qJ7iGzRnumMSKRltudpPTNUtcuQmltJBMp3RkhlOMjFRytI6ZSTeh4h4ouPO1C8fOeW5rio1Dzc9K6HVp96zuTyxP86wIP9Yx9quGiZjV1kkK8SZ7itzw+QmmaqmfvCMj8CaxnrY8P+SYrxJItzMo2P5hXYcHtj5vpRKVkSo3kj03w5defotqe6rsP4VvT6dNqGhao0ZKpDau7N7gZx+OK5XwXDJc2iww4YtMQPy5P0r1iHTDcaXJpkHEDRssj/wB4kYJNLmtCxMo++yv8H5A3huZAAFV1xjv1/wAK7qadIZ8OwUEcZPWsfwlolp4f037HaKdgOWZjkk+tVfEV1Zx6lCLq68krGdi4JBJ78dOg5qacea0SpuzbK99dG5uXlPf7vsKgUZuYWP8ADnA9+KddwyxukrhSHG7KHI/P1qOKa2lZo45o2kT76Hhl/wA8UODTOnni4qxxfxMn8uxVc/6xunSvCtVx54wB0r1T4j3kklzBEzErglea8o1Js3J9gBTgtTKq/dIRCpjUnqaY0OOhqwOI1HtUbda0TMnFHpNzplle31smiJeuisWnebafLBPGMf1r2rQpUfTo7hopCiQhw3BzjjFcnNeaUmlpY2tstpGh3gQIcE+pyck1BaeIryAxwwyEeWpWNx8uATnB/GtqeHjy2luZVKzb02O/E0t4vmrfIrtlVijPCHqA2fX1p730s2lyW12obDFJCwGCB2J/rXALr5sp8ytJHIOSHTn9OoqO78Szavpclq/zkOF2oMF1POdo44NauiiFNk2sJNoGrzpaSOgAEkD99h5H49vwq8ZL/UdLguobUiZ2zK6nsepx0I744x75rNv5H1DS9JfdmVEMBVvvfKRx+R/Q1keIb6TTdYhWGZlWKNCBng5XGcfhVgVfEmsXrRz6Z9oJ8obdgxtb2Hv6V5jqBIjkUgg9TmusvpGluZPN2sxGW2Hj8/WsLU7U3DAkkSE/fxkOPp2Nc1RKWqNoSaVmYFsAI2Pcmh61ItN8pCGXdnueMVUuLN40Z8gqp/Gsmne5SatY3fB2nW9+L0z6jDaeVsI8yNm38NnGK7/4Zp5U1y8nEbA+X8pJ46kfy/OuX+F2n6TeXd/Lqyu6Q+WUjEgVWJ3fe7kcDgV6IdRi03VBdwNDJEAQiL8uwEYwOO3b6VdOipO8tialVpcqPQYpDCEtrRVkuJQCCThVHvn+VLb6jd2dxEJgjQScF1UjB7/iCOlcNP4la7ihMpUBBhZGUgtjsW6Zqyni+O38lZRHMpfJIfLAnocdCfrWv1ZJbGKqts0fGEIu0l1JMh4iqnk4KdOnYg4/76rL03xCLqNNNud4MXzIyty4xyp9B0Oahs9WN74ouLW6mZoLmNrd4j90ehHoa5gSXNjK97EzRmJim8dc4/w/nWkYpR5Qbu7m9eajc6bJcXzWxTYxiMk0eGI7Z9e3PNeZeKdQnvr7zZiuMZXZwpHqPT6V0N9rd7f6YYLmUzCMnc7PkjPT6iuaulEsLKclGALbeSP9of1FZVUpaW1NKcnF7nH3Xz3eD3IqR8VabTJXnLEgqG4IU5Ip1xYsoBjBz0wawaZomtTMP3h9a9JuNMsry9tU0UXsig7p3lCnywSOmPx6+1ecyRtHLsccg8ivoOS70pNJjsbS2Foi4f8AcIeT6kk5Jpxp879BSqci06nW6HIj6dHcNHIUSEOG4wccYq4JZrxfOW9RXbKrFGeEPUBifX1rgLPxHeW5jhhfHlqUjcYXAJzg/jT0182VxmVnikHJDpzXSqEU7o5/aS6noD300+lSW9yoZgxVy4BU47Ht6CuB1CeXw9rszWh2hGDw7uRsbkfX0qK88SzavpL2z/MQ4XbGMF1POQo461Fqb/2hoWklVJuE3W7ZPOBggH6ZNVCCiNybNqSW41PT4buwtipkbLnfyoPUYJwQD27e+a4rxHq960c2mfaCfKG0IMbW9gfX0qC4u57C4RklfbA2A4zt54zWPfStLcOZCspK/MU6H8aU2rWY46O6OP1AkRyKQQfes+3wI2Pcmuh1O0NwwJJEhP8ArOzj3HrVWPTBEhDLuz3OBiuXla0N+e7uzJeun8GW+mTpfnULueApsMYijD7uGyDkjHasG4s2jV3yCqn8a7j4ULpa3eoXGo2qTtF5Zh8wkhT82TtAwT061PI5e6HMl7x1fw1tpbWSfzopQZ1zHHs5KjnIz6/yr1YzGFo7O3eOKSQAmSY7Quegx6155JqyWeoteW0vmF93ySIeAwwank8Q3FzbRtNu8mLhWKA7fYnr+ddKw8NGc8qsmzvYLu7sriJnk8y3c7HJUAq3OR14OR+NYPi63W7t59QVMSxMpJH9z7pB+hwfxrEi8Zi1MIVo5V3c8EMM9we2Kj07U/O8VzC4Z3iuVa3kzyjA8DFUqfK+YOZtWJ9J15rlk0u4QuqZaMqTk8cqcZOO/HpVXUrzUNJE17JCYQjGMNIoLFT057/WufcT2nmXaMybGKKwPJ46j6cfnWZdarc3OntbTyiRYyc72+bn0zyauVl6ArswfE17Pe3pnmfeCMhlGAfw7GuNuvnu8HuRXZXKiWJlwzKwBZR1PuPf+dc+dLd5i27cobg7ecVySjZ3Rvz3ikyi9QnrWpcWBABjUg9MetZs0bRSFG6jrUWsVdPY9nZmaQoBnHFWzbBIlfoNvPtVGFiGLk96sOTJuQy7FbGABkt9K7VI5LFCVw8wx06fhXQxWFza2aRxSKsjSbgGUEopHJyfpTdNEGkYneDfK52ojdfr7VrxW0t1Z3V2qFYJWwS3VSOp/Hj8qTlcrYSIWtiZ4ZPLSRSQhwMnjk89SeM1wviaWS4iluZIw8JbbC2ctGy46+xGfxrS8WSyS38cwBIRMs46YyAD/T8KwZ7ubyLiyDfu5yGO76jOKNlcDNtb2DyyjoDkdfSqNxGrhoS3B5VvQ+tTzwlcTLGyITwT3qD756fMfSsrlGYJZI5DHIMOvBHY024VZCB03jaf6VduoDIAwH71e3qKb4c0qLX/ABKbC7vpbXdHI0RSPcWdULBfYcEkn0pSQ0zU8CBoDqQb/pn0/wCBV2UMJuXxg5xxXD+CJmkS9ySSfL/9mru45WiiO3IcHtWtN2iRPViTO1vbtGGIDjBXsag06zN1Ou2NG2MCysOCPep2tJby6UO43HA2IcnH9K3oDZxwLZ6cu26LBSy5/eNn17jtTcuwkhtrZFnlZ4BFDayYj2EjJzjdnr7YqfUoNNh0pGS0MkzELGA3RiepP161NeySWdvcbECo0YBjYHIAzz+eDXDx3Fza2siMXXBSUITww/8A1UlewHO3k6/2nI7IwVmyyMcEH+JfbBzT7oxOiS2/G0cina2Re6h9oWIRq2CNo+82OSfeqGNq4Pfgms29S+hSui1u3mJnymPOP4T/AIVH5omjIJq8yBlZWGUbgisi98y1gZFJHIww7ikxplS7iYsJevIDH3HFetlmZtgHTiuE1nRtMtfDltqem6lezo90bX/SYRGtwQm53iGd21ThTu9R3yB3EDEHeT6VVJ2bFPVIvG2EcaydAV59qzJZPMmB7dB9KuuWk3qZNiN0AGS30rS01YNJAneDzJZDtRWGT9fatXMzSHQafdWtoiROiyNLuAZASikcnJ+la8SWNhdC2nSLJXADEAvkDP1JzRbwSXFpdXgXbBK2Mt1Ujr+fH5VzfiL7Td3YkDeYsEZfd/s5/p/SpWrGZ3jWbKyslokNv5m1dv8AfGCCR2yMjj0rmLO+TytkiAhhwfStzUrqcwXdmOlym5S/vzXLRRkQJJgjB2t7Gom9bFLYdcRq4aItwTlWHUH1rK82WOUxSDDg8gdDWr9/jHze1V7m3aQBgv71P1HpS3GUbhFkYDpvGDW54FDW51IN/wBM+n/AqoeGbGw1jxTHp+r3VxaxTNtSaOWOMRHuWMnGMZ46k4Fa/h+2ksdX1qxZJ0MFx5W24AEigMww2MjPrg49KUdJXG9rHXW0BuHORzjg025YwRlASCwwQD1FKsjJEQv3gc8U5LL7ZdAvJ5hzzt4UD3NdHMY2I9Ks3u5wyBcxMGbcuRj3FdFbWbMZ5Jo4xBA/7lVGB97G769qIZoLiKPT7GHY+8KrquAzDuf/AK/arWomayjuAoEbMgDRYHQA/wD66hu5ZFqEliNJQ21pDLKxVFYHhDnOcj0PNeVXs+3U5XeLBL5kRj0bow/PNdEPtFpBIrBlYBJgOxHvWHrLvf3y3DKAGChcdyBSnoOJHdSxTIskPyFeozWNeboW86Mfu2+8B/Cf8Kuldg2kex9aayZByuUPBFQtRmeJBLGQ3NZd5CxHm9ezfhxV2+SS2gZVJClhhh3FafiDwlqHhzw9pF9etMst+ZfNt2jIEAAQorH+8ytnHbp1BqJIpM9esoIUvrWLyYysw+YlefwrTfTLTzEkEQDIxUEelFFbLYxJ7fSrOdCs0XmDcR8x/wAKx9R1C5S9ewR9tsD9wD0NFFDKRnLGs969u4zHMhVx6g1xl1LJIE3uWMRCqT1x6UUU5bCW5H5jfOpO5RxtPIxVG+kNkVeEKCxxyM4ooqRlRp3mwWxn1ArOt9WudH1o6ja7PPiLbd65HzKVOR9GNFFSykdL8ObWKWbUUcEqojxz9a9UTRbIoMIwJQ5IaiiqhsTLcq2tpFDFCiAgPncc8nNaaWMOmK13bg+YAHAY5APTiiin0EZF3dy3zPPM3zu3OOAB6Vjak7LbWVwMb5FeJxjhlB4GPxooprYHucnOMFDk/upwVH41NeQRPGJSgDkgEjjNFFZlMotMdnl7EC/SsrUzi2YdQGU4NFFHQEO8QeKH1+2t4ZdJ021NuiRxSWqSKURc4QAuVC85OByea9ksLaBb21h8mMrKvzErz07UUUoBI0W0y03pIIgGQlRirNtpVpcRlZo/MG4jk0UVqQY+o6hcLfPYq+22DZ2AehqjHzqKoQCr8MPUHg/pRRSQ2cnqeUkMW5isEhRMnJAz0rMtT5T3UagFC2SpGQTRRSluNbEOoSGx2vAFUsccjpVM3Ek2C+M+oFFFIClBr76TcXaNp2nX8Uzh2jvYPMAZM7SCCCOpyM4PcGur8Dzyaxqeuahft59zMyTSMwxljuJ4HQe1FFR1Kex6XbWFpNZwO1ugMmVO3iki0+CERRIpCbsEetFFamaLd5aQ6RZNe2abZiepORxnnFc/NdS3kLXE7bpHO4miijqPoZupsyadaXSsRLloifVcZwfzrkbgbWUj/lnMCvsaKKUhxLNzGk2WdBvGPmA5NY4vZWBjwgUHGAtFFSBR1Fj9k46FgcelQaj4i1XU9Jg0y8vZ57a2kaVBJKzEs+M5JJzjbx6ZPrRRUstH/9k=", 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", "info": {"video_id": "175571", "label": "putting hair clip on the edge of cot so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "175571", "label": "putting hair clip on the edge of cot so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "3303a1f899d8c994d721cad7c0d6f8929559b588ef93368600f676c3df84fde7"} +{"episode": 48924, "episode_seed": 2459077307, "split": "train", "timestamp": "2025-10-13T03:21:54.472092", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2459077307, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pillow up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "52574", "label": "moving pillow up", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "52574", "label": "moving pillow up", "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": "7100449347a16027abb9bbd92d2f79fb3e4c5cba90d518b048b576650c09c0ba"} +{"episode": 48925, "episode_seed": 4005687210, "split": "train", "timestamp": "2025-10-13T03:21:56.000598", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4005687210, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic container on the edge of a cup so it is not supported and falls down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", "image_prev": 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", 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", "info": {"video_id": "90237", "label": "putting a plastic container on the edge of a cup so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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lPJ5/oK1VgHYAEnnHc10HPcr6PtXxDY2xIC+YCS34mvSU05CF+Zmz2PNeZXHkWmoxSyI0g3bnQNjcAOntXqelWM/2CzW2kmkJUEIwy3Izj34/lXNiU2k0zuwjWqsSx6JHwSCc1L/YyBeFx9O1XbObP7uQYYHBBrciiQxqMKPxryZzlF2Z6apprQ5m0vrvSZHS1uJIsHna2K67wj4j1XUNWW2uLjzYiOQyjP51w1xIGmlYdC5x+ddL4B51tT7GvWhokeRU1bK3xQtmufEMT7Awjt1H05Y15N8QfENlr+p2j2KcQQ7XlAxuY84+g/xr3jxhbJcay24fMIl5/Ovl+6t5La8ktzyysQD6jsfyqKL5qsvI0qvkoxXf9AudVvrqxitJrl2t4mJSMngHpmqwjbarEfKOPzp625afYB8o5JrYhtdi4dRnIyD2rsSsjicnJ6soLCYo2mf7wHSu58H2n2nRI5WYjdI/I79v6VzclqJIirngntxXo3hazSHw/ZxhSFIJ3dTySa58TPlgdWDhzVCWHR0mxnJ9eKuJokQGdn4mtCGIAryDj06mtOCJSdxAx65ryJVXc9ZUkcvcWP2JRKmVZWGDWhb+KdZtlVY76XA7Mdw/WpPEpWO2gUYy0hPHoB/9esFGy6/Wu/Cu9O7PPxWk7HrE93cXvgG8nuGVppLWQEgYzkEV81eLrX7M9qrJtJ39O+MV9KwKP+EEdSMgwkYrwz4mabttLK4iJ+QuSPY4rRz/AHsYmMYfuZS8zzBwAR70RIXc4zxUzQM8JbGSelX7CyIUscHHLV2pHI2VrezZnKNwqNg+9a2hI0niqyt1B2B8nHThSamWHcB1xnqBWz4TtIj4kSYKu9I2Ykj2x/Ws6krQbNaUeaokdhFp8fy4QjsavRaVDtDBQc96tRxjhjndnGeoNXLdVxt469+teJUqM96NJGedKQpkICPYVkMzW17IkbFdrY4NduoQAKSPyrgZJfMuppB0aRiPzrfBNyk2zkxi5YpI7LwZqF9NrkcT3cxi7oXJBqL4n2rXWuW5XB2WwGCPVjTfAg3a4h9K3vF0Kz6uFZc4iXB/OuqvPlp3OTDQ5qtj571eBHkS4A+YDaT7dqoQRBpACCQOeKvSszxOrcsDtx6mrlram1hYOB5jda7IP3TikveGCMlt+MentSsny8gE9ealyuODxQq8jnd2oQHoWjSRw2FsjFRtjVeDz0rWE0RbA4HrXl91rMqNhHOV498VSfxPcRnbvfHXkmvIlhpTd0e7HERgkj2638s9P51xnja6kh1nTrS3ZS5jZyjHqM9T+X61wy+M9VQjyZ3XHQ56VBq2v3t1bRz3Uiz3KqpBdchVb2/MfjWuEwkoVVJnPisTGVNxR1KassMwjuIJI5AAxAw3Hr+lev6PrNvqPhloII5MpFkswxnkCvBtLiudYENzE0YIi2GGTOG+Y5+YcjBGR161674fivNJ+y2sjxyPeR/NDEp2QogLYDHliSwJJ/AV6FSNP2c+9meYnV9pBp6XOX+JECrBYxuvySCUYx2+WvJGhETGPspxXrnxZd1GknBHMqkE/wC7Xmkdq1xdM3VIzhj61z4B2pL+upti3eo2NtIsRlQpBbqTVpY8AAdqnfbv449KYw3fxY9q6t2c5lQaVLqPii1gkXEDOpZz0xn1r22e0l0gQydcANHNCTtz7H1rzbT7+TTA8yIrEnb83QjBobxbqMNubZLmQ2xO7yyeAfauesud27Hfhn7OPN3PVG1fS9QgL6lAEvVHy3EfG8/7QHf3p8skY0uW6GFVImcHOAMCvGJ/EMrQltxz6ZqSz8X6s5MT3RW2VCXQ85XuPpXLUw06ljoWIpwvY2bfUbgWAuJYxLb4Learc7Rnkj8M11vgbxDZ2+q7nSYkjoF/+vXl0GqTPqdxZBI1Rg6qwXrxn5vUHmu78J6BfSTlPtECRiLaboAmXbjGAn3dx6Zz07Zr1eWnze+ePN1OR8jPT9YX7XfGUIRujVgOpwRXzhq8CvKtwB8w+Un2r6Ktb2bUbGO7ki2+aG24/u5IH44Ar51mZnSQNywbbj1rzsPpXqev+Z2Vm3Rgn2/yKEMYaTG0kD0rVEZJ34x6VJbWptYWD43t1p+RtwDxXe3c40Qsny8gE9ea9G0do4bC2RiBtjVeDz0zXn6plgM7uQK077VHR9sZIKce+BXJiouaSPQwMlBykz0VZYi20DAx1NaVv5ZHHPtmvE5fE1xC23e+O2SaB401aPHkzsuOhz0rgeDm9ju+uQWjO78aXUkOs6faW7KXMTOY2PbPU/l+tY66skM4juIJI5BgkDB4Peua1TX726tI7i5dJ7lQpBdchVb2/MfjV7TYrnVxDcxNHnygphkzhvmOfm6jBHHXrXq0aKp0oqfQ8mvUdSo5QPddH1mDUfDDW8EcvyRZLMABjIHFed/ESIRx2CsvyuJeMcEfLXUaBFeaSLW1keOR7yP5oYlOyJEBOAx5YksCSfwFcv8AFcsq6U3K4MoOfT5a5sQorFQ5drf5l4dzWGkp73/yPKXhEbsgHAPFaFtAyx7GXbu5PvT7e18+V5if3aHAz3q47DfyOtdzehypakIj2/gK3PCwCX88pOFEYGcep/8ArVjkBuufwq/ZTNa20zqPvOF4+n/16xrfw2jow38VM9Bh1CDYcMhb69qt213bu2Cyk+mQa8iutSniyQT6j2rNPiC8yQrlTXmvBuWzPUeNjHdHvd5NGmm3Ew2ny4nII56DtXlFhd3CWRmSSOVUVnaJ+HVRn+g6VgWmt37ytvupdqoX2KeGx7fTNFpfXT6xJbF28plbZgYKDbkMD/P6134PDOlGV9bnn4vEKrJW6HpfgvxJ9n1VWFoWYjI+fAxjPp6V6NqQe8u1mKY3xoSPTIzivNPCvhkySFGvZBZiLaVVAJSuMbfM7D8M44zXoVhLdXVjFPcD5pC5AbqF3EAfkBUY/kdBOC6kYNVI125PofPtivm3ayOmSoHGeM1oSyfvD71HHCLWMx53Njk/zpCC3Jrq8kcqEC4J7VLbDzriKMKfmcAY780wcjjn1q3pKs2rW204YPke2BRJ2i2XTXNNIL7R5csFX5jwfaqF14em2ApGSTjj1+ld4ka3EsjI+8rgEHqWz1+nbirf2VRbrIFjBDbcE5Oc+9eUq7R7boRaPMk8MXk3MaH8Knh0W/gUw3Vg80ZGAVTLKOuCO45/wr1S3SONflRwv3RuGf8AP1rQgt8EBQTkglgBgn29KFjJxdzOWEg1qzgNL8P6g0pS1uoILcKgVFIhlzzlRv6Adc4yc16x4dsrmxs5Tf3iXjBFWAlVLxgjkMw4JzkcdQBVVS8anzeSeQCvSuQk1TU7/wAZ3mmjXbu1twZPJEagjITIXpwODzW0cTOqnFJJvqclXDqDTb0RB8Y8KdIRFOwiYEH1+TpXCQARWIQDB6k5zk1b1LUr/WxBJf30k6wAlA5zgtjOPyqm7ZYgdOmPSunDx5KaRyVXebYw/OB/OgnYRxkntQMKcE/hTjmt0QXrexmu9PaSNQV8zGSe+BWfJod3M77sdOAM11WjkR6EqySFVd2Kj/a9T7VsQ2YEyqwUgnaHzjnFebVrOM2exRoKVON+x5l/wjl0x2EE84BHrUy+GdUtyJYYmbjnIyMehr06C3RJmUpkhtq+Vjr3z+VacUSS44+6B8oABJ/Gs3i5J6FfVINanmdtpM85llSzFrd7NqedEdp/2Q/QA++Diu/8PaFrMM7OusxI3AJDxvC4yMgIPmHGcHOcgZregjnC5XIycn5e/wBKzvFOq3On6BLNY3D283mIA6DDMCTmtYY2UpaxRzVcHGMdJHaXQgClIk2rGm1dgx+g/lXzLZjzL0SOgJX34zXoep6vfW+kRX9l4h1KTdP9nBnRUExC7maPvtBODn1H0HDJELZGQtubuf51vh4OMpSluzkrNcsYroSSv+8+tQqvJ7f0pxBbk8UoORwc11IxJbIebewR4OGkUcdTzWnqeluWcRryTzz0qno4Laxa7Thg+R7YBrr0RbmWVkfeRhSD1LZ6/TtxXFipuMkelgoKUHfucHe+H5igKRkk4H1+lVU8L3k3KKfwr1A2qi3WQLGCG24Jyc596u28cUa/KjhfujcM/lXN9ZkkdDwsGzyy30e/t1MF3YSTRkYBVMso64I7jn/Cun0zw/qDyFLS5ggt1VAqKVhkzzlRv6Adc4yc13kFsQQFBO45LAAgn29KvAvGp83kk5AK1ccdLZq5lLBRWsXZlzw9Z3FjZzG/vI7ttirAcKXjBHIZhwTkkcdQBXn3xgGH0hI84PnDaeR/BVn+2bq78a3Gm3GtXttaNLsiaKWNFiGBnO8YxjPvnFcl4huL271GWDULm6lNlLJHGlxt3KScHOOM4AzitoqVSrGpK1jjklCDgtzLi/dWax4AwM4Apmd4Ge1Kzb3NIMBsDJNdm5zCklSNo5PWt/TLPz9GaQrwZSASOvA/+vWCRXU6QFTQ4wwdg7NgKM7efvVhinaHzOvBK9TXsY76E8skhZQcjAGOBWcfCs80pCgsGJAwK9EggRpV2ujx527sZOMdfUVNFGv2ho8LIS21c5XHrXAsRJbHpPDwe55x/wAIRfx7ZYflYc9e9bNp4b1aaOZZ7WSCUrtWaJQy57ZH3gM9QM138Sq/31xjgKxwD+XpWhDbyMAQxyTnhufw/wAaaxlSJnLB0mYeh+D/AC7h5P7WuBKBzOnmiQ8jIKkBcEZGO2favQLmaOV+FDBQFXJ5/P1rh/FWo3dhoMktrNNbyCRFVl6gZOc1zusXHibRNJ068udVvVmuy/mRFeIcbSoJx1IbOP8A69aTnUxELaJHL7OFGd7ts477zAtzkZNBAORRRXodTgFA+WtDw+qtrMW4ZwrEflRRU1v4cvQ0ofxY+qOtmiRZ3wv3VJH51OJWNuCcH5scjPqaKK8VHvsv2fENu394njsPoK0LBA0crZIIJUEelFFZsbL6AtEilmwBXlGtahPp3ja+vINvmpO23cMjldp4+jGiiurC/EzhxPwmAB+5UDgYPT24FIAAKKK9OGyPLn8TFAG7PrQ3WiitehB2mjxJ/YFucclcnn1Jq1A3lyRqgwCoP5g/40UV4lT45ep9DS/hx9EXLY+ZqCqcD5jyBgjHFX0O5Icj+MrRRWUtzToa6KY5VCu3CcVz3jsbfDD8k7p485+pooqqXxo56vws4XU9fbWUtopdOsYDGojR4EdSqAcKAWIA5z0681kH5mBPORk0UV7Mep48+gEA8U7Hy0UVqjMv+H1VtZi3DOFYj64rrpo0Wd8D7qsRn60UV5mMf71eh6+A/hP1JxKxt+cfexyM+prQsuIbdv7xPHYfQUUVxy2Oxbl+xQGOVskMMqCPSr6AtEilmwB/jRRU9SZHlutau+n+J9VRrKyu45bjcUuod4DKOCMEEdTxnB7g1iXV3NqE8t7cvvnnZnkbGMk+1FFevR2ieRW3ZCPuinADIooroRzCNwa7PS8DRrZNi42A5xzzmiiuTG/AvU7sv/iP0LzfuMFOyr+q5NXrdd85LEnHOCfwoorz2eoaDxqkUeOz4x7YrQhVSytgj5SOCeKKKyYSMLx8gj8MPtJ5mjJ59684n13Ub6xgsLm5klggkZ1DuzElsZzk84xx6ZPrRRXoYf4DzsR8R//Z", 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", "info": {"video_id": "90237", "label": "putting a plastic container on the edge of a cup so it is not supported and falls down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "ca5d9bd96185912830083233e09b8d9ab1766f9b59503b584c8428e8851dcc42"} +{"episode": 48926, "episode_seed": 1366372184, "split": "train", "timestamp": "2025-10-13T03:21:58.153474", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1366372184, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote 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', [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": "47903", "label": "turning remote upside down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 1, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "47903", "label": "turning remote upside 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": "b4aa907537747251a33a8db3ce8eb956f85086147dbd59cb219c3e01d5b050b8"} +{"episode": 48927, "episode_seed": 4090162195, "split": "train", "timestamp": "2025-10-13T03:22:00.254813", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4090162195, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to put coin into 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', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", "info": {"video_id": "17749", "label": "pretending to put coin into cup", "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": "17749", "label": "pretending to put coin into cup", "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": "dabba4e56d0e7fb6d815905531db7646dbcfc2b2cf04200ca6cc50f750319d0d"} +{"episode": 48928, "episode_seed": 3928177910, "split": "train", "timestamp": "2025-10-13T03:22:02.062108", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3928177910, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coin so it spins'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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271yPmUqePoxoopjZU08bSwHQYFa8PJAoormn8bN6fwnRWgCRjFbdh1FFFbQM5myhO0VNniiirZmIKGOTRRVIoYTzXPeMj/xTz/8AXWP+dFFIbOR1fxC+swwRyabYW5hVUje3R1KoOigFiAOc8Dk81tWQBxkUUVnU6Dh1OksVAUVtQdqKKpbCluXo6eDhzRRVIkMmkJNFFMCIsTmmknFFFAzzHWNXbTfEmqobKyu45Z9xS6h3gMo4IIII68jOD3BqjDeT6heXN5cvvnnfzJGxjJNFFZ1PhY4fEaluOlb1mAFGKKKzplyNm27Vqw/doorcyJSTwKTJzRRTARqjJNFFAzmvHBP/AAjT/wDXaP8AnXn91reo31hDYXN1LLBA7SLvkZiS2OuTzjHHpk+tFFITP//Z", 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iiqKQ0k4615tqeoT6X4vu7232+dFK23eMjldp4+hNFFIGQaIMPIvYbQP1rrrFRleKKKyfxmkdjobUcCtOLoKKK0Myz/BRk7QKKKYhMmmOxGKKKYxhJzXN+OD/AMU0/wD12j/maKKQjiNW8QPrEUEcmnWMBhVUje3V1KoOigFiAOc9OvNWYeSKKKxq9DSn1NayUFhW/bdRRRVQ2FI17ftV4UUVoQJk4ozxRRTAYSajJODRRQM8v1jV203xJqiGysruOWcMUuod4DKOCCCCOvTOD3BqGxvJ7+8vLy5ffPO4kkbGMk5oopEs0AaUmiipEIFB6inKMA4oooGCn5qfmiimIiJOabmiikUjK8REjSG/66J/OufvNf1PUNOg067vJpre3keVBJIzEs2M5JPONvHpk+tFFMTP/9k=", "info": {"video_id": "138611", "label": "pushing coin so it spins", "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": "138611", "label": "pushing coin so it spins", "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": "3431390690b2da9b0ca9d6c1f576a3e2aa8d9b060eea4452c76ca03a76e24954"} +{"episode": 48929, "episode_seed": 481993619, "split": "train", "timestamp": "2025-10-13T03:22:04.319953", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 481993619, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 packet from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "46687", "label": "pulling packet from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "46687", "label": "pulling packet from left to right", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "a25f1fd1684e89bf715d475679073701f76300dc20f7e86701ffd6bfabea13e8"} +{"episode": 48930, "episode_seed": 2261946664, "split": "train", "timestamp": "2025-10-13T03:22:05.564863", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2261946664, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 card'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "11435", "label": "throwing card", "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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upUuzNmRcqe5Wi81E2ty6NMZUOVVWHLE9MD0Fec2+o3lurJFcyqG67T1qzaak8E/myhnYdCxzW14d9jnUKivpubniQKNKdnXJx0rgrczXWpBrWEqWPyqtdDrOsTX0QhjO2PHJ7mk0p4tM0uW/Xa9xyFz2FZuSUVFHRSptttk1trflAxSnY68EE1uWGprIAQa8/mtr27SfUhCwgDZLVb07VPLCrnFRKmnsae0admenRyiQZrnvFpC/Y/ff/SobTVxgfNVbXrtbkWxPON39Kx5bM2UrmYJc9MVZth51zFHiVgzhSsSgvjPYetVF2d1qaIlHDRgqwOQVPIoi0mFRScHyvU7uwv8ATdCcxx3Nxp8ch/1c4MZJx2J4Jwfes7xJdL4kv7LT9MihYQR7jP5nJB/hY9znmsC6ln1BlkvZXuWAwPNO4AfSqhim09TNp8ao5+8EGN1dDr3vbdnLTw8lZztp0Ro3XhrVoYi5tmkX1iYMR9R1rm7qF0crIjKw6huCK3tN8ZSwkG4JLg4IrqrXxBpOrMhuLOGWRejOoJFY2ceh1+7PZnGaJ4VvrrULOWRPKhZg/wAxwSo56e9epwQzRRqhGAKbBqdj5uQiIx6nHNaS3EDj5WWolJs0jFRVkVssQVIyK8u8UaA2j6o1xCP9DnJMfoj91Pse35V66AgHBFUdSsLTVLKW0uIw8Uq4IpU6nJK5jWpKpGx4bHEM4/rVyKLkZ9PWq8Tjr3q3CCzZz1rbUnRHtnws0rQ5NFW/igWTUo3KzPJ8xQ9to7AjHP1r0OdN0TD2rwXwRrz6BrEc+4m1kHlzr6r6/Udfzr3tHWaJZI2DIwDKR0IPeu2k1KFkeTiYONS/c4edpLNriMDbIZVbBHYisS48OS3MM8pnlKurbY2YbVYkMTj3I/Wut1hIo52eZWKMNoIHTn/9VY9zcxRwlJNRRIzxxjf9B71jL3th03y2fY8q8Yact5a210VO4hlweT8px1/T8K891TSW0spITmOQZQjo3sK9T8dXkUE9qsWFgERCqDknnr+JrzDVXmmdGkJKKDsXPCe1dXLGNON3r+ZLlKpVm0tG7+hUikIiG5/m7g1saVdxQTbpgW9FB4/GsNnDRhSNpHeiKY5xkisZK6OqMrHW69dx3kdoU2jbu4HbpWUmMjA49cVTSYuAp5xWhp86w3KSNHvUHlTWXLbQ0c+p6B4E8EHV7hLzUkK2SkfKeC/t9K95tLaGOBY4YwkaAKqgYwBXKeCL+11TSIvK2gBR8q+3f/Gu0QBcgDiqSs/I4qs3IV490JTsRiuI13w7+6lbc7twULnOMdBj05ruuorM1mNHtG8x9qDrWlWF1dGdKbjJNHgvibTIriGCSWMLI6HnHPBIFeeeIoraMRJCCrn/AFi9h7CvWfHTxoIpUIAAIVR2AryLUV+0SGQ/erRNcqXUuzlOU+m5lsU2cfepqS9s0oTe5RRlh2pjIVYhhg1NjRMtpOy9Dit5AoGTXMKxHvXSJJzWFVbHTQlvcmTGOn1NOZxHGWxjFPjG77oHvUGpkrakisoxuzWc0o3KQ1Bg5wxH41MNQbHL5rm2kYN1NHnuO9dPs0cXtmdIb0OOaqT304ygf93jgCslJnJxk1fcKItzHtUciizaNVyR2Gl6hDdeGzYGdVldSMN0zXInzYJXR/vo2Dg55qjFdtDJuU8ZNSh5PMLc/OOQe9XGnYiVdSiu6NWHUXTvWvaXZvFwT9z39a5Qkg1saLJ/rsn+7/WsqsfdZvRn76N1doY4ycD1qdFGRwfz6VFAVOOBmtK3iLEcDdXJys7edCJkBSuKkzK2ORt+lbNvpMkkWdqqPWp5NHaOENuFPlFzo4e+06O5JZk2S9mHH51mKlxZMGRssOuK6nVoXRJfLb58cZHeuFuP7TklJcsCPwrWnd6NmVRxWqRuweIbiOQEtXS6b4l83G99prirGzN7p8jA4u4CSwY8Ov8Aj/OoI7go3oRVummQqklqz12HWzgfPkelaNrqaynmvJrPWJInAZsrXc6ReRTRqyOM+1YTp2No1LnnMf1rTs1ZiBkH1qhEnI4zWtYRE461rc53c3rC1YFGKkRscKSOp9q9n8IzSxaZHazhgij90x/9B/wrx61a9Fnp4mt5EBkjXeVwCAw4HoeRXt1jaKNJhjzz1Le9XSbTujnxNrJFLxAQ7eXE/wC8IPy/5/GvIfENzBaXEiRD5YjtUtz04Jx6k12fi+5uLC7MM0rKUHmRv03D1ryzW7lxM1xc53N84B9+5raK5JOb+45rOa5EZd/cT3U5nuCXbAC7j0FZF267MPjHeobvV97EF2PpxWXcXfmLgZFOPM580jacoxp8kR0ZWZsbsdz3xzQ8ZjPPOehHeqiSlW3I21v51ueF9Ph8R64NNvL2S1DRSPGY49+51QsF9AOOT7VfLfYxVS25XtMtu56YrVtVO719qx9HLSeZuOfumuhgXb/d596wno7HVD3o3O08G+JX0KXJ3eX5mHC8/j7f1r3DS9Yg1O3SaKVWVgCADXzgk2t+VJaWluxtpSo81V4X6mvUfC0U8NvutG3GFQWjDfeA9Pf2pJkVIpnqiMQOTWR4gdWsWOeB0qjDr8csAO78q5jx34vh0jQZJAwaVhsiX1Y1V5Xt0OZRSPLvGurB75rcPvKfe9vauGuJxIjA8HsRVa+v7i4ld5GJZjlie5NZ7MfWtVF3uXzJLlAuVfGcEdxUv2l2UB8OB0PcVVIyaacgVoZarYuI4LcH866eIdOKra3oWkWnhu21bS9QvJw119lzcwCNbghNzvEM7tqnCnd/eHuBpQQggfKa56ytY68NLmuXrDyluYhNGWQ5yPU4/lS3ltHe3EsUS5Ubeg4OeuKQ3EdjFHcSWvnojjKkZx71seGg2qXc94LcQxSSbYowu0AZz0+p/SsUupvNq3Kc1deEHIyikZHFYV/oF1ZNhkz3r6Qbw7GwtgVOCo3Z4rC8d+G4rScGNCUZMg4rWM2czir2Pn+3hIl5XpU1+58tFHTFbt/YrbSE7evSse6AOMjFO93crlsrGbIvlqAw4NW/7TkaFY5EjkVRgHGGH4iotQxlAOwqkySR4ODj1raLujnlHlehoJcpIhUnDds1saFyZ+/3f61S8IafpWteIYdO1i5mtoZztWZJo41jPcsZOMYzx1JwO9amk2TWOtavYOlwn2acxCOcASLhmGGxkZ45wSPSorR9xs1w026iizftgFUuV+6MjFdUIbJBZiAndKwXry3GSSO1YFrGqqQVJ+U5Fa2i6lY6tq2nW1haNEyfNOzkkgLkgc9ew/D3ritfU9JtRWp6XpmhRzaf5nlnJx1q1qWgpFpQKR5ZeoFdJpcQSwjHt6VLehVs5CzBQBkk9q6FSvG55rrvnseD6vagSvuTDDnFcrqEKDLKpFd94mntpL6RkdGycZBrj9QRNhYDj+lczVmenTd0cXqNxJar8h2rJwSD6Vmi8KxImxSFydw6nNXdf42ADjJrDIdOecGu6m7xVzzq3NGbszVivFfofwra0zVpbSQNG546jNceZTgEcMDwRXV694V1Lw34f0fUbx50nvjJ5sJjIFvgIUDH+8ytnHbp1BwSp3FDEW3L0RO/rWxZkiRRmiiuI7yLwvqd5qHifT7G5neSCKcsqk9cdM+vQflX0taf8eMQAx8o6UUVutzz6rvFGf4p06zvdKE1zbpLJB80ZYdDXzx8QJWF2qgADYScd6KKufxBS+A83kYmojRRWqM2RnrVrStXutF1OPULTZ58QYLvXcPmUqePoxoorRGUi5oY/wBf/wAB/rXQ2vLY96KK5anxM7aHwI7yeeSz8HBoDtLoqn8TyfrXT+Cp3/4S9bcYWP8As2RiAOp8wUUVyYb4ZepWL+JEmqx/2W0AtmbEiksGOea8g8dX09zfMsr5WMDaPTPWiiu2BzPc4iV2Y5JyaiNFFbIzGHrSnhc4zRRTEzc1/wAWyeIre2hm0jTLU26pHFJapIpSNc4QAuVA5JOBknn1rbhcgiiisMR0OnCbM7HwpGjzyO6KxVeAwyOa15JDFcavJGqxmAsYtnAQhVbp9aKK86m/38jqxH8JHqDsX160hJ/dC1D7e2c9azfHCBowDnG3pRRXavhZxx+JHh+topV8jOASK4u8YhQaKKcDeexRuGLAZ9KkUl7YhucUUVr0M1uS6ZrraMZ4/wCzdNv4pWVzHe2/mBWXOCCCCOpyM4PcGtnQNSu9U1TUr+8lMlzcyCSV8Yyxyeg6fSiinW/hszw/8ZHc6Ogm1CCN8lWYKeexNekTWNpZ3GmfZbWGA3DSK7RLtJCjI5ooryZP99FHoVvgOtsLyZdKn+YExXbwKSOdofAz74pfFlw9t4cupo8blGRkcUUV632X6HlR+Jep8z6prd7JfyK8ilQx42ipTcyNEcnoBiiiuaaPRpvUwdeUNbI5HOTXPsSYcHtRRWtL4TOv8RWf7ua07zxNq+qaVbaXe3009tbSPKgkkZiWYL1JPONvHpk+tFFdC2OF7n//2Q==", "info": {"video_id": "11435", "label": "throwing card", "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": "363464aa9310c7bdc53dfae04c12f0ad027c5755749d90245d973c559632a4f9"} +{"episode": 48931, "episode_seed": 1606004831, "split": "train", "timestamp": "2025-10-13T03:22:08.562976", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1606004831, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'plugging cable into an e-reader but pulling it right out as you remove your hand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", 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+BKOcdemfpUOJJ2kvhfS718XkHk4TYXibHzAfePqenb1zXHXXhm4Riba5jZd2xUmYBifT0P1ruILuOKCP7CPt0Z+aKWJtxKAZzn1zninNPb3MQuY0Jl34VSuTx0wAOOM4/GkpNFo86Ftq2n3PkzR/ZmzgRXCkI/sGHQ/lUb3V88Eyy2u9V4Kyqw475YcEfhXpjR/aIJLeW3W5TfuMDyA7RjI9z+Nc1HpcjXJR4mhgOQRCQycjggHI/LimpdxNHCmEL8u5cNwSTjFbmn+Er++2SyA2li3SaZTmT/cTq38veut+F2meG9VmAmIl1NCSYpwMoOxQHg/XmvX/APhHbO3sJFVWmlIJM0nzSN9T/QU73diZz5dj58N3baNcG30XTmmmX713ORu99o5VP1PvUlh4xvruVrbWLTT7yEHA85QXx6bh/hXVazp1tJcMkdvCUBILbR8p+nr9a40+H3id/s+GdfmmkkOAg9SfT26ntQ7GalKRrtZeCtbBtzHcWErNgBAWXd0461T1P4RalECNPvoLuHtHMDG6/Q8j+VP0DVbXSdWhFtH585cK88q8kE4O0fw/z9T2r1tHUjOffJqefsauMopXPmvVfB3iHRg8l3pk6Qp1lUbkx65GasWfjLVLLTYbMGOQRYCtJknaOinnkfWu78d+PjfJPo2izAQEGOe6X/lp6qv+z6nvXmE1iyx73XaD0dOU/HutaLVaiO+0XxdBq8rfaSIL5oxGFVAQeeSg/vEcYP1reEUk1mBZxr5flkMk0Zxg9RvzgdeMV4uUeI4YEHsf8K6jRvHF9p6RQ3a/bLeMbVDHDqMYxnuPrmk4dhpmlqunMlnaTZUFy4CK27aBgY+v1rLEQO58nfkBEXkk1oahrVvrVlaOJCm2R96t87R529fUccYr1/wZ4I0aXTVvdNuw8z4IvEAZsdwv9z8MEVN7FXSVzy208KSxW4vNZkayjA3eUFzOw7YX+H6tUo8QzaXEW0TS1to1OPNm2u0n+8WHP0GBXtPiLw/p9rp4Cwr5ZOWLjILepJ7/AFry7WdChuomURLANwzt6sv9Pwp+pzuo5OxXtfEOlanbebrmiWTOB88lt8jj+n61Nb+BfC3iWSSTRL6+spwNzxtHvUfXPH4ZrGOlLZqJLlzDZ9UEf35h/sjoB/tHPtmu58D67DctJp9vaxW9si7kVBznvuP8R9zUOSWxrGE2uY4fVfg7rkWZNPmtLsd1BMRP0B4/Wubjg8SeBdSSa9sp7ZZMrtk/1cw7jIODX0LrGuWWg6c17dsdvSONBl5W7Ko7mvHtXku/F1+b/XJGht0/497NOPLH+J7nr9KftLL3ioQcnoRaL4w1LU57mJrNDGy/NOjHfF6YJ6j2reOq2yMHSGTckflxKseAo/2jnJzycdqx45IbZEtbKJETOAF/nV1IztyxGe+DXPKq76I6o0El725Bc3Md3dxM6rEFG0yIhUhc5+70z2rAispJplggUyNIcAKMn8AK3ZiAT0+pr07Q/AVuscQspfIhP+vK/wCsl+r9cewxV06jZnVioao83s/CCRyCXUfNkRSf9EgPzE/7b9F+gyatz69eaQiw2el2sVtnAheMbMfzP1Jr3q30WxtbEWsVugQLj7orybxl4cikuchRGisSwHf610JX3OKVSVzD/tbw7dweZqeiQKx6vaEg/lx/Orlr4L8P+JrN30u7u4kB5WaLcAfxA/Q1hS6dFZqJr/K2/VIkOGlH9F/nXoHgzWY9Q05oliSNIThFRcALWbkk7I1jGTjzdDz/AFD4P61EX+xXVndwnojsY2X6E5H61wWteHdU0C8a1v4PKk27gNwO5fUYr6M8SeJbXw7p5mkYGd+Ios8sa8H1q/n129kubqRmmY5Qj+CrjJgtSvZeMNVsNNhs0eN0ixsLgkgf3evI9jXW6H4xj1aY/bWEN80YjUogIbnkoOzEcYPHftXGR6FdXf3IuT0kQjYfqOxqxb+Er3P+kSRxr/snJpScFuy1CT2R6esMs9mos418vyyGWWL5cY5+fPA9McVx2q6c0VpaS5X5y4CI27aFwMfX61oxSy21hDbNeTOIl2qzPyB6fSm2+nrr2rWtjcaj5IfdsMpzu6fKue/+FZRqLmsauk0rs51YsZlAO7cAiDksa04tAa3hS61i4WwTH3Cu6Zvonb/gWK9csfhsdN8l9MeKNGXE0n/Lc/Rz0HsMH3rI17wzYQSlJYy7xZ4BOee+P61qpXOeVVJ2RwSat4btiIW0W5uYm487zWEo988L+ArWXQPDeoBZLbU5bJm6R3qgg/iD0/Gs/VtBkkmjZHdIVUnaz8/TPQCs9YgCgud0MK9OPmP09B7mhtLW5MXKTsi3qfwx1iJWuNKFtexnnbBMMMPo3+NcbqWg6np5zc6ZdWpzgrJGQAfY9MV9DeE5LNtBgNnbpboc7kU5yw4ySeTmrOv6/p/h7S2utQcMrcRwjBaVvQD+vakplNNOzPnTw/4hv/D16zRlmhIxJAXIDe/sfeuosviH5ss0N1brB53S6Vizof8Aa6ZX1rB124m1/V7jUPscMSPjEdqoGwDjp/F7msGWBozuVg6A4LAdPqO1aWTDVHtcM9rJKZLeWIK0QSMDdtZR0DMM7jjnA6ZxmqUun3M+rQIsH2clB88TYBQdwp5BxgV5vofiXUNBn320geIja0MnKkZzx/d+orutL8bWWp6hZRNE8Vx0PnsCjHnA38nPP49KzcWirnEedJFOk8MzwTxtuSaI7WU+vFey+CfizeS6ZLD4itJZpLcbUvIAB5x9CvHPuOK8PeTgnORXYabOI7KEIAAEAwaVSXKi1TU3qeheKdf8O65afbLOO5h1IEYIXy299x5DCvM9TvpmR41kYR7i2zPBPr9a1biTZAd5+Zu3pWLdlBGeP1rn53Jm9OlGKuX/AAZpb3+prey4FvAdxLcAkU7xz4+ku430nSHIsySs1wpwZT3Vf9n+dcrq/im5GkRaRZK0UBGJ3B5kPcfT+dYkRmmiUEgIp6V0Qj1Oeck9C3DNJgBCVPoK0GkmEnmCNgCMMCODVOEOhU5xjjI64q07zxzbRI3qOeora5KIbiJZVIQlQf4SMis54XikKP8AKw9elbJmEgxJt3f3uhH40SxJLGUkYBWbczfh2ouDRW00GMTB0644YfWuk8O+KtV8JXpvdKuD5bEedaPykn1H9RzXNxR/Z9yrMzxnlQwxitDSZE/tOMOM45x7jpUTdlcajfQ+hIfibpVzYwDUNNu4nnT99DtWRU9jzz+Vef8Aim904Xcy6P5i2cijCOTjd32g8ge1Z8c5dMZAVRye9Up50dy/X0rklVk9DenQipXMLULq4lnzI7uXOMsSTXb6HJaeDPD8mqao2JZsCOEffc9lA9fX0riptRgsr6K5lj8xIzuKr1J7D865nWfEOoazqpubs4ZfljjH3Y19B/jWkIthVmk7Hoen+LNX1rUbi9uLSPeSYYtsmDEnXaM8Y4GTwTXOatrE0E7pJC4bPP8A+usLT9bvNPYFcEb9xH862LW5TXdU2upFuYyJM989PxzRKLTu9jSnKHJaG5XttUmiuA7suCD36VtQaoWjXaSVA6+tc1cWc1pNjbvi3GNWz396SNbreiKTtJI2k+2aTimS5NbnSy3vmc/pXReGfilqHh2ZI7tDc2fQ/wB5R/WuASaYt8ytgdlUnFTWYinvYkl5jLfMPX2q4JJNmU/esj6es/iH4bu7GC5N+IlmXIDo3H14rhfHOtWU9yRpl358Dx5cg5UN6CuSS5LqsahT2B9KZcuiAISCRWUqzasOnh4qSbMPUZbmaUM7u5Y4+Y5Nd3pN3a+DvDJvL5wJG5VB1ZuwFcTfXghZZcZ2ENj1xXJeIdf1DWtSV5zsjQfuoweFH+NVTjzF1ny6F/XfEF/4g1mS5vG56IgPCjsK6nwzpGlSW5lurmO5kcDZEsu3Z65HWuCtll27yRluua6HSJIBBcGZV8wKArdDj61tO6joZ0IqVRI6O8uLe1l8qAKiA8c8Zqi2qjOGIqHSxZ3OmXSSt5uXx85yRXM31rOkkgtpS+zkpn5gP61zKN3qdkvcjdHUxzC5kzn5ai1byjHCoG4c98EdOlc9pWoMisskh3ehq/dXHmJHz61cIWkYTneJ6H4K+K+o6LNBpmsrNqWnuwjjmUbp4fQEfxj9a9H1XxD4Q1rNtd3JWRR8k4jdCp9mArwPw80YuZZD/rAAq+3rXUpK0pxgKo5OKqpV5XZGCoKWrGaxdnDRJK8kQc7HcAMy54Jx3rl9txeX6wLud3PA7mtq6kVpWPXFZa64mg3El0LfzpdmIlzxu9/asYNyep0uKpw0PQ5NdsvA3h2Fbg+dclP3dsp5kbufYe9eR6r4kvvEGpPf30nmSNwq/wAMa+ijsKy5tdvtT1GS8uGM1xLxuboB6AdhTrdZFHKjp09K64RsckmpO6NOC4doXUg7uqlR0NSMVmXMmVlH8aj7w96bFNOlrlWwA20gDpUi3LkAShWHqwH86sDHubZ4yZAAUzyVHH5VFsJXPVf7w6V0MaoxGOYwwYrnPNUJbIxt9oguUjlbkx44FO5LRCbRYonaaRt/93HBrpNJmV4ITjhVziuemldk2kkqTgZrc0weTZx4HJWuavsb0lqW9RlwAQfmNZF1NmMAnJ9KsXc2+UrnOKx7mTDMACTj1xWMFc6JOyMm7LNjH3S55p9tEwYAHrxUJczyJEhBIOSa01V4dmNuQv5V2R2OF6snSNURRISWY7eDjbTDIxCgtkL0qKQuxBYk0ISWC+tUBYWLzf8AVlf90nBFAiljbDbQp7MeDTGZP4VBx/Ec5NT+HdPj1zxG2nT6hNaq0cpj2JvLOqFgvPAHB5Pp70CbsRy2ssjAb8J1JJzip7RY7bU4wjGQn+Lv06VQ0y6naInzWbhcAn17VpWA83UN5H3c8+/Ss6j91lw1asdV5gjsvm9Mn3rDknw2SSBjpVq8n2ptLc+lZV2+yPdXHFXO29kUdUfcAB3bjmsJ43kuXLdc9K0L2fhJHYce3SobNJJXaf5QDn73pXXTVkclV3ZGIGIBJwOhq5ptysEyICQS23J7imukjRhc447d6oMGicMOCDkGrauiIvldzuIlshp92zjdM55LH06VTVEAS5i+eIgj3RiOh/XHrXOyatI6FXzyMHHelh1aSCBljZhuAV1z94VhyM6JVos7WC0aGEFF+fHI9awI4Fs5Q8rv5gYY4wK29W+z2fh631XTdav5o3uTbBrmJY1uCE3O8QHIVThTu9R7gc7cyMVxztY8CrhFq9zKU1K1js7OdSxIHGKh1Jxv+Xg45xUNgStquD/CMmoJpfMkYZzXJ1OyO1yjfTh42HoOTXNzKwlVsj5l4rXvZCHZNxAx2rERnuLnYB93jmuqkrHLXdy5boxIUEnPFWWjKAKztuY446D605d9uVxGMhfX9ahnLu29ia2MloS2JnLFYpAn9a29HtI0aSe6ZXlPQ46VzcM5hkyBmul05XuIGkbanHQjOawqaM6KMrqxkajp8dxcSmzIS4TLGMfxj1Hv7VVso7m7XEsmFUj5sc1t6BpljqPjAWWo39zao8m2OeKaOMRHqWYvxjGeByTgd6gnSWy1rUbU+ekkU5jZJwofhiPmC8Zx1xxVQTM6kk5WRPpBjgvZUWTfwDu9a6hHH2cKDjjJNcjpX73UGfH8JJx3PSuglnKQEjgYxXPW+I2o6rUqyTHe/I21gajLmRMDcQSeO9aNy/7stnA71iXc/lyrKcgKOMnNVTQ6stDLgjZzuGF+lbFtDI+GLYB4JPrVSwhdkeTZwwJGT0rQEspi2KNgH5mus44okEvlA7PmRwQQ49KSNTKAq/fHYnqKqcrxU0eNu5yQM8AdTTGWPs9wvzLGwIqXZL5RcYVhySrZ3VQvbuZLQ+XPKpyByf61qaz4c1bw5oWk6hdzXCXF95nmwGMgQABCisf7xDZx26dQaBOSRjuSTnuMAVvp8lmWHUDAoormrdDaluZ247ie5rOuifO69xRRUwNZ7GfEoiv5ggwFJwKuo7MMk8miiulHJ1JhUbcNxRRVIYsXzHBqta6pcaNrS6habPPiLBd65HzKVPH0Y0UUES2DSiVSYA9AAP1roNHUefJ/sjiiisqvws0pdAuJGaZ8nvVW8YmI59qKK5onXPYybmJWspmI5/wpkDFY40BwuM0UV1Q2OSe6LWTiq86hkJI5FFFWJ7FBlGajkwqZx0NFFBkzo9R8VyeJoIrO40jTLUQQhYpLRJFaNUBwqguVA5ycDk8nmmPywY8nIFFFJlU9jo1OzTgV4JqjuIJ57UUVwrc9CPwmfcANdgHkZqhgR6rIVGON340UV1Uzmq/qWFkZssTyakJyvNFFakFGUBZOPWtnS7mUKBng0UVnV2KpfERDX30m/vEOn6ffRTSB2jvYPMAZOhBBBHU5GcHuDUEWo3WqX+oX13KZLm5cSSvgDJOc/Qe1FFOOyJfxM1dJGJZMdvlq7qDsDsB+UCiiuap8Z00tihcMfII9q5/UlDWysckrIAPoRRRWlPcitsyxC7LBEg6EZNWkYkUUVujBCyAFc1Bnke3FFFUDIr0k2p9mFF74k1bUdLttNu72ea3tpHlTzJGYlmx1JPONvHpk+tFFBnLc/9k=", "info": {"video_id": "134821", "label": "plugging cable into an e-reader but pulling it right out as you remove your hand", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "134821", "label": "plugging cable into an e-reader but pulling it right out as you remove your hand", "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": "b8fd2e7570adb50a1d6e1aa7d3ff96022156f0608aeea25dd022eac98facbeda"} +{"episode": 48932, "episode_seed": 1114830937, "split": "train", "timestamp": "2025-10-13T03:22:09.947654", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1114830937, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping paper clip next to bottle'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 4, 1])", "action": "('reorder', [2, 3, 4, 1])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "138044", "label": "dropping paper clip next to bottle", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "138044", "label": "dropping paper clip next to bottle", "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": "8a19eb04e807ed3b603023c93c7911fb2b19f633ce267d5270b973111ff2676f"} +{"episode": 48933, "episode_seed": 1636068418, "split": "train", "timestamp": "2025-10-13T03:22:12.495116", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1636068418, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 coffee mug onto book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "214333", "label": "putting coffee mug onto book", "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": "214333", "label": "putting coffee mug onto book", "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": "880be2997f903a289392b5802b9270bc36c1de18117e1345c185df5364e375ed"} +{"episode": 48934, "episode_seed": 2745287916, "split": "train", "timestamp": "2025-10-13T03:22:14.536802", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2745287916, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 onto floor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 2, 4, 3])", "action": "('reorder', [1, 2, 4, 3])", "reward": 0.0, "image": 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", "info": {"video_id": "121252", "label": "spilling water onto floor", "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": "121252", "label": "spilling water onto floor", "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": "0bbb98cbd3eac36cdb5301268bb33c4a3a580249a106b03cc8a99968952a2db9"} +{"episode": 48935, "episode_seed": 1573924325, "split": "train", "timestamp": "2025-10-13T03:22:15.103558", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1573924325, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend brush so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 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": "178735", "label": "trying to bend brush so nothing happens", "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": "178735", "label": "trying to bend brush so nothing happens", "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": "30894d29599760839c8d050f9e8f9758b4202ea46b0a5c261d445339fc2db7dd"} +{"episode": 48936, "episode_seed": 2095014636, "split": "train", "timestamp": "2025-10-13T03:22:17.568545", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2095014636, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 arnica cream up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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", 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", 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5zSWaFGk98U5HSYfeFSJH5YJyDmnJaCw38VFPU2LBYl78mvMNUbzNTuD/ANNCPy4r09l864dvwFeX6kNup3QHaVv51ET1ZbFQDnJp460wc1NEpdgFBJJwAO9WiDd0Dw/PrEVxLHLFGkA5D5yx9BXY2eiv/oMNs+6a3jOFbq3OTj86l8O2I0/TEhx87fM59zTdQlktdQtpInKOhJBFNtLUzrJ+zdjXGmSTzDdblJWABXbjJrsH08WfkRjAKgAiszTvGMkdtELiBJZNv3l4IqZ9UluiL+QbId3l4HOO/NXzQtZHm4dSdVXNWXyTI/lHgdKyLq1WWHeGKOpIDqeetMfUVZhsDnPRk5FWdNf7fp8zMMESsP5VL1R6h8+otWo1qKNcir9rbPK4VF57+1cEmdqRa0+2Mrs2PlQZP17VX02WKDUpHlfahJGcVriRLOzfb2HH+0x4qppNqrliyhsnuK0odyJvod74MiS5sScHy2cqCwxnGOa27myjhJ281B4WRIdOlDjhW3cduKt6ncpHGdmS54GRiukx6nnkMMc/iTUVKggsQcjrzWpeBLS0minuvlnRlCsuSM47jt/jWdo9tIfEFxLj5CWLk+pPFT+JraTzI5gpMZTaT6HNZSVyU9C5otmbawXcwYud2VORzWiOGBrM8OiQaSA+cByFz6VVsjPqfi240yTVbi0jIkMQjTdllQsF9hweT6e9aLYSVtDnfibZRwz2FzHgGfeXHuNvNcRIY/KRIxyTya6DXL261OO1+1TvLtDFd3bOM1nWunZwx5OaGUnZFW5BjWOP/ZyalgO61I9BijUYzHchT/dq5bWvl6VJKw+ZqBrUpKDuI9sV2PhvKzs2M7UBrj4Dl8HrXSWst9Yvm2jLmVABjtTEnZkmrM8uqTyN1LcfStPSLlrS6ilUcCMAj1FVtVtXj8hm5Yphj6mpbFlJMTcEAbT+HSnc5sRqjrVuYrlA0bAj070yaJZFG4DjvXMP51rNuRivPBHerN9rEraOzRuYrhWXlT1FVc4eR3saNyQoxXK/EaBV1i2uVHEsOD9Qf/r1q66kVvoMOp2GsX8ytcm2zcxLGs5CbmeIDnapwp3eo9wMTxrdi5WzXOWTcPwqJO7R3Yem4Xucl2rR0S4FrqcUzdFPNZw5qzbxMzZFI6D0Cfxv5dsUhDMwH4VmN4iu7uBmeTaSvQVzbM0SPGwBBGM1YtjiHPrxSLW9h9xIZJ4wSSeM5rY1qMW988QGBsRsfUVhSMfNDdx0q7f6i1/eCWQYby1Q/hSE1Y0LRwtlED3kb+Qq2+GbjstZsPNhE3pIw/lVjLKAy8460NHn1LOTLBnlhPyscfWtXTL5rmKVWPKY/WsLw8tpqvihdN1O+uLWCZ9qSxzRRrGe5YycYxngck4Her2jxS2msaxZyidfs83lbLgASLgsPmxxn1xxTu7GlGjaSkbaYU15bq2P7XvMdPOb+depRY8wk9q8q1A51C5PrK38zSidkitXQ+E4Um1JsqCyJuXPbmudAxWz4d1FNM1WOeQExEFXA64PeqJPV7SDCiqmtabJKiXESktH1A9K2LFori3jmiYPG6hlYdxWjHGCelIJK6scXA37sHcv0zzXc6LbMmlJuJVn+Yj1HoaE020MgkMEe7rnbWlGQFAFEY2ZhCjyO5inw+Y7mWeCQjfzsJ+WtbSrI2Ni0ckgd3csSOgrL8W309joLTWszwyiVBuQ84J5rA1YeJtG0fTbu41K8WW7L+ZEVwIcbSoJx94hs4/+vWlzWzPONNto7i6SJywVjziuguII7SRreEbUU/ifqaKK8ye53RMnUHJuoos/IFL49619FjUsox3oorrpfCZT+I9E0ZR9mnT+EoKhvY15OPurkCiitlsZdTPt7KCB2nRT5kgAYk1K6q6lWUMD1BFFFIgYFVUwoAA6ACuGvNRn0nxTcX1ts86KRtu8ZHzKVPH0Y0UUwRz8yDdGvYAgVbVRGwCjjbmiil1GU723jlmjZhzgfzq9qSrFpmEGBxRRR1Ljsc5F/rRXpWnRJ9lQ452iiimyB2qxq2nsxHKkYrGgGLk/h/Kiig58T8JcB8xzG/K479qyNWOy1yO0i/zoooRzx3RNrPiE+IY4IJ9L0+2MCLHFJbI6lEXOEALlQOcnA5PNcrqUrzTlnOSCQKKKDvjsVIhmQA+tasKhZHA6bqKKl7FLcdcRqyyZ7Jmi0GbcD3ooprYa+Is+Qn2Uvj5sVTbm5/4DRRQVM3tKUSaZIG6B8j8qsQDKMKKKU9jzJfxGY51s6Nf3kX9m6dfQzSBzHeweYAyZwQQQR1ORnB7g1r+Gr+51S/1W/vJTLc3DrLI+MZY5zwOn0oopdDsp9Do0OBIf9k15Pdkm6lJ6l2/nRRSiayIe9SxH5qKKsk9k8JM3/CP6eMnBj6fia6uMUUUDLSdBSsxXpRRTJOf8Zk/8I85zz50f864ufXNRvrCGwubqWWCB2kXfIzElsdcnnGOPTJ9aKKYz/9k=", "info": {"video_id": "72545", "label": "moving arnica cream up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "72545", "label": "moving arnica cream up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 4, 2, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "4e9ec8114a0a0629ae60edd2e054a6b92a0057c0c22b5f429c58fd95c27a4f9c"} +{"episode": 48937, "episode_seed": 3407697864, "split": "train", "timestamp": "2025-10-13T03:22:18.955445", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3407697864, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing that a bowl 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', [3, 2, 1, 4])", "action": "('reorder', [3, 2, 1, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "129138", "label": "showing that a bowl is empty", "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": "129138", "label": "showing that a bowl is empty", "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": "494876d461abd6ae9576039c72f35c45bf0d0baacef7487ccae35d6f7d702410"} +{"episode": 48938, "episode_seed": 418995857, "split": "train", "timestamp": "2025-10-13T03:22:21.790277", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 418995857, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to sprinkle air onto green pea'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "8733", "label": "pretending to sprinkle air onto green pea", "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": "8733", "label": "pretending to sprinkle air onto green pea", "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": "73bdfb16aaf1c8dc8f1f3c068e2ffbf58e660da600c773aefd6c6d4466c3696e"} +{"episode": 48939, "episode_seed": 2507958652, "split": "train", "timestamp": "2025-10-13T03:22:23.006796", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2507958652, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 electric plug with diary'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "17332", "label": "hitting electric plug with diary", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "17332", "label": "hitting electric plug with diary", "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": "53040f1c8cf23a36a17c7cf304421f63d7b9f1e1883d4d1cfcf5ee3efb247a99"} +{"episode": 48940, "episode_seed": 4002174893, "split": "train", "timestamp": "2025-10-13T03:22:24.874496", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4002174893, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cap in the air and letting it fall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "97003", "label": "throwing bottle cap in the air and letting it fall", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 4, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "97003", "label": "throwing bottle cap in the air and letting it fall", "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": "5fd6d09b3934f8723d4b6a39fbb1c0a59ecbcdef91c9d713b5ace0adb64f90d3"} +{"episode": 48941, "episode_seed": 488572348, "split": "train", "timestamp": "2025-10-13T03:22:28.752533", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 488572348, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 jar into pot'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "179182", "label": "pretending to put jar into pot", "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": "179182", "label": "pretending to put jar into pot", "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": "3aa3d04ef65172b74f84e36a6392a7870a1e0368c6e3b438262e6520bb88e083"} +{"episode": 48942, "episode_seed": 3414984603, "split": "train", "timestamp": "2025-10-13T03:22:29.576259", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3414984603, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 plastic bottle onto teapoy'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "20262", "label": "putting a plastic bottle onto teapoy", "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": "20262", "label": "putting a plastic bottle onto teapoy", "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": "60771744e60565988fa796ed8f064d85467a6a1964d9752b1175001bc2bedf7a"} +{"episode": 48943, "episode_seed": 3502629380, "split": "train", "timestamp": "2025-10-13T03:22:30.161644", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3502629380, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 mobile'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "48142", "label": "throwing mobile", "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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p/CjY02fPIjl5+hA/wrmrhQJDjvXQeDJVM97bNyGRXA+hIP8AOmZsz7UhVHrWkDiAgdScVkWr7iK0t+fLUetcFj0TesIhsjUfxHFenQjGF9MCvO9JiBu7WL/bWvQ43Ayx6DmuvDLc4sW9keTam/mandv/AHp3P/jxqKMAUyWQPK7/AN5ifzNKrdDXUcaPWNAG/wALWWO8GP51y9l8mo2x9JFrp/DRz4Z0/wD64/1NcrE2y8jb0kH86xq9Deh9of8AEOPOiwOP4LgZ/FTXlFyCHPvXr/jxQ/hmdh1SRGH/AH1j+tePTsTitTnHWDsHdSeM5xWpZjfdZ9DWNZvtkcmtjTJAGZyQABkmuCt8bPVw7tTR22iXdtp1vd3t3KIoIkG5j/IepPYVv+HdOl1i4Gs6qhQ8/ZbZukCHufVz3PboK534caB/wlF5Jq1/l7SKT/RYD90Y4347k/pXq95ZRQxxQR/KrHFdVFWSTOas+aTZxt5rgspni061kuJi53uqEgdgM1xF/bXUdwZruB4mmJcb1xnmvR7nxppGnhIoI0ZlbB2gYArl9f1WTxfqVtFYQZ8pSrEfdXJ7mtmZI62ezt5dKaTylLGDIOP9muX0whdUtj/tY/MV38umG10UbpNzJCFYY9sV53aPsvrdvSRf51zVXqmdFJaND/iFEDo9tJ/cnx+an/CvK7oEPkdDXsHjqMSeGLhh1jdGH5//AF68euCTt+tanMbPg+cpe3UGeJI9/wCIP/16w7EeZdk+hq94ZlCeIIQf4w6fmv8A9as/R23TMewzXPX6HXht2d/4UX/Spm7CPH5muh1ptug35/6d2H6VieEl+S5f3UfzrX8RMF8N35P/ADyx+ZArWh8BliNZnmWMECrUXaqan5qtRnitWZI9c8KPv8N2PshH5Ma5e5Gy5mH912/nXQ+EH/4pmz9t/wD6Ea5++P8AxMLof9NG/nXPW2R0Yfdm34gTz/DN8MZ3W5b8hn+leN3IUrnPIr25ws+iOp5D2xH/AI7Xh0gynNap6GD3F0ub7Pq1pN/dlX8icf1rqPExKy2oP+3/AEri9/lyhv7pB/Kuy8TyB2sZFOVcMwPscGsq3wM1w/8AFRmfemjX25rr9Bjzqlqvo2fyFcZbMZLxQOpxXdeHBu1WM+iMf0rjj8SPSm/dZ2mdsLn0Un9K8gHQfSvW7htljcMe0Tn/AMdNeRqwCrz2r0UeWWIxivV/C7CTwzY/9cyv/jxFeTK3HFep+EXz4Ysz6bx/4+aaFI5ph5VyPVH/AJGtXxnD5vhi7OPuFH/Jh/jWXejbeXA9JG/ma3tdAufDN6P71qx/8dzWFLdm1fVJnil0o6jtVrwzKYfEEIB/1qtGfxGR+oqlOSyGk06f7PrFpKTgJMpP0zWzOdElk4wOa1rX95dxr6fMa5nT5d8g9K6PTZA0sknb7orgZ6CO18PqH1aH/ZBb9K7K5k8uwuHz92Jz/wCOmuN8LfNqDN/djP6kV0+ry+XoV8+ekD/yrsw/wnDin7x5Wpwo+lSo1VvMAqVHz0roOY9b8MOD4Z0/2jx+prlbgmKdx/dc/wA63/CcZl8NWjFiANwx9GNYWsNHDqVzGOgkNY1tkzfD/E0X/FX+leG7xE+b5A4/Ag145cEKM17fbeVLpEBcDDRDdn0xXhmk2qa54pl0ybUZbWJllMPlpvLMqlgvoBwTk+nvV7K5nGN5NIghlG5uavSXDQ6Myp/rbhhEg9ya5jTLl5PMZ2JyF611GhQ/2t4rsbTGYbMCR/dz0rlkr1Dug+WmfQ3w801NM8OW9uowVQZrU8UrMdGn+zkicoVjI7E03QmEVoqj0rVePzmGRkCuhaO5yt3jY8Qj8G6tNNEhUJ5hwWHJFen+HvDVr4dslGBuxlieufWuhMSR4YgcVxPjPxOlon2eF+far5ubYm3LudPqV7FNaGOJt28ckeleVs/lyA/3W/rXWaPM8+kWr/3owTXK6gqw3s8bH7rkVz1la1jpoyu3c2fEy/afDl7GvJMW4fhzXjNxwCa9usvLn0uB3+bcmDnv2rwfxJMbWS6jgYjZMVBHoCa1W1zC3vWEtrsWt/BcA/6uQN+tSaMQI93qSar65pthbeHoNW0zVL6cNdG1zcwrGtwQm53iHXapwp3eo75Adp0gSJF9q56z2OugrXPT/ChxYSN/ekx+QFWfFkhXwzcYP3mRf/HhVPws+NIQ/wB5mP60/wAYS48OkE/emQfzrSnpExqq8mcArc1bQ8VTTrVlWwBWtzPlPVvBz58L2uOcFx/48axdVGzUrn/fJq/4LZ38OxqvAEsg/XP9aqeIAIdTYMeWVTWVZaGlB2mbOnTCTSoBn+Daf5V49qNu1pdzwOMNG5Uj6GvV/D0ySWEgYcLKQPyFeb+O5VTxPdCPH3UJ+u0VUPhInpNnLTShXwa37y9+0aLpDEglUeM/8BwP8Kw/D1vp+teKE03Vbye1gnbak0csUaxnuWMnGMZ46k4HeoiJ7LVb7S5ftKpaXLosdyAHTnHzAZGeBnBI9Kiq/cZrRj76Z0OlHdds390V33hY7r6Rj/DF/MivO9GkHls/95q9B8JHMly/+yo/U1yQ+JHbUfuM6jVZCmh37Dtbv/I15ODXp+uy7fDmoHP/ACwIry0Hmu9HnllG7V6j4Mk3eGIB/deQf+Pf/XrypXFek+B90mgsoPCzuP5GqIZQ1UFNRuh/00J/PmtmNxdaIsWf9ZAYz+WKy/EW2DVHHqisfyq9oMqyaWSR0kYD9K54pqbR0VGnTTPH7qMwyPG4IZCVYHsRWTLKNxycGtjx7c+Tr2pfZ2K4nHI+gz+tZniTwxqnh/QNI1G9edbi+MnmwtGQLfAQoGP95lbOO3TqDWz0MIq5XtCUiJXg4rodHJFpH780UVxs7Ud74RJM1we+1f5mtzxIxHhi/IP/ACyx+ooorrofCcOI+M8rU5arG8ovFFFdBgeoeE3b/hGLIZ4IYn/vo1zGpEm+uWJyTI2fzoorGtsjbD/EzoixGhpjj/Rv/Za+eU1O40XW/wC0LTZ58JbbvXI+ZSp4+jGiiql8KIp/Gynpx2eZjtiu/wDhWqyPPcuMyySHc1FFYL42dUvgR9CaN/ql+ldAn3aKK0lsZw3MnxJcy22llojgk4rwvV7mW51FzK2SKKK0p7EVPiPS/DjE+GbFu/lD+ZrjNZdm1W6JJ/1hoorKtsaUPiOk07jSbYf9MxXgevHP2hjyfOJOe/Jooql8Bn9tlfX/ABXJ4ggt4ZtI0y1NuixxSWqSKUjXOEALlQvOTgcnmrFmxwv0oormrdDso9T0/wANEjRbb6H+ZpnjNj/YKc/8t1/kaKK2jsjCXxM4ZGOOtW4jkCiiqiSz0rwQxXw65Had/wCQrP8AEbs+sPuPRFoooq/AFL4zR8N/8g2X/rqf5CvOPGoz4ovv+A/+giiiin8JNT42cdb682jXFzGdN06/imdXMd9B5gVkzggggjqcjOD3Bpqald6nf3+o3cpkurh/NkcjGWOT07D2oorKp8LOilujodLJEEYHoK9G8Hn9zcn/AGl/kaKK5ofEdVT4DY8SMV8M35H/ADy/qK8uViRnNFFdsTgkXIeleieB5nTQ58H/AJeT/wCgrRRWiIZn+IXZ9XlLHJCqP0rV0E40j/to1FFYR/iM2n/CR494441jUz3+1H+dc5qPiXVtS0y30u8vZp7a2keVBJIzEs+M5JPONvHpk+tFFaS3Ihsf/9k=", 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", 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", "info": {"video_id": "48142", "label": "throwing mobile", "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": "dd4344e22baa3d0909831afa4c89c62e50607a2c34282fa721679b174feaba8e"} +{"episode": 48944, "episode_seed": 1877717665, "split": "train", "timestamp": "2025-10-13T03:22:31.162653", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1877717665, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 small watch'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "199406", "label": "throwing a small watch", "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": "199406", "label": "throwing a small watch", "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": "b7e6dc302efe160906b8d38a35db276ac1b74c070259d15ce15766365a3d2a62"} +{"episode": 48945, "episode_seed": 3829628342, "split": "train", "timestamp": "2025-10-13T03:22:32.745754", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3829628342, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cloth into washing machine'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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", 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M6cPWtBJnC6jpEN2WG0GuF1nwVMpaS2Hvtr1mTTJ9Lvfs9wSwcZRz3FSPZLIvK5zXNGrOjKyOxwhVjqfOV5Y3Fmds8LLnODjivpH4VSFtUjP96yyf/HaxdR8MW99GFljUgZxx0rf8IeVoepPNIdqCAoP0/wAK76eLjPR6HFUwzjrHU0/ibbwXEml+dEsgXzcbh/u1zmhWtva/FC4eKJYwluZkCjAH7rPHtW346vo71dMePpiQ/ntrE0uQN8Rif7+nbfx8mtn0ZhqtDgbsm4vkgOGSXbuB7/PXbaOkb6UkEMHkBTmRc9815/eymG7WQfwRg/ka9B02SSHQ0vJmABtBMqqNqkdwcnlvp6VMxxJbRc3c8YkP75W+XsSDj+tXPD9jIdLMTsFbBQ8dPUVheHNRj1LWLyGJGSW0AySfvgsTn8OBXetCqXCzQkKJADIh4wcfeH1qJJrRjTT1R5T8YkhtbHS7eJ2LSuzEMeQqjH8z+leRsvFeyfE/wxq2r6s17bws9vawpFtweCSST+o/KvKb3SryxkEdxbSxs3AyOtdNK3IZyTuaPgiY2/im2GeJkeM/iMj9RX1h4HnM3haEH/lm7p+uf618qWOi3+i+IdFluI8JNIrAgfdOcFT78j86+oPh42fDUvoLhv5Ck2nsB0jdJfrn9K8VjP3fpXtLHmX/AD2rwg6nbW9x5U0mwjuRxzTiJmxqJ/4pi7X1nh/maTxtkafpQGf+QUg5+pqrf6lBHo8ah45UkukLqGB+QK3P5kVY8Vnz9L0aVfutp5Uf8BY0fbE9jM8KzCV5rcQyStFmXC9FzjBPtXT3t4LLU7dndEAb5+RjBAHH4HIrC+Hduk2q6kswBjeyTIPf5sf0rC+JNxI2rQW8DGV3mSNeACWVRgAf8CFSoc1TlCT5YXPRb6yNtflEaQCThSpPOfpVk4WGOHzFMrSqNg6qByc/pV2FzNBb71zNEuT7np/jSWsKy3zSuMtgD8ASB/KuL2Ki3JdTq9o3ZM8j+OUW0aFIudpEy59xsrxx14zXufx6MEdhoNru/f75pdueduFGfz/lXhxUsQqgkk4AAzXoUlamjmm7yITxzXr4nvGgt5LQKzOgYhiOeAa8pvbK5sJlhuYWjkZA4Ddwehr13Tol8m3BHMaLtPp8uKOoizM9/c6NdxS24jhCCUyKpbLIQQp/u/X2rXtpHu/h4RID5lpfKx9w6kZ/Suv8F6ZFe6XdiZA8chKFT3XAB/nTp/BUGkaJrUVpcSyQzRB0icZKlDu69/Sps+a429DyjS4zHr9rhSTHeROAP9/B/Q103jnxBBfx3UFtKskdokjMVbgtgrj8D+tc9Mvk36yAlVf5WI7BhiuO1vUZkvLi2QYTGyXH97uPpkfpWkYc0kRKfLE9K+DrQSaDexgbZ45z5p9QVG0+2MV6VOyRwB24ccYHdhnpXkPwZnA1a/tWPy3FurFP7xVuv6/rXrV7GJkTOMhs+xx/iKxxKtVZdB3po53x9JqH/Cub0aXM8NwULygfeMYPzqD2OM/gDXz34X1g6JrcUznFtIQkw/2fX8K+n7tMxG3eESJMhVlAPzjGDx/WvE9E+HVxF4suV1CAiysnLxI4z9oHVfquOvvxURcXBplyupXR6zo0ivEhByCMg11NuBtFeYeHr46Vq02izscRASWrMf8AWQn7v4j7p+lelWEwkUVwSjyux2qXNG55N4d8P2t7qEMIiZD98FW5Ujng1t6P4T1TS9X1S2ltWa1vbWdVuFOVbPzLn0OcVa+H0JOpy3OMiKPH5n/61emsgChl5Xt9K9Nx1OC581TIEvomcZVsBh/n3FZviDxBcSXd158jPNcoQ2eiZ7D0xg4Fdj4s0g2Os3luBhVlJT/dblf6V5/4itCtzFfAZiuBsf8A2ZVHP5jn861gk5amc21F2O6+DM+6XVLMnCSLHMPUEEg/0r1C6VhNBIhxtJO3P+e9eIfC/Uhp3jKxRidlyGtz9Tyv6gV7eod7wIrHYUG04zgmscVC1S/cvDyvD0KXi8vLLE0UZd7RFPy84Dcn+lV7F1niUg5yK6uW3j+zy7wDuHzE9+MVwelXH2fUZbR+ACSmT1FcGIp3XMjuw87e6dD9mD9qQ6eG7fnV+2AdRV1YB6VyWOhyPP8AxQUsns1llVd+/aGbGcYrL0bVof8AhYdoDtKymKOOT1XZtOPXnP5Gt74iWkTyaZ5kYY/vAM/8BrPu/Ad8l5ZahpJi/c7MwyOQVw24Fc9Bz0r06N3SRw1WudnBarD5WoGJ+NrvE35kV2bapBF4C0q0yv2ie1VACOR1DHHbvWL46sWtvEWoKBjM3mr9HG7+dcfrOozRtBIhJkKjZk/dUdh9Dmunl5mjDmtqdb8L5oZfFGsqwPnON6c/8sw53D9R+Ve26ZpwaONiPmUYH068fpXgvwjsri48WxXSqwhUPHIf724dDX05awCNBxWWIXv2Q6LtC7IJdOjntXiZRhwAw9cdKx7jwbYXhjeWCNinI3LnmupxQKmMHEbm2cJ4g8MW40C42wgsib1yM4KnII/KpPAwm/4RuFbeWJGa7Z5FfktGAAcD1z3rsLyFZ7OaJhw6Mv5ivJn+Huo6rqHhrVIbu1iitTE8sb7lmCiUu20jjBBAwfTrWiVhXPUWPEh9/wCleDNBHcToXjjZOd2Rz7YNe7M2Y3b+8WNeF275b8a0iQzoYPBz6j4cuLjT4v8ASZGGY84EwUg4Oe/HBqDVLO5j8JaQtzbyQSQST25SRSCBwR17da9L8NwfZtEtbdvvlA5+p5/rWf46szceG5XAy1vIso+mcH9DQlrcL6WPHdM1ebRYbya1VftMkZhVm6KM78+/Q1xuvav/AGjNaPFJulhDPvB6tnOf0FdJqlq8kVzbxZDyoRH/ALw5A/EcfjXn0KgvG4GMn5ge1dNCCcrmFaTUbH1JpVyLvTbO+XlZbdJM/wC8uWH+fSi0mkk1IsBtG8xlaxfBGofafAumzdTCGjb6oSP5Y/Otm3KyfvIQWkPzKQOR6Ek9BXnTTUmvM64u6TPEPjabuXx2JZSfs5tkW2x2UEhvx3ZP4iqvgTws9zp1zrtxCGhjbyoc9Qf4nH06fia9L8d+Bm8QafaNJc+XNbvndtzlT95QT3PGM8Zq9ptjBptlFY2sax2wjAjA6ZxyPx6/nWrnaKRm9zhvF3h60n0kXMzlpoPLe3dQPm3EZU+o/lT7HhRnqMCrHixmW9tNOXIGfMZc59h/U/hUuk6fJdz2qIDtnmKZ9MYJ/Q1UNriPWPCEZstCtmIw0nzkexrpJolZOmUYYPuDWNCVREjQYVQFA9hWxaN5sBQ9RTGeFa9pbWl7c2jcGF2QH26qf8+tcB4msj58WpovyTjyZx/dkA4P4qPzU17r8QNIxNFqKL8kq+TKR2YfdP5fyry+7gi3TW90hNrcDZKB1U9mHuDgj/69aQlyyuRKPMrGR8ONQ/s/xppZH3JZTA3PZhj+eDXuzbzdJsb5WTPrhv8AJrwXw9ot9pnj3TbaVRJGrm4jnQfJLGoPzD8cAjqDxX0DbbRPAgOVA6jpkf5FZ4qUZTTQ8PFxi0zQitY4lY4yx6k8k/U1zeoOo1cqBwvUj9RXQ3l4Il2IMyHoo6n6+grmtVMVpLEJ5AmxWmmduF6E8n644rmvc3a0ON8eW4isrXUbXK3ttMDCR6H7y+4IHSuj8EeJYda06G5jJG7hkPVW7g1wHiPVpNWvUijB2g7IkPUZ6sfc/p+dT+HILjRNc8+1UnT3QLdHssn8Le2eR+FOpSvG/UqlOzseleCbP7JoYmYYe5bf/wABHArtbNhJGYz6cVgW2yKJI0ACKAqgdgK1bSXY6t+dbmJx/wARNI3rDqSrwP3E2PTqp/mPyrym6toW820vAfs0/wArleTG46OPcdffkd6+kNRsob+ylt5hmKZdre3v/WvD/EOiTWV5LazJmRPb769iP8/yppgcL4f0y90vx5ptrPHkpL5ySJykiAE71Pp/Loea+hLAqLiMDlVTqO5/zivG7XUZNP2RXMfn2ytuRujRH1Vuqn17HuDXRQeL2V4tlxG8Cx7GRgUY85ycZB/Soq802mOmoxVj0u5mN232aLBX+Mg8KP8AGvOvEmqWdprInRv36yKpUHO2Pnk+meMCodT8c3T2ptrJ47VG+88WWkb6EjA/I1ysNo19IQylIM7m55J+vcmoVK/xFudnoez6PcrcW6OpyGGa3oxxXn/hSa5trONbhGSNifJJ/iUccVXOraneeNL3TV1u6tIA0nkrEobkJuC+w4PJrh9k+ZxOuVRW5jZ8bwfaNW0GADO+VwfplSa6uArJGFHVBt/DtXmvha+v9Z1P7XqN3JcC1jPlCQg7Wfrj8BXfWU22UEng8Gu6jHlgkcdR3lc4n4laYWltb5RxIpgc+jDlf6/lXlN7pkmoILWFc3KNvgH97PDL/X6ivozxBpS6xpFxZ8b3G6Mn+FxyP8PxrzDwzoEl34gjlkQr5D8gjkOOCK0cuVXJUeZ2O6+HnhePStMgAQB8As2Op9a9HAwMVWsbdYYBgYNWqxppv3n1Km1sugVC0uyYKehqas/UCUkjPYj+VFV2jfsFNczsXpOY2+hrKj+yrdFo4wJooRFuyfug5x+dXPP3WDv3CnNcZ4uv7mx8Jvf2M0kFy00Y8xDzjPP58VcZKWwrWOplIWMrnoK8V8PWh1DV4Lf+Avuc+ijk/wCfer+qa5qcWkR31p4i1OUNOYMzoqLMQuWaPvtB4OfUfStjwZphsLM3U4xcTgcHqq+n49a1iyGd5DLtdSOAOgq7fW8d5ZyQvzHMhRvoRisiF8mti1bzYCh6imI8C1mymt5XhcbZoHKH/eU8VwGv2QtrhL+FcW1y2TgcJJ1Zfx6j8fSvd/iBouy5GoxjEc4CS+zjofxA/Q15fdRRxedBdQ+ZaTfLNHnGD6g9j3BrSE3F3RE4qSszqfhTI58LTpnMbXMjY9BtUH+VekaVCI7fjkA7R9BXnXgyS10XTks0lQ2vP+kNxu6nD/3W5+h7V2thq0cunwi0DTB1yueAc+tctWV5tm1ONopE+uyeZbGGIne2SSD0UdTXNXV7HbaY88rYRUJB7k84x756Vpa5qVtotg813dAXkw2ogG5voq968w17XZb4RwRoURFCpHnJzjGWx3/lSjFsU2irDcT3+pTXlzIZJFGCx9TwB+Ar13Q9Jj03QtKkdf37JJIc9t5U/wAgK8f8MWkd54pGkX99dW8TvzJDJGioepLF+MY445JxXo/h/UtSuNU1S01C5uZBaSiONLjG5BkjkDgHgdOOK3utiUup20UmSK1bOXZIDng8GsG3fkVqQPSGaOq6dFqNjLbSjMcq4z6HsfwNeJa3pElrczW00ZEkZwy/3h2I/wA9K91tZRLFsbqKwfE/hxdXgEkWFvIh8jdN4/uk/wAj2+hoTA8QtNQk0xlhuE861DbkOcFG9VP8J/n3BrqLTxVIrW/kzxPAiFGBPlyc4x/skjnkEdelZuoaUVlkhljMbg7ZEYY59D6GsCbRzG2Vjlj+hyKHFS3BSa2O/l8bQWcTNa2PmXBHDzTKFH/fOSa4PV9bu9Tu2muZzPKTlUUbY4/oP6nn6VEmmSOcfvX9ulXIrCK3GZFVmHOwdB9TQoJbBzNlTTrJoz9pkBaZ+Ixjnnv/AIV6rZaDFp/hV9Puoybi7XzJmGPkPYfVR+ua5ifQb/SvDh8QTPJbXImj+zoBhgCfvEHp7D8aj1R/E+j6bYXt5q9601yXLRugHk42lQTj7xDZx/8AXpNjWmp3kB5FacJ4FFFAGxa/NBhucVzHjXT7a40Z7t0/fwFdjjrgsAQfbnP1oooQHkd9bxlN5Xkvtb0P1rHezg3AiMDjtxRRVCJra3i85UC4BOCR1rqND0+C98QWenyhhbvKFZVOCRgnr+FFFDGj0fxbbQw6bC8UYTycCMKMBR0x9K8fvdRnsPFd1ew7fOSVsbhkcrtPH0Joorln8ZvH4Dc8D/L9sA7BB/Ou7tyciiitYfCZS3NyL54AT1xUVpZQR6o0qRgPL8z47n1ooqa3wjp7nTKMDFLRRTjsQwqhqg/dRHvvx+hooqa3wM0pfGihFI3kXC54xXKeNWLfDxGPXzYR+WaKKyw5rW2PN9V11tWjgjk0+ygMSqiPArgqg/hALEAc56da9PtWO1fpRRXZE5Wa1uTxWtZsRKvvwaKKYhdXsoL6ymtp13RyIc46g9QR7ivBr6JDCHI5yF+oxmiihAYC3k+nX5S2kZFI6Z9e30rVt9WuIkZYgkWf+eWY/wBFIFFFVYRl395Ll5ON7cMx5J+pPNO0uFGZ5mG51XcCfWiihk9SWx1L+ypdQf7FZ3Ymmyy3UW8AoOCCCCOpyM4PcV1/g68nv7rUry5k3zzOru2MZJLUUVn1NOh3NuTxWrCTiiiqA0Ld2VlIPNazKGXkUUVLAwtY0Wy1OJ5Z4ys8aErKnDY9D2I9jmvJSN7tglMEj5eKKKpANa3GDukkYehP+Fdx4J8O6dJpcGrSw+bcsxKh+VQ+oHr7nNFFNiLHxJ/5E+T/AK+Iv5mvJrrWL+7sYrK4uZZYYXaRd7sxJbHXJ5xjj0yfWiioZR//2Q==", 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", "info": {"video_id": "196660", "label": "putting cloth into washing machine", "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": "196660", "label": "putting cloth into washing machine", "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": "5f6797e4d2c8bea75b73b8b53c1b0f7cc0d08b8813ab2d0cb5ab0b0036b83c08"} +{"episode": 48946, "episode_seed": 2904561637, "split": "train", "timestamp": "2025-10-13T03:22:33.640123", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2904561637, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'dropping ring 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', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "162048", "label": "dropping ring into box", "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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"info": {"video_id": "162048", "label": "dropping ring into box", "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": "7d83745fed175e8e1aa30cdf4b4c33361b65431ea2d6c4c91c0721256a5d0ec8"} +{"episode": 48947, "episode_seed": 2374840234, "split": "train", "timestamp": "2025-10-13T03:22:35.348559", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2374840234, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pinset next to book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "3481", "label": "putting pinset next to book", "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": "3481", "label": "putting pinset next to book", "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": "26eca696b4178ca899bf364026900bce63014299d901bc94b9d30ea060cc85e3"} +{"episode": 48948, "episode_seed": 3270720295, "split": "train", "timestamp": "2025-10-13T03:22:36.486496", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3270720295, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tape dispenser upright on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "14926", "label": "putting a tape dispenser upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "14926", "label": "putting a tape dispenser upright on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "79931fc354537e6d54309effb0fe78cb02bf10f036424544b0a49ca5f5a5f040"} +{"episode": 48949, "episode_seed": 1229844704, "split": "train", "timestamp": "2025-10-13T03:22:39.576355", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1229844704, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ball 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, 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": "144106", "label": "throwing a ball in the air and catching 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": "144106", "label": "throwing a ball in the air and catching 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": "10a9d68e8d95b23cb7b89ae783234fe138b1097ee4e220cd64eea9988cb20849"} +{"episode": 48950, "episode_seed": 2244260303, "split": "train", "timestamp": "2025-10-13T03:22:40.360757", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2244260303, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 fork 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, 4, 2, 1])", "action": "('reorder', [3, 4, 2, 1])", "reward": 0.0, "image": 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"info": {"video_id": "137516", "label": "putting a fork on a surface", "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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"info": {"video_id": "137516", "label": "putting a fork on a surface", "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": "97be6005ab35d64f1c4bec16cc4e3c982387e9dd77982635d6ad553f808397e2"} +{"episode": 48951, "episode_seed": 4064283583, "split": "train", "timestamp": "2025-10-13T03:22:41.915044", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4064283583, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to open cigarette box without actually opening it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 4, 1, 3])", "action": "('reorder', [2, 4, 1, 3])", "reward": 0.0, "image": 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7PLrzRIm1GW4KlkUhV44AHAroNE1j7IBbSY2nhGPb61pXESR6PJJs4k+Yg8/IowB+OM1jPpsVxpguLdl3KASM5zn39qJKEo8rMlGUnodJJPcyLwyLnuBmqUqSNkvO59hxUmiz2UMBgvLgtIiBgDn7pJx/Krc2r6bENscBb32j+tZRp0YrVE8kjFe0DHKozE+2a6WOygiAM1zCmOvOTWFP4gbOIrdQPc1oRG2XGyFnPqabqxj8Ebg423NMXOmxEBRLcN7DAqUajcHAtrOOL3brVFZ5sYSKNBTwZn+9MfooxS5sRPZWFdLoXPPv5pYo5rhY1kkCDb1Oew98ZqLxN4m+1XcNlaxRkAiC2EnChs9f61izT3j62I7NZpBbL+8kUZEbMP0OK0NJ0yHVtRHmhitp0ZR8oYkce9dEFKnTvN6sul78/Q07h47JAzAKlrE0rJnIBXgDP+9iuW0nxADL9mv2DbifLlb+EnsfatnxTLvtJoYyf3pLEjqUTgfm5rgNQ066TVRZ2g89zjPbacZOazUIuLizSpLmlc7uWe53FfLRce+apTG4c8zY9lFYPh3xRGlydL1dXSSNtqs3Uexrr3u9Ii53Bz7AmojQox3MHF9DCkg3HDMzH3NWtKsC7SnIjQYyXOAamm1y0TPlW5J7HgVVhv47928+IqE+6F75/wD1U5TpxXuq4+V9TbWOwtx+9ulJ/uxjNSpf2qf8e9m8p9XrOidFH7q1H1aphNcHoUQewzU+0ry+GNhXSI/EFxfXWg3cXkIkWzO1RzxzXAWWhLe6fbvMwfCmZ4we+TtH1xk4rt9UgvLy2jsbeSQyXkq25YdEU/eY/gDR/wAI+dMu7XTI5TIZMFpivRe/HbgVtSpzSc6g1O7UDi5dLOo6XDEsbC4kZYokHZif/r1t6lpkOnv9ngQCOACLcB1xxnPuc1vTWL2/jk+Wp8m1Jud54XJGEGfXcatXaxf2RO5UMJCB83PyJwT+JyaVJ7tm9dptJGFpOtKqfZbkqD0jlP8AJqvTS3R4JRD6jmsKTTo7nTTLbnDoNzAtkkHt+FaujS28dsI7+53EJuQH+7nH9DUTpUpS5mjFwla9iGVZXyXnYj8qqvbBjwrMT7Zrbl1XTIQRHEW/4D/jWbceIQDiG3GPc0/3MdhKEmbca6fFzLdhvZalGo6anEdvJL7msqJ7NQNkRc/SrK3bdEtwPqaz+sVZfDEPd7GiutSD/U2Cge9Ng1S5t7maaaErbTj96EH3DjG7/GqYuLk9kFPM1zj76AemKIyxN72E7NWaNe5t49P02G2tivm3bFQ6/wB08k/l/OuPk1FbrxFKd+IUOIV7ZUbV/qa0Y7h4ZsSzfu/LdI26iIt3HoK468hmsbswyZV1PDDv7itqa6Pc0lPm1LmqXTQaraXCH93kxt7g9P1ApmsXMV3crPGQ06LknsDVa9IvdKuCQ6yxKz70x1AyOD2zn+lZNld+esbLxvAJ+veoq3RtQaasdjbvaS2kczYBZckE9+9RyXdovQA49FrItZCoeNlzj5hmpGYnIC/pXPHC82tzCppJo3tFltrqS4LyiELt+9369K3Bc6VCPvySn0ArktF8vzJjcK3bbx161vJcRIP3Vt+YxWntJUv3cFexKtY0l1aBT+4sCT6tRPqVzdwNCbNFVu4zkHsQfWqYupjjbEi/U1Ik9yc8oPwpc2Ilsh3XY1NNvVRJp9QXbcxxEKxH+sXH8/aua1+Z1hgt3P72TNxL9W6D8qvTGaZDHI6FT2xVXVLX+042lQYvo1G5R0lUdx7+1a0uZO9RD5rqxXe+W8tY0jXGRsKAZxgYA/z71y0F9/Zyz2cRDqjsqc5wpOQT+B6VMk7Q3AIcpzgn0HfiqXiDf/a0c8beZGYxAXQA52DOcjr1xn2q6itsaUpWlqWbSVE1GKZ2JVsJJz27V0Er2cJ6rn865O2Xzbfg81rRyK0CnblgMH61x+y9o9zTEraRZlvrdRhVPPoMV1ccdjEAZrsHjotcJKJGP3Gx7CuqiNmgG1C5+laRX1f4dbnIrdTWGoaYn3IZJDUi63t4hsAB2zWct0B9y2/PipBdT9o0H41Xta72Q7pdC9pd8kFxeRyQLB9tkMok7FyAMH8uKtxWzaLpIiQn7RcttUf7RPB/AVjyyTTRmN0jKHsamS+u7iZBOwaWCBxbkn779s++P5VfNUkkqi0RVNqLbW7MPVNRW412SBMGC2wE9W2cAfixzXPLfNbeIklPzB90bN6E4yfzAH41m6rJPa3KyZKzI3zA+vfNUhdrOrssqrICXKyZAGPmHI9+hPXFXUjbUqLuzrdcitZ7uO/jjQXATJC9WA/zmtO3W1mtY5t331ycnoa4+1vhOFkU58wA89q2dOKsZIWHI+ZR7VzTg6krLQ2rR9zmRpyTWicDafoKs6U1rcyTZlESrjrxnrWeYV6BefpUtikCu/ngjpjimqDo/vN7HImm9TohcaVCOZHlPoopy6taof3FiWPq1ZyXECD91bk+5FSi7lONsKqPc0/b1pfDEr3excn1Se7gaFbQIDyGGcqexHvWhpV4krvPqCiO6giIyRgOuPvD39qx1ubjsEFRztPOhSQpt9hyKF7eWkloCkk72JvEF8yabBGflnumM8nqF6KKpyalFdWMSIvbYU64wvT8eaNVhOqQefHn7bBGFePs6Doy/wCFcol1Jbzh0fbgjOeh57iuuNpR0B9xkV4dJnurYfvFEjGPJzkNzk/jnimQTgXsU0jEqcI4z2/yag8So0OpW8qbWURiCR0UfMfvAkjqccZqK0HnQnnmuSp2Oym1KNjqpTaQ9SpPvzVKa+tUU4H5LVFW3QruxuAwTUMik9FJ/Cs44S+rZxS0dmd/DpUgHzyItWU02FfvXA/SsBba6cfPOT9WJp4sZsY3jFbPGRQ+WPc6AWFsAT9p/UUydNOjTaZwW/3xWINPlAHzLVe709zs+YdaX11Byw7mm8enAYacH2L1h6rHDcDyI5VkKjMLg5I/2TUcmnv3Zap3tq8Vs8qv8yYIx9al4lSY4qN7JmVDdsPNhDYH/LVPpzVJrePTJLMI4IlUuw/undyPyIouZ4btjdtiO7t8mVQcbx61mfbPMtoopixmjkDK3+yc5zWspc5rCLizr45PJdJwNwU/MPUVam1q3QZ8pvyrMtJlkt1yRyv61Do1mNY8SyaXPqMtrEySNFsj3lnVCwX0A4PJ9PeopuWyNasYv3mdR4elOryXBjUJ5e3O73z/AIV0iaWB9+dR9K838Etc3H2srMwGIyecdc114sp25MmT7k05YmMPde5yuMe50A063HBuOnXkU8WdlESZLjj3YVzwsJiR8604WEuDllqfrqDlh3N0Qac2W84bf98VUuzpqZKXISReVcPyDWNJZOifeXmqEtk+Tlx+VJ4yLVgtDuVdaVZvMuoArSIcTrHyP94VBpt3pcqR288o23COFZhjkDB/mfyqpqLXOn3vm23zNgFl7MvcGuc1O5E975sEbxRqgKKRyCTk4/GrhUclY15OqNbSnKNJAxBZGKk+uOK2Ibo2UjEKHjfGQe1cvp905vHkkxuY5YgYrR1K7b+z2MbFXVgOKzd1LQ6NHD3jduNYjTH7lsHuK7CHS5yoztX6mvO9Ys7S38P2+p6dq19OrXX2bNzCsa3BCbmeIddqnCnd6j3A7Jf7QkUbp36f3q29r7P4jknGL2NxNKYfelXHsKkGlccz/pWB5V6Rje3/AH1SiG8xyzY/3qPrkSOSPc6B9PgAAM5z9aR9Lt2TDTsO4IxkGufNpcbwcnP1pslvOq5Zv1pfW4sOWPczfFemNdrIQF+2xDOV6TL6j3rz+GSSMTW6xjM4CMTwVGef0zXol8k1vaPcLtLR4br2zzXLXCRTXUeoW20IzbZ0I+560U6qkrdC0uqII7R9Mis2kfKzl2Uf3QGxj9a6K0nW2uIrgruQHDj/AGT1rm5b0alpPmOypNbShgucbkY44/P9K2LKUSWyg91qG2ndHTDVcrOsfWNNQZU5+i0WUq6vI/2dceVjdu46/wD6q43QlttR8V/2XqF/c2tvM+xJY5Yo1j7ksZOMYzwOScCr+hR31tq+sWSyXMZt5vLKTkBxgsBu28Z9ccVq6jiuaWxzShFaHcJpL/xSqPoKmGlJwDPz7CsAW92Tkykk/wC0aX7JdFs7v/Hqj65Enlj3OiGnQRkmS44+oFMFjasSwmOP94Vg/Y7gj5j+uahks50iJBHPvS+uRFyx7mrcxW0chkiudkifcfcODXK61HHMHu4VAkQ4njTkA+op0lnLzkise/ludLu/Nh+Y4G5Ozg9QaSxClK63LjFPRMvacbCWKOK4mj2yk4ycc4JI+vSsXS2aK4mtnIJjYrkd8HGay9Uu4ZbmNrPdHFGpkAIwVYnn+VOsLxnv2ldQrPgkDp0xVS95XNaacWdXHcC0kZigdHxkHtUtxqsEQH7psHuBWJqV2Rp58tirKwGR1xU/iDw/q2geH9Jvb2a4E18ZPNgaPAgACFAxx94hs47fUGlT5raDqqF9dzpI7yfI+c1Ot9PgfMPyoornlFX2OVjmv7jacMPyqvPfT8ZYdPSiip5V2EU5L6fB5H5VTuLuVreRSRgjHSiihJAtzNvbC3nhSRkwxBB28VlS2MIs45cNvbGTmiiuqOx6MkWIJGWPg9DxVePVLjSNcOoW2zz4mbbvXI+ZSp4+jGiiiHxEVPhRqeDpXgF0I2wMIPyzXXJfTrj5vzFFFYVkuZnLIlW/n/vD8qR7+4DH5x09KKKy5UQVZdQnPGR09KqSX0248j8qKKOVCM+ad5LuJmwScqeOopLi1i89SFwVXgjtk0UVtHY9DD/wzFu41jKMo5bJJqreSN9myfUZoorVbocupc1zxQ+vQ20UulabbGBEjiktUkUpGucIAXKhecnA5PNd5DezHbyOnpRRSxC2OCexbF3Lgfd/Kntdyqpxt/KiiuKyIFjupC5zjpUN5cyeX2ooosgMm7ndrSVDjayHIridR3W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", "info": {"video_id": "92399", "label": "pretending to open cigarette box without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "92399", "label": "pretending to open cigarette box without actually opening it", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "32b92426623a2053fdb14cf32cb2ee5b2dd6da0f54510048c8234c270408e5be"} +{"episode": 48952, "episode_seed": 638902375, "split": "train", "timestamp": "2025-10-13T03:22:43.500614", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 638902375, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 2, 3, 1])", "action": "('reorder', [4, 2, 3, 1])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "89792", "label": "pulling remote from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "89792", "label": "pulling remote from right to left", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "57a8720158c0e32ae61d3f307a27e370bc571567710390925a32b96066dede45"} +{"episode": 48953, "episode_seed": 522253280, "split": "train", "timestamp": "2025-10-13T03:22:44.413398", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 522253280, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 remote 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, 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": "191181", "label": "moving remote down", "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": "191181", "label": "moving remote down", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "fa876c9570ba382681f57c174a2666cd7f0d76337feb100c520507e48d486fe3"} +{"episode": 48954, "episode_seed": 3353263371, "split": "train", "timestamp": "2025-10-13T03:22:45.234966", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3353263371, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 beverage bottle in front of electric iron'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "214008", "label": "holding beverage bottle in front of electric iron", "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": "214008", "label": "holding beverage bottle in front of electric iron", "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": "44447e5d24549606180a9b5e40cc84d2724986c7b34b88c93726c9cb4e1e5d96"} +{"episode": 48955, "episode_seed": 2485208748, "split": "train", "timestamp": "2025-10-13T03:22:48.030298", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2485208748, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend plastic bottle so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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eWd1SUkKIgOg7fpivRDbzPrdzJDGSVnIDAdPnYj+RrlfH0F7FL5hxJaFEQkANtdRj6iqozasjSvCLbl5FPwJbj7DqDsTtjaORAvfkDn869BmSMS3OY1R/J3AjGcbR/WvPfBLTrcTxtwk9uePTDoQcfnXoGpBhNcsv3vs3Y/Sorzlzbl4SjTcG3HUxlZjYzMcM3kRg88nIY81ZckatJ6A8HPoMVAQTYsoAyRbr09VP+NSqzPqjk8KST+ZFc8noegklsdX4iv00fw/ZzSRCYyWphWM9MnnJ/KvJhIZZFWdjtJAY9eO9ereN7PzdOtSM5ijCkeh2j/GvM7XS7m7n8mCB55M/dQZIr0oKySPCk7ts948PTadJolsmlyeZaxIEVsYP4+9cN8TtDfVYjKF3FB8tdF4ds5vDnhiOO6ZY5M52HjbmtDdHqFuyyYIb2rRVfZ6mEonyxNpTpMyMjBgcYrsLPwrC3ho3UsjRMqEFSO4ya9S1XwfoNuxv5I2Dg5xv4b8KyfF+mCDREtLKcJOrCcDpuXacjP0P6UqmK51Y1o09dUeP6DKLXWYZ4iAUkABI7Hg/zr2W/j51JgcZdDkfRRXj1nDJJPK7Arg5BPr1B4+lev3s4eG7JHD7GGfdVrjxD1TPRwS+yZ1yc62RzlZoPm9cFj/SsDWJTLAEP/PQ4ro3Uy6nckLvKTrj6APWDe25lYLjnJP86wjsdlVXikVG0O4W2iuDGTbsflk7Zr1OYg7SMH5c0mi2EVx4KiWVA2JGcA+3pSQzRNbxN5YJZA2a6V8KZ4eKfvWXQqYdmOePY8VR16MPo0u/AIR9uexxWlLNjzJJSqRxjJY9FHvXF3XiO21jUjbW5YwRRyfMRjeDgbvpnpQotq6MqOtRHVaE4bT9FPTKkfohrF0tAb+VPMaMPEyb1bGDsIH161o+HWzpOkYJJ3lfpxz/ACp2mWFrel0UN9ptgXkk6KFY4x9fl/WsIPW57M9EzynxfosGkXCIJ97u53A9Riuq8EeW3hi9tUXmO4jJPqGbNZHjyK4i1WaZj5ltLMXgYAHbntntWv4DQxW99E333Nu2PcPg/wAxXRUlenqclFctU6S++WPUkONpiXp/wH/CqPLJHg8C8RT+CoKtaqcR6g2Mnag+mRVdYyHK5xi8Yj8Av+Fctz1ktLiWY83UegyRnP1x/hXqsU6QXSwE7cofx27P6NXmGhwtJqkI4wzoo/OvSZI5RqVtNIyNGZ5EXAxgFT1PflRXVhFq2ebmb+FGhfxmXTrmMdWiYD64rxMuYTOGB+WYtz6b1P8A7NXufDLg9DXiOroYLjUIwP8AVPuP4Aj+a101PhOXDP3htiiXc81jIAyRv5u0jjpjPtytYGoaZLa6yxEDtEvzKAOCPQVv6YinXb+PcMSW8oB656n+tTa7dSW8SXKoD5EKSoD3P+FcynZ2N6lJNORyGh2O6+l+0WxBvZQYUzjABPNd/pcuj2tulrd6pb2s0Dk7Gf5sg9CK4nxhqK6brmmyWGUCxxSx5OQVKqw/UmuX1TVTc+IZ7sNxJIzD8ea6HKU7XPPlCMotN6HoE+j7Na1nUgUdZ5DJbyKQd6ZBz/KuBvIriefbIpG0nGTmvSbZlu9CtwrASJArqpPbYN31rBis4zHI8iq2Y2Iyc5+bArD2r5teh3fV7QUV1MfRNNeO+SXrtXPP0r3f7PIvhi1hWbYptY0I2j5i7gc+g+leVLGouWSMAcqoA6dBXsUxj22tvGCSJreFsjqFy39KqnLmk2Z4iHJTUT52t/EOp2NoLW1uTHECSAqjOT71nXV9fXj7rq5lkH+23FSmC5ZsJE2fpQujzyEGeQKPTqa9V8i1sedzxj1Esriea9itrHO92G5x0VQeTXregZXRVx0jvCFx7b/8a4PSrOCzOIlxkfMx6mu80SZRpswAAxeggjsCf/r15eOmm0ehltT2jml5Gnotyz+I7u1H7uEpK8jf33Ayv4AFjXJW9xZ38HiCK78tpoomljDDJHUZX04Nac900Pi7TxnbHM8sBKnn50ZfzyRXmVw+o2+sXk1xG6STK0bbwB1GD/KsIQvFM6ak7TfyNbw7couqgRlQrny8D0PYflXfX7AyXK9B5HY/7QryLQ5XtNctPM6G4TgnjGa9R1B2ZbtgDjygOD6sKjELlaOjBPmTI41zDgdd8AI/4CP8adp8Re+BY/x7cZ65IoWXaQByDLGOPZVqbQVM2q2YA+9KDjPX5qw8jreiuej6tZ201ldysmSuBIfYAf0NSWGl2GhW+YIVBJw0hHzNk9zVph9osLxShjL+Ypz16Yz+lR+VHqultE0gKyxKQVPIyvBr2Ej5u55x8QvE0tvqEMMDlkPDDPTmum8KyyTaXE8gbcw43VxPi/wrJba6qx3DMjRKwdxyW6H9aZYalqtu0EL6gFhMiqY0Tkjnv+FZV5RUPNE0oynPlOm8a30g06X7OTwCDjvjr/KuT8Q+KfKm8PX7r5ivbQmRcZByoyf51qazL/xK71n+XEsnTtlia82uLu11XRLFpLho5rXfF5a+gYkfo1c1K04tvuenUg6TivIs+IdShTxPeLaxDyd7MoUYHSu788z6ekhxmZIjx67Vrx3UJ43kyNzSHjJNes2JI0yxWTAOyAn8hSxEbQTN8FLmqNE8U4jvLhz/AMtJypHoAGqC9hXfGAeqbwfYmo0cF5mY5DySNn0/zmmM/wA23OSsYrlO6S0PUtDgCeGreM43NA7KMdj/AJFeSR/EK4t7SK1isI8om3e7E9K9b3PbaNbRx7QRbIu7OCNxA4r5/n0C5EzK9wqjJzgV6+HjCStLyPmMTUUZtvuyPWvEmo6o+LqctF/DBGMLn6DrWv4U0+S1jnuLnAnljPynoqjkD8xVey0W3tWDjMkg6M1bM6Na26uflYllI+qmtK84xhyojDSlVrRUFtqdXoaKujWQ3f6u5kTj6P8A4VBpeox2er6pZhQAbKWQMT1O9f8AGotKmIs3UHAju2OPqH/xrn9Xvo7TxbBGXCm4ilty3YblPX8cV5dHWTXqe7iE4wv5oqzarp1/4W1Dzoo2vbScbXIydpbnB9MqKPBF/HNeTgA52KxJ9pErk7iGS1NxFLdI4lO5to681o+BbgjXJ4w5ZRbthsdPmWt5QtBtHPCd6kUzvtSlJjvMdN8S/mrUhYCQN0/fytjPsf8ACkvOko7vNGMfT/8AXVeVsoGwPlVyfxzXCmexY2PCYL65ZAnPO4/hk13t1Mq20bL92OSOcE/7UhB/QmuM8ERh9cRiMiOIt+QxXUSu1/BqirFJEVsYwAwwQ3ztx+ld+E0i2eLmTvUS8joY24bkHDEcfWvIPFsXka/qcfaXcf0J/wDZ69T0qVHikCyO4yG+ZtxG5QeteffEFI01lXYgeaoHP+6f/iRW1V+6clDSRyOjT/8AEyicHiQOufqFq1rUw/sdS3IFtt+uKy9Jm8q6tmYEqs+w/io/wp+ru9xoMax8yBZBj6cn+tcd7VEepJc1KSXb9DkrrWLa/wBMsy8C/aoI/KL9flBO39MCsO5ui5VRioZInjOwDmnwWxluY4xyWYCvRUUnc8VybVj1DSZG/s60OQMQN3/6ZioomzaKOreWo6epzSOwtLaCJMkIroMfTAqIStGApxkbccZ6Dn+dea3dtnuq/Kl5I1NKj+061bxnP7y6UHB98V63O8smuWUPlgwrcO4fdkjbERjH1P615B4fl+z61a3DbmEc+4hFLMTjPAHJr03Qb99S1iSVra7ijjjlffNA0aksygAZ6nC1rh3a552NleSR4/MOar7CzAAEk13198PLi0sWupr6EsMBY1B+Yntk963fAugWlhbyX15FEJ3YCMykEqB1Iz0zXa6kW7I8aGGqSV7WR5olrJb2xnkGCSFCkc8g81v6VMY4LmM9fMjYfktVPETp514gYbhIDgHpjPP6U23cxrcgEDMUMg/T/CvLrzc3qfTYDDwoQtHqY/xD1GW2v7M27srxS7wQe45FcZqOsy39w00jnc3OK6bxxC892LlgQo+Qj/aAFcMYyCdw5rrw6UqaOPEuUKskT6c7Pq9uxJ/1i/zr168kH2O6GCSViH/j1eY+GbVJtZhL8JH8598dP1xXoV2x8xkJ4OxcHuVGawxfxJHZlyfJKT8i/kbx/vkgntgD/CtLwaqya9Yg9st+lc+ZWLck4++DnsxxWX4evb6Txq9pHq1za4WbyhCgYkhchfYcHk/1rClBykjoxNRQps+g7RpHMqyshBY7VVcEDcRzzzWdoUgS1gtlXlItrNjGSrlf6Vwnwv8AE9/ezX41m6mLeXGYftDD1Ytj8xXbxaZo3nSy/aiGkdmIF2QBk5IABHGa9FSbZ8+ZHxACxxQSkHJ4GfZh/jXm0RKTzlukcyEH23Ef1r0Dx5YWY0BZLKQNIJlXiXfjJ68njoK86QyrbXjiMk/KjDGTxzn865q699np4OUFDXfU2NbuC2l30YBZ/NO0DqeCT/OvHpEeJjtOATXrhNybh0MLsDep0QnAK4ak8MeHdOnvZZtT0Wa5tpLdiF8tid4kxwR04pYWagmpFY5KbUoHldhYvd38KNnBYFj6Dua9YuJVVQkeMfIVH+6MVpzeCba2uL3+yNMuEintSsaOhyrY6ZPuP1rDsfDHiURQwyWMv7uUqScYxtxjr9KMRLnasPBSjTi3LdkaOwi9RyD9WPH8qntyGmkLY4UZH44p8PgvxE0Pkm1Yb1VN3mLjIYnPX0qp4h8NeIdJ0Z78lbdhMuCJATyRgcVgoXZ0SxcLHpMiajd31msdncC2PkhndAu0Bt2fWuXv/BupxXCGTyQshYKd/oCx/QVQ1DXtbg0iC9sfEl/IDP5BM8aqs2FBZo8c7QeDu9R9K9U1Czl1WxtTaXSQukiyCQpvBUqQRj3Br0Ie5pE+frQVWV5GTovgvTLG2MzH7VPJH8rsOFyOw/rXmuu9JMDGJV4/4DXsMGn6jDCsQ1RdqAAbbYZAH414z4nD2usajCwYqk2xWxgZwAPp1qcRdpHbgFGDaRo2U3lC69ROjEfX/wDXXD/EKTzNdDRH7p3BhXTyXnlvdsUPytCfY44x+NZ+vWsWqSGEYWVZ5UDY6gDd+XauSi+Spdnp4m1SlZPU87kuJZQQSTXWeAbYrJf3JzxDsUepyD/Stb/hV8kmlxX1pqtqyyW6TGJyQ4yASMdDjJphtZPDVxZQW5DpJEDKeoZs9DXVWqLktHqedho/vOaWyN67uPMuVHO0XAYH6LzTGnLxbMclCD9TzWSt3K6h1Hyb5FJA6YAx+tSvNdFn/ctlhHwq/wAWOf0xXAoM9d14nY+EtQt9PuLie5njhza/IZW2gn0rttFvbbUHvJ4Zo5FkZIiyNlWKxjOPxY14x4avrs+L7jTNQvLy2idvKjYeWFiA67jIMAY7dScV1fh26u9S1XULTU5b/bZy7I0mIjZeSDkJxngV204uEbtnhY+snJyO407QdQsItg1kEbVX5bZeg4HOfSuO+JVhc250+5a6kuXYsu6RQoAA3YGB9a7SDTbPsJTn1nf/ABqWfw9pF4E8+zV9hyMu3Bxj1rXnU1ZHHRqpO54TZykbCEyBdjA9SMDH6mlaQyxrbiM5xcRjnsvzA/mDXuVp4T0GygSGLToGCP5m6RdzFv7xJ71P/YekqgQababQCAPKHGetYypJncsZyo8BtvDWmahp97J5jQ3qmF4AW+RgwO5T6YOKjXwLeWlpLMiS3V4rK0QgRmXb3IOK+i44IYE2wwxxD0RAv8qcfqatykla5xOsubmSPn+PSteuo/k067IaAgfum+9uHfHpVlfDPiNyGXTLtgHZsFOcbcfzr3Uk+pph5NZvQt4+Z5R4Z8KeI9M1exv5rBcQHcVklVcnBHv/ACr0OS68RTxFVh06LIx88rv/ACFZvjq/utO8NPcWc7wTCaNd6dcE8iuJ1W88U6PpWn3dxq16st0X3xlQBFjaVBOPvENnH/16qMZNaGMqs6up6/8AZrfU9NiS8gjmjcK5RxkZ69KRNG0uP7mn2o/7ZCiitqPwo3R4z44VbfxFqXlKEAcKFAwAML0rOlnkRLjacf6Kv5jGDRRXHU3PXot8q9BNVUXa3MU3zKLqHHtmPJrmtY0u1treBolIaSMOxzznBoorXD7HNi9WW5NNt9M0XR7u2DLPcu5kcnJOAuP5mrxlfZM5Yki7Qc/7pooqJ6s2p6RVhsxZYEIZv9Q45PTmseDUJ9J8YzXdttMqFgN4yOUAP8zRRV09zOv8J6D8L5ftM+orLHG2wRbcrnHJr2GK1t1QEQRAnr8goopt++cJJJbwuAGhjIJ5BUVHFa28O9I4Y0VjkgKBk0UVTWo09CQopTdjB68UOoWNyoxgY4oopRSuDY5ACgOOaAo9PeiilNWsJAQM9BXH/EsAeEJD6zxfzoorNfEhJnl2pa22qxwxyWFnCYlVEaBXBVB/CAWIA5z0617JpOkwrbqizXIVVAAEzDHFFFa1Nxo1f7NiPBmuT9Z2/wAaxr/wbo97OZJopWaWYPJ+9PzYHGfyH5UUUp7I0ptp6E//AAiGhM7u2noS7K7ZZuSvTvSjwjoJYOdNiJyzc56sME9fSiipaVx+0l3LUOkabbShIbC2QKmBiIZx061OdPsigU2luVHzAGJcA+vSiiqcVroY8zvuOW0tkQbbeFQ3JAjAzUnloqjCKPoKKKxkVdniXiTUzYeLtYQ2lpdRyXG4pcxbwCoGCOQR16dD3q54Su57y+1G6nffNMyu7Y6k5ooreXwHLi/4T/rqeh2UjEDmteM5Wiis4bnJSJQaQ0UVu9joEpDRRUMljTTO9FFQzNnI/Ef/AJFKT/rvF/OvK7nWL+8sobK4uZZYYXaRd7sxJbHXJ5xjj0yfWiitaextT+E//9k=", 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", "info": {"video_id": "86305", "label": "trying to bend plastic bottle so nothing happens", "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": "86305", "label": "trying to bend plastic bottle so nothing happens", "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": "57f0bd121d95f75b24d9c77d6a915a2fc55db2beec2aef4fbf283f38e39ca330"} +{"episode": 48956, "episode_seed": 895228214, "split": "train", "timestamp": "2025-10-13T03:22:51.622466", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 895228214, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'attaching a can to a can opener'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "65536", "label": "attaching a can to a can opener", "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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ju4CqGGMYbk/dJ/CnyeDru3jd4bqN9nIABUn6EZFdv4J8NaolydRu7+PT4biJVdJcN54U5yAOQBnr7ntV3WpIobm4ltZEuAZSCo4IHGSPWt/Yya00OaWIS31seUy3mpwWkmmyXt1HBKQ7wO5KMR0PpxV/Q75p4RaD5gJkZ3zw3+f6V0mtaDbSaNrWuRyKdkkX2aMxqRGHAV+vcnnNcloM8NvYRu/yD7XjKjJwAppuk7K7MatVOPuo9X0+ZLjJbkheo571X1e9n07T57qAfvCpSMeshGF+nXP4VQ0smNTMjiSJxuR4zlXHqP8ACsPxTrpY/YrclioLSbexAyfyFcHs3z2OlS925Vk1kWtrb2oIkitVWO2jxje/cn8ckmn2V9FcRvb3yLdAsJCrEq6N2ZGHKn0IrjvtLy3QZ8g9FHYDqMe5rZguEgheVsg7cD+uP8969BR5EczfM9DJsLn98tu0qJAGAZt2CcdRj0rbitpFsHnSCbDL+7NvFnAJ6ZPHvXZ6R8P7GKygupow9wRvJK5AJ68V6CE0rTtMjecxxAnqxAAwM1jzKWx2WtozyKEro0kGratAryMT9mgkHyEAj5iO/wBK6XUfH2qa1YHyVaKHyQHQNwfcDoK5v4ia0viHUree3XFhagxxNjBdj1b6ccVQ8P6jFbSKk6h0yMoe4yOK60+WCSRxyjzTbuXtRZrR0uUJ+dV3j3xmtTS9dm0/42Nb+cy2t9s3R5+UsYQVP17fjXN6rcOQyocxZwT74OBVHxRdSWnxLtLuE7XRrR1/74SqklKDMoP3j63gIaIEdxWVrEYlUxsOHXH41dsJlliUr025xTdUtmuLfCD5wciuF+9D0N1pI+RfGtq1p4s1C2kJUhwQfYjj+tZ0bE/JCC27C8DpXd/FrRpW8Q2l1FH+9uFMRGcbmXkAe+M8d683jnkjLJkrng9jXRBtxQNK5cjtrm/k/wBBiaby+m7jAz1NdZoPgmbUk8y5dt3OcdvbPpU3w7tVljvkXJkygPpt5x+Oc11c99NoSyKsJaSbcIgD8pPHU9qiTbk0bwSUUzl/E+nWHhnws6Jk6hPIqIxOSAOuPQY/nXDadctHITKc7uOe1dXrGk6xqEr3N3G9wV/dfIPlibGcf/X71V0zwFqF2SZXWJeyqN7k+wH9SK1hKKjZs5a1WnFtyaQy5nMMPmw7SLkcxjqMHA/rVSJ3XwrrSq+Ti3cEeokroNU8PSaNYxBpUkllB/jDFAfYfxH1/Ada5qI/8U/raHqI4v0lFbxhJRUnszmhUVRtx2PfvAmr/wBpaRYXLfK0kCsR6HFdjPZfbUYS8jPyj2rzP4dr5HhzRJQflkt1H4g816zasGX6cV5jWrR3NnhfxW8OvFpUs8a8wnfx6d/0rxNCvLbjk+tfXXi7Szd2kyOgeJ1IIxzzXyZq+nSaTqtzZuOYpCo+nb9K6KEtLCkuo1nIAZgwOdq/1rsfB2ky69fqj4FjG3PP+sOPukVxCN5jqWJOD+lfSNpodno+nQtbxrCqKCOw/wD10VpWsu5dFbspeJZLXwr4dMNuAs9ygiiRMDluM/rXlt9qElnO9pbzZIwHde5H+FdBrt9c+J9euvIR3jsY2jh/usFJJbPqcdPQVxYjbd5jZO7nNXQsk7bk1rya7HSaXd2uyY3KmRvJbyyW6P1z/P8AOs++uS0uVTaRyCKqW6zu/wAiMw9h0q3fWz2sCPKCrvyFP8Kkcfn1+mK2XMcs5RTS6s9CXw/ry682rxagi6RevG0sHJJ+QD6ZyK7+4tt1p6kCuI0fVddm8QR2Ulnu0MGNVuBxtby1bb78mvS1g36czY9a4MQv3mp3Qa5FY8T8ZWph0+dgMGMMK8lD71CsSPT2r274iRiGzuW25DR5we9eLKkF6+IAIJj0jLfK3spPQ+x/OtqGsTGo9dSaN9q7YgWOMYHPJq/pV6bWWQwsvmB1AMpwp55yRWKkkkLlDlWHDA8EVueHY0adw0CzDg8nkD+Lj6f55q525XccPiVjrbSaCSOF2mSV/LaSY53u2TgKMHn/AOtWza3EYt7+4aWT7NFIqqsgX94doxtx/DjnmuYmlhD3Volq21FH7+FAoSMdCRnOcDjnv0q/d3kVyPJtJDJGuC3GOcDt+VZUYrnu0a1ZPksmadtrdxfXbNPMwUjCqD+H8q2dTurKG3h+yI3zRKz5Ofn5z/KuNiJjACda2YY55I/mVkAHLHoAOp/z3wK7Lu9zim4QjdkonabwZr8XOweQ4B/66YrzmzInsBCZTGTcsd2MgYUdfavQbU58M+IUxjEUOB3GJRXm+nxReRdTNeKkqNhIG5DnHXHf/wCtSq3W5NPVGzoHirUtLE9nF5VwJmIVCSVVicZUf3skVnXzXNtfyxz7hIjFW3dSeh/rVnR7OfTtciuJY2SW0Q3IJwQcfcP/AH1j8qs+KvHNv4l1MS3mkQRuq7JLm3YrJIw/iIztP5fjWKgnqjovYyrfy/MaTeQSOh7VaublljBYOoUhU46nGf5fzFUZYDDElxDIJrZzhZFHf+6w7H2/LNG5rkqS2WToCetGt9Q80fVdvYo9lkrlduOK5bU9Ot3uppLw+bbQjC7+RHuHB/pXepG1rbhHXbx3rEjtUulvIn6M4UnHoK54rlidF+Z6HmepeB9Sura38iMNZOvmQzL0YHsR2Iqzp3wyIiV5pyZCQDwVjT6scfkPzr03SdSuYoprYIkhiY7ImO0+vy+ozn6ZrK1u4vbh5ZLzzILL+GOVvlB/TP8A+qu+jSc48zkkv68/0PJxFWpFuN7fI8n8T2CWatBGyeVE4ClTndnuT3J/p7Vz3itR/wAJ/p5IyD9kz/3zHW3r94NT1JY4EcWyEhCwwZWJwWx+gFY3xBBsvGNs4GGijtz6cqif4VVScJaQ2Lw0HCKufU2mxtb3EkR6cEVrYrB0nU4NVisL63YNHcQhwR7jNb4rhoLdHXU3PJvjV4c/tDwpcXNuv762InXHX5ev6Zr5+sgutI00gZrqAbpwg+aWPoXH+0OM+vX1r7I1rT0v7CWNgDuUgg9x6V8naWG8CfE8xzwLLFbzujRuOJImBH/oJrWju4MT25jqPhREBPq+7JQeWF3DGR81dfqluk1/DA3Kbix+mDWxpHh/RYI7rWNCmzZ34Q+V3iZc5U/nWXO4OtQqzchG5P1A/rUVFaTNqb5kiHwpd3Gk6pdC4hN2tyvlmJQAVC5IPPU4rT13XnFusOlR3EE4kILeWvKEcYwMg/5zVKawW5ure5aSRURgN8ZKsD2xirradqCwSvqOtTw2sZ+eT5VbZ/veuD6Vvh8TTgvfjdnLiMJOc+aFjzLxPdx2ETB5PMvZMlEJyQT1dvSuXtIyfD+tHsII/wD0Ytafiy4sNR1ULo0G21iBVZDkvMepdieT7UtvaCLwTrMh6uI1/JgauWIdWXNImND2UbPc7L4X69Fe+G7KwY/v7Gfy2H+wSSp/mPwr3CxbtXyN8P757HxTaESMqSSiN1HRgemR/WvrbTfnRD6iuKrG0joTuizfQ+bbMMdK+a/i5ow03WotSWLdBOPKnX17g+x9/avqB0zGR615V8U9CGqeHrpFXLhSyexHIqYPlkh7qx83TWggCbSzbyGjcD5XQ9D7HtivrE2iyaaG8tX+UYPXHFeG+BYtE8T+Hx4a1QpaahHKzWN43AyTkxv7Z6HsSa9/KNb2QjkUr8uD3revHVMdKWjR5Vf26aNFNe20OVM+Aqdn3cH9cfjWppHw0ttc0iDVYmELsMT2zAkK46474rYtrJLmK4jcZH2hun0GDS6bdXNneXXmx3SxIR+8tX5U/wB4r3B74rODXNZuxOJjNxTgVr7QNL8MWcUc0BkeUExxxJtDt6sx5IBxxXmvjG4luZ0Nw6mVxwqjACjuB2GcfrXpd5bnUNwsrO6uGXcVkum8uFAT19T9BXkN3DLe+IriNrj7Qxm8sSgYDDOBgdh6V3yqUoR5abu3uzz6NCblzyTXqdnpXi/+zvEn/CO3Cny7praSBwPuv5aZB9jXtqBW06ML+P5V8ueL2bT/AIj2kkfDQvbEfgqD+lfTWkXAltDITlcZrzsT8d+56VJtxXkeZfEW1Mvh+5YDEkKsp+mOK+dkBLdM4Ga+qvG+myzWV0Nh2zRkY/CvlV0ZHKsMEEg1eG2aFV6Gjbj+0lIYFrqMbveVB1/4EB+Y+lb/AIZ01L7+0IUaZXGzyZgdpTOQeO55rA0W9Ok63YXuxXMMyybW+64z0P8AKvUPEWj+H5JLDVtCvFgs9RZnkt3Yj7O0YBYNjsAxA9c1vUj7jZFN+8kZk088Dqts63NrAUVmEQyx9M4wxJyPSt/wdo+meINemsiywecrCPyz8wkUj5tp5AwcY9s1jakZdQlhisAbDTbceUzH5RtYg7gvTAxnnkU6Nj4d8S2l/CxZo48x3GCGmP8AGp2g7ic/e49a5baXW5pVu4tI9fsPhvFYOZJ0hm2AsGO7nHt3rN1WS3Ec0Fgo2yKRLNIgGcc8ccKBV6Lx74evdPtp5NSvLfcNypKpB9CAe/INcnrOoxXwNpYI8Vo3Du5+eb246L7d67qdSlSjzyfM+iPLdOpVlZJ38/6/4Jh2qrJoXiORc7Gij259BKMfpXmWm2MV0Lx55jEkIyuOPm57/h0r23+zEg8Ba1NjLtsXPsGBryDQUMkk8RlKKz9Cm9WPbK/mc+1ZuXPG52RjyaEySG30q8meVnJKQKzdSqDcf1rjjknJ6mup1RhF4ZgQjLyEuTnuT/8Arrm/IdY0YjlwSo7ketOK1LeyLtnevp+xWj3wTL+9iJ++uePoRjINbE9gkFsskLO6y4eCQLw6H19GB4P41ztum4lsbtoyy+o9q9l+FsWh+J/DE/hrUtsdyJmks5z1BIGVrRxurkJ2Z9Aaqo+zM2AMCuY0aYytKqD5mmYDNdTdqtwpjcFl9B3rnLGye3mmYcFZCcfkRXDJ6nVDRFqXShP59sYwEyJPMPUN7Hsfeuc8Ta/onhTdDEEutZK/uldt5h/2jnpVX4k/EWPw75Wm6ey/b7tAxdskQrz8xA6n0HtXzvca448QXF2XacSEbnY5J9TnvznrVRpNq6BuN1zI9R0aJL+WySaGQXAuAzF1yHUsTkN0PPauc+K1q03jjyo/vlYwvHfAArqPCGtWOpppcNtcAzRPl4jwwP0rJ8eWsV38QglySIljWWQjsoXP88U6LavdWIqpXR2Pwj1a+Go3Oh3xT/RcSQFf7rdR9M9u2TXtYr5x+GMk8XxDjafI86BgqkYIXPAI/wCA19HDpTgrSIkI43KRXzn8a9BW08R2urquFmUwuR/e6qf519HHpXg/ja1m8UeK9R0W91S4htUeRoEVA/zIm4KPQcHk/wBaqSfOmgi+jK/wgvJHsNat3Jby2hKc+u//AOtWrfWsq66ryDJKnKKf4e4/WuX+BQkuzrals48jr2zvr1fU9NSLUYCoyNrcn6VFS7kbQso6FWOW3ttGNzcuqrbNlye/cH8q8Q8d+L7/AF+4mgXzINNQ5WMkgueMMcdj0A/Guq+J+urDpL2FtIA80i71zzsQ5/pj8a8p1W/trq3MkSgSuAruT8znPJI6D+dOnT6inV0sjW0uRBPBJIHKKPnKLu2jHXHeuquYVHgTVmXGwvwQMZGRiuK8L6vbwahELmQQgAgMTx09e1dzeMX8BX5ByjEvkd+RSSamkE7OF0zzjRBcW9wl5EBtjnTLd+vOK+xdCcPbJ67Qa+PoYmg05TCx82XdJIvYIOh/HFfWnhCUzadA3XMan9BSrboiK0OpI4rmPE0ERsnDkDcDgHvW1qOoC0iIQbpcdPSvOfHF/eW2hSXkFw6T+ag3g8jnke1bQwrmuZ6I55YhQfKtzwfxHo154e16SXyHjgkm3xP2OTnFfWGpxBtPVgAvyA9PavAfGkH2/wALx3cWrX12v2oQj7VGqrMyruZ4schVJ2nPqPcD6AmBmjWCQeYAoGBx26U69kkkbUW5PU4XSpHea7UZC+azEjrtOOR+X611L2NrZPHdSMFiSMsWY8HHOT+tU7XTPJ1G4JUDDhsegI6fpXAfFLxRDFaWegSyMUdZHdUk2bkAG0Fuwzn8sVyKN2dPPYy/FnxFbV7uTS9LHk2cY2yTDgy5649F/nWRoMVpcXmn7crcpKA8bLg7STg+hHavPTqawaxcOTujZtoI7Acfj0r1Dw1fW94dI+zzpIUbLAHJUj1FVOLixKSmjnPiBDn4kwKO8kOf/Ha+iPD4EaPD1CMV5+tfP3jm3+1/EVA7mPhJC/8AdAGc/pXuHg3VI9Ws/tsRysoRuPXHP6iliFqiKXws6XW7ZJtPYMucDtXyJ44sJdE8TahYrj7PNIJ0UjI57j0719lsokgIPORXzn8c9DEU1pqcaY2kxPgdjyP1/nSoS5ZepMtY+h47BzMu48Dmuv8AC6i7uhbTpI0StudlbgJg5z9eMHtWd4O0vSNY8RRadqt1NbwTkKk6SxxLGepLGTjGM8dScDvXQ+FbFrXxLrGmPG8aWs3zLeMEZQrFQHAyM8jODjjrXXNvlZELXC8a9mS5itbQW+nsw3PMxZhngFjknOcfLzxW1pFmLKK1T+0FnuVuRHsGXyrAKdvQjpnH09KyH1Ga506ysrKIRWy3KyK80mDLljh2PoHyffFWp4EgstN1PTrmW5ht381pGYHycHgnj5j975ffpWTWli1uWbu1vo5byO6t0jit5mCZB3JzwcgYbcpH863I5IMQNKzpGV+eQLuCDHU9/wAs1heM9b0250SW501j507RJI7SkmQhiSRHnCDK8d8dhVjwp4msZZoUuJRA4Xbhz1PsaxnF2vY0jJao9FuoQvwz1M5BBOdw6EZHNeD6VBqFrZX97aRKyghTIPvqDnOPUc8/nXv+p5/4VpqGOQVL59eRXjVvbPaeH820jNNetI7wkkhYl/ix7gHmtYP3DGS95lG+04ahphgj/wBbHDvjX+8V5wPqM1xpuJHnSTeVZMbSvG0Dpj6V3EHmTa5DZRzCEJbeazbckkDt+P8AXrWFrunx3MR1ixQCJz+/jX/lm3976E/kfqK6IXsZytcw57qSe4aZiA7HJKgLn8q3tGuZdPhhmhYhlO84OO9c8qqynLENkADHWuw8QeE9R8MaBo+o3bTpPfGTzYDGQLcAIUVj/eZWzjt06g4bk7jVj7CtADGGPUisq/Pkw3jpwd4/oKKK5X8KNOrPmvxvqlxJ4rvGkEb+WzYDLkf6vAz9AD+Zrh9ciSHW5kiQInysFXoMqDxRRXVDZES3Lmks0Nz8hIIPBB6Vs38093rklxPPK8kGnGVSXPJXpn1H+FFFD6i7Hd+HZXT4j+H2Df6+Dc4x1JQsf1r6IjOVFFFc6+JFPYcelfP/AIxvptM8a6neW+3zY5227xkcptPH0JoorSRKKXwNUW2p+IIYydgEPX6vXq3iCd4lkkXG5ImIoorOfxM3h8KPme6vJrnXL+6n2ySRozKGXI4xj8PasKXbNpju0aB0CYcDk5JzRRW62MJbmeg4z3zW7b3tzHpF1bpPIsLxncgb5T+FFFUHQt6VkaZcqWLAWfnfNzzkrj6YNfTHgKZx4ahkzllt0wT/ALgoorlqbotbM02dijOTlupzXHfEJVTwy20ADzozj8TRRXr/AGTyF8Z5trXiBtZhgil02wgMIWON4EdSqD+EAsQBznp15r6M0kB4opGGWI6/hRRXm1t4nqUtpFPVT5KX8icNsHP4V8xa9cNqfiJpLtVkZkl5PUASFAB7AD8yaKKin8RpP4TitRhSDVLmGMYRJWVR6DNXdEuJrS9WW3leKRTwyHBFFFbdDNbmtq2o3l94ljluLh2ke3AduBuAB4P5V7v8NHY2c3PDFHx6FlBOKKKwxGyNKR6lGP3deX/GC0hn8J33mLnbGWHsRyKKK5Y/Eil1PnLSNdbRopE/s3Tr+KYq5jvrfzArLnBBBBHU5GcHuDXYeCT/AMJJdeINQ1YC5uZmSR3YD7z7skDoPYdBgUUV3T2M4bnoPh3TLRbXTZzErzxxGJZXUFgo7dPUmsOMQR+Mtdj+x2zJa2b3SK0YwXMann1GSePc0UVn0Le5zfiPTLJfA9pepAq3EZt13gnkOrM2R061ytoOA3cHFFFaw2ZD6Hdwa1qMXhLULNbuX7M0B/dk5A78Z6fhUPhSaSTw1dmZvOxZGUeZzjaxUL/u85x60UVM17gl8ZV0V2e5W7BKTvp7guh2kYx0I6dSKoec0NzlFQBmZHGwAOuwHBHQ+n0ooroXwGT+I53WLGCx8QT28AZY0wygnOMgH+tP1LxLq+p6Xb6XeX089tbSPKgkkZiWbHUk8428emT60UVEty0f/9k=", 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", "info": {"video_id": "65536", "label": "attaching a can to a can opener", "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": "488cd084bfad4510b3805b590538630b40ceea751ea7b2bdeb3f8eb4dcc0ebda"} +{"episode": 48957, "episode_seed": 329992920, "split": "train", "timestamp": "2025-10-13T03:22:52.908126", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 329992920, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 hairbands in the air and letting it fall'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "169225", "label": "throwing hairbands in the air and letting it fall", "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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"info": {"video_id": "169225", "label": "throwing hairbands in the air and letting it fall", "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": "953fa64250629e01fea93b0e4426a9301af8b6f578c5361b5b3e3aeb80f3ae57"} +{"episode": 48958, "episode_seed": 423321450, "split": "train", "timestamp": "2025-10-13T03:22:56.053152", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 423321450, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'trying to bend glass bottle so nothing happens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "154957", "label": "trying to bend glass bottle so nothing happens", "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": "154957", "label": "trying to bend glass bottle so nothing happens", "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": "98f98f3808aba32c7cda5e3904dcbf8252f4cc0b6e3e2e1352a747300dd3f4b5"} +{"episode": 48959, "episode_seed": 2436389753, "split": "train", "timestamp": "2025-10-13T03:22:57.683376", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2436389753, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 powerbank from right to left'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 4, 1, 2])", "action": "('reorder', [3, 4, 1, 2])", "reward": 0.0, "image": 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gbhQ9iS3kU1sYpAeOhpCeMVNwsVnAzjFRlV9D+dPYqTwe/UUzPapZaG7VHUGjC9s0Hr1pMZ70AG1Se9ARc8GlH1Boxk9qokkVBjrTwgHOaRV4p22mJnF/8LW0kOVfT7wYPVdhz+tSD4m+HJv9bDdr/vQA/wBa8smsUB4dh9Rmqz2wXJ81fyrr9gkcyrNnrL+NvBszBmyGznJtSMH8Kd/wk/guZSPPgGf70DD/ANlrx1osfxKabsPqPzpezK9oezDWvB0pOLqyBIwcgr/Smf8AFKzPvivrLOc8XAx+RNeN4NJRyD9oe7xvYSqixT2rKmNoVkIH4ZqcwRTLghWA9B/hXgNPSaWP7kjr9GIqeTzH7TyPabrQ4mYy2paGcDAYZx17023sryBt0uoSyADAXOB9a8gTVdQj+5f3S/SZh/Wul8HTX2va4NPudfvrYNDI8ZUly7qhYLycAcHn2o5H3DnR6PDqVlpqynVrxFR8eWZSSOOvb3FPOpeE7wAfb9Pb0/eKprx+S/1DV7Rkur1pfLZSok9CDnH6VnvayjPCnHoRVKi3rcn2qWh7cNN0Sc7re9iBzkeVcqeemetQ/wDCNwMz7b6VlYeoNeJNDKvVCPwpFeWM/KzqfYkUvZtdSvaeR7Y/hxxIWW+nUkEE4FR/2HdwhTBqJDISRuU4Oeeea8eTU9Qj4S+uV+krD+tWovEutw/c1W8H1lJ/nS5Zdxqa7Hq0Ntq6ShZ75TGDklEyT7c1cVZxISZWK9ACg/nXk8fjTxBH/wAxF2Ho6Kf6VbT4g62ow32V/wDehx/Iik4MftEelSm7GTCYj6bwf8ayo9V1LTnZb2J5/MclSg4A9q5WP4kX6jEljbN/ull/qaLr4hTXFsUjszBLkfvElzx6cilyMOdHdwawZY/MezljGejEZx64rbl8V+FfNKTajaq+OkgI/mK4PWNQt7Xw7Bq2n6tqU6PdG1BuIljW4ITc7xDrtU4U7v7w9wOP1K0kkvJpVmV1ZsjPHFXGi5EOokezNeeELzIW/wBOy3J2zhc/qKZJpmhXKlYdSQA5+5dKeT3614W9nPnG0H6EGq5hkHVKp0X3Eqvke+Dw9YyL8t5IxwBlZB2pn/CMRAoy3dxmMjbnB/pXgg8xORuX6ZFSpfXkRyl1Oh/2ZGH9al033LVRdj3CTQL2BQttqbqoO4K6d+3fpViC0njiIluppJCeuQAPpXiEXiHWYf8AV6rer/23b/GrkfjTxHEfl1ac/wC/hv5ilyMftEe1LHKse0SOzY6sAc1nahZ6nLEogvMYZTgLtJx7ivMoviH4ijOTcwyf78C/0q0nxM1of6yCzf8A4Aw/kan2cg9pE7+DV9VO1GsM843s2B9a1raP+0fMEyshQfK0bnv1/lXn/hbxS3iHxPHZarezWEFywVJIJ440i9Sxk4xgHjqTgd6oaxquq/adVtC19HJZTNCqysBKg3EfMF4zgc4JHpT5H0E5o9RfSJuTFf3COe+7OKrPY6whZYtSDA45bgjHv714sniLXbY4TVb9MdjM39atR+OfEsPC6vOf98K38xR7KfcSqRPVHTX1lwBDtI42twD+VNMmvRMn7mNgOvzDnjvXmqfEXxIh+a7jf/ehX+gqynxO1wffis3/AO2ZH8jS9m+yKVRHffbdbjBZ7IE7ugAxjH19aWPXp3l8ttNnDE8AjHHvmuKj+Kd8P9bp1s/rtdl/xqynxPhfHnaU3/AZgf5il7PyH7RdzvReneEMDe5BBApZL6KI5ZZOnZCa4uP4jaO/+stbqM/7it/WrkXjrw84G64kjP8AtQt/TNTyPsPnXc6C38R2kl1LFKrQqnCvIcbvw7Vox39pKTsuImI7BxXA65ruiXun7ra+hM4cEYBDY79RUur6JqPhnQtLvZ7iaKW+aQyxFMCHAQoGYj7xDZx2+oNNQuS5Gzc+GNHmnYNZIOM/KSP5GqUvgTQ5Ii3lTKcj7spoorSMn3IcUc9e+DtNhLbHuR/wMf4Vzl7pEFuDseU/Uj/CiitE2RYx2QKeKYRRRVkoaKKKKRQtXtI1W50TUY9QtNnnxBgu9dw+ZSp4+jGiikwOk8K6RbajY6gZi4MXllShA67vb2rP1OzjtZSqM5Gf4sf4UUVUGRNGJITuqPJ9aKKbBCEmm0UUmUhKO1FFSMKUHBBxmiikB0Wu+LZPEcNtBPpGmWpt1SOKS1SRSka5wgBcqByScDJPPrXf654V0+Ms6POpIyfmH+FFFVB6g1ocFqdnHbkhGc49cf4ViN2oorVmZHuNJyeSaKKQxpHFNooqSgNLiiiiwGro+vNoyzRnTdOv4pWVzHfW/mBWXOCCCCOpyM4PcGr8N5caw+qalfSmS6nkWWR+mWYnPA6DnpRRU/aB7MpzMyscE8VSlY5xgY+goorZmUSuTnnA/Km4BBOKKKho0G4pKKKzZQUUUUgAEjoa2b3xNq+q6RbaZfX009tbSvKgkkZiWYKOSTzjbx6ZPrRRQwP/2Q==", "info": {"video_id": "100460", "label": "pushing powerbank from right to left", "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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gbhQ9iS3kU1sYpAeOhpCeMVNwsVnAzjFRlV9D+dPYqTwe/UUzPapZaG7VHUGjC9s0Hr1pMZ70AG1Se9ARc8GlH1Boxk9qokkVBjrTwgHOaRV4p22mJnF/8LW0kOVfT7wYPVdhz+tSD4m+HJv9bDdr/vQA/wBa8smsUB4dh9Rmqz2wXJ81fyrr9gkcyrNnrL+NvBszBmyGznJtSMH8Kd/wk/guZSPPgGf70DD/ANlrx1osfxKabsPqPzpezK9oezDWvB0pOLqyBIwcgr/Smf8AFKzPvivrLOc8XAx+RNeN4NJRyD9oe7xvYSqixT2rKmNoVkIH4ZqcwRTLghWA9B/hXgNPSaWP7kjr9GIqeTzH7TyPabrQ4mYy2paGcDAYZx17023sryBt0uoSyADAXOB9a8gTVdQj+5f3S/SZh/Wul8HTX2va4NPudfvrYNDI8ZUly7qhYLycAcHn2o5H3DnR6PDqVlpqynVrxFR8eWZSSOOvb3FPOpeE7wAfb9Pb0/eKprx+S/1DV7Rkur1pfLZSok9CDnH6VnvayjPCnHoRVKi3rcn2qWh7cNN0Sc7re9iBzkeVcqeemetQ/wDCNwMz7b6VlYeoNeJNDKvVCPwpFeWM/KzqfYkUvZtdSvaeR7Y/hxxIWW+nUkEE4FR/2HdwhTBqJDISRuU4Oeeea8eTU9Qj4S+uV+krD+tWovEutw/c1W8H1lJ/nS5Zdxqa7Hq0Ntq6ShZ75TGDklEyT7c1cVZxISZWK9ACg/nXk8fjTxBH/wAxF2Ho6Kf6VbT4g62ow32V/wDehx/Iik4MftEelSm7GTCYj6bwf8ayo9V1LTnZb2J5/MclSg4A9q5WP4kX6jEljbN/ull/qaLr4hTXFsUjszBLkfvElzx6cilyMOdHdwawZY/MezljGejEZx64rbl8V+FfNKTajaq+OkgI/mK4PWNQt7Xw7Bq2n6tqU6PdG1BuIljW4ITc7xDrtU4U7v7w9wOP1K0kkvJpVmV1ZsjPHFXGi5EOokezNeeELzIW/wBOy3J2zhc/qKZJpmhXKlYdSQA5+5dKeT3614W9nPnG0H6EGq5hkHVKp0X3Eqvke+Dw9YyL8t5IxwBlZB2pn/CMRAoy3dxmMjbnB/pXgg8xORuX6ZFSpfXkRyl1Oh/2ZGH9al033LVRdj3CTQL2BQttqbqoO4K6d+3fpViC0njiIluppJCeuQAPpXiEXiHWYf8AV6rer/23b/GrkfjTxHEfl1ac/wC/hv5ilyMftEe1LHKse0SOzY6sAc1nahZ6nLEogvMYZTgLtJx7ivMoviH4ijOTcwyf78C/0q0nxM1of6yCzf8A4Aw/kan2cg9pE7+DV9VO1GsM843s2B9a1raP+0fMEyshQfK0bnv1/lXn/hbxS3iHxPHZarezWEFywVJIJ440i9Sxk4xgHjqTgd6oaxquq/adVtC19HJZTNCqysBKg3EfMF4zgc4JHpT5H0E5o9RfSJuTFf3COe+7OKrPY6whZYtSDA45bgjHv714sniLXbY4TVb9MdjM39atR+OfEsPC6vOf98K38xR7KfcSqRPVHTX1lwBDtI42twD+VNMmvRMn7mNgOvzDnjvXmqfEXxIh+a7jf/ehX+gqynxO1wffis3/AO2ZH8jS9m+yKVRHffbdbjBZ7IE7ugAxjH19aWPXp3l8ttNnDE8AjHHvmuKj+Kd8P9bp1s/rtdl/xqynxPhfHnaU3/AZgf5il7PyH7RdzvReneEMDe5BBApZL6KI5ZZOnZCa4uP4jaO/+stbqM/7it/WrkXjrw84G64kjP8AtQt/TNTyPsPnXc6C38R2kl1LFKrQqnCvIcbvw7Vox39pKTsuImI7BxXA65ruiXun7ra+hM4cEYBDY79RUur6JqPhnQtLvZ7iaKW+aQyxFMCHAQoGYj7xDZx2+oNNQuS5Gzc+GNHmnYNZIOM/KSP5GqUvgTQ5Ii3lTKcj7spoorSMn3IcUc9e+DtNhLbHuR/wMf4Vzl7pEFuDseU/Uj/CiitE2RYx2QKeKYRRRVkoaKKKKRQtXtI1W50TUY9QtNnnxBgu9dw+ZSp4+jGiikwOk8K6RbajY6gZi4MXllShA67vb2rP1OzjtZSqM5Gf4sf4UUVUGRNGJITuqPJ9aKKbBCEmm0UUmUhKO1FFSMKUHBBxmiikB0Wu+LZPEcNtBPpGmWpt1SOKS1SRSka5wgBcqByScDJPPrXf654V0+Ms6POpIyfmH+FFFVB6g1ocFqdnHbkhGc49cf4ViN2oorVmZHuNJyeSaKKQxpHFNooqSgNLiiiiwGro+vNoyzRnTdOv4pWVzHfW/mBWXOCCCCOpyM4PcGr8N5caw+qalfSmS6nkWWR+mWYnPA6DnpRRU/aB7MpzMyscE8VSlY5xgY+goorZmUSuTnnA/Km4BBOKKKho0G4pKKKzZQUUUUgAEjoa2b3xNq+q6RbaZfX009tbSvKgkkZiWYKOSTzjbx6ZPrRRQwP/2Q==", 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", "info": {"video_id": "100460", "label": "pushing powerbank from right to left", "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": "9889b497e809bd46db2564754f73ccb199e48f9f9990b1cf02eb301f5074674d"} +{"episode": 48960, "episode_seed": 1980062434, "split": "train", "timestamp": "2025-10-13T03:23:00.927784", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1980062434, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 money purse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 3, 1, 4])", "action": "('reorder', [2, 3, 1, 4])", "reward": 0.0, "image": 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"info": {"video_id": "130165", "label": "throwing money purse", "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": "130165", "label": "throwing money purse", "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": "ccdd13c44cd3746fa663cf45255025ec633179bb676ac246546e6f874d1f3a43"} +{"episode": 48961, "episode_seed": 287194661, "split": "train", "timestamp": "2025-10-13T03:23:03.231328", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 287194661, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'digging coconut shell out of sand'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "27357", "label": "digging coconut shell out of sand", "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": "27357", "label": "digging coconut shell out of sand", "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": "4a20ec5541c03ef1d5d4cfa9f6b9130f7e3edaa72f647c4ced1ffea4d8061f07"} +{"episode": 48962, "episode_seed": 111503468, "split": "train", "timestamp": "2025-10-13T03:23:06.813446", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 111503468, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 stack of plastic cups onto the chair'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "152976", "label": "putting stack of plastic cups onto the chair", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 3, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", "info": {"video_id": "152976", "label": "putting stack of plastic cups onto the chair", "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": "4dfa2ccc841208256d3ff0a92b071bfc387daeedc7354f63a722de7fd25fafdd"} +{"episode": 48963, "episode_seed": 1099312008, "split": "train", "timestamp": "2025-10-13T03:23:08.161833", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1099312008, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 lighter next to 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', [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": "204536", "label": "putting lighter next to plate", "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": "204536", "label": "putting lighter next to plate", "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": "fc3b99796d7e2ab0431c616d58b06c3bb39010449d1c397009103d8dda55b037"} +{"episode": 48964, "episode_seed": 152698868, "split": "train", "timestamp": "2025-10-13T03:23:11.033483", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 152698868, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water flask so that it separates 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', [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": "77157", "label": "pulling two ends of water flask so that it separates into two pieces", "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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XTY9N86SNY8kAkgjJzRQinG8jrrezbj7Psdp4x+Aols3vNBv55bqMDdb3GGDcZwGABB+orxTUfDmsaQzxahpl1A6nq0Rx+B6GvU7D4w+IYLlJGuBNGDlkcda9M0X4t+HdXtgupRfZpm4ZWXcprqi47IwnSlHVo+UrKyutQvI7OzgknuJCQkUa5ZjjsK2IfBusvMY7mGOy2jLNcuE2/Ucn9K+kdX0rwD4imhFre21jqLqzw3FthZFI6n3614h8RNPu9E8aT6OdXmv1WGOQzsoUsCuecccUSbWxVOFN/Fe5xdxpF3bXDwyIoZD1DAgjsQe4PrSDTyOXb8BXQa3aPpuj2DGbc/I+gPP9KwEvSVPmHJH604u6uZ1YckrHb/DqR7STUocYLrGxI54G7/Gusi8SFdOuf3aXlpOogntLhtquPZux/wDrVxfw7dJJNSWVVKuYyzP0/i4rpNcsLe4iW3WB3VSNyxdcA/p3xXBNqNdsqhNQnqS2+laPoWqf2/a3s63EBH9nwBhuU453+oBJHuO1d5ffFRrW4spkRSJFVmRj0BHI+vBFcL4e8J2kE9wzPLNIsirGrjG0H1/D0qXUNEt5bx41ZGXnZwcb+cjJ4x3B9jWc60faJ32Op4mirpx3PcbLxnol3YQ3P22NWkQMydSpxyKS7n8MeL7STSrw2t9E/WGUd/Udwfcc18/X9peafJJ9m3TJEB5gjDEx/Xjp71Vt/EpjYZVw47g12qtdXSuZU6FOon71j1DUP2evDNxI0lhf6jZMfurvWRV/AjP61j2/wag8PXk82q2c3iKwkUCNbQtHLE2cklQ3Ixgdak0T4majDEsZuPNUDAEnzf8A166ax+JZWd3vITJG+PlQgeXjrir9pF6XD6tVj73LdHms1/4MhmubCz8KoWZzFIXVt8YzggEk7WB/WuZ1DwRplneyw3F1cKyEMGLAbkblT0444PuDWr4GSbVvEGo6sITNE2qFmiC5P7wscj6cZ9qt/FqXyPFMMYjCs9qM49NxAog/esyq0YypKaVjEi8O6XZ/NCGQ/wDPVju/Q19KGZI0TkO2VJA6Z7H9K+Tf7Zd4vsp7JnIbqPevpq70yaa1W2S6KkOrvIeWzweO3Hv0rhzRc3Il5/ocd7alHVZrZGY/ZfPBcrcxhuWAH3h6kcAe1cE0q23iyxGnXUk8guUlDSSNwvUgjoMDNdRdWl7/AG1K4UzRxx5ypyQMbTx749O+at2nhUn/AE5bZFuXjBQOnO3PTGMg461ip8tOzPShWVONty9o+s6tY3Fze3cRewkcndu9cY+ldJH4ts5QNiHPcE1zST3A0026RsDImPNCAFgMnoeOnB461geJ9OGjRLe2803kPLsTjjGCQQc9OMc961w+IbXIYuVOc+aa37HrUU9pqVucBJYz95GAP5is+TwrohvI7yLTraC7jbfHLFGFIOMZIHB6968g0Hxn+82xXLebjdsb5Wx/Wu7sfGzuAHlQn0bg12+15V7wlhud/u395H4k8UavoniC10WCWGVpYBKH8racbiNu0Hk4GeMVH4h8PafcaRDqOt6dBc3LERTOyZLddrevbH0I9K5270fVfGfxF/tIQGPSbWSOKS5aTYAEXLBe5OSenSup+I2pQWvgJv8AS0lbz4YjIpHXd/8AWNVG3OmmTNvk5WtU+xyOnaD4RlaWa20e1jlTKMXUnA+hJGKwPE1yLDVrKHRLZlMIdJFjGUO4AFQB0GM1gXPiGXT0ZrW4YTAYYgcEnjBzXV+Eri8nm1BYCpkZYsnHGTuz0p4uajRk7XMYVHTkprobtxpqXOgy295O0d7LCIXmQZaND1/HBIz7mrKpp8GnJaWzPHHbwKsOGxsKgcj8s+/NZ2oG/D3G2Im0MGAH5LHkA8dQTjJzXPWN7czxrh3MjOdqk+2MY7gda8KFOXK7M6JVamI9+o7tHcRa3IRHIWUMwAKr03e38/xq5deIE0yyuLpEKNGy7QxBAJIA9yBnvXGx2s1rPbyXccjB8MXHAxyMgf56GtiS4i1Bxut4biKCANIJnxuKsuQe2BkH1oS5ZpoztFO56No/ibT9T02K5a4hSRgdybunNWZ7jR9XhfT7h7e4jmXa0MgBDD6GvBNT1SOw1y8tbYrDHFKqxJnjDKGx16jJH4VND4pAdBMkmV/iBzXrqtLlTSuaUqEKv2rep3GqfBDQrqUvp15c2A5IjwJEX6Z5/WsBfgzLp955uo6gZ9NVGLSWsR80Ht8hzkdema6HQfHT+UsfmiVR2fkj+tdJH4xiaaMyIFhAO/b8xPpitVWi+tiZ4WrDVq68jzPUfCfwyicxT3GpyyhOB5xQ59cFRg+x4rkrT4WmCbUbe41C1njlhKQs0bB42JVkkx/ug9PUiu+8TPa6j40fUljMmnRvBDNNwNrMpBzkfdxjP1FM+Jgh059Jmt8rFcWhiyp4IQgg+/3jRCTc+Viq04qmpR3PF4mjkBMWCAxBA4xwSST2qTSpx5oBA2iQssZB4GM9alht4I7aXkwM+75X5LEDt2PQc+pq1Hp72UEFw9o0dw6M0cYBZpBxz8pyD9eMVyTStY4tijcXKLdRiJCRjBG47iD7f0FQajZxi0VZmYzIm4Oq7cD0wevPH6108mkX89uFEca7yowGAOz1xnr7Z7VR1uwlsdCvzeOZ5fMVImdxuUEjnAz78Z9KVN6pIqO5wSTyhwkbtknAFaczX2k3IhvImjk2hseoPeq+lWsjSyXqIkgtGRyjc7iWwBjv60zWbme5vlknYlwgAPTjmuxpOVjojWnHqa8GrKWVll2SDoc4I/Gr2mQT32rXepX8hMBhMCyyt97gDj1wM1ytpLaruF0srenlkD+Yp15qDXDhY2dIFUKke7oBS5GnZHT7aDSlJK67HR+L57N9Ls47WczGN9jMTk8D/wCvXHU5nLKBzwabVxVlY5as+eXMd58N3iQ6h5hUOWiEZLY5+YdfTmu4upkt5ICgO/zSqscBSobBJ747c1yHw/t9OvbKSNoLhZopEaaUcqTklPp0x07k16M+kfbtXht1ie7GzLfZicRgE8kjGQMcAEZ/GvPxMf3jZi1rckF7bx6cZTKwPzsxhk4YdOCegGM81n2NxJcKoQpEsQYTCRh8y4GMAcN1PX0NbOn2gmUWVrbre+TGMycuoDE/MCQBwe2Se1WBomswTStbQfZ4DOsbxCLIdD1YYGB7964ox3uSlcjsdUt3lLqYreFVBkMh6/LtU888jHr09q4f4rRzWlrYTARosrOEVIthXgdT1PtXeT+GdOuNYMEVjcTJFtE0LsFiztwOQc4AOQeR1rzz4p6rM5TSbyFluLGdg0zSFjKCo2nnpwcYrqw6aqI0jocBa6xKpPmjIU/eHBrt9Jgv762jl+2QpayEgvJKuQvQkAnNedQggFuCO+RT3neFm8pm2k9AelejOmpHXh8S6T1vY9Ei+IMXh+BtN8OaXFbW8bbTKOWkI43Me5PrXH+MPEl5r2sQ3l0MOtskfXkjJOT781hNdS/MoYgDoKgZmdizksSOppxhZ3FWrqceVFi3mzK2SRkACvsSKB4kZfuJKA23dknIyc57j64r5W8FReHW1yL/AIScyJp7B1LIzAhivy9Pfn0r6ktTf391JLLG8NrLGPlYfOhDDj6ED8uea4sfG/L8zjkMhsbQahKJ0H2plIVi2Cwb9B/hWzcn7LEseSqswQybhuIxnjpzyayba0uBevdIVWOSQK+GAIG7pjHA44z6e9aN/p8d7GzvdKUUMSpUMMH1Pb2rzLTuNXsR2iQzvcQxyshBZHbcTsOOMHtz17E5rM8baZCfBkrIWP2aWOQluS2CAef+BVsRIL2JbaBpQ8K7mVzgMSDgZwO/NY3iKPUk8Kau15LH5C2piWNRyzZGHz9cjFdOHjyyWmncqKsfO12UWRljOCWC8dgtdX4Y8R2Ni7prEctxHsymHxyezcfXn3rkr6Ix3ixLyRySfUmpHUhdysG3FR7r7V7MopqxrCbjK51/iHxaup3cSWVw+n2MEQjSJXJ3dya5HxFqsc2nR2i3s88vmhyrMSFAB/Uk1SvGAZGGPv44rLu8ifcOlZxpJO5tUxblFwSF+0yOiq7EhSDzXqPw8upLiLUI7dpI2lRM4AJJG44HpxmvPrWKyur63ilGAxCttznO3/HFe52Ph3T/AAZpn2qC4jaPVIohBGIz8rhTkM2SCTu46d6nFK9Fo4Z/CSXPmyWeFXy8qCQODg4wQO59veptI0vyGtZzMJliDyBnjyVXP8OBxgk+/Wq8dzPPpH2sK1vIylSpOSXLEEnjkAKcYHX8aueH1uYreWFLZo5FRQwcMC5LHqDx0+nrXhTcoxsjNNpWJNQWGYeUvlqICrF3j3Ev64z93nn61JDpDs8E0RhihV33yY3ZIGRjnHPoemKhk067OpOdQkRYJiVdZJSVcAjAO0ZHTnnFTXNzNYSLKYjJZHOxYssGQAYIPqTxz1/ChJ9Rx5tzyz4n6a1r4qu+NodLeYtnO75WUn9K8+geRZolDvnl2G49+gr1P4tPcSHTZ7m2NvezQPHNBj7u2T5ee+Qc+1eWW7H7U7ncSp4x14r3cO70kbdDZstdngZFk3NgZDA4YV3Okahq9/G5tbd7xUALYQkjPT5hxXmDIHGCTnbnpUtjreoaWJYLa5dI87tisQM/hTq0VNbHVhsVKlLdpHtK+MdF8HpLp15ayXV/JL9qn3AFVcgYX/gIAH4VyPxE+Itv4jg0kxo0c8Eku7aMAIwX9ciuATWJry5dpQrSsCxeQ5JwKt2Oh6n4uvYLWwjVp8skcfCg8bjye/FFODix1qlOUXbc0dUvomEYx5Yj4U5GQOvP86sLcatb6bbNLGqQ4OxfLLZXOdzE+u78PSuSgldZku5YyZVOULDeGPUnHerc2q31xIdjsVYEsqEqM454rCVNtWPPeuhrXGtl4XlWWQSswYbjtJIOMIPTH8jT5r+yl0yW5+1tKyOcRSKeGAz9O/Hfg1z9xqt4bSG3uQgXBKME+bGOhI609pbSDQ/sxuJmu2lMkkRX5SenHvjBzRGly6l0tJJsnsLvTY9Pn+1swundXQLHkHA9c+prF1S6W6nRxEkYEYUBRgcE81dFlaycpIS+xcLINu313c/lSX+kSJprXCAkwsN4x0BH8q6IpcxpPWTZhUUUVqQFFFb3hHQ7TxDrg0+6vJLbdDK8ZSPeXdULBfYcdfagDuvg7dqh1mScNLIEgSMHHA+ccE9MCu30m8u7TVVTSYBOGDI0THYkYIxubA+6PTueetePeDr24tkvIU3+XL5efL4OeQP5mu/0vXf7GtXt7AoJ1+f7QGbziRxjcOCOvH1NefXi3Nikzrm8SuieRJJHbb2IV4UOXwM7QCMAH1HGKSLxE1xfvZPqa2waVPKWUgqxbnBPY9znpXHL4p1P7bFczWcd0BGS/wBoGV2dwCOf/wBfes7TLqHWPEFnM1zb2FjHN5zuFDBMElVPH3jj3B965oUHuSlqesLfWUQzd6tFFFuYrOcq0hB2kL3I9+npXlHxHbS7t1Ftfrd77gyb0lYqMr0AI6cDnNbniLUNI1nRzpsHl3WqfaQRcKdq7A24EY6cHbgdMVzzeFfMha3tpd0ZG1J3yBKeO2MjnHPtXRRXLZsqMX1ODu1jgiUR9CfWs4sdzEP1NaWqafdW99LaXSNFNA5jeNuqkVltC6+/0r0RjSfnOaljXfGF4PPpyKg5p0btGcqT6cUAbelSm3hnt5IbeVZdoBkjDFOcnaT0PA5r7F+wHT4PMtOHOB5YGQR7Anr0Gc18palo2k2GgW2q6TfXtyHu/sv+kwiNbkhAzvEAd21ThTu/vDnqB9Fy+I5r22hSyhjlkfCyuXxtwefp/wDrrkxclFK61KlJcqRv2c1iElHneTcly0nzZdgO5HYenHvVqM2kNsyBPNhSP5pJDu3d8ZPJ4NZKXumWlrteZZZJyPMli+Xew7c9MdvpWfJq1h9nu5F1by5lPzRyrkRg4GAOmfbrz+FcLqyi7Rtt/XkTfqdduhlRlELgOoUnHUf/AFqy/FFqX8HarDAoJNq+0gckgZ/pWD4Z1W5un1BZGu/sFu0MUZYYUNnn5s8r0JI6g1U8T6l4jt/EEmmWN3HJC0SyuAuDGp3bge237vPXkV005y+KS/IrqeILYXL3DXEygAE4y35cVTu7kxblx1blR9K6bVop9HkkinIMYGU2DIZe2D39K4me4mJLFDkuWr0E1JXQ2R3DIUBTI56EdKWFY5Zwkqlo3TBwMkH1qvJcI4wwbrzQJSjq8RYFenFBJt6dEYtSt28gSxM4znAPXaOe1ev+GfD2l213qdvod9fy26tGW8wo0YfLcru7e/Hr6V5R4VFrrGvR2N/qFxZW8rhRJFNHGI26ksZOMYzgDknAr0H4dapLo2s69Z3FzMrJcLDsuVG9AC/3sZGcAZA45rHE/wAJ/wBdRtpQbe53N4jRFNPuNkUq7W+0Lzt5H3VHcfqenJrYfRpVuI4Y5kECFfNlbJd1C87gCBn3OTXLpqUniLU3sLYXDhUBklYDMf8AtAnuOwHf6Vcvora2QLp91DLKECIszvvZiMEsTzyeCK8ab00RjvrY3TY6NcCBpbovEI2CiTBWQf3vcjrn3qVLeIW9ta2lzi2hUl1XGWwBg9OeM5HeuQ1zVr/R7iOa5WHfCGY7pFCSBhwoXPAJGc/hW5ZatNdaPDfWenwzu1vHN9ngbuck7m7D0X1FWpO2qt940zzz41/ZrefSpUWQ5gkUsw4bDDH8zXkVouEMikgjkHuTXpPjjxanjOxtxNpYgW2YMz7SD8yjg+mMiuF1AwQ2haMAKeOBjmvYo25LI0KVycO3lcvgBsj2rMdyblieNw7U+XBlYhzkYxioX3GYMcnHU1qIlit2MfnRtwQVOOoPSur8Dwa2dU87w5dxJqMJMytMQFG1SGyDxjBIyeK5KOYLA6KzK5YHrwa6vVPDWqeEdD03UXluYbjUllS4hCFRCo2MisfVg24r2wO4OBDirsy4JHYYLH5gPwHcD61Ui4hCjA3OckDnknv+FFFcrIRZ+zx/ZYnZd26RlIbpgdOKgnRUeeMAYGU5APGAaKKSNFsi2iLHDvABdhkswye1dLp9pELa5XBKmIHBPFFFVT/iIt/Czz/VLSGGVjGu3rwOlZdFFdLMgq9pGq3OialFqFps8+IMF3ruHzKVPH0JoopAdT8Ppni/tJkIDARYbHI5IP6Gu01WKNtQt4jGnlJdCIRgYBULnn8ec0UVxVPjYFeORpb6FCcK8vlELxhTuzj/AL5FOksreG3MiRjdIRu9D6HHtRRWcDWGzKyRQm9kg8iMQmJSUAwDgf8A166mC3jiuNkYKLtAOD1A6Z+mBRRTkadUHxM8O6de3EV7JGy3QhGZUOC3Hf1rw65jFu7IhJAz1oor0nscxnyE7qE+8vHeiikM6LXPGVxr0NtDJpWmWjW6pHFJapIpSNc4QBnKgc5OByea+idJ0a3g0YXSSTefvWEuzBiQeSeR1OSPpRRXHi+gdGJGnna4thM7yxRp5gMhy2fM28nv/Oq2t6VbwaVG9sXtnju2w0OAeCcHpRRXBH+KhUlexXXULyw0+1tLS5eGGeJGkVAMMX3bj071oWdzNFe2dqZGkW6t2lmeQ5ZtqZC59OaKK26nVZcpc8YaLYal4GuL6aALcWtr9phaMY2N1K/7p7ivCZFUlEwNpJ/lRRXo0fgRzso3VlCF3AHP1qh5YEmATjNFFaCJrLWzo9xPEdN06/huJVZo72DzAGTO0gggjqcjOD3BrobO+uLi/lupZN9xqN3G08hHOTk5Hp7Dpiiisq38Ngjt0uJIYtNTcZPPl+YuTkfMRxjHp+pqrL5lwswM0iB5QGCHGR/TrRRXlNGX2mUXBudRmsZ2eSCIIqqzE4XJyuOmDjPr713+ta7dWMkUdkkNss0DwOIlx8qqCuOeoyefeiitHotCqZlw6PZXNqlgYzHAkXOxjl92w/MTnONxx6YFeJasu59rElVPA7c0UV2Ybd/IsxrlfLYlWPJqFS277xoorqAc64XduOc1sX/ibV9S0q0027vp5re3Zpl8yRmLM+M7iSc428emT60UUAtz/9k=", 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", "info": {"video_id": "77157", "label": "pulling two ends of water flask so that it separates into two pieces", "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": "61ece912b3aef2d1ff1905f33705b10295b494bbbb594829bcd2b7743d428c5c"} +{"episode": 48965, "episode_seed": 1192316696, "split": "train", "timestamp": "2025-10-13T03:23:13.136192", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1192316696, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pillow onto a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "220671", "label": "throwing pillow onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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", "info": {"video_id": "220671", "label": "throwing pillow onto a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 2, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "f825d696b6b52de8c02bb64612f21e854471df698b0caee54d05d052b9aa5ce5"} +{"episode": 48966, "episode_seed": 4031759128, "split": "train", "timestamp": "2025-10-13T03:23:14.387981", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 4031759128, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 white 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', [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": "205520", "label": "pretending to take smartphone out of white bowl", "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": "205520", "label": "pretending to take smartphone out of white bowl", "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": "20b1476696f5f2be64fafec35c4074a765943187daf1ca9db6724c30ff5659e9"} +{"episode": 48967, "episode_seed": 2755631682, "split": "train", "timestamp": "2025-10-13T03:23:17.174483", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2755631682, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 comb, a hair tie and a ribbon on the table'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 2, 4, 1])", "action": "('reorder', [3, 2, 4, 1])", "reward": 0.0, "image": 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"info": {"video_id": "37266", "label": "putting a comb, a hair tie and a ribbon on the table", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 4, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "37266", "label": "putting a comb, a hair tie and a ribbon on the table", "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": "2e9764cc83d52580256a325ab2bf4e362a65b9c6058d1d9797303ffd6b877782"} +{"episode": 48968, "episode_seed": 2615798927, "split": "train", "timestamp": "2025-10-13T03:23:20.048836", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2615798927, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 badge 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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", 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", 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", "info": {"video_id": "189765", "label": "lifting badge 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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", 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", 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fZLFLexAVxIoUL/Km6f4ZWNDDcTCeFyXcNyWJ9TW2HUrWWxzZpGnaNTq7r7jq1KkDaQwIBBU5BBpzsvmwRsAWYnCnHP5/WnQQqIgqjCDoB2qO/hZYILxc5gf58DOUbgn8OD+FdqjoeI2SXMxN4yTsFVUDxqD69/cjp+Nc5rqC+gaxUtHFKxLoOGx3GexPf0GR3rVvbq5v7iMRQJ5CjmQNjHX7o+ncn6DvUVpaRvKVdCAv3MDt7e9P0Ifmc7F4ctIIg4s4QiD5CFAKHsQa6DTsjFZOuXDq66bEQwGHkYHqD0FdFbRCNUavPxbvJLselgY2i2+poouVyaq6hKYrZiB07etXUIKgVk6zKscO9j8qsMY70oLmsjrlLki5FONfJiwOZGPzH1NXUGCMHAHasaKd7qUbAQi9/WtdDlQec16CVkeLzOTuywDk9akT5jzUKAMMEZFWkiJO0cFhwaLXBjLeaK1tGlxvZiMAe/T6ZJ71Dcuyv58pVsgq6DoRj+Xqajt7qBNCmS+coyApJ2IKnB5xngjj6jFZzyNdKrbtyyHaCV2lvrnoPb60dNCXucjrWmXviR5EvLmaOwDDyoIuCQP4n9T6L2+tb3gTw9DoIu4oWLh9hLk/e+927da1PIXTkDz48oKSzkenrR4auxctfTuAuSm1f7o5wD71jiJvkt3N8Kr1Ezqg6JDnIrPu5ljiJz19KzLzUgrMgasW+1pXxEJBzxmuelFysjuqSUE2aqgN8xPJ5zTwd8gXOQvNYy6kEUDr7VpWDPIGd8jd0FeglbQ8m93c042+UnGMdqdgHnOMVGpPQ1Jg+gIHegCC5hDxbTyGYZz3HUj9K0oLcQQbpMKByzE569c1WLhbi3iIG5iSAenGO/brS3Ex+2SpO4wgV41XkEHv7nPFNITYk08c7+XuMUIG5XPG/nH4c/jXIeJvGPh6AnSp0aS+APl+QAWjPoxPAB9OT9Kua6Jrq3FjbTSW6sSSyHDqp7D0Y9M9h71y58C6Yp877Ltdfu7mJD/X375puUWrMlJp36nqhO2FvpXlnirUZJdYms48nagBx6kV6VM5WM/SuEvbZBq8krR5aRgc49q8WcuWNz6ihZyOf0+1kmhbLHep45rrdA1SSGX7NOfbBqBNFkF4skQIRutaN/YRQRicYVgpJ/AZrKHPKV0elHkl7j6mxeO4gYwtCr7SYzMxCFgMqCceuKpaDDqX2a1t75bQJaxlENvP5u9j952OBgn077ia0LC4aO6iGTskjU/pXQeUjqG/lXtQo+0tJnxtSapycV5lMN5YCg/XvT2EU7+Tdwj5DmORvT2qdmt4fmCFiCA2exqG4lMu2FYVOwEnHp7V08hzuRTUQPcmFlBQcY6HPY1Q128t9NtWtrWVRcsuVTOSoPBbHpwcZ6n6VPqk1tZ27zSn5I13qRwdp7fn+tcJJO9zLLeyEmaU/MPQDoPoMYx7f984V6ihGy3NaFPnld7Ims0USKAxwvr19K6yyjIwcVzGnA3E+PQjccf59v8AOK7S3RUjHqa8WprM92jpAtNHvjGRwKzNVuksrNpWOAorXBxFz6Vx/ilmmubGEt+5Zyzj1A6V0048zSJqVfZwcjKsIpdXmaaRyo3ZA9q6i0s1t41ZNzN0yxrO3JZXlpsAWKT5cCuojgV4xjgV6sKa2ieHUqyk+aT1GqPLXI+8RxUqyyxqsipuiPD57ehqRFhTG7JfsPWke8AgbykUBxtGe31rRQsYuV0VL2WIHdCMIOXK9jnjI9Kh1PWbTT9PE7pvkZwiKg5Lf0HUk+n1qxP+5QtIMOhw46ghu/8ASuE1K9W/1AkIDbJ8sW3o3qe/XGB7L36DOrU9nEulT9pK3QilZ5pZJSQTIxZiPU/0/wA8Dk9tCckAntXAM7Kck5+bAI/PPH59/Xn7w9BiibcDjivHq7pnt0LJNF9R+7J9q53xAhlghh9ZAx+grUnvhbwkHrWHcyvcxNMe4wv0rfDRu7meLqcsLdybToBFbgYxk5q+nPQ1WtHEtluH3gMYq7p+26gDrjrg16Cjdnlc1iSAZbK9RVwMA3Kg7Rk+/ekit2DEAAZqdYI4Tl3+celWoWJcypJZ2dwJLyMlSx3upPGccn61Fb2ttcg7124PGOmOtWJxDNdFYcoD0IOAT+FYmq3qaZbtPG2yZztRB03n+nf8PfFNpR1aI1k7IqeJbuNsWcModEYedgg9OQD78ZI+me9YttrUGnXH2SSXZPdD90Mfe2jJ5/Gqy/uFAVixY5znkk859yTn6+56cz4mZpNd0R4jhohNJx2GFx/P6fXrXmyftZnpU17OKsdBqOpM0jRq53n0qtbwyTMAuWY9TWfAjl+SWkc8k12Gi2y+RkjJHWuqjTUI36nLiKznLl6D7PTgixKxJJIyK30XaABjFUYHBv8AYeOMCr/y/aVjJ6jir3MiRc7hVyFAV98ZxUYhYIBzxU5yF2qMkjmr5BcxBe27+TBdRqxe3k+bHJKNwePbg/hVK9nvL+6BaFRAq/eyQ3TnA6Afr9K2VFxGFmT7oGJF+tVLqcGZZEQqgIycdD7j0p+z1J5zMtbJJi5bCMvC8Y49fpWRrN+ysLBcjZ/r269uB/X/APXXR6rrNnZW0ZChpp8rGqjqcc59B0yfU4riG3hmc5ZmJYvjlz3z/n/6/PiGoe6jfDxcveZ38sZYYqi+lxySb2HNajkAcVWmnCRntXmyWh70HZkeY4Ih04rn76V9SkEELdJPm+hBB/nUeraowfyYySx5qTw5H5Qlkl+8eea1o0XKSfQKuM9gm1ubEKf8TCFB0SPbXQfaHgty6puKjpWHZqVeS4f+I5A9quR3UbfOd5QttAPrXrU1Y+cnLmd2WZryUxNKI8MVzsA5x60zeyKtzEUI4aMg/eB65HbPNTxxtDcKZBkvnDejY6fQiuY8SX4tl+zWrFTMCVA6xqeuCOh4YD/gRGTgF1GoLmfQUE5vlXUyNf1Fr6/SOIgQQOdvH326EfhkgY759gc1nV2G0Ac9Aev+cfp7fK0ECDCrnb24xgfTjpn2wf7p+XC04z6t4sn019VubRCJTEY49xZlTcB7fdByfT1w1eY71ZNnpJKlFI7HQLi0XVTbuypPcqWiQ9W28nH03D/PJ7FVIYACvmy/1XUpr2wuxdyC4gO+KQEAoeDx+P8AkV9B+ENaXxB4fjvZQiXKDZOingPjqPY9ayq4aSXtDoo4mLfIbUjKtu2TXLakI7i4bPOzABqXWdW8qQxI3zHtWXp0jSOVkOWLZNbYSF3dmGNqpR5UP1DP2K0A+8sgA9a67T5P9HUMc4rlblTNqMEKjIByRXRRSeWqorL93ByeRXp000zy5u6LpvEmbES7Sh5LDH4VXhm+0huFyjbXVjgquOMeuTQ2GjLgFohy3qw7/iKbq0sUED3IYhhHhjtyXU9DgdWzgDHOTTn5ii+xi+I9TkjtVtI3/fOhXdjBEY6n2Pbv3PQGuWVxFEIycx8/eHbA6/h9egJyMMHS3D3N61w/LzcgIxwB/CFxzgDGMemV+bcpxteu7i204yW7NG4deYzxgkkdOO57AdcYOVry6tT2sz0qVNUoGu+7yzuxtGST3B68/kDz+PZ67bw1r8GteG4r4bRMBsmQfwuOv4Hr+NeV6s7W2gw6nput6hKrXP2bM0axrOQu9niA5Cq3GDjk8YJK1h/D3xFNZajfWrSHyZ4t+M8BlPX8iaHQvF33KhWtJdj1PV7p7q68mFsZ6mremy+dEYpMZXisLSpnupGuCOD0rTiZoboOOFY/NXVSp+zVmcder7SVzVtITb3BGRsbNLokxiu54cZQSGpFKGJnz0FQaQu55Jeoc5NdCjZqxgndM6fdFtzI4XNVWePzI0Ut5hyqsT29f1qKTZcIrsvyqc++fSlFst5E+99jqwCEHmN+w+h/rWktSE7AJVSIqAxSX5kJ4KsDxn0zXDahe/2jqby43W6/KnOeT1bHoe2Ow78rWv4k1aXyjbg7ZZB85JGFQcNg9OTxzxg84ByObkkSMbsjBBByMDHAIOfyOT2Abs1efiat/cXzO7DU/tv5D9yk5wSuMgZz1HHr6e/4j7uTqdsPOhlBB+VguewJB/Xj6+p61Bpky3ni+TTbzUru0hkkKrJHKkYiPBYsZB04PHUnHfmqEs14urX1nO9y32edo1S4ADr8xHzbeAemcd/zMUaXvJsurVtF2N3SbLzZgxPfFdLbFrK5CEDy3/Ss3QomEa5HIrVuPnQeoOa7meemXri3O5Jo+oNOvJDHJZXB4OcNS2UpmtwDw3SmagC0sEIwcMGo5dLoE9TpYCssSsOc9KlLyRDYIgMgkN7+lUrRzHDgMF7/AEpv2id1zMwzn5cfkD9K36GfUnmupWQIX2b8buPu8/yqreyJaQs0xC7MpITyCuM5PrSRufKkW4Ox4SVkQ9GJ5DZ7cZrl/Eeotck2KyM6RjE5yPmxyFP4cnt07ZIxqT5I8zNIU+eSijNuLpr67knkXaDxED2Xtn3Ocn6/ia6TlDyevI/z+f5f985uv3k9tpJMUjK4dQHA56//AKvxJHU/NS1zTtb0TRNKvby8uVmu/M3xFMeQAFKgnH3irZx2wPTjzlGU7yZ6V1D3UeySk7axNSldUODRRXMz0zIs4I578PIMnbWwiBJ2Rfuk9KKK9hJKKseBWbc9S8hJfZkhcdBViIebcyRNyirwPQ+tFFXEyZq3TEwxKTkFDn8AT/SvJru7mkDXkreZLIGdt3TiONgPphtv0APUZoormxmyOnBbsndAcsSSVJXOeeJQuc9c9/rk9znh7jUJtL8Rz31sIxLDMyKGXK4O+M8fTn6+3FFFclHc66uxkrbxy6abhs742RVweMEHP8hXWfDTUrqLVdTtVk/cvbByvurAA/qaKK65fwJHPD+NE6UO0+pytIclRxV62+S4Ur1NFFKj8KIxHxyNbTVDF5Ty7McmrSgISwUbmJXPtRRXYjkZqaaSmnyoOQkmFz6ZrjfGF5LHcJbLt8lbeS42Y4JRtoU/7OD09eRgjNFFZ4n+Ey8L/FMaX5XuYcArH9oHP8WwjGe3OefcA8HmsjxRhdIueM7bp0Oe+0Bsn67ucYzgHrzRRXlQ+I9Wexia14lfWoIY5dM0+3aFRHHJbq4KoqZ2AFyApJOeOevXmub8JqG1GVj1EZ/nRRXoU9zin8J61oUzLeJZgL5fkGTPfOQK2p+n0oorSRyxLiO32DGerYq0v7i3VY/l9x1oorVbCLlsxOoWqkkqy8g9+n+NX7mNUu1RcgSkI/uMgfnzRRV9CHuebyTyXr/bJjmWYoWxwBl3Tj6BRj05HQ4qIjJgToJWgU47B8g4+nb645HFFFeHL4me0tkcfca0dM1q+iOn6fdwzSpIY7qDeFZc4K4II6njOD0IxxVvQbmXV9TvL+9bzLiciWRsYyxJ/T27UUV20uhx1tmd1pqKqDA7VfcDZRRXQcgaexFyV7ZqwoEmpAtzgcUUVa2E9zUDfxYGQpqZjhll6nzAuD0IPUUUVp0ZHUqeI53tbCa7iO2aGOQqfXZyufxrhIwFR26kN1PXPmhc/XnP157nJRXBjfiR34P4WYmtuZfD7SEAHdDgDoM7+n/fA/l0Axzt5r+p6hpkGn3V3NNBbu8qCSRmJLBTySecY49Mn1oorKnsaz3P/9k=", "info": {"video_id": "189765", "label": "lifting badge 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": "ed5b0438cc83b450ae3e4bdec14095e29203eeb071bf3ff4561638b3e7d769e7"} +{"episode": 48969, "episode_seed": 473461379, "split": "train", "timestamp": "2025-10-13T03:23:23.340858", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 473461379, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 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', [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": "18590", "label": "folding shirt", "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": "18590", "label": "folding shirt", "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": "e73229dd77134e9131844386e044e64ce03381debf559ff0ba075a065f9fc9da"} +{"episode": 48970, "episode_seed": 2950821172, "split": "train", "timestamp": "2025-10-13T03:23:27.412346", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2950821172, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 iron rod up completely, then letting it drop down'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 3, 1, 2])", "action": "('reorder', [4, 3, 1, 2])", "reward": 0.0, "image": 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", 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", 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", "info": {"video_id": "124064", "label": "lifting iron rod up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 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": "124064", "label": "lifting iron rod up completely, then letting it drop down", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 3, 1, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "49fc96b6e1756e9ad7b869856476229a46bc22cc7dc62075209f8ee0d2f96c03"} +{"episode": 48971, "episode_seed": 689438658, "split": "train", "timestamp": "2025-10-13T03:23:28.524998", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 689438658, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 glass 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', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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", 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/AL6/E151AJY/EMF0smyGeRYZHGCQT9fp1rqzdrfC609ZB5eo63LLMR/zxiCgfgTj8q6Kk/aQivvMoQ5Kkm/kR31nf38curXhVZZyHZTztX+FB6YH6kmuo0OF44be++zyFS4/en+PIyfr1rSu9NimR4GTKH+E9DSGGa2smGQZJYp9u1cAEY2gfTNQquljV0tbl3U7FNX0Cx1W2u7doY5y8iE4dAuRyPqP1q/pMjvEtzAxCypjI6EHqKoR6OLbwpcadbj995caZPUk9z+prorJzBo66cUQRW7AxsByMjkfrUOSt7poou/vGBHI+j6hDpryE6ZcMTZg/wDLCXq0f+62Mr75FVvidabPAk97EuZbS5guVI7YfH/s1aus2R1DT5oIztmwJIXH8MinKn86bq8n/CQfDDUjgb59PkJXH3XUZI/BlqqbvqRUXLotjZtbtbi0SZTkSIJFPqDz/WuY8XMEa2m6lVkUD2JU1Z8E3f27wfo8+7Ja0VT9V+U/yrB+JaSi3sZoJTHOhfbydrg7cqw9+OeoorfAyI7nm/iiby9Y0q+4+UCNvYDkfzNaOgaZe23iSwT7QP7NvNUEqwY+8URnyfpnp/hXP6oJNSTyVGyYOCqv2IHT/PWuj0XWIbb+wb6eYubWG8u5FbH3tgVVH16fjThNqhy9UTKmvbc3Ro6LxRNPruryaVat/o1mQ057NKeQvuFHOPUiqnh+y2Ty27l7lwW4Ck7VIySfTp+lafhqyK6BHcTNvubmR5Z37l2OTn6dKvR2LWS3VxDtVRE0vA+Zm+UZJ+mRj3pQlye6auHN7xsaYv8AadlcafA0YvIrQv5crbS3UDB71meGY2gg+xlts9qwDbTypPP5iruladGdeur+TnzZxFED0VVQ4x+IJq94Yt202a7llt43N7JIHL9QuTtP+fWjmTWhXK01cg1C6utDmm1CGQCxvHA1GPHC5P8ArgOxHRvUc9q3rS1juYCjqCpyn4HI/rVW5SOaGSKRQ8bAo6kcEHgj8qh8ITSxWcunzNmWwk8gE9WQcoT/AMBI/Kpi+bfoOceXbqYHwtuCvhFLOQndZXM1sQe2GyP/AEKuwkcsSPYj8q4nweBZ+JvGGm9PK1Pz1H+y4J/wrtmXLVuc54zPpf2iCXzFLFmY/lgD+tZEljHpV3C1xuJjYvEGOATggg+3f8K7y3thsjVwD8oz/M1y/j5FtraKVFUMQ4Bx0+Q151CT5kjpkvdZF4TW2tNcQQOZYwkCxMwIOCu/OO3XpXeWN28t4gdsiUOV49GP9P5Vwvh2A2+uThjhIViB46fuFx+tdWPMtNV0qMkeWfMIPrncf6iuqW9vIintfzOjeEPd2LgcNCVb/gLZH8zVrT7nz9Qv4HGBbXrk57qUVv8AGqEcrGa2j6ssLf8AjzcfoDV4oi6nrCxqF3lOc9WKqp/pWTOgk1C9Ww0jzmG5s/Kv95ieB+ZovoBPZtDJgi4iIIHoQRWTqcjXniCxsV5hhQysB/eJwPyAP51s3jqqIFGCoUfrTW1xPexlv5mufCG6RwWmbT5EcdyyAj+a0eArz7Z4N0eVuSbZYyfdcr/Sr3guHzNBuLZh8hurqIA+hkb/ABrmPhXKV8MvZP8Afsb2aAg9uQf6muo4kXPH9v8AaG0tR91WlZvwAI/pXm93ojQu1xGGCry3vnrXrHiuESC0bg8OPzK/4Vzl3aRvp83yDLKT/n8q4asmqjsdFNXSPNyLHz7CGGViYykW3+/GGdizfiAMe2a9JW/b7Db+UflS3MmOvRvX6ZryqxiaXUYZUwB5qRoB05RmH869PVHTT5JowCEtNhB/hPyn/GuqbtYzprVo6R1WbTrrb/Fbh1/Agj+VPaY2baUcHE08iNjtujYj+QrMsZ2/sNHznNmqfUkAD9a17kIdNtXZNzLdoEOeg2YJ/LNY2sdN7q5qQAJsXusQz9Tz/hVKyuxf211LEB5UUpQN/exxn881X1q7ey02/libErkxR/U4Qf1NSaTAlpo8cYXqB1oWu43psJ4clMPibVrQ8I6xXK/VgVb9V/WsHT82Pxc8S2uOLq3hugD3xgE/qa09JLN403jo+mvu/wCAyjH86zvERNj8YtFuMYF/pskB92Usf8K6Y7I5J/EzuY9rbSRwRXj8mnCWSfeM7n29ewBP9a9et8Mqg8cEV59DCCgbghix5Hqa5cV9kql1OGvNMh00xSyplGZWRN3AcEY/D+lLpDwjW7ae2DEzQs7FhjLNKwYj2449q6DxqixaVHIoAxKoBx71g6Da7b7Rwep02KYZ7nzXJ/nV0W3DXz/IKq1R30U7HURKWO1rkxEHt8o/+tW3LGJYLTsRcOv4Fa5a4bZbWNzG+I5rtXI7joCP/HTXRecVNum7kyPLj8MD9SKT11No6FyCZn8Q3lof9WYraQH8GBH5AVbu71LXTLi7YZGSwA/iJPA/lVeQrDrLuAoIsFDN3LDcR+h/WszWmaS60zTYzx5nmOPUKMD9c/lU9SzWt2c6VbSytmdl+cAdD1qLwqBLb67pZOVS7cIP9mRQ2P8Ax41ZuXCWywrgYQkCqfhVSniHW2z1Nsce/lkf0ramtWkc9XZX7mD8LJmXwoLR+tndzW5B7YbP9at+O7cTyaYvZWdj+AB/pVDwePsHi/xjpR4EeofaFHs+f/rVu+KIvNe1b0Vx+ZX/AAor/wANkQ+JHmd7ogZWnUAMihs561hSSWU9lLEkJXyUAiwOFVpwGz7k9PQCvTmhVrZxgZII6V5ZAm+11acnIja2X6AzE/0rHDNu9y6q91Ho1jPJNptvGCVLeawA4yAAK6KydbvTst/y2tHz/wB881zunQYtBCr4lt4WOTzkNkVe0W5KaBFKWOUgcc9ySR/WrepcNPuNaSV7Sz0qVRuLXsYf6Mrqf55rbgIBiXqRHk/U8/0rIlIXQ1+6WFxEEz22DJP6NTtau/smm6hLE2JDmKP2YgKP5mo2sakunXh1D7dLkCFH2xf7QHBP4nNRaVKbfxvJGWwlzYhyP9pHx/JhT9IjWy0WNeACqjJ/z/nNVLVS3jPTmPB+z3S/UfJxWtPexlUfuu5mxBrH4y6zB0F7YRXA9ypAP9a7uFgxRiOCK4fxZmx+Kvhi8/hvLSa1Y+pGSP8A0IV2tsQQma2Oc4DS76HVLKO9tzmGQ/KDwVwMEH8a5D4iSGR47dW+7CzkD1LKg/maueB2ePTmidzxhwCM4DEgf+g1keJX+06zMi5b57WAE/7Tsx/9BFcNGNqp14iPJeJsTINP8X6jbsCFntoHx7bAp/WtgzGU6Y5GWT5fpgf/AFqreL7YRa3p+pAgJhrWU+gPK5/Wo47jybkBjhEYvk/T/wCvW97xUjKOkmjprR/Nu0ulG6PzIQcdkw2T/wCPVK129tdxG4bDyhZ5R7lnfH5KBXBjxFqZkaPSDi2Q7VZgBvxWrZazJq2rWEOpRNFeRTRrKW43x84J/M/XIqVq7Gr0VzqNHxJqWo30+0bHKbvQKMH+VT2l551vNfXOQs8iiBD2GeBWNeTG30iGxjObi9nAkx23Hc36YH41ramkP2b92rq1qM78/KFC5Pt1IH404K5NSVka3g9JYdFaRwBuup5QM9QXPP5Vx/hDFl428YabwAmoeeq+zZ/+tXeaRY3Fr4ZjEBzLawrsQj/WHGWUn3P5GvPLO7i/4XFfTQ5EWp6dHOoYYIYAAgj1BVhXXNW1OKEk9P61On8R3Ea3On2xcCSXzHVT3VcZ/mK5zW5/smgXk4IBSFiPrj/69TePJJE1bw/MrbVTzQ3/AAIov/s1Y3iuQNo/2beS08kcO0D1cCvPqxvV9TuiuWCl/W7OPtLVrbSHveR9m1eGNj6fu9v8zXcWVyJBdx84ljGR7gFSP5VkaRYf2r4F1qNR89xezSR/7ykFf5YpbK5JsILlTliPmA9cc/qK6JPmv5GEFytHR6XJ5thaW+eS8TH/AHd2f6Vqs0o02MyDYtuuCD/faUKP/HR+tcRea41h5EVn897sC4xkKo5yakt/E+rxRMmrR+bZylVaRQMI2cq3HfP54rNvU6EtDp7yc6k2m2/DLJMZH9zy36bhWxLcNLq1vZQ5EMAEkxHT2X+v5Vg6MIYrSwupGAWKF+/O5nP67Uq3okq3OktdXMbu97K7lUJzt5IH8hQl71hOXu3NDRz9o8VtcQD9ylkUVv8Aekz0+gNZPxLb7JrHhDUjgeRqBgZvZwv+Brd8IWLC6uvmJ3uIX74VFOR/30x5HcVzvxakdvC08UoLXGmXkE6SYwJYySob65OD7iuzlfKmcPOudp9Tt7ckRDHVQa868OavHrOneeE8poyI2jJzyM8g+nFd3YXH2izSVOkkYcH6jNeQ+B1aCSUEt+8DSAD/AGSBn/x41yYlXimdtCF4Sk+li74/mxa28AbkiSUgeixk/wAyKjuYX0yXwpOBjzdN+zk/7QAYfzql41m33NyqhsRWLY3Hu8iL/jXVeI7Az+GrYxDM1ikUyAdeAAw/L+VTTfLCPmRJXkyPzTLYRJj7s4IHoCf/AK9bMRe6LSRcvHHtA9xICf8A0GuWt7tJlimhP7p9rE+mM8fpVKbWb+8u3j0uVoIQcFieXbPOPbNOWhcNUegalMbe4R5WK/aXkY+ybkQf+OijT3N54iubl+kcaDB7ZG7+tcV/at+8UVjqq7iSHgnJyMBhuGfTvj1FdRqt0LLT9Q+zn/SLuUqmOwY7V/8AHRSa0RV9bGhBfB5LrVZuYSpit0J+8o9Pr1rQ8LRNJd6rd7wRLPGgGOhVBx+tVHiSLSVtmSNYY4QHmfondj+QNbPhCwjl0ltyuI5Q0zKDggscg/UACuqjE5K8jipG+x/GzUY+g1DToph7lQB/7Ka1PFWopb6lpFm64F35mHB+6V29frnFc94iubi3+KHhu4vE2zFZbKRx92QclWH1Djj1zUnxG3G80Obp5AnkOPbZj9SKitH3XFmmGSqSXbX8izqdwtto9zcFsbImcflmuC0jTml8KeKSBl447dhz3RQ5/rXS+K3KeHriNVYs4EIOf7xC/wBaPBaI9nr3mAFJr94iPVQNuPyrlovlg2XNXkkLpN954hkz8ssOM+vQj+taGmtus47VuPMIb8BJzXN2CmwE2msf39nJgZ7pk4I/Olv9Vnhjhs7QFbgqCZScBVPP862lpsFN3Vjvpopl0+cycJCspGO7SOAv/jp/Ws+a5OpCxhVsq90zN7n5mP5ZFclaXWuaYjXTzG6gC5mjYnOzPPB/yK6fQprdbC0nyCIfNXA7MzZ5+iqOajpc0ejsbd1N9o1SK2VgtraASzMTgbv4R+A5/Gl0uT+0fFUd1GwVILaYle4DMoDfoapeHZJpNMe8eNZJLuczMH6bCeP6VreErWOXU7iSJlbMixlkPDbM7se25iPfFdFGOpz15aWMP4pk2h8L6l0FrqaqTjorAf8AxNdjbfdABwQa4z4uwSw+F9QthGfJt5Ybq2YnlMNtZPwLZHsa6fR7n7Xp9tMvSaFXH4gGtJLldmYwkpRujy/wqQLzUog3ywGGH8VTn9c1jzkXGtRSN83na2iDPpGmP5tS+BbsyRarPI4DNL5hz+JpmmoXv/C5JJaWae7b8WGP0Fca0qP+v62OutPnbkurbO91qFL/AE25gcZVySPqORXE2uqpLotxby8XkR8kk9SucZ+uK6u9ugEI9ST1/wA+lcRe2TPcvdWzASL8xH94Cpo1LXQTjezOi0iKO2WIMAA4AJx+n4VL4otjaWUd3GSJYNrKw4JTI4/AnP51gWHiSFjHFNnOclwMgfUdRWv4j1uwu9DWOK8ieTySCoOTn0IqoxlGSuVKcZRdjoXdV1K3nk5MMG/HrK+M/kMD8adJeXWt67a6TC5MMbLLc7fu8fdX8xk/SuRu/FMc0wisEkeZhhZNmcnttHU13vhPT20myEnl77iU7mZ3Gcnrux3/AJAAVvBcnvM5pvn907+61Cw8PeHpZbyaPaYyyBWy8jdgB69K8Xu7xT8QfC+pq+Vuopbd2HGWBbP45YV2+tQrqCeTcFGyuWBBwvPb3xXm1po/2zXrDTp9Vntktbm4ktWRNx3hdwAz0zsySfT3rTnuuUz5EpcyOo+IM6iXw+gbEk14AP8AdBVj+oFY/iFy19o8BPBuvNYeyAt/SuW1DVb2/wBY0I3d1JKFm3LvOdudtbWtS79ZmbfkWmmzS8dmYFRXLV/iI6VK8bfL8TT8CkL4QsjjBeWRz9Sf/rVkSvDpPiWS1mG20uzvUnojf4djWt4cP2XwppqntEW/Mn/GsfXYor8qjMAwOQfQ+tQqnLVY+XmghYUS51W6n2gqH2quOMA4/Tr+NdNFbxXWnSORuQrtkXsR1rgrXVH0iZre7+Yr028Mc9/euq0vxFpyWM4luo4mePhX+Uk+mKcoyvzFqcbco3RzL/YuqWruWMU5gjb0343N/wB8/wA6177W5NO0wQ2JxKxEVuo7t0z9B1P0rj4vEVrZJegBpjLPuXAwv3FGST7g10PhWyk1K8TVL1GYA5jjf5QVHQAemeSe9dCjrzM53LTlR6l4JsI9K0dHnmjDRxZZpTjGTksf1/OuG8e6zZ+I7bxPZWeWjgtS8RPR9jbmZfbIro7m6lktGEhVEIwFU5LH3NcLrelGy/tC8spDH5lsYZAgwDvO3HPqP5Voqje/UydNfcdT4LvRdeFdLmLH/j2UN+Ax/SvPvDGI9dltiSDBZoGH+0z7z/MVZsHTTPCFpc6NrWovbx3Jth58QiSchdzvEOu0E7Tu9R7gYnhC/N94n1W6kOwzZbC9AN3A/Ksay9xs6qVRKDh1bX4XH+I28671VjyDPaWw/Muf6V6LcMNkinGMBT9K80lAuYbN+S15rLP9VT5RXdX91t39OT/n+dc1R2ikEPiZxa376NqF7ZsAIptxhb+42Ota2kRrbQRuB14bP6D8qz76GC9mYSHhjjcexrJi1i70mb7OyZRWwd/Qj69q01qJdxr922d34hsUk0OR17qXQ9wwGf1xipbWYS6fo00xyVj+0P7ttwn5DNc7ceNLS40pLQwzCQE5IZSvP41m23iK9vYrTTNPt90yRrHlTuc4AH0A96uEJWsyJzV7o7W7nn12/g0iFiVLg3RB4Rc5CfU9/YGvU4NQ07w1pBuZjI7RqVMaqOT6/SuB8JaY+k2W50i+1N9/knB7nPcnufatrUJvMCRyzAynJ4A4GOcCtuaysjFxu+Znm/izX/7Si0/VRHse21hHcBshAwyAD6YX9K1/iZMq2emNu5lm8lee25WP/oIrIGk2Gqa5qGk6he3FtYXF3GQ6TRRqhUffYvxgBm4HJJxXO+L7u9GrWdneS3RFtdMgS62+YmCBhtvGfXBIpy97Uqi/Zfj+KsdZ4jxLNpVrnIlvoyR7Kdx/lSeBpd3h55T/AMtr2V+e+TVPUpkk1+1PJW2s57g57HGBU3hMm28IWOO+58fia4U7Ujb7ZU8USyWWp2+pwAMY/llHZl9/ao7OVdR1Ga8Xo2AmT06cfl/OpdUlWZvLYZ5/D0rnrhpNKlW4sQSjjP8Aun3HerhLmhysq3LLmR6LYqtzZu+394g6Hv8AhWPo6+Rba7bqcJ5gSLP8Idck/wDfPFY2meNhYwOLi33sybSVbb/OqEXieYTXEVjCGluWTA5duF28Ad60hBrRkTqJ6o7fUNWkitFsbMhZ5RshTsijjeR7dq9G8KWlnoGios7SI0UeexJ9j7/1Ned+FNDura4W+1FFF2xEgUgsR6bj7elddd3QS2P2icHdhVQcAE1qpcuiMWuZ3ZzXi3xJ/wAJVP4is1hMaNYSGBTw2Ixuyw9T1rU8A3y3PhLSZCwyIAh56kZX+lZOvWpSK51K2Z45FjMDyg5J8w4K/lurCtdN8QeEPCWkPNd3UElw0pe32YFuPlZQSRwxD5x26dc4rm5rMlR5bnJeE3ZNE1tl4IjyD+BrXtPk8ReHEXhV08ED6g0UVzT/AIkv66Gq+Ff11Og1Anyye+TWDKPLVWUkEAkUUVz09zpWxim1hnld2XDdcrxSXOnRoiussylnVSA3Yn6UUV1U2zKskejeFNC0/TI2ngh3TspzLIdzfge1dQ5ZDEiOyjaDx9aKKa1M+hh2c0l3qQSRjia4ELY7LzwK5jxvqE2ia7e39mEE1tc/uw65UZQoePoxoop0uoVOhyFwSNR0Tvhx1+q1uaozb/E7Z5W0iQfQnmiioq/Gv66oI7M39LJPh7Tx2+zisi6UGSTPZeKKK5n8ZvD4TEvkWZ0SQBgMDn0oj0qCU7N8qjP8L0UV0wbuTUSsa3hXQ7GVhd3EZnkR22+a24DB446V6fjZ5xUkFQAP0ooq+pitjH1O4kW8t4txZQDJ83cjpVnWEC+Alm5LzyxSOT3OTRRSh8bHL4TzqTxTJr8bwS6Vptr9kIhha1R1KxrnCAFyoHc4AyeetY3giRl1G+I6/Z2P5GiirrfwpEw+JGlD8tt4SIJ+aWRj9d45rsLzmNmJ5zRRXJV/z/M2p7mA6KYs4/iNZSxrJMxfnjFFFEdjbqy/qWj2SeHprkQgyqo2kjp0/wAa6/wvZ29pADbwpGTGGJVQM8UUVsnsc8t2dAkjPag5K8knaSM1z63k11quHbbucRDb/CpPOPeiik+gLdmb4m1FNEv9dgTT7G7t95YQ3cO9QUGVPUH6jOD3zXnWs6ld6q9lqN5KZbq4laWR8AZYkdhwPpRRXSjFnW3g3alrjE8ppWF9snmtLw7/AMi1YDt5Z4/E0UVwf8u/uOj7RXuEBuDn+4f51hXSjzQMccUUUQ2NuqNjS9PtbkEzQq/OOateGraK2Ny8aKGW6dAcDpxRRW3Qyl8SO0MpGp3VvgeWinb68D1rnJr+ee6jBKqqMCAo4ye9FFOezFE6bxRbR2fg7yogcedGSxOSxz1Jrye18RapqdtLpl5eTT29pcySRiSRmOWx1JPIG0Y9Mn1ooroWxg9z/9k=", 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FzIOxmkyV/JTn8a6MRPnt20ZlQhyN97uxSW31UXzT3Mo3XJIuGPRge2D/AAjsO2M9a7PRo7OydHDBIXiAJz8uQeKhvdNFzsfy/N8o7hHuwGIBxn2zVnUraa+tBpytiRriKJ2xz5YUOR/So9onGzNfZNSuhNftp7DxlafaLeSJBCB8wwDuJxj1/wDrV0Di8k8m8tJRHqdrxBcN1K94n/vIfQ9O1Z2r2D6hNosTPNKil3YlySMYA5+vFdPO9s6xS20JhR0GYyejY5x7VMpNJWLjBNvmRRtNZPiKT7bJD5MpYxSQnrG6jDKfcH8xiue8SxLpfxE8JXaAKLhbi0dvXIyP1ar/ADpnimGdBiHUR5Ug7CZR8rfiuV/AVU+Kf7nS9C1MYzZ6tCxb0VgQf5CnDe/ciei5ex2JlBhGOpyK5Pxa217W46kRuoGeOduf5V0q9Gx2NcL8SY5FtLCaCUxzIZAoydrA7cqw7/XqKVb4GTFe8eceKJvL1jSr7j5QI29gOR/M1o6Bpl7beJLBPtA/s281QSrBj7xRGfJ+men+Fc/qgk1JPJUbJg4Kq/YgdP8APWuj0XWIbb+wb6eYubWG8u5FbH3tgVVH16fjThNqhy9UTKmvbc3Ro6LxRNPruryaVat/o1mQ057NKeQvuFHOPUiqnh+y2Ty27l7lwW4Ck7VIySfTp+lafhqyK6BHcTNvubmR5Z37l2OTn6dKvR2LWS3VxDtVRE0vA+Zm+UZJ+mRj3pQlye6auHN7xsaYv9p2Vxp8DRi8itC/lyttLdQMHvWZ4ZjaCD7GW2z2rANtPKk8/mKu6Vp0Z166v5OfNnEUQPRVVDjH4gmr3hi3bTZruWW3jc3skgcv1C5O0/59aOZNaFcrTVyDULq60OabUIZALG8cDUY8cLk/64DsR0b1HPat60tY7mAo6gqcp+ByP61VuUjmhkikUPGwKOpHBB4I/KofCE0sVnLp8zZlsJPIBPVkHKE/8BI/Kpi+bfoOceXbqYHwtuCvhFLOQndZXM1sQe2GyP8A0KuwkcsSPYj8q4nweBZ+JvGGm9PK1Pz1H+y4J/wrtmXLVuc55C+nCV594zuYL17AZ/rWJeaZDppillTKMysibuA4Ix+H9K7mCEGNW4IYseR6msfxqixaVHIoAxKoBx715lGT5kkdTSs7nP6Q8I1u2ntgxM0LOxYYyzSsGI9uOPavQIp2OoiUsdrXJiIPb5R/9auB0G1232jg9TpsUwz3PmuT/OuwuG2W1jcxviOa7VyO46Aj/wAdNdkt0jKn1OpljEsFp2IuHX8CtSwTM/iG8tD/AKsxW0gP4MCPyAqn5xU26buTI8uPwwP1Iq/IVh1l3AUEWChm7lhuI/Q/rWR0li7vUtdMuLthkZLAD+Ik8D+VRW7OdKtpZWzOy/OAOh61k60zSXWmabGePM8xx6hRgfrn8q2rlwlssK4GEJAprYTK3hUCW313Sycql24Qf7Mihsf+PGue+FkzL4UFo/Wzu5rcg9sNn+tb3hVSniHW2z1Nsce/lkf0rnfB4+weL/GOlHgR6h9oUez5/wDrV1JaI4+rLvj6D7QdNjH3d7bvpwf6V57eaGxdrmIMGUByR3r1HxVH5slmeOFkP57R/jWGbWNrd8oMkYrgqyaqOxvT1SPM5orI2MkUUjB4Y3KDu2+RFbJ9BnA9a9E0u5I0qCGD5AXcYA64X/EV5ps3vqTKAFhWNcAdM3HP8q9K0qCT7HCAcywrIzDp1DAH+VdUnZJmcVeTR0mnMt5bR7hkTQOp/EEH9aatw1ho9pcsMn7Xb78ehO0/zrN8O3RGlxTOwIjExY+2TWqyhvDUodAzIYNo/wBsOD/Os7WZ0J3XyNmIAGEHGfmc/ngf1qrBdi81C9t4wNsCjcx7tySPwGKLq6WyiubvPywwgqPouf5kVR8NRNFpJnnGZZQWcnuT1/U0o67jlpsLDObbxrp7D7l3BLC/1XDL+hasnVt1j8arZ8fLqGlsn1KEn/2Wr14SfEOiMo5W/wBv4GJ81T+IJ+xeLPBWqfwi5e1dvZgP8TXRDWKOWp8Z2sZDIp/CvErnSPtNuSykszF+OuS2B+mK9qt+Y9p4rgI7VA4VlGBj9BXPiXZxsVT6nnk1pDp0ji6ch1ikRd3QKynJ/Dr71u+B5obea5aJiwLSbHY87FXauR+FUPHkKx3MKIoDSIVz3xuUf1q14OhKRXKsQBukjB99+D+lXBt0rsJK1Q7fTLhpmkSU5YwrIOMcEc/r/OteGHOuo+PlaOKT8QCP6CuatWlg1tYHwu2xC47k/KP5g10VnIzaoq9SqRIfzyf0xUy11N4aaEmj3Bnsizdbdp4zn1EhA/pVnUb1LP7HGBueWRY0X+Z/AVBbLGrXqRqET7aQOeoyWP6g1nh2v/Fbg8xWcaov+8fmb+YH4UurKWxN4qV4dJuplx5lttuFx6oQ38s034lQ/b/hhfyJyY0jnGO2GU/yNT6+VlsrqLHyvDKp/wC+DVg27al8NZLZxuefSMY9T5XFbU9nY56r1RPol0L3SrS4/wCe8CSAj3UGsLx1brcHSvQNIx/AA/0pPhze/bPBOkSHkpCYSf8AdJH8gKv+KYfM+xtnosg/MrSr/wANkQ+I8yvdEDK06gBkUNnPWsKSSynspYkhK+SgEWBwqtOA2fcnp6AV6c0KtbOMDJBHSvLIE32urTk5EbWy/QGYn+lY4Zt3uXVXuo9GsZ5JtNt4wSpbzWAHGQABXRWTrd6dlv8AltaPn/vnmud06DFoIVfEtvCxyechsir2i3JTQIpSxykDjnuSSP61b1Lhp9xrSSvaWelSqNxa9jD/AEZXU/zzW3AQDEvUiPJ+p5/pWRKQuhr90sLiIJntsGSf0ana1d/ZNN1CWJsSHMUfsxAUfzNRtY1JdOvDqH26XIEKPti/2gOCfxOai0qU2/jeSMthLmxDkf7SPj+TCn6RGtlosa8AFVGT/n/OaqWqlvGenMeD9nul+o+Titae9jKo/ddzNiDWPxl1mDoL2wiuB7lSAf613cLBijEcEVw/izNj8VfDF5/DeWk1qx9SMkf+hCu1tiCEzWxznmXhrWI9a0xZwnlMm2Noyc8jnIPpxWV4/mxa28AbkiSUgeixk/zIqj4EVoC4Jb94pkAHbaQM/wDjxpnjWbfc3KqGxFYtjce7yIv+NcNONqqR24mHs3KKLtzC+mS+FJwMebpv2cn/AGgAw/nWz5plsIkx92cED0BP/wBepPEdgZ/DVsYhmaxSKZAOvAAYfl/Ksu3u0mWKaE/un2sT6Yzx+lbJ3jfsYJWlbudTEXui0kXLxx7QPcSAn/0GrWpTG3uEeViv2l5GPsm5EH/jorz+bWb+8u3j0uVoIQcFieXbPOPbNW/7Vv3iisdVXcSQ8E5ORgMNwz6d8eopLV2NXtc7XT3N54iubl+kcaDB7ZG7+tPgvg8l1qs3MJUxW6E/eUen161n6rdCy0/UPs5/0i7lKpjsGO1f/HRWq8SRaStsyRrDHCA8z9E7sfyBogrsmcrIt+Fomku9Vu94IlnjQDHQqg4/WuYkb7H8bNRj6DUNOimHuVAH/sprtfCFhHLpLblcRyhpmUHBBY5B+oAFee+Irm4t/ih4buLxNsxWWykcfdkHJVh9Q449c12Sjpc4YzXNY6XxPfQw3umWjErNd7xGe3y7cj68/pWdcyiCxmmJACKWz+tZvxGeRdQ0CZW2+T58jEeg2H+lV/Etx9n8NXZDtu8llAA7kY/rXnV4/vNOp6EY8tOMu/8Amcbplo9xoHiWc5LR2ttLn33eYf0NdppN6HlikX/lpBtJ9uGFU/Blok0PiSBwBHJMtqc+gj21S0gPa2P2eQ4ntJPKYd+CRXS9W0c8dLSOjsH/AOJZNbAbWk3qB/wIA/z/AFrdkaUWlwhXbHC88zHsQF+T9XJ/CuJutYFjaw+XlrxifKQDP3jyT9KS38Ua5Akj38P2iyddsyrjhT9OlZN3OlLQ6rULw3On/Z1OTNcqrfTOAPyStO8laKO00u2+V5Rlyv8ACg6/n0rC0RYZrWGcvlFupZSx6nhQnH1YmtDR7lby71O/lDFDKLeHaedo44/U/jTt71ieb3blycrdeItKS2G4Q3hdz6FY2/xH51R+LyMng+0vON1jqEM272OR/PFXtGsyPEm+HcojjYxow3bd7AAkH/ZUn6Gm/FCPHhLWNLl3OjWv2m2kI7owZkPuByPb6V1qPunDKa59Tds5BLAJAeGG8EehGa42znju4I7mJg8cuXRvUZwP61teErz7Z4W02fr5lomfqFwf5Vw/hOR10jy5JOYzjp0yN39a48UtEzroxvFv0/UxfF7G58SWsAORG8CYHq8mf5LVixY2d1rdgcgxX0uPxO4fnVOYi78X25GSG1WGPJ9I0yf1atnV7YWnjOWbgRX0av8A8DXgj8v51cNIqPkZy1bZrS3IOrQXPYwsxPt1x+tbFlLJDdtdqhYGWQ8e0Y2j81rko7pId/2h9sUcbKWPoTiqUXiXW5m/4lw2WwPyBsBmHQGpfY6I6neRzmyvvsrsGZAu4f3n8sD+chqPRJktdOvNVlGWd3fPdueB+eBXP6fq7atrEctxCYr2JJfOQ8ZcR/KcepwOPatZ2UT6Ro0RDIHLzEeiD/4o/pQ1sCe5fuJnj0FzcZN3MkrhT2yvT2A4rqNEheDRbCCRcbLeOJlPb5QDXJ6rbR3zx7A6ec4hZieGy2MD/gIY12F3LNY6UupYZ1Q/vYlXkxZ6j1K9fcceldVOHu2Rx1ppSTZ538LnMOlX+nn71lqE0RX05/8A11teKtRW21HSLF1O26MhEmfuldvB+ucVg+FXWz+IHi+xQgo1yt1HjoQ2Tn/x4UvxIz9v0O4yQIRNJx7bP6kVnVV4NG1CPNUSfn+RZ1O4W20e5uC2NkTOPyzXBaRpzS+FPFJAy8cduw57ooc/1rpfFblPD1xGqsWcCEHP94hf60eC0R7PXvMAKTX7xEeqgbcflXLRfLBsqavJIXSb7zxDJn5ZYcZ9ehH9a0NNbdZx2rceYQ34CTmubsFNgJtNY/v7OTAz3TJwR+dLf6rPDHDZ2gK3BUEyk4Cqef51tLTYKburHfTRTLp85k4SFZSMd2kcBf8Ax0/rWfNcnUhYwq2Ve6Zm9z8zH8siuStLrXNMRrp5jdQBczRsTnZnng/5FdPoU1uthaT5BEPmrgdmZs8/RVHNR0uaPR2Nu6m+0apFbKwW1tAJZmJwN38I/Ac/jS6XJ/aPiqO6jYKkFtMSvcBmUBv0NUvDsk0mmPePGskl3OZmD9NhPH9K1vCVrHLqdxJEytmRYyyHhtmd2PbcxHviuijHU568tLGH8UybQ+F9S6C11NVJx0VgP/ia7G2+6ADgg1xnxdglh8L6hbCM+Tbyw3VsxPKYbayfgWyPY10+j3P2vT7aZek0KuPxANaSXK7MxhJSjdHknhfEety22SDb2SBh/tM28/zFUfEbedd6qx5BntLYfmXP9KZ4QvzfeJ9VunwhmG4KvQDdwPypkoFzDZvyWvNZZ/qqfKK47ctQ7a9RVJSmtm2el3DDZIpxjAU/SvOlv30bUL2zYARTbjC39xsda7S/utu/pyf8/wA65G+hgvZmEh4Y43HsazpTtIUo8yNDSI1toI3A68Nn9B+VaviGxSTQ5HXupdD3DAZ/XGK4SLWLvSZvs7JlFbB39CPr2reuPGlpcaUloYZhICckMpXn8a0UJJprUJVE1Z6HRWswl0/RppjkrH9of3bbhPyGaW7nn12/g0iFiVLg3RB4Rc5CfU9/YGuKtvEV7exWmmafb7pkjWPKnc5wAPoB716V4S0x9JstzpF9qb7/ACTg9znuT3PtW8Uo6s55Sclyo76DUNO8NaQbmYyO0alTGqjk+v0rxPxZr/8AaUWn6qI9j22sI7gNkIGGQAfTC/pXpGoTeYEjlmBlOTwBwMc4FeavocWtavq2kyX89tbSSmWMJGG3yRxkj6dyT9atTb0Zm4K6a6Gz8S3AsrGYH726BD7s6Z/RTVPxRmWytbQNk3N5FGcdxuBP6CuH1nW73UbPSVurl5VLrIN5zt4H+Ndfqcgm17SY9+UiEl02P9leP1Nc1VWlF/1odfPzQS7K33t/5lnwTIr6fqcwx++1KVsjuM//AF6o+IZV0vxBFflSYbg7JwO/v9al8FN5HhOBm/jmeQ5/z7VFrnl3kZifBBPrUc/LVEo80LEDiO+1iR48NFGgCADg9P65/KumsoEubZ9uCVUqy44Kngg+1cBDdSaHOqTMHhb5lyeSPQH1rqtB8SaeCzzXCwblbiT5f/rVUotvmRcZpLlY/QXe0u9YtwS0VuFmhBP8RGFH+fStm31KPRNG2iTEcEWXcDJZupx7k/zrjovEFlaX99KZGlEsceFjGScbs8/iKv6CJvEmoxyOjLaQEMo4Cbu/P8TenYVtGN3d6GEpW0Wp6V8PrG5lgfUL9lFzcOZmWQ4xxgL+AwPwNReOda0/V76TRrWYSM9pIjleVaRkIAB9QM1cE7pamNVWGFVIGDk+1cB4lsja3NnqlpJ5VwswJMfBxt7++c/nWqqmLpXXmaXwvu/tHgiyjLcws8R9sMf6GsHwtMJ7fUZUYeWbxwn0ACj9BVe0ii0Pw802iaxqRh+3PAfPiWJbhwuXeIddqnCnd6j3Ay/CV39n8IX85cAo0j/+O1z4he4dFKX2Q0pvN8R6JK/Jmvru4yfQYUH/AMdrqPFFr9r0gumRNAxljYdQRXN6LCYfEmhRckw6a0jf7zlif510eoXK+UVOMYOfx5rGpLlasVBXvc52XUYNQ0FGjAE8rhJUHbHJx7HFbGlxRRMsDAYcY3Y+9xXI3Fs9nK99bMCitudcZHXritSw8R2zuiO23aOX6qT7HtWk7z1RUGoKzNnX4pLDUbG7hOJlnRGP94HgZ+nT8RWykiW+sXEq9UVYIs+g5Y/iSfyrnfEWu6fctatDeJJseJjs5xhgT+gNUjrMuuX32KxjmQSHEjKPn29z/sj3NXCLkkZymotnbaDNP4h8UNK0rfYrPKoTwC5+8w9v4R+Nd74x12x0Dw00JdHumCrDHEctyOW9xjNcvoNv/ZOnJb20Ue48s5bj2/ACqfiGzh1WCdZ3DMqnD45DYPT05xWyqW22Rg6d9+pgWk6W/wAWPOjP7rUdLSVSOM4wP/ZKsfE2RY7DSst88k3kgexZGP8A6CKw4rWEfELR7HUtQurXZALWCdJY4xDwCdxk4xhm46k8Vh+NLu9GtWtleT3LLbXbqEuMb1wwHOOM4644olrculLk+5/irHU+I8SzaVa5yJb6Mkeyncf5UngaXd4eeU/8tr2V+e+TVPUpkk1+1PJW2s57g57HGBU3hMm28IWOO+58fia4U7Ujb7ZU8USyWWp2+pwAMY/llHZl9/ao7OVdR1Ga8Xo2AmT06cfl/OpdUlWZvLYZ5/D0rnrhpNKlW4sQSjjP+6fcd6uEuaHKyrcsuZHotiq3Nm77f3iDoe/4Vj6OvkW2u26nCeYEiz/CHXJP/fPFY2meNhYwOLi33sybSVbb/OqEXieYTXEVjCGluWTA5duF28Ad60hBrRkTqJ6o7fUNWkitFsbMhZ5RshTsijjeR7dq9G8KWlnoGios7SI0UeexJ9j7/wBTXnfhTQ7q2uFvtRRRdsRIFILEem4+3pXXXd0Etj9onB3YVUHABNaqXLojFrmd2c14t8Sf8JVP4is1hMaNYSGBTw2Ixuyw9T1rU8A3y3PhLSZCwyIAh56kZX+lZOvWpSK51K2Z45FjMDyg5J8w4K/lurCtdN8QeEPCWkPNd3UElw0pe32YFuPlZQSRwxD5x26dc4rm5rMlR5bnG+CJGXUL4jr9mJ/IitKH5bbwkQT80sjH67xzRRXPU/iv5fkzSPw/15HYXnMbMTzmsB0UxZx/EaKK5obnUtjKWNZJmL88Yq/qWj2SeHprkQgyqo2kjp0/xooreG5NTY6/wvZ29pADbwpGTGGJVQM8V0CSM9qDkrySdpIzRRVLYxZz63k11quHbbucRDb/AAqTzj3rK8S3smga7q1zYhFe2MgjDjcOUKnP4E0UVdLqKfQ80uHJsNJJ7Z/Qiu5vGI1u7IPMWkyFPbNFFRX3XzCn1+Rb8Lk/8IpZLnj5h+pqG6AafnsDRRXPP+Izen8JiX4DxCJhlBzg1XXTYGyoMiAj+FulFFbwbuE0uUu+H9As7/UJUuzNKkUgUIXwCMZ5xXrNnDFBAkcMaxJHF8ioMAfhRRWknqYRWhn6vcTLbRx+YxEsm1s+ntUOpKJPCF1dNzJ9rSL2CqelFFJfGN/CcLqPieTW9VuLWXTNPt/sqJHFLbpIrKgBwoBcqBkk8AZPNY+kOV8Cang9ZNv4HFFFVW+FeqIhudFZkjx+6Dolgij2G0Vf1PmEHuRRRXFU6ehvT3Zg3P7sHb3XBHrWTFZQyEuVIbdglTjNFFbQZcldMl/seBrq1Qyz7JpCGG/tivS/D2m2enaa8drAsYIXcR1bJ7nrRRWzbucyW5sXLvGJCrtiNMhc8HjvWd4eJvL+GOY7lcPM3+0w6fhRRUy3RS2ZynjnXG0fxJdg6dp98kt6GKXsHmBWUDBBBBHXkZwe4Ncf4qvbi/1K3vbmQyXE0zSO+MZYkdu1FFdBkzpLwbtS1xieU0rC+2TzWl4d/wCRasB28s8fiaKK8/8A5d/cdH2ivcIDcHP9w/zrCulHmgY44ooohsbdUbGl6fa3IJmhV+cc1a8NW0Vsbl40UMt06A4HTiiituhlL4kdoZSNTurfA8tFO314HrXOTX8891GCVVUYEBRxk96KKc9mKJ03ii2js/B3lRA486MlicljnqTXk9r4i1TU7aXTLy8mnt7S5kkjEkjMctjqSeQNox6ZPrRRXQtjB7n/2Q==", "info": {"video_id": "82403", "label": "showing that glass is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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FzIOxmkyV/JTn8a6MRPnt20ZlQhyN97uxSW31UXzT3Mo3XJIuGPRge2D/AAjsO2M9a7PRo7OydHDBIXiAJz8uQeKhvdNFzsfy/N8o7hHuwGIBxn2zVnUraa+tBpytiRriKJ2xz5YUOR/So9onGzNfZNSuhNftp7DxlafaLeSJBCB8wwDuJxj1/wDrV0Di8k8m8tJRHqdrxBcN1K94n/vIfQ9O1Z2r2D6hNosTPNKil3YlySMYA5+vFdPO9s6xS20JhR0GYyejY5x7VMpNJWLjBNvmRRtNZPiKT7bJD5MpYxSQnrG6jDKfcH8xiue8SxLpfxE8JXaAKLhbi0dvXIyP1ar/ADpnimGdBiHUR5Ug7CZR8rfiuV/AVU+Kf7nS9C1MYzZ6tCxb0VgQf5CnDe/ciei5ex2JlBhGOpyK5Pxa217W46kRuoGeOduf5V0q9Gx2NcL8SY5FtLCaCUxzIZAoydrA7cqw7/XqKVb4GTFe8eceKJvL1jSr7j5QI29gOR/M1o6Bpl7beJLBPtA/s281QSrBj7xRGfJ+men+Fc/qgk1JPJUbJg4Kq/YgdP8APWuj0XWIbb+wb6eYubWG8u5FbH3tgVVH16fjThNqhy9UTKmvbc3Ro6LxRNPruryaVat/o1mQ057NKeQvuFHOPUiqnh+y2Ty27l7lwW4Ck7VIySfTp+lafhqyK6BHcTNvubmR5Z37l2OTn6dKvR2LWS3VxDtVRE0vA+Zm+UZJ+mRj3pQlye6auHN7xsaYv9p2Vxp8DRi8itC/lyttLdQMHvWZ4ZjaCD7GW2z2rANtPKk8/mKu6Vp0Z166v5OfNnEUQPRVVDjH4gmr3hi3bTZruWW3jc3skgcv1C5O0/59aOZNaFcrTVyDULq60OabUIZALG8cDUY8cLk/64DsR0b1HPat60tY7mAo6gqcp+ByP61VuUjmhkikUPGwKOpHBB4I/KofCE0sVnLp8zZlsJPIBPVkHKE/8BI/Kpi+bfoOceXbqYHwtuCvhFLOQndZXM1sQe2GyP8A0KuwkcsSPYj8q4nweBZ+JvGGm9PK1Pz1H+y4J/wrtmXLVuc55C+nCV594zuYL17AZ/rWJeaZDppillTKMysibuA4Ix+H9K7mCEGNW4IYseR6msfxqixaVHIoAxKoBx715lGT5kkdTSs7nP6Q8I1u2ntgxM0LOxYYyzSsGI9uOPavQIp2OoiUsdrXJiIPb5R/9auB0G1232jg9TpsUwz3PmuT/OuwuG2W1jcxviOa7VyO46Aj/wAdNdkt0jKn1OpljEsFp2IuHX8CtSwTM/iG8tD/AKsxW0gP4MCPyAqn5xU26buTI8uPwwP1Iq/IVh1l3AUEWChm7lhuI/Q/rWR0li7vUtdMuLthkZLAD+Ik8D+VRW7OdKtpZWzOy/OAOh61k60zSXWmabGePM8xx6hRgfrn8q2rlwlssK4GEJAprYTK3hUCW313Sycql24Qf7Mihsf+PGue+FkzL4UFo/Wzu5rcg9sNn+tb3hVSniHW2z1Nsce/lkf0rnfB4+weL/GOlHgR6h9oUez5/wDrV1JaI4+rLvj6D7QdNjH3d7bvpwf6V57eaGxdrmIMGUByR3r1HxVH5slmeOFkP57R/jWGbWNrd8oMkYrgqyaqOxvT1SPM5orI2MkUUjB4Y3KDu2+RFbJ9BnA9a9E0u5I0qCGD5AXcYA64X/EV5ps3vqTKAFhWNcAdM3HP8q9K0qCT7HCAcywrIzDp1DAH+VdUnZJmcVeTR0mnMt5bR7hkTQOp/EEH9aatw1ho9pcsMn7Xb78ehO0/zrN8O3RGlxTOwIjExY+2TWqyhvDUodAzIYNo/wBsOD/Os7WZ0J3XyNmIAGEHGfmc/ngf1qrBdi81C9t4wNsCjcx7tySPwGKLq6WyiubvPywwgqPouf5kVR8NRNFpJnnGZZQWcnuT1/U0o67jlpsLDObbxrp7D7l3BLC/1XDL+hasnVt1j8arZ8fLqGlsn1KEn/2Wr14SfEOiMo5W/wBv4GJ81T+IJ+xeLPBWqfwi5e1dvZgP8TXRDWKOWp8Z2sZDIp/CvErnSPtNuSykszF+OuS2B+mK9qt+Y9p4rgI7VA4VlGBj9BXPiXZxsVT6nnk1pDp0ji6ch1ikRd3QKynJ/Dr71u+B5obea5aJiwLSbHY87FXauR+FUPHkKx3MKIoDSIVz3xuUf1q14OhKRXKsQBukjB99+D+lXBt0rsJK1Q7fTLhpmkSU5YwrIOMcEc/r/OteGHOuo+PlaOKT8QCP6CuatWlg1tYHwu2xC47k/KP5g10VnIzaoq9SqRIfzyf0xUy11N4aaEmj3Bnsizdbdp4zn1EhA/pVnUb1LP7HGBueWRY0X+Z/AVBbLGrXqRqET7aQOeoyWP6g1nh2v/Fbg8xWcaov+8fmb+YH4UurKWxN4qV4dJuplx5lttuFx6oQ38s034lQ/b/hhfyJyY0jnGO2GU/yNT6+VlsrqLHyvDKp/wC+DVg27al8NZLZxuefSMY9T5XFbU9nY56r1RPol0L3SrS4/wCe8CSAj3UGsLx1brcHSvQNIx/AA/0pPhze/bPBOkSHkpCYSf8AdJH8gKv+KYfM+xtnosg/MrSr/wANkQ+I8yvdEDK06gBkUNnPWsKSSynspYkhK+SgEWBwqtOA2fcnp6AV6c0KtbOMDJBHSvLIE32urTk5EbWy/QGYn+lY4Zt3uXVXuo9GsZ5JtNt4wSpbzWAHGQABXRWTrd6dlv8AltaPn/vnmud06DFoIVfEtvCxyechsir2i3JTQIpSxykDjnuSSP61b1Lhp9xrSSvaWelSqNxa9jD/AEZXU/zzW3AQDEvUiPJ+p5/pWRKQuhr90sLiIJntsGSf0ana1d/ZNN1CWJsSHMUfsxAUfzNRtY1JdOvDqH26XIEKPti/2gOCfxOai0qU2/jeSMthLmxDkf7SPj+TCn6RGtlosa8AFVGT/n/OaqWqlvGenMeD9nul+o+Titae9jKo/ddzNiDWPxl1mDoL2wiuB7lSAf613cLBijEcEVw/izNj8VfDF5/DeWk1qx9SMkf+hCu1tiCEzWxznmXhrWI9a0xZwnlMm2Noyc8jnIPpxWV4/mxa28AbkiSUgeixk/zIqj4EVoC4Jb94pkAHbaQM/wDjxpnjWbfc3KqGxFYtjce7yIv+NcNONqqR24mHs3KKLtzC+mS+FJwMebpv2cn/AGgAw/nWz5plsIkx92cED0BP/wBepPEdgZ/DVsYhmaxSKZAOvAAYfl/Ksu3u0mWKaE/un2sT6Yzx+lbJ3jfsYJWlbudTEXui0kXLxx7QPcSAn/0GrWpTG3uEeViv2l5GPsm5EH/jorz+bWb+8u3j0uVoIQcFieXbPOPbNW/7Vv3iisdVXcSQ8E5ORgMNwz6d8eopLV2NXtc7XT3N54iubl+kcaDB7ZG7+tPgvg8l1qs3MJUxW6E/eUen161n6rdCy0/UPs5/0i7lKpjsGO1f/HRWq8SRaStsyRrDHCA8z9E7sfyBogrsmcrIt+Fomku9Vu94IlnjQDHQqg4/WuYkb7H8bNRj6DUNOimHuVAH/sprtfCFhHLpLblcRyhpmUHBBY5B+oAFee+Irm4t/ih4buLxNsxWWykcfdkHJVh9Q449c12Sjpc4YzXNY6XxPfQw3umWjErNd7xGe3y7cj68/pWdcyiCxmmJACKWz+tZvxGeRdQ0CZW2+T58jEeg2H+lV/Etx9n8NXZDtu8llAA7kY/rXnV4/vNOp6EY8tOMu/8Amcbplo9xoHiWc5LR2ttLn33eYf0NdppN6HlikX/lpBtJ9uGFU/Blok0PiSBwBHJMtqc+gj21S0gPa2P2eQ4ntJPKYd+CRXS9W0c8dLSOjsH/AOJZNbAbWk3qB/wIA/z/AFrdkaUWlwhXbHC88zHsQF+T9XJ/CuJutYFjaw+XlrxifKQDP3jyT9KS38Ua5Akj38P2iyddsyrjhT9OlZN3OlLQ6rULw3On/Z1OTNcqrfTOAPyStO8laKO00u2+V5Rlyv8ACg6/n0rC0RYZrWGcvlFupZSx6nhQnH1YmtDR7lby71O/lDFDKLeHaedo44/U/jTt71ieb3blycrdeItKS2G4Q3hdz6FY2/xH51R+LyMng+0vON1jqEM272OR/PFXtGsyPEm+HcojjYxow3bd7AAkH/ZUn6Gm/FCPHhLWNLl3OjWv2m2kI7owZkPuByPb6V1qPunDKa59Tds5BLAJAeGG8EehGa42znju4I7mJg8cuXRvUZwP61teErz7Z4W02fr5lomfqFwf5Vw/hOR10jy5JOYzjp0yN39a48UtEzroxvFv0/UxfF7G58SWsAORG8CYHq8mf5LVixY2d1rdgcgxX0uPxO4fnVOYi78X25GSG1WGPJ9I0yf1atnV7YWnjOWbgRX0av8A8DXgj8v51cNIqPkZy1bZrS3IOrQXPYwsxPt1x+tbFlLJDdtdqhYGWQ8e0Y2j81rko7pId/2h9sUcbKWPoTiqUXiXW5m/4lw2WwPyBsBmHQGpfY6I6neRzmyvvsrsGZAu4f3n8sD+chqPRJktdOvNVlGWd3fPdueB+eBXP6fq7atrEctxCYr2JJfOQ8ZcR/KcepwOPatZ2UT6Ro0RDIHLzEeiD/4o/pQ1sCe5fuJnj0FzcZN3MkrhT2yvT2A4rqNEheDRbCCRcbLeOJlPb5QDXJ6rbR3zx7A6ec4hZieGy2MD/gIY12F3LNY6UupYZ1Q/vYlXkxZ6j1K9fcceldVOHu2Rx1ppSTZ538LnMOlX+nn71lqE0RX05/8A11teKtRW21HSLF1O26MhEmfuldvB+ucVg+FXWz+IHi+xQgo1yt1HjoQ2Tn/x4UvxIz9v0O4yQIRNJx7bP6kVnVV4NG1CPNUSfn+RZ1O4W20e5uC2NkTOPyzXBaRpzS+FPFJAy8cduw57ooc/1rpfFblPD1xGqsWcCEHP94hf60eC0R7PXvMAKTX7xEeqgbcflXLRfLBsqavJIXSb7zxDJn5ZYcZ9ehH9a0NNbdZx2rceYQ34CTmubsFNgJtNY/v7OTAz3TJwR+dLf6rPDHDZ2gK3BUEyk4Cqef51tLTYKburHfTRTLp85k4SFZSMd2kcBf8Ax0/rWfNcnUhYwq2Ve6Zm9z8zH8siuStLrXNMRrp5jdQBczRsTnZnng/5FdPoU1uthaT5BEPmrgdmZs8/RVHNR0uaPR2Nu6m+0apFbKwW1tAJZmJwN38I/Ac/jS6XJ/aPiqO6jYKkFtMSvcBmUBv0NUvDsk0mmPePGskl3OZmD9NhPH9K1vCVrHLqdxJEytmRYyyHhtmd2PbcxHviuijHU568tLGH8UybQ+F9S6C11NVJx0VgP/ia7G2+6ADgg1xnxdglh8L6hbCM+Tbyw3VsxPKYbayfgWyPY10+j3P2vT7aZek0KuPxANaSXK7MxhJSjdHknhfEety22SDb2SBh/tM28/zFUfEbedd6qx5BntLYfmXP9KZ4QvzfeJ9VunwhmG4KvQDdwPypkoFzDZvyWvNZZ/qqfKK47ctQ7a9RVJSmtm2el3DDZIpxjAU/SvOlv30bUL2zYARTbjC39xsda7S/utu/pyf8/wA65G+hgvZmEh4Y43HsazpTtIUo8yNDSI1toI3A68Nn9B+VaviGxSTQ5HXupdD3DAZ/XGK4SLWLvSZvs7JlFbB39CPr2reuPGlpcaUloYZhICckMpXn8a0UJJprUJVE1Z6HRWswl0/RppjkrH9of3bbhPyGaW7nn12/g0iFiVLg3RB4Rc5CfU9/YGuKtvEV7exWmmafb7pkjWPKnc5wAPoB716V4S0x9JstzpF9qb7/ACTg9znuT3PtW8Uo6s55Sclyo76DUNO8NaQbmYyO0alTGqjk+v0rxPxZr/8AaUWn6qI9j22sI7gNkIGGQAfTC/pXpGoTeYEjlmBlOTwBwMc4FeavocWtavq2kyX89tbSSmWMJGG3yRxkj6dyT9atTb0Zm4K6a6Gz8S3AsrGYH726BD7s6Z/RTVPxRmWytbQNk3N5FGcdxuBP6CuH1nW73UbPSVurl5VLrIN5zt4H+Ndfqcgm17SY9+UiEl02P9leP1Nc1VWlF/1odfPzQS7K33t/5lnwTIr6fqcwx++1KVsjuM//AF6o+IZV0vxBFflSYbg7JwO/v9al8FN5HhOBm/jmeQ5/z7VFrnl3kZifBBPrUc/LVEo80LEDiO+1iR48NFGgCADg9P65/KumsoEubZ9uCVUqy44Kngg+1cBDdSaHOqTMHhb5lyeSPQH1rqtB8SaeCzzXCwblbiT5f/rVUotvmRcZpLlY/QXe0u9YtwS0VuFmhBP8RGFH+fStm31KPRNG2iTEcEWXcDJZupx7k/zrjovEFlaX99KZGlEsceFjGScbs8/iKv6CJvEmoxyOjLaQEMo4Cbu/P8TenYVtGN3d6GEpW0Wp6V8PrG5lgfUL9lFzcOZmWQ4xxgL+AwPwNReOda0/V76TRrWYSM9pIjleVaRkIAB9QM1cE7pamNVWGFVIGDk+1cB4lsja3NnqlpJ5VwswJMfBxt7++c/nWqqmLpXXmaXwvu/tHgiyjLcws8R9sMf6GsHwtMJ7fUZUYeWbxwn0ACj9BVe0ii0Pw802iaxqRh+3PAfPiWJbhwuXeIddqnCnd6j3Ay/CV39n8IX85cAo0j/+O1z4he4dFKX2Q0pvN8R6JK/Jmvru4yfQYUH/AMdrqPFFr9r0gumRNAxljYdQRXN6LCYfEmhRckw6a0jf7zlif510eoXK+UVOMYOfx5rGpLlasVBXvc52XUYNQ0FGjAE8rhJUHbHJx7HFbGlxRRMsDAYcY3Y+9xXI3Fs9nK99bMCitudcZHXritSw8R2zuiO23aOX6qT7HtWk7z1RUGoKzNnX4pLDUbG7hOJlnRGP94HgZ+nT8RWykiW+sXEq9UVYIs+g5Y/iSfyrnfEWu6fctatDeJJseJjs5xhgT+gNUjrMuuX32KxjmQSHEjKPn29z/sj3NXCLkkZymotnbaDNP4h8UNK0rfYrPKoTwC5+8w9v4R+Nd74x12x0Dw00JdHumCrDHEctyOW9xjNcvoNv/ZOnJb20Ue48s5bj2/ACqfiGzh1WCdZ3DMqnD45DYPT05xWyqW22Rg6d9+pgWk6W/wAWPOjP7rUdLSVSOM4wP/ZKsfE2RY7DSst88k3kgexZGP8A6CKw4rWEfELR7HUtQurXZALWCdJY4xDwCdxk4xhm46k8Vh+NLu9GtWtleT3LLbXbqEuMb1wwHOOM4644olrculLk+5/irHU+I8SzaVa5yJb6Mkeyncf5UngaXd4eeU/8tr2V+e+TVPUpkk1+1PJW2s57g57HGBU3hMm28IWOO+58fia4U7Ujb7ZU8USyWWp2+pwAMY/llHZl9/ao7OVdR1Ga8Xo2AmT06cfl/OpdUlWZvLYZ5/D0rnrhpNKlW4sQSjjP+6fcd6uEuaHKyrcsuZHotiq3Nm77f3iDoe/4Vj6OvkW2u26nCeYEiz/CHXJP/fPFY2meNhYwOLi33sybSVbb/OqEXieYTXEVjCGluWTA5duF28Ad60hBrRkTqJ6o7fUNWkitFsbMhZ5RshTsijjeR7dq9G8KWlnoGios7SI0UeexJ9j7/wBTXnfhTQ7q2uFvtRRRdsRIFILEem4+3pXXXd0Etj9onB3YVUHABNaqXLojFrmd2c14t8Sf8JVP4is1hMaNYSGBTw2Ixuyw9T1rU8A3y3PhLSZCwyIAh56kZX+lZOvWpSK51K2Z45FjMDyg5J8w4K/lurCtdN8QeEPCWkPNd3UElw0pe32YFuPlZQSRwxD5x26dc4rm5rMlR5bnG+CJGXUL4jr9mJ/IitKH5bbwkQT80sjH67xzRRXPU/iv5fkzSPw/15HYXnMbMTzmsB0UxZx/EaKK5obnUtjKWNZJmL88Yq/qWj2SeHprkQgyqo2kjp0/xooreG5NTY6/wvZ29pADbwpGTGGJVQM8V0CSM9qDkrySdpIzRRVLYxZz63k11quHbbucRDb/AAqTzj3rK8S3smga7q1zYhFe2MgjDjcOUKnP4E0UVdLqKfQ80uHJsNJJ7Z/Qiu5vGI1u7IPMWkyFPbNFFRX3XzCn1+Rb8Lk/8IpZLnj5h+pqG6AafnsDRRXPP+Izen8JiX4DxCJhlBzg1XXTYGyoMiAj+FulFFbwbuE0uUu+H9As7/UJUuzNKkUgUIXwCMZ5xXrNnDFBAkcMaxJHF8ioMAfhRRWknqYRWhn6vcTLbRx+YxEsm1s+ntUOpKJPCF1dNzJ9rSL2CqelFFJfGN/CcLqPieTW9VuLWXTNPt/sqJHFLbpIrKgBwoBcqBkk8AZPNY+kOV8Cang9ZNv4HFFFVW+FeqIhudFZkjx+6Dolgij2G0Vf1PmEHuRRRXFU6ehvT3Zg3P7sHb3XBHrWTFZQyEuVIbdglTjNFFbQZcldMl/seBrq1Qyz7JpCGG/tivS/D2m2enaa8drAsYIXcR1bJ7nrRRWzbucyW5sXLvGJCrtiNMhc8HjvWd4eJvL+GOY7lcPM3+0w6fhRRUy3RS2ZynjnXG0fxJdg6dp98kt6GKXsHmBWUDBBBBHXkZwe4Ncf4qvbi/1K3vbmQyXE0zSO+MZYkdu1FFdBkzpLwbtS1xieU0rC+2TzWl4d/wCRasB28s8fiaKK8/8A5d/cdH2ivcIDcHP9w/zrCulHmgY44ooohsbdUbGl6fa3IJmhV+cc1a8NW0Vsbl40UMt06A4HTiiituhlL4kdoZSNTurfA8tFO314HrXOTX8891GCVVUYEBRxk96KKc9mKJ03ii2js/B3lRA486MlicljnqTXk9r4i1TU7aXTLy8mnt7S5kkjEkjMctjqSeQNox6ZPrRRXQtjB7n/2Q==", "info": {"video_id": "82403", "label": "showing that glass is empty", "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": "69297caf6d92bfeb0b2f5b03683d6aacc26aa1cf887d94a1e9bf08bb40528045"} +{"episode": 48972, "episode_seed": 1707748015, "split": "train", "timestamp": "2025-10-13T03:23:32.430389", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1707748015, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 failing to wipe dirt off of purse'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "65955", "label": "pretending or failing to wipe dirt off of purse", "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": "65955", "label": "pretending or failing to wipe dirt off of purse", "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": "1ca334de9cf34fde5527eb1e5be90ad86d889f0b05f09869f077fee681d08235"} +{"episode": 48973, "episode_seed": 152554010, "split": "train", "timestamp": "2025-10-13T03:23:33.321185", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 152554010, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 red 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', [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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IjdWP4GreoX0ckhKgYNZFxcgxqoABGckd6mSSehdnKNmtztbPwnoWo6n/AGrJuuHdjIFkfcnJJ6emTXfW0MMcSoiqqKMKqjAA+leJ6P4hl0iYKzk2xP8A3x/9avTtG1lL1AyuCCOxreNTmVmfD43Byw1Rp7G1qQSJ7YhSSzYGB3qhBut0upnWTYqg4CEnPpgdak1wK0NrJJdG3RWOWxnrjt61EdatdO0llt7kT3GMRAHkkjGT/nrUNPmPMafP5D9Os5Ly6bUJ9ucBYUGcRr+Pc9TWi81tEQr3EYJ7E81zxGo6b4Wnd5GFxK6lz1IBB9fpXE3Etyj+a0hHPAySzH2FRKbjojRK50fiy4VNQtXjJKuTG24fKRj/AOvXMiUtnHA68DFUIpr2W7ja4R/llUgSDg9atm7ePzEKIofnhfr3/Gpi73bPtclilho2/rVluC3eWN3GSq4B/Wq0wK8VZs9V8qwkgO3BcNnHPSs64ut5JzVy5bKx6i5+Z3WgyQ4UnODjiu40DU7LU4IzKiGZAFYMBkHvXn892WjWPAwpJHHPOO/4VWhvp7G4FxbN8w+8ueGFTGXK7nn5lhHiaem62PerXylC7ce1ZcitPAvlqwIYgEDvn/Gua8PeK4tQiQCTDdCp6g1v2NxY2V0TNqJMiMQVYYC/pzWsnzWsfD4inKMlFotX6z3M7WEYeFWC+ZKyEZB6qrdMnpWj5dvYQIjukSKMKCccVhtcz65rsdxblhYWZGDk/Mc1z3iV7qbWLpJJT8jlRuPCgHjAqJScVclanW397Y3FjJGswdWBU4IH8685n8G6JKWMavcSE7mQXQXd9cKM1Ruo9RljH2ZJZYlJy4GAT7VXtdRn0dmSS4u4bh/mJhbbx6etZOTfU7MJhnXqckWXm+HtnOS82k3caY4aOV5CfTAArb8K6V4d8OXri3gWW66M8+HKD+6M9Pc9a5tvEF6ys0t9dhSDkiRu/wCNc+93Pa3fn21wzd+R+hpczR6n9jySb5rnp3izTNC1eBjdaVbTSkcOF2FfxXFeUDwILvU2stO0y6uX6jEmFUe57D616bYXH9o6RbXDjBliDEVVjnms7llikKLIOcdCR0roi7R5tzx2uV2ORj+GmqafLvltbSNNpB2XW9hXSfDDT4ND1DWlWYqkoiyrHcVI38D1BzWhaahJeLJHKfmBxjNGgyJo+oX9x9mSbzCgy/RfvUlJyRFRNxt1PQJrV4dImliuIYgT5jO6nAUccY6E0yzutMsNFF0G2xs7AA/eZs8/41iHV5fEskekwKI4mb94UbPHv/hVzxNp8dpo8EUfCxTFBj3UH+lOV0royXYjfxtaiUqsO1QOSx5rn7/xjYGYyMrnPG7gED24qhBpZ1R5IoB5agESTMMn6Cs280GHTmJaYTseFBHSudtvdmisO1HXzKUltbq+jjcYB80jvz0xTD4k1YSZOo3OzOdrtkY9Oaw9Ud1uAirsWMAAAYz71fPiSKezkivLKORmXG9flOfXIpxUXpex9hh6EVh4WinoZl5qeoGUv5pfec/NXVeF/EMl9IttMCJShbjocd65e4axk0yORHkW4DkOrKCu3tgjnP4Vp6LaXGm69p1wrJNYXcJRZVHKvtyVP4g/UVSg1qcWZxpqKajZ3Op1S1V0yRkYxTrTWoBZRWn2e3jEahCiRKASOM4x3qzeANbE+lcpNGVvBIvBRg/1rd6o+dW+puXGjz32pFgzJGzcop2ivSLO0j0/RookGAm0/qK5uy/168ck9q6q4ONOb22/+hCgxPL7/wAu71m5E8e2MSMx5961HP2q22xfL/dVe1WPF2ktaubyBcqxwyjvXH6l4hXSdKjuAS0jE4APWuepF8xaZQ1947a+WC3DKixqGDdS3Vj+eayxOwOelV7nxDZ6lM8tz8kzEfNyP06UO1uIxIlwGT1wRUXZ9nhM1o+yjGT18yZpie9V5JCe9V/tcDuypOrMvUcgj86ZIzZ6Z+lJ36nYsbTn8LJC4+oq9oWrXemX6LBOq25OWVzwv0rI8wk4xWTrdxcWv2dlDxq+XV8YDYOODVw1ZwZlUpyw8ub5H0Jq12t/pIRfn7g+h7GqHhbRLi51RJbxiUQ7gu3ArmPhx4hfW9KmhmyZrbaHI7g5wf0r1TQtocnjI9q6E2fGy3sM8XSrDpNwpBO4JjH1NcRpcMAn+1vlnPCK3Y+tei6vZLqAmgYdYlI/Nq81mV7HUvsso2kHaD6isqq0uho1LhYlnea4jMiJG7IFONr4OD9OteeGdmc5OeO5re1bxda2k0lhJ84IIPOMdutYI+w3cmbe4WIY4Ejf1rK9j6LJ8fToRcajFEpx1pjS+9VpnSHO+aNQOpLY/nUBmDjKOrg9CpBz+VF2fQLH0ZrSSJ5JfeoGkPrVeSUhiOajMhNFw9umSrcTWlytzaPslB59GHvXqOoWN1eaiXtyY1c5baOc/jXjeoXotUVsZZmAAr6GtPvoSCCcVvS2ufK51KDqpR36m9o+mpp3h8xD7xXcx7k1wmumO88QXUbqVUuSTnp716YT/wAS2QDoIz/KuN8W6S8Ja+hXIJ+cetVNXR4yKS7JLXyoPlVeFUV5z4ns7i21Ql1YAgEMe9dJda4mmaSbpmJYEgAHrisz/hM7TU4Al7EjIf7wwa5eV2O7BYr6tV57XOXa9mEDRE5U9ciiyvkhcrLbQzByADJn5fpg/wCcVf1aLT3uIl06XLyIX8p2/lWZb2U019HbPEybsnPt9apc10fRvG0qlFyXY9E0O6gksTHb42ROU2jovfA9uajvgQ3mf3WBqHQNP/s9J12lRIQcE5yR3q/dKChzXRFWTR8m5XsVCht5vMT61padEuoJdx5Gxtm4fnWObh1UIeQoxzWz4WwZ70jgHZx+dTEctjtPCWjw2BZkUZx2GKj8aLM1mRFnAly2P90VraLkRndjJ9KtXEEd39qikGVJHH/ARVmJ51ZXQQLFgEcFv9rirUlnb3h371LDqDWbqdtJomqsHB8o52n09K89k8QaodWlYEhCfkXpiudwaZVzuNW8PJdOWEsagdMKc1w2qWD2MhU/Mv8AeUVuWvinUFQxzRjDDGSc4rEs3vrnxNPM07S2zrghhwuOgFJQuelg8fOg7XuuxlKPNYIjfeOBXW6FePar9nuI8x7gGU87WHRh7imHTraHUIrsxYQ8Pj+eK2r7TBGUuYfm4G/HOR2P4fyroopJO5tjcd7ScV9m34mzON0RHtWDcKsdyrP905U1ulgVCnrtFYmoDrntTXwnlfaOzsGxOoJrfupwLCTnsD+ormoJMSdcc+var81z5llLjjCnimYmtfqlzbvG4BDDFeNeJ9HcSMihSqk8N6+1erSXBwRkD6elcrrcAkl3rzRa+4zydtOMKkeQzNnAKLkCrWm6JdXkwWVQkKnJX1+tdc+nsxJ2859KtWNp5IJbjJGcml7OO4c7SMy40aC32SBBuxhjjk1TutMtXh3pCiuO6jBrpb+PzrR8AnAyOfT3HasNXXGwAD1HpSlpodFCo0itdafDNFFeLCAjACRV4Ab1/OmahptrrGkyWM+1NgzE/TY1bOkbXFzayKGVhvAPp0P9K5uKzfU/F11oc+qT20B8wRCNN+4qhYL7Djkn096uDSVzVV2m4S1Ro/C3R59Lg1CaV42juPLMZUnkLu5+nPFewaQ21D2OK8l+G9/cXiaibiVpAoiCA9FGG4FemWM/lfn6Y5qdzjnbm0N7zgb9uc/uR/6Ea5TxdpqzRrcxLtdSCW7+xrW+0Yv8gZ/c8AH/AGqhv5BPCyHHIpknhWraXI96zyQtuLEnB61nNbxQSDyULsOu0GvR76yDO4KKxzWebA7zhevGcUnSTHztGNpGjTXz+fdpgEYCnkYrQTw/aWrtEIFEecr+NdNaRCGNc8AADp0qlqQKSo24qpGOFzzQ48qKp1W5HPXWi29u6OC5jz8yliRiq76QiytETsI64A59CK3pdrx7Tzj1rP14yf8ACMLdQMyXELiLK9xnp+WKlRi3sd31qcLO5y3inwyzrDfaeHdBhJIy2SPcV73ZHEiZ9B1rxDxJZwv4etbqx1jULiKS8FttuIxGlwQoZniA52qcKd3qPcD2uFiGGM8YHStHbocuImpy5jqpZwlhLz/yzP8AKkuwlzalHUMCuOaypbndYTAdo2/lU32nMS4wBgY9+KkxPLPFejSK8kSAMgYtgnAz7VyEdt9ljIeAsP4dozXrOvwiVhIOfXiuYlsGZmO3r0wKORMV7HHW2kzXmqwXCwFPK5z0JHpW/JGU2SpxJGcitiyszEzOQRkVHdQKs7gAYJzSnGy0NqFXXlL8Fwk1nHMvG4fr3FNmcFDzWXYz+QZLRs8vvT8Rz/KrDuWyM0Rd2DXLoV2PDE+vFbHhE7ri/wDQeX/WuOsJEvfF8ml32p3VrbySbEkjljRY+5LF+MYzx1JwK3/AX2mHV/EFrcPcZtp0jC3AHmLguOccZ4GcZFNImTPWNMmCxe/1qxBcZurse6nj/dFYlvceXgFgBnHpU8M+bq4IY87CMHnpimQVvFNpHeWpYgErnJ9q8ou9DxOXjL4zkZOf8ivWrqVZYSmQQ2R+NcpPp+XyQMZBFCS6iucL/ZVxK372cYzwFXFdfYaVBb2flqo+7yfQ1MumKCG6j2q4AR8ozj1NVZWsS5MwJrclSrdfSr2mT79NeKQjNvlDk/w4yD/SkulAmJUgg85rPuInVnMbFRKuxsfXIrFPlZ1u1SCNLziACTzgVn3rh8D1ql4muprPR/MglaOUMg3L196ytdsNd0PRdMvru9ulmvDJ5kRTAgxtKAnH3iGzjt+dVF6EPRnpyL8/U81LJkW8mGb7p70UVZgidiXbkn5fSqNzGpbByfr70UUkMomJVyevXrQ8SBVIH3jiiiqIkQyqDbk9MZGB0rlek7AAAZPSiioma0N2T2MjJq9uqnAkyje4xXM6rqE+k+L7m9ttnnRSvt3rkcrtPH0JooqI7G1T4jZ+Gn7uPVSvYRAf+PV6QCVBx2/xoorRbGEtyZJW+0jp/qj29xTLh2DMmeA4UfQmiigRlXUajLY5/wDr1CI12Fscg0UVSM5CiNd/fjpzWbqvzW+ehBOMfWiiiewU/iRlRjAIzmqern/in7tewnjOKKKyW52T+A5/WfEH9tS28UmlafbtbxrHFJbq6siDOEALlQOcnA5PNe1R/wBB/KiiqW5jLZFuTItXO4/NGxx+FPBLRwfMclFJP4UUUySndICuTznJ5/lWWyANJ6KePyoopoljHjUKWA54rNvEUOMADtxRRSqfCOl8ZTdQt0jAc7TUe47zzRRWdPc6ahyN9rTaXq+oRmwsL2KWYMY7yHeAyjggggjqcjOD3Brq/hrfXGpajrd7dyeZcXMkUkjEYyx3du1FFadTJ7HocUjG4RM4Uh8474OBU0bESTtnkFR/OiiggfNkDr3xVGRQSAQD0OSKKKYmQhAVB6Ent7VWlGGHvmiiqIZmXvSJu7DmokGXTPrRRXPL4jppfCjnfGBP9lPz0kT+dcnea9qd/pkGnXV3NNBbyNInmSMxJbGc5PONvHpk+tFFVHYGf//Z", "info": {"video_id": "148276", "label": "pretending to throw red cup", "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": "148276", "label": "pretending to throw red cup", "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": "61d13dce0c4de6c3a2f46680903eaf8f8826b195e7f8d9a3597f4ca49862f313"} +{"episode": 48974, "episode_seed": 3271137882, "split": "train", "timestamp": "2025-10-13T03:23:34.879382", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3271137882, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 room freshener from left to right'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 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": "166934", "label": "pulling room freshener from left to right", "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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fEvyblK7W9M9f5Vz95O1xezSQnKL8qAdgOKNSvRb7gpw6pnk9zwo/Pn8KxIruSB0UqmPulh1xXqLueUzYjmklDFYy2Bk4oW/aA/eaMjs3Q0/TZ4maR22sWOCoOM+taFxHFMu103IPuhuorGVazN/q+isZkupL5TM4ZW/vxHFWNOmedHZ2yp7k85rG1OOOznVI2YKyFiCc47VHa6lNZyxxrErROQSc88nFEneN0TFcsrSLd3eKlxeBCflba3HoP/rVzmmaQ+oePNOaNJGjV1nlZBwoHJye2T/OrE139sivXjUlizkBep68V1mmeX4ZsGuZjuluikrqRjaMYC1kbP3UPkn1CHTNVl1CXd5s7CBcYCL0AGf19zXnWo31vpTLK1pC7SMQXZcnNddrWtyas2fuxD7q1yGtStBZzTIQGRSQSAcfnXPUd3Y2orl1Z6NtWSI57c81i6l5k0suWALlYlweMDk/qR+VYn9uajqNrJauEAPzEoCCfapNSMq2EsFs2Ht49qEfxODlv1yK9N6I85ImifIx3FJd3qWNnLcynCRKWNYcGuRC7jjchRL932Poava5ELvQrqPqCmSPpXnONmd8ZaHE32p2tzdQzxwIEt23FOu/Jzz6+vNbNtrJ1e6uLrkZKqfqFGa4lsQW235wznk54I/yK3/CqE2c7Dp5v9BRV+Fl0pPmSO2sLr5djHipZoQ+Y8cSd/Q5GD+lZttkMDW1HGZ41QDLHgD3rCnLldzWouZHG6ys66qbND8xbllOAQeRz+Jps6bGZOeDjk10Wq+DbqW8a6gvonDMM7+NnbbnvisbUbGazZTK8Z8zJzGcjPcVeJ1irCwj993Oj8AIGGpqw4Ij/wDZq6DUSzMBuAEcRVSP7zcfyzXEeHNQubX7XbwbT9oCqTzkYz0rfhBis4rfccsvmyHvkj5f0/nXbhdKK/rqceM/jy/roQkqknkg5Y9hV2O2KTw5l27+DtPKAdf0rKkbZcfNwy8E9/aq2s31zdxCSNsCF1kVBxnH/wBatnK6OflszXEyi6lVSSm8lCe4zUrsFUsTwBk1w8viUxX6fxITyD1FddbXEV9aAo25JF6+xrz6lNrc7Kc0zzXUtSiv5pCgYxgtL9WJ6n8OKfbMLjxR9pjjKRyISAOn3R0rNurV7JbiMoNvnNGHxydvYVc8HWk15rjeWpZUjYtjpzwKuT9xhF+8rnXxEg1fwLiAowzkYpjWTxMQy4PpU0SFK47HVzHNXEDQzFG6g165eN5UEnlsokkj2hScEk8DFczb6Xb3NtJcywLMf9Wqk/mfqO1NguJrm7OpXGNyp8gA43E7QP6/hXbg48qkzlxlTn5fIlvhHE5fdlEARRjsOP8A69FrALqMsX2rzg9ST6VXugVjDsc54bPrUK30kEDRRMVL45+ldnP0OPl0ujVhluIY/MhYGMdRuyV/rV2z1UzXKPc7/KgJc7T1OCAD6jJ/SuX+0mDBJPue9U7q8EVxHeK3HlmNvYdc1Mop+pSk1obcM5EzKx6nIqeU8E9q4CLxHNBcjzG3puzubriu2t7hLu2VlYMrrwR6GuGpBrc7Kc0zzW4u4ZNaluZQZIg5I9MEmszS8rr0KK25PMIGfTmnahbS6e81vImCJCVY9SvY/SpfC9q97rkCRREsmXOOwx/iavTlJ5m5I7JAc11vhJS32kgDcpTGfxrGfTXiPzLipLeKcj7PEzKJXUNg455x/WsqC/eI0rSvBm5fhpd7MdpklaQg+g+Vf6n8aoW+J5NkZyB3Jqa4kM28xH5I/ljA7qBiqNvdLaymVQOCSBXo85wqN9TVjimgmaO3kDsD68H6A1Mut3EXDjOOoNYL3csjGWR9zdvakW+SZ8OScetS4qW5SlKOxe1HURf3ZkCFDsVQv0PNUbO7MmpW+5hiN93J4UAHJP4CkedTM5UdBziqayILe7lU5ZLdzx6kbf61L0Vhbu7Ly6fNLGRbvHGJWVkaKcMrEHJ5+ldB4q1OK9EMdvuCLHsJPfHSvJpJpoZI7i3kMc0TblKmlk8V3v2hWmbzUHbO0/4VlJO2hsmnK7O8tZvMhA79DWR4mbZo10c4ymB+JFVtF1eO6mkUZGeQD1qXxWnm+H5znG0q34ZFc7Wp0LQ1tJ1BLiaGa6T98DkTx/KwPTkdCK2Li1FtpaCI+aqAlnXr1zkjrXO2MJF28Uy7BIBIoBPyhue/Nakt1JBMY43K/IAHU84716MX0Z5k99Dz3WXjFwUiQooOcnrk/wD16049cnn0oWPP2h/kaXtt9frTNfRbm63SRbSekqDGfqO9ZsebCOQyDejAEOgzj/Cuaqmm0dtFxla50kPgS21C1jX+0ZERWLnEQLEkD9OK6Oy8O2GkaWLaDL4yS8mNzE964zT/ABFJCqmK4UADua0f7cnuG3s+T6jpXK5u1mjpVHW6NgW6qxI6CtLSpVhnad2VVjGF39Cx4Az271y66lIxwTxXRaVcwvZJDMNpkcuT6joM+3WojuOSaR0nkJPCwZMq3+sQdSfUe9c7qeipLZywqVMbHdHJ/db3/lWrHLNYJt5lg/Nox/UfrXNwXE+r+L7qw/tie2hcSGMRKGDlULBfQdDyfTHWt7KWhjzOLujG0Lyorm4juoXLBl+ZG2uhBPTsa7X7KPs9zNG/ntLJ5nA+YcdMfT0rgtElluNRlkuJGcTKp685/wA4rrTK1k0KxsTycNnoe1dNBckUmcmKnz1HJFed4HBZI3MpPzM3t6VSltmWDKkEPzitqSUXW2OePzd4AaZcK4JGfoce9NutKljti8DeavbaMN+X+FayptExqJnk+qIY7tx/tZFaGj63d2tu1rb4ZnPyk/weuKj1uPMzErhgcGsu3uGtJxKOcVzS6o6opXTO80ay0i5tI7e9gWULIZDvY/fPU11trDpWkWxFpb28ETdVhUDP17mvJotWG15GVlA5OKsQ+IoGbaZnX3YcVze+lax0ONNu6Z6Fc3UMrbkwFNVXkV3CoeTwK5lL4yKGSUMD0IORTbjUJYoQ0cjK6kNlevFRq3Ybioq537M9lLHG4BhiUAuB91u546j3qPTVtboRhf8ARzHN5vl7iyMcY49K56+uDBoUOo6fruozo9ybbdcxLGs5CbmeIdQqkhTu9R7gaunqhthOpO/bjGevFd1FONzgru6RdvgsMxE8LNGxJUg/KffPestovPmPRCuSB/StG2vpmi+9uGMeUQCjHPORU0FhFefvFH2eY9V+8hP8xXQ4Nq6MoVEtGc9cRlFG8ZGfzrOuFUwMrAEHsa29Wt5rY/OmUJIDg5XP1FZEm1oyAcH0rG9mbWTRxdwpEpB4xWtpuuXdjaxWMCBpHRmVyc7OT2+gqpqK5nJxg96oSXZstURwMiONVI+q8/zrOeqLho0drp9npmpJAupxC4eJdgZ2IwM57e5NddYWuk6XAxsra2gU/e8oct9T1NeTR63Fklg6Enp1q5Hr8W4L57r9QcVz+9HSx1ONOWqZ6Nd38E2RHx9aZYvFLK6C4aKVo2RTjK5Pr6Y7Vxfh2a21jxMmn3+p3NtbzPtjmimijWPuSxk4xjPA5JwK1dAgnGuavYzyXKtazeWq3G0OoBYfNjjPA6HHpWlKMuZMwqtKLSOuvIBZWsIK/IsYXevIPHrWRcJAf3cCMIzwC3WtGO+lS4eFX8vcVBJGcr9DxQsUF9JgxG3Ycqycofqvb8K7eXmV0ckZqOjMeaB4sqTkAdRzVA4Vtw4wK6HUtPuLWEtt8xAOWTkY9/T8a58Mpb0z/KsXdM3SUkWEKsGCfLkVUvk+z6XeyjneI4h+LZP/AKDUnnmJNvXI4qLXXVNEjwcmW4z+Cqf/AIqq5rojlszlHdicCsq6Rlck9K1mGIiR1J4qjcW7sjSEgAep5NQy1FvYdp949nJHKvOOo9a39Q1pdW09rOFJIw5Admx93r/OuWmDR24IJB4ro9c8Nal4Z8NaPe3jzpPemQyQGMgW+AhQMcfeZWzjt06g4w5W72OpuKspdjpbyR0vI5QxLKpAyc/dJAplnPJd3Ny8rEkbRgelFFd0zzOgmoxrLFDvHZq4bWZHh1M+WxUoi4IP40UVFb4kVQ2CBEu7CW5kRVlRsZQYDfUVD9omtGBhkZfbtRRWFjqu0dHazvJCjNjJGa6WwnlUWa7yV8sYB7fSiiuTqdj2OtWZzCynBCrx7dP8a88utQm0nxfcXdqEEkbuVDLkcrtPH0JoorojucktiGx/dqSpI+dV/DBrY+1zT6tFEzfIqnAH4/4UUV1R+E5Z7nS2vNoQezqAap+NCYbKyWMlcyM2QcHIAx/M0UV0v+Gjlh8Zx1tO+t3D2d+FlCxllmxiQYH97v8AjmuTukEcrqvQMRRRXDU+I9GnsMH/AB5z/wDAf51SI+Wiikge5NY3c1tJiNvlY8g9K6KGd3sr7dg8Rj/x6iis5L3jSD9xlzVvFEmtLbQvpenWxhVYo3tkdSkYzhAC5UDnPA5PNbCXk1tpsnltyeMnr6UUVvT2ZhPobmj5Educ5JC9frXTWaLid8cqzEfhRRXVT+BnHU+I81TVLzT3MlvMV35LoeVfnuDwa3rm1guNAttTESxSzHDpHwnXqB2oorCR1xOJ1FFEzDHFc7qX/IRuPZyKKKy6mr2K+MLnvVqdVMMLbQGPUgdaKKllw2Y7TNffRTcR/wBnadfQzMrmO9g8wBlzggggjqcjOD3BrqvCmq3mpazqN/dy+Zc3LedKxGNzHPYcY9qKKqO6MpdTpLG4kuL65ZzyH7e1dVbIrTW2R96LJoorqo9Tjq7o5jxRdXFp4gZ7eZ4mjiQKVOOMZ/rUujbfEGn3c95GiXEA4lhXYW/3h0P5UUVnM6IbIx51CqCOOM/rVXXSf7N08dsyn/0EUUVkjVmR5CNaSyHO6NQV/E1ZtnLaJfxsFZRgDI6ZooqWb09jntSUJbpj2pl/4l1fU9Kt9Lvb2ae2tpXlQSSMxLNjqSecbePTJ9aKKzhsx1t16H//2Q==", "info": {"video_id": "166934", "label": "pulling room freshener from left to right", "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": "770804e49a32272f79ada73a6d5349c88bc7fd86dff0cc187ac761797088325f"} +{"episode": 48975, "episode_seed": 1784117576, "split": "train", "timestamp": "2025-10-13T03:23:37.450775", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1784117576, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 scissor'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "149998", "label": "pretending to throw scissor", "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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LydT6etVfRpdTTl2lLoakN8yoGD5BFVtWvyJkjBOEhRefXqf1NZELyxQKpYEMCUB64qeVGnlZiOoHP4CsHuXe5btbjI610OnXWMDPQgiuPiYxuR0rbspj8uPpRIhM7+GcMEcYzxXW6jrUlvdOi2ieXlhvbP7zsf515vaXZ2AA57V1t6zy3ssalmCuQq5zj1xTotpMUkm0a9rqjanqFpDPZ2Yi+4FCbQvB5/8A11mzXU6yyiIqi5xgKORmqluxidT1IIPT3pzsz3LKPvFz/OtL3E0ojm09NaWK3uwSDICrq2xlPTIYcjiqscP9hyS2VsqwRxOwATnnPr3PvWlbFocMHwu5Qy92PfH+NZV6R9qlZeFLkgHtzR0Dm1uVNae6uYlWwllM5Yuzb9rE89CK5KIanORb6hLcFAAQsnIzn/69dlEf3oJ7ggflVO/hlniLRbQ4xhegI9P0qJFxZiWMnlSbM/drprGbzMKT9PrXGCVlum3KyuDhlYYINdDp8+NprKRZ01m3yuHLFgMnJ6VZITy3Z2cMQAgUcE57/hmq0G1kVgQCRjNST5BUDpzRTldmbjZjEILFSOtaN/Os62rbQNkKrgHjjj+marXEUUM5WGXzFwPnxjnHP60xwXWJVyTyMk+9brsN7XFhCebuYELnBYdqs6u6NBZ7IlXEZG8dW+aq0VykMg4GV5HcMeeT+dNvGPlQe4IFMjVooSSMyFC5wTkjPBp02UdSrkEYwB24HNKkKCKa5nk2QQY3EDkk9FX/AGjVfzyZMOm1iMkZ6e1EotK7HHVuKGuzEkZx7VNeMXvXfbgMd3HuKiILA7RkVeeFZSj4IJRPzxg1k2CQ20jYOrdcHv6VrIOCD+tRQ2xAJA5HGKvy28i/8szuYAj8qzbYW1OXDM5VSSVXgc5wKnWJGiDO+yPLEseeg4H6gVfFlbRaAdRxISZAgQtx1I549qzri/aOGONYYkVh5gUEng+ufpXWoNakOatYotM8rbu9WZM/2eo7swz+Rp0dxJOkpKRL5SA/KgGecZ+vNULiaW4eKJpGEe8McfwheWP5A/nQldpIV0k2yjeN9ovHtUcB4lCNjsSAx/nj8KsKnkwBd3SuctNREOrXFxJgmd2Y/ieP0xWsdRSSLdnAHJFTVs5OxtS0gr7mlbwoYpLq4m228fHA+Z27KvvUtrPbzPHCXMKnOHc5A784rB1rUPKMVoh+W3jAb3kb5mP6gfhVa1vyyANwexrBJ7lOx30VvEgYPOgHA+XnOfSrziyWOMRyOw24YlccjPFcnYXxjAUkmOTn/dIrdhmTYRxg4OaGzNqxNfR2ot1uLeWQOjgBXGD9fwxWbuLlncnJ7nuaty+U6L5vmE7sIFIHXr/SrWqWcGm3UFskbTySID8z4GScdu3FbQi3G5POkZ1wBboZN4EgIVV7429apRszSDrgmrU+pu9yW8qF9p6Ebgcf0qC7vVtLKO6maKJGz8xGOhxVtE3W9zK8R2SSTyXTsSFgAC5wM46155HYzXN1FEwJeUAA/Xv+XNeg6pctqVnGY5PN8zCqw6YJrKe1McV5MiFTEhjViO7YXI+i1VVcqSHRl7RylcytO0tdX1uSWJcWcXyquP4V4H5/1rpNQ8LyzQK9tAiO/Ql9oAH9Kk0q1SztFCLtZ+T9McVrTXKbIGVgCoxtxXPubaI5278ATJp8l1BeQzTp8wjBwGHcDPeuZtHKsB6V6MlwWjYgkAkkgVyPiHTBY3yXcQxDcc/Ru4/rSZF9R1tPtKjPcV6dPDPpksd4siE3CMQV5wD1B9+a8nhbO0juRXrculyLdx2r3cbSltoVcnBqqavewN6mbGCxUA8k4xRcDyEDOo/fZIyeQAavTwQ2GomGRnmlib7sacccnvWfLc2ryMXt2bj5fmxg9vwrRRsTKSY23kd5VUngciql0/8ApMuOBvIA/Grkkq2rKRCAdoYZPqM1Smuix3+XGGPXC0hobEfmRuCd1Id/IxkVYdioRwAMgHgUxZjvBycd6hmlrIxPEOlyR20eoBCNpCPx2PSq2nS/KOa6rV2N1DLA77o5IdoG7occVxOnuUkKN1HFRJAjtbGfdDjI6VswXcAsp45og0rKAj91I7/jXL2cu0YrobG52QS4jjZmAwzLkr16VnT+McthFB+8MHPQVZlgdLUDygXkjAG7jbzmr2rXIh0Owkt2CStkuyDaScDuPcmuN13VZ0litbAmW5uDsiMrHAAGWdvYf1FdnIYyqdzWaymjYiUBWU4ILDiozqdtJa6okkrJJaqFRUxlmJ7Z/wA81h+Hr29k8RS6BqF1HISnmJcKmOQM4x6c/mKs/EnWINLS00Wxt0eaF8zOOSMjocdWPf0AFX7J8vM9iIV1zcqWv5FG81V9aubKBcW9rBlkgj6Fv7xPUmtW3t184yMd2R1NcDp93Il+kcitDNgttJ5x7jtXbQ3QaJGUg5HNYVHKWrOmmoxVkbEBgtrZm8sO+/GSf4avR6kqsd8MMmBw23P4VlrBcyWzSQI7oBliqkgfWq9u5ZmzyKzUtBT00Olt75jFujVUG/nC5P51NLdXE6h3mO/7uc8nisyxH7lvmz/Sn+awziobZDaKsxK+F0y3ytcbcenBP8jWGQqtKNxfnCN64PX8q39adlhudPij2xx3kkuQOwXH6f1rnlJyBjmvQemhy36liEP5cu3PKgH86xtc+0Wys6DEUy+WGz1wcufx4H51stJIbO4WEZcgFffBrkdd1C/t7OztroIxG7YFOcEnJz+dZ66tdDWLja0upz91eCG6XuxGWA7Cr9vdK00YByrMv5ZrGtLT7TNNdStiOON5nPr6D8SQKvaHpl1qIeUEhYzkk9z1wKxaNVJ9Rl9qDz3c0p6PKzY+pqzaz5AOarz6fJbs0cww45HuKr27lGKn1pLYHudnp1x8qgnoa6OKTyjxyh6+1cRZT42n1Fa+htLq/iN9Nl1Se0RkkMQjTduZULBfYcHk+nvUuLb0BySWp1UzqfKCEEZyMVN4jz9vCtLho7dGU/3uMj+dYvgOK41fT9avbm4MiWluu1G5O5wenpjFaOt3El5eC4K7VEaRBccfKgFdVNWgc8nd2KHAVAPvD7x7e1cr4hhu9Yt7uVZilnp2URD/AMtHHLn8M4rqUkCBnbgAZrn7yQr8P4TnDXCcknvJIST+tO+tyd1YztK1U2EulaaygiWLc5PUF8lf0x+ddiGBtEUjOM/jXBzWHnF9bSQhY7pUhUdDGrBM13wVWtkPfJyKms7s0oaJkLDjjilkhd7ZZADhZCufwFKkZLCtOCCA6TcyM7iUSqEH8JBBzn34FYmzM2BcLjPvVvUdOXU9EeBgNx5RsdG7VHFEAeeh6Gn69PJb+GRLbSFJUlVcrxxU7sjY89jDwzGKQFXRsEHsQa9fSWRtaRgx80ydWPOT/wDrrzjxTpVrHpEOt2Gp3s7PdfZXa4hWNbghctJHjnapwp3eo9wPTLbSrq0hbUb6OSNI54kQnq3IJx7Y71tSha5DmjN1uaZtWvplOMyGNueee36VnsApKgg/Lz7VZ1WcTavdzqAEkndlx6bjiqybcH645rSRFx94zyOueyKM/QYqm3A9T2q9eNmbK8LtGMD2qg5G4k+lYmxakcbI8f3ADUGSMY/OppYyFQ5/hFMRSzDPSpNLjJVYiJlHBUj8Qa5y+gNnq7cYWQBx+PX9a7lrN/7FhnLIV8x0VR94dCSfUc1zviCzLWaXQzuhbB/3T/8AXqWStxLaTIBB61vWLFl2Jy7MoA9a47w4bfUfE66bf6hc2sErbUlilijWPuSxk4xjPA5JwK9D+F+kLe69rqai1yTpc6rHFc4DDlx8+OM8AnBxRTpvmTJnVVmixqm2PSdKkZQVJkDKf4trAVw11c29hrE91cuFWGxBXPXlznHvwortL2CW8kFr5iu8ZkZFz6tzz29a4XxPYxXcdnE0aG5mmEUUjAkIDyTjvwK6zFlPRPEUGja1bapcwx3Oo3kiM6Z4toT90D/a6GtbU4IbOG6vVZhdSsd07ncy7iScHtzWfd+H7Czh0e1gQNPJeqzSnl2UKWfJ9OBx0FdDOA64IBBPIIzU1J8ySRVGPI22efWGhXkly2pOyW9pGxcyztjcMdh159a3dOuoIoHvJm320IB2Bseax+6g+p/TNVNc0zUNU1B4ooppBGwIzwij1z0qveaNeabosUcsiMkc2SqnuRx+Qrnb6HSdjZ67eyNukupIy3IihYpGg9AB6epzV4FnkVjhmbncO5964XTbtm27yQRwc12FldCSPYx6Vm4paod7qx0VhH/o0p7DsajcbQGFZ2qXtxbaDNLbXBilLoh2dcE/14rP1jT9f0bRdOvLm/uVluvM8yFlx5IG0qCcfeIbOO34GqjFtXMZtJ2N+V2k8SyF2LbZ5Tgnrj1rnpW3lmOMscnHvRRXbI5+o61djFICcgYxXMa+omu/nycREj2yQP5GiipX8OXyK/5ex+ZgXESxadsTIEs5De4VQQPzNd3ottGmm2yqMBkDn6miiubqdLKEljFqPiy00ydmFuWHK4DYPbOOlV/G/hiw8Pw6bLZNOWud4k8xgRx6cCiikJmHYscLS2+qXGk641/bbPOiZtu9cj5lKnj6MaKKcdyJ7He/DBmi8NeKthI2xQD8PnFaTMRpl6xO4tKiktzgdeKKK6YfCjCRiz/cb6GuW1ti3gfSEzhW64/2Vcj+VFFT1H0ZauIkh8L2kSD5cW/6upNdLFzaI3cu39KKKiWxrTHhAVJ5rZ06FG066RhkGWP/ANmooqVuWaEeh2i3MSZk2mISEFu+celZHjSKO30a6jjQBEmTA/GiihEdDktZ1/8At2yhin0vT4DEqxRtbo6lUA4QAsQBzngdea928Yvt0CFdqkb16jpjFFFbw2Zh9pHnM8SSaOlwyjzBO0Wf9kZP9aywcN0BA7GiiiRUSe64C/UVQblmNFFYG8ty4pLImTn5RSqcZ+lFFSWzWWNW0EOc5WdwP++VqjPCk9nJFIMq0bA/lRRUy2J6nm1rrjaVc3Mbafp99FM6u0d5B5gDKOCCCCOpyM4PcGvU/hPql5dWvjPVZ5d95IkczOQOXIkOcdPwoorenujGe7NSRFgj8xR+8e0dmY9c7jzXB+KZGttNt7uP/WwXCMmenOQc/hRRWq6CfUg8MTPq+p397dY8y2CwwqvCorcsQPU4HNdrpOl297qcMM28o24nBx0FFFZS+I1j8JbmtrbTra4aK3jduBmTJ6OR6+1c14mmW70i4JtoIgkseBEmB2FFFJ7Di9ThI/luQB3rpLF23DmiispFo0PEZI0GKQEhtyDj61iPrmo39hFp91dzTQQF5U8yRmJZgOpJ5xt49Mn1ooop7GVXc//Z", "info": {"video_id": "149998", "label": "pretending to throw scissor", "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": "10a52e9189e98f62da87e3c8ed20c8a1af19a33946ea89d1716b2e4ff0f59106"} +{"episode": 48976, "episode_seed": 1173066802, "split": "train", "timestamp": "2025-10-13T03:23:40.246257", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1173066802, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 led light'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "198979", "label": "pretending to poke led light", "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": "198979", "label": "pretending to poke led light", "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": "16e64decb3131ec723c084485d19b906292f5f319527b0171d3fe31ed3dc5b7b"} +{"episode": 48977, "episode_seed": 3107306467, "split": "train", "timestamp": "2025-10-13T03:23:42.780704", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3107306467, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to close money saver can without actually closing it'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 2, 3])", "action": "('reorder', [1, 4, 2, 3])", "reward": 0.0, "image": 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", 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HzRBh+B/+vWEJHEZj3NsJyVzwTXO43Olu1i1ql2L7UJJ1GFJ4rsfhs5+03CAc/eH4Yrgq7D4eXIg1uQN3iJpVF7gU37x6Hb3J07xxFcSNstCg8yTqFKnOMDnkEj8RXcXGrLfxpLp2oSxQAfMRpzSlj6gnArn7fbIsMrbHfGYyFHHHPHr1rN1+9uFjWWK7nSSFGCRo5GQeOgow1VSp6HRKhzO6Oz17XILjwTd2NnJI1/c2xjEssXlqdwwW9uCTXzNrVtLaalJBMF3LjBVwwIxxyK2ZdQuJJLrzLiVxt/jYn6Uul6dazRC91C2lktYxyUj5fHUbiQB+tW3zMyqJU42NvwPbRpMGYsGcx7ZE4YBgOPpmug+Jb40Ff+ugqh4aubb+0N2n6dNbW6hcRSN5rqobHJ4/+tmk+KE8i2MMX8Beun7B58r+0Ob8MXOyx1IbQobZ0/Gs7UpQGIHVv5VFo1x5dtcqM/MVz+tVbqbzbhm7dBXBJe+2ejF+6kSHm147V0PhHU7y20fUbG3iXbcr5Tux2gAkHIJ+hH41S8K2Fvqc88c77TEoKjGc5PpXoekaPb2MsV1MxeSLJ8tVGAe3Jq6cldpdB+zcldHXeDbmLRfDFjp0kM0t07O7LFGdu4knG5sA8YqXxRrSaz4T1Gyt42iGUWSWVwFXkEg4zjp9K4TxL411FrGKI2sMM0b71bJbaRwCM4/WuF1HU7m+igkuJ2ZnbL84BwfQcVTk3p0HCly2k99zN0/QL3WtQNvZiMuSTkt8qD1Y9FHua9q8FRPawSQGeGQR5DeU4dd+QSQR1HXkV5Ks6LZMj2d3HE7YkmfPlbunAAx09c16T8PYCsckf+rKDbsXDLtIyBu/L61rT0djhq3auzh/ihIp8V8HpGM1h2MgNltEIkYFhkDr/n+tbHxQtXtvFRJ6SRhh/KuWsJAGKySMqdcDvxil9ocfhRsxPJFLvWNIipyCDz0Feg6H4ut9ZgkggiaGRE+dScnHcg+leZNqNsh+SMHHrzmrEE0nhzU4WzhJVIYn+6e9ZVY8xrT0NHxqkckYkU/dbjiuU05tmo27ZxhxV3XNVS/m8uAEQoTg5+8fWsuJtkqP6EGlGNoWG37x7kC0tjbr1PCk+xGP616vosUcei2iQgBFhUKB06V49Zy3VxpVittBlnRSHJ4yOc/p3rpbbW00vSWh1XVJ1lWIsIYThUHYDaP60sO+WLNakHJqx6ZDIAcscAcnPpXyZ471GTVfFV7ezABp5CwHovQD8gK7m9+I7JE8tlbFgqeVtmc4LEfe65/OuIRf7S1KS6uQjIG+cArH9FBOf0FaOTk0TKKpwd92dz8JWVdMnVWALMSwxycVyPxEby/FtyBjkA9Pau78E6o11d3ES2FpaxxoAiWyHp2LE8kn3rzz4hySHxbc7xg4GPpWrd4o5ErT1KVlultg5VHOSMk/59q6zwrK4stRTaqu3lgFT0GCTXC2NwCpjIcknotdXocn2SzvFCgPJswu7JOAf0rKprA1j8Ria7p81zq0MNsjySytsUdya7e1WDwlog06Bw91IN1xIO7H+g6UaJCFkl1KdT5iKY4ww6H+I/yH51zes3LF5JWbJJwK5XJy9066cVH3mZN5dlbvzCxO+UAn2q6E2S4PUHNZU0fnwcHDZ4+talt5l+UEKs0jr0XkgjrXRT2Mp35rnt+i2pmEc/XzFVvzArN+LkjQeHNPthJsR5ZJCP75VOB/49Wp4Vh0/TYLOa+12eS48ld0Ek+5U+UAgoo7VzfxhuTrENudNV7i2tYjlolJO9iM8deAB2rSb92wUYvnT7a/ceIW7ukrhWZSRztOK9s+HEDDQopJPN3qX5Zjg5Pp9MV5HpOl3k18hNnM0TBlc7DhcggE+gzjmvaPCaBIgHRhMsQDNng84I/StKRx1mee/EsM3iZsLn90v4c1zWnNcWUzyoiNsA+/yOHH58iuj+JbEeKAQSMxDp9axrQuLONldPuk8j+dS1eRcPhRmK/2e+u0zwyOv9f6Vm1pawBHq9xt6Z4xWbWa2NZCitvwrMYNcjIONyMv6ViqCegrW0GBzfLOMgR5/Hipn8LKpp8yse1aO73tiojhMgQCNwedvHPfPIzjFUNSjY3MqSQttER24HKnPfuOOlQaRBdT2tvJaRys8U8ZYIcEDkAn1A5/OtfX4b5dOkbEIlxgyJ95sdAT/nrWcKcYy5116G9ebUnCPkePXqtHc3Oc4z1NdL4Z0i11yyNpFdvDdqu9EA3B/wAP51zt0sjXVz9o6kcgdjWUb6e3HlwyvEy9GQkH861i9TKbvBHo/hvT7rTPEc1ncw+TNGgfDMcSfMOVb0P/ANarXxTRG0OF+N4lHFclp97JaWEMrKzEoDnd196pa74im1aw+zzE5STKgnPFXCspJxJr4KVO1W972MW0kKRygdyP60yV9qe5pcCMsgIOKhmbLAelZNagnaJ1HgC48vW5UbkPCTyM9CK9OJZYMnGAOSHzj0yPpXj/AIZMkWrJNGcYUjHr7V67aS2N2s0IklSSJh/r8YbjPXHTPFc9SnL2inB9rnTTny002cj4jhaWyW6b59wyCBjj6VyIZWSAP93P9a7jxF5FlZ/ZmPmOF5KtuUHJ4FcNIPMtVdvlYNgD2robXQhVHJvmPS9C8UaKNFntdflVYU/1ZZSwlX+6FH8X86s+GL/SdJuboWkd2tpJKJIkmA3RjHQYJ49jyK8amuHlkCschGwPYV3OoJfWVluAcKU3B1HBBHrSqVZQtylYbD0aql7V2sM+KV5HqGu2jQEMPK4I75NcMAF6VsfY5Z7FdQe8iJTiOItlzzjp19/pWU6GNsP+dac12cvIo6IWN9r5IBFW9Wna5tLGQ5yI9pz7VQ3Dtk0kkha3SP8Auk0B0sQ0opKWmSe0+Cbj7R4XtCeWUFTz2BpPECtcQyxhRlF3EjqKx/AVyLTSGW4V3j3ZCqcYyR+neuj1pLWOCW6RmcFcbR19STXLTjKE2r+6d8qjhFLrY8pkYmGZM4+fvXY+FfDuia2s9vPD/pojBVy5546gVyNziX7ThSoDbl96z5dQnjRoY5GTtlCQSCOcmt4vU56r5oo9j8K6edD1m5tZLq3mi2AJIjjLeob3FcN8VRH/AMJSjR45iGceuaR7ubTrJJY49jGMEHHGMVhag+oakseoXMbMiqF3t/F1A/lRCtzq1isThFRaale5kwO8LblODitLSp76W/FtbMGe5Gwlh90dd34dazcc+/cV1PgxI1mvJioMiKqqfQHOf5CicrRZjCN5WOpu5k0/TVhjPyxptBPU+9cLqN0ZpVA6L/OtvX70lCueK5OR8KWPWuemjpnLodD4X0cazJcB3CrCAw3Zw2Tz0649K7vRPDzWt3bXBjtkhjfLROeSB7YPWsLwPcI9nAjhdoQnnjBDcGu1MjKgLhgWBPK4yBxnNEK6jUcJfIuNNTV2JrPjbT7a2SezW5glhk2siRhDIADlT7c8H8a4i88a6g2nLBahI4ppNx3je6n1DHpx6U7xPmWHzdojUZGOD+o4rkNxkjgQHGG6/jW99bicYxXKjqmurvSdOSLTdRMcJANw1tH5bP6An7xB6c8V2nhCWY2e0oTHhgGCjAIboT179KxNP8HQajpQv9GvGW7DHO9d2CP4Tjp79sVseCIbi2tHiu4hFOkjo8ZPQcHI9Qa6KejZ5lVLlVjzj4hzO3ih9/G1Rj6Vi2ciyRCPy2djnvgdq6X4pxoviOJkxloefzrjreaSDO04zUv4iofCixrvOpM4/jRW/MVQgieadIo0Z3dtqqoySfpV3VcMbWTu8K5/AYruPhnoSgPrs8ZZlPl26/8AoTf0/Osr2jc23ZxVrC9t58M8LJKCUKuuCPrWnpwEbgDAGK9QvvCGiarO906TQzzNvZ45M7ie5Bqi/wAO7OP/AFOqOGxkKYsnGfrWEnzHRC0StpeoWTQbftDQXaqFQhyhOF7evNWrnWLua0mW4mLKgDZ/i546d65/U9GGnDE81wFzyZLZgD+PIrKeeIRmNdQmKtjI3HH60948rNJSTi7rXSxkTTj7bcOzHLL8oPrVFLMOHklfaR91e5/wrVa3twcpcgk9cjmo/JiAwZQSe4NWnbYwsralmPUZF02K2ZY5EjXC7lBI9ulZ1vci2STdbxSh2/jXpxjj86m2IgxuB9Pmq34b0i317XzptzfSWqtHK0ZSPeXdULBfQDg8n096IrUKkrowZAoIK55psSI8UjMPmPAppYsoJJ5FMLmOPYOCf0q7GdzR0mfy9St4o+m7BPrXq2lT6WJDNctMkksaZjmQhNy9SCOua8d04MLyOReCh3ZruV18SQRxXEO0JjDIc9BjpUS0djopJTSjLa5u+K5LNrcvBGGULlTXnHmF7OXP3t+APSuh1HUEuLFIYIpM5JY4Kg88Zz/SsSOylXJ8lyx74qI3V7kOKUrdiC3solhMkrfvScheoA/xq/NcPJbiPeSuMYxSLaNtwxCn0zikZUjTBZOeeTQ9XqXGXLoinJG6KmOOKg2g/eq5NcQ7RhsnpVC5cFMqWz+VXEyY7y1B6VRfgkV1mt6LpVr4bttW0vUb2cNdfZc3MAjW4ITc7xDO7apwp3f3h7gctdL5dzImMYPStEjNu5F2zWjFbRGGInk9TWzZ+Cb+60GLUER2kmb5IgMYT+8c+vYVND4U1jcESwlP4VnOa6F049WbvhBv3MkexJFYEMjnAI4rqdQ1uK7spIltxGVHzccDFcda+HdZsoTKYvJHUFpFU/zpJXu0jdZbyBdwx1BNZbq1zqlyOOu62ObuJw13cksMMPkHvmqcVlGVaSY/MSNqj+tarWturFjdBnbrxmov9ERceaWHrirv2MLLqPuL2aezWAysUChQD6VnymaOFI97bFHCk8D8KsPc264CkkDttqCW6R24DYxRHQc3cqNEHOSORW94c228V4V4zt/rUfhOx0vWPEsenapdT2sFwdqzJNHGsZ7ljJxjGeOpOB3pfKfS9S1axZJ4zBOYglwAJFALDDAZGfXBI9Kua90iLXMVdWn8yQjPeseZui/jVm5kLy1E8O5oz6j5qUdBSuzqPCV1LapH/cyxIA528V6YkX2i3mWC7im8t9sgTIII7BTnJxXlGi3gF8kcY+RUPNemaTpzPPc3EV3F9ncrJG0BBbkHcDjoRnGaiUFLWXTU3lJxpx5fM5/W4ni0cQysq4UkIRhsZPUHvXBSZEUbx52g4z716D4xsRhnluCzDkknr7c15+zL9hJX7qv+ta81zCGjv3FGsXmFtILmWK2mZRLGjlfMwf4sda6i31KLTIQYWaILkhY+MGuJtoH3rPj5A/BI4JBziuk1O+tLmAlIXjkK4wHOM/iP61FW7asdWEnCEZcyvcoa7qv9t6jDPITkJhs+1Y+Qeh4rQe6RNKFsLeMOxGZR97rn/wCtWp4j8GX3hvw/pGo3YlWe/MnmwNGQLcAIUDH+8ytnHbp1Bxsnc4pJXMC8O61s8/8APPH6mvddIsLe102ztokxGkSgc89P/rmiisqnwjhuasdvEIyVQKWOCR9ajvJTp8RaFQWIzlsmiisDdFbTLySe1bcqAA7cAZBB+tZ914N0XU4/Oe3MEvOXtzs3c9x0/SiiqQHmOsadDp2pzwQlysb7QWPOKyWiXrzRRViZAR160/TtVudE1RNQtNnnxbgvmLuHzKVPH0Y0UVpEylsVYxmN89hxULfeooqluQ9jrfBei2urNi4MgzKF+QgcflXT61otho2Dbw78/wDPVif5YoorKe5rDY5W51OdWYIsaAHjatUXvrmQMWlbp60UVJoVfNkf7zsfxpmMnkmiiqJEZACR7UkkaiLd16cUUVS3JZq6/wCLZPEEFvDNpGl2pt0WOKS1SRSkag4QAuVA5JOBknn1rPmiSXXoo2HyvIgb8cUUVfUyPZZXNrEBFwB0HYVoxTSExpuIB5OKKK4up0IkeztriR1mgRwMfeGaxbvwho10qubdo2ZufLbFFFUUcp4h8O2Olxh7Yy5Jx8zZ/pXMfZ4yg4ooq1sIYbeMDOKqyKATwKKKtEsm07Xm0YzxnTdNvopmVzHe2/mBWXOCCCCOpyM4PcGkfUrrVbu/1C8l8y5uH82R8Yyxz2HQe1FFXL4TJfEZ7HLGluHZYwAeDxRRSW6H0Zd8PsRqcY9VYH8q9EvkW1lSSAeU5LKSny5Ax6fWiik/iOrC6uKfd/kY2qXEl1pm+U5bcFz7cVxyHdGsR+5uJoorGhs/Ux+0TmRliVFwFHQAUFiwGTRRWoyC6ULEuM9qsX3ibV9U0q30u9vZp7a2keVBJIzEswHUk8428emT60UVpHYxluf/2Q==", 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", "info": {"video_id": "185517", "label": "pretending to close money saver can without actually closing it", "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": "185517", "label": "pretending to close money saver can without actually closing it", "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": "e517578e832d2f66cc7b9c94b958ee81eb36f3b3e182e0903cea19b6890968f5"} +{"episode": 48978, "episode_seed": 3728597931, "split": "train", "timestamp": "2025-10-13T03:23:44.364817", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3728597931, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 color pens'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "106292", "label": "taking color pens", "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": "106292", "label": "taking color pens", "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": "ef31bd5b5b371d273aa9457fbccd90dec8a6cb981858584ffaecabbcb50f73fc"} +{"episode": 48979, "episode_seed": 3200178063, "split": "train", "timestamp": "2025-10-13T03:23:45.361022", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3200178063, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 tube 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', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", "info": {"video_id": "175306", "label": "moving tube across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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"info": {"video_id": "175306", "label": "moving tube across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 4, 3, 2], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "dd31a6ad98418cbecf8785450c9d4c126cf37f4596624b3943736165773a4465"} +{"episode": 48980, "episode_seed": 490037419, "split": "train", "timestamp": "2025-10-13T03:23:47.485411", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 490037419, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 water bottle next to hanger'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "203360", "label": "holding water bottle next to hanger", "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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", "info": {"video_id": "203360", "label": "holding water bottle next to hanger", "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": "82b513de3daccccce19b440d9adf2d2124bbe20e5f1e155344d492b5e84b2468"} +{"episode": 48981, "episode_seed": 974186793, "split": "train", "timestamp": "2025-10-13T03:23:50.442205", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 974186793, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 bottle and a glass 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, 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": "48175", "label": "moving a bottle and a glass away from each other", "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": "48175", "label": "moving a bottle and a glass away from each other", "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": "212dad9de7522b6adc641ef53e944fa50a9b94b2723c16669e8054a4c855f0e2"} +{"episode": 48982, "episode_seed": 2697481771, "split": "train", "timestamp": "2025-10-13T03:23:52.139896", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2697481771, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'pretending to be tearing cardboard'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "197824", "label": "pretending to be tearing cardboard", "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": "197824", "label": "pretending to be tearing cardboard", "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": "33d60c7d20bba48bda43fdef2c1d14bc4310ed7b894cd22e34f2c4826831bf6f"} +{"episode": 48983, "episode_seed": 2882917428, "split": "train", "timestamp": "2025-10-13T03:23:54.474671", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2882917428, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 soap out of 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', [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": "94700", "label": "pretending to take soap out of soap box", "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": "94700", "label": "pretending to take soap out of soap box", "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": "ff1e351af194aa540e3235cb24ca3ab4a60b002812e8c083ae9e1603df458eb4"} +{"episode": 48984, "episode_seed": 1294136959, "split": "train", "timestamp": "2025-10-13T03:23:57.666488", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1294136959, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'spreading water onto hands'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "20816", "label": "spreading water onto hands", "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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/tX82FefeKNOWz1aRtowxzivTr9ne2VVYDEgZsjOQOf8ACuS1HRpr5TLPeS3L9t8aqf0ArOpHnVjSlLklc5rTUW4niDY64FaV+kMEEinlvUVRTSbuz3y8KFbgE81Gba8vjJIGAQdcnFedKi+Y7+dNXMm5tVmBOePeuX1e1EEysuOhrrZrO8ERk8mQR54ZhjP0rk9XZvMG8EdRzWqg0zCtJODSMeI/OSTXrHgrTxD4bhdl+aZi2favJ4oS0iRjkswA/GvfNNtBa2FrbgYEcaj9K6InEWre3IA4yK0YINxAC062g3AAVaLBF2oOnf1rRDHi3jjT5yM+gqK8nht7KWQpwq+maTzNy9aq3Um6Exn+IgVVwK1rqsUcqWP2K6BT5PMMPyHjruz0qeWe1knaEqPMVdxAB6fXpUSsI93713z/AHj0+lRPcf7VNMCrfWsbo5Q9uhriNbWSRzDFwFHzNXazTdTWBqQRkYFQCe4qWwPMPMzcMc5xxXqHw8s/L0Ca6I5uZzj/AHV4H65rycnAZh16/WvetAsv7P0OwtMYMUK7v94jJ/WuaCKZrW1uM5AxWrDAqAGTv0qrAwiXcRn0FSJI0rkse1bIC9vA4HArJ1O2N1K2JbxQCDi1k2FuO59Ku7iV96i2SlnKg44zTuMjWERWqwLPcYUhtzSkv1zgk9u30pWnK9D9RVeUy7iCCKqXE/2eF5XBwoyaaYWLJihd3b7rv3P8qxtSiZAwasPVdauM4a6EEbDgJ/jXNS65fWy7ob+Zh/zzn+dD+fI/Cs5VVsa+xdrlTxaMXEGO+7+lc2pMIZj0HSrmqa8uqyx7oDFLFncAcqc+n5UmlWp1HV7Kz6iaZQfpnJ/QGoWrMWrbnsPhmwNj4e0+3YYcRB3/AN5vmP6multYMjFVIEBYAD2rVQBAEHXvXQmSiVQEGF/OqOradBq1i1rcA4PKsOqn1q5nPSmspbpTuNHkut6BqdhFHblPNSJpHDp0ZTjn9Ky4T5QG5SG7gjBFezywB/vY/EViar4dtdUQh1AfoHUYYVg6K1sdMKzW5xMM6soFJMoZag1XTb3w/cgXC5gY4SUDg+x9DTDdq0fWuOcXB6nZGakrmRqcK7GwPpXIwwmeRYY/vysEGPUnH9a6+/lBRvpWR4Ltft3iqzBGVhJmb/gI4/UitKDu2cmJ6Hs1hbLb28Fug+WJFQfgMVuWsWAGYcdqz7Nd0ntWvHy3H3V6V1pnKTLlvvU0nnFPXnmnBAepq0wsVXLf1quWZGJIzxzWhM8dvGXfGAM1WjnSZ8gpsIOCGB6dRx3ouNIx57eOR23JkE0gghCBREm0dsVr3ESeXkY/Cs11wDg0xlG5ZNjK6goRjGK8n8dwx2lzbmEcSbsj0xj/ABr1G9O0GvLfiAxM9jj/AKaf+y1FTYTMrwxa/bvEdlCASPMDH6CveYU3SV5F8NLXzdekuCOIYv1PFezWajO89BzURJLg/dRBR1NMzkUjMWOTSjpVXAhwd+B3pJbb7pLck1aGBisnxNqL2Okz3EYJkhT5AB3Jx/WgYtzbbTgN+NZ8iMvQ5FcnoXjdtUm+z3FsySL0kEpYOM4yQehHtXWiTehoKsU5SwGKxtRf5SK2ZmAJrB1Jxg0myWee+Hrc6lr2n2hGVedd3+6OT+gr6CtgJJcDpXifw1gEviNpyPlt4WP4twP0zXtFtII4Gk9elZxGy40mZCB0HAqzbDKsayo3zWnA2IxnvV3GXolXf9e1YviTxRb+HVSSdgEkfbnBO0DqcDk9elaSTBWBNc54y8Oxa9ZqguApBJ6YPrx75FMEWLLX7fWIvtFvKkkbdGAIyPoeh46VPKVIIIBB4IPesPw/on9kWQhG7A4G45J7kn8TWrK+2hDOD12RLa5uQLWP7PuwMdqwZNTs5ovLZBjoOMVs+LoX+3s6v5aSJu9mI/rXA6Yra94km0ufUZ7SNlkMQjj3bnVCwX2HB5Pp71jODbsdMZrluJqKRRTq0XRs11Hw6tftHiRrgj5baAtz2ZuB+ma8306+muctNKz4AIz2zXsPwztdulXd3jHnTbAfZRj+ZNOCtoc9R3kel2ZAG8jpWhH0yfvHrVKAKkar3PJq2jZra5FiccU4Niot1NL471VwMzxLrMOk6ZJO24MO49AMn+VctoPjBNXuJUCvbkgfu2k384zkH0Pp6iug8Saamr6c9szlS3KsOx/wrl9D8IjSJ/PdkJRSqBc/maVy0dFf+XewPFMqyxuu1lI4IrzHW9Pm0WbKlntHP7t+6/7Jr0eVtq4BrivHNw6eHZQjFS0iKcemaU4qS1HGbi9Dkrq7DRkg545rY+GVuDcX1438KrCp/U/0rkfEFjb6foEOo6fq1/Mr3X2bNzEqLcEJuZ4sc7VOFO71HuB6B8OrYxeHIZG+9O7SH3GcD9BWEYcjHWnzJHpFkMJkd61YsBQKzbYhUVR6VeRxWsTEsg4p2/3qHeKN9WMxPF0c9xo8ogLb+px1xg/y6/hXE+CbTULC7kUlPLYhm284ABHPpkn9K9Lm2yLg1XFvGg4Az1o6jQxpmaPDGqcsm0VYkYKDWbcygA81YFO+mBXrXl3j2XM9lgjjf/Stf+0XvfG0+l3mrXdravNsjeKWNFi6Eli4xjGeOpOBXCeI57xNXntLqS4Y20zxqtzgOuDj5scZ4GccVnPYHsejfDKLZpl1ckcySBQfYCvT4W2wKPWvPvA8Yt/Ddko6uN5/E13UcgJA9BWaZBeBzTicCoUcU4sMVYx+/BqvqcEN/YvDOSN6lSRTmaonfNDGjj7HwlDp960sezBOWYDBY/0FbbJ5SYFX3IAzWfcyYBxRcZm3UmM1zmoTcHmjxhfz2mkPLbytFJ5ijcvXGea5XxHYa7omh6ZfXl5dCa8MnmQsmBBgKUDHH3iGzjt9c0rXFY1Phf8A6jUJP4iyLn2wT/WvUGlcRRKDwaKKyW4dSxbsSyg1pFyBgUUVr0AN7Y601nYjmiigEROxC8VnTyNjrRRVDON8afvNPjDf3/6V4+NUudG8QSX1qU86F3C71yPmUqcj6MaKKl7m0fhM7SiVkkUdBgV7/wCA1EfhLTtv8SFj9SxooqTKe526yNkDPAFWEkbNFFWiUSeY3rUTyN60UVQELSMRyarSsdhoooRRk3LkA1w3jh2/sOTviVP50UU2M4PxF4jbXrSGGbS9OtzAixxvbo6lEUHCAFyAOc8Dk816n4W/d6JpyLwogTH5UUVnImR29u5Jq0rt60UUIklDmkZ2x1ooqwRF5jetNaRsdaKKZRRnkbnmsm7kbaeaKKYzyjV9abS9f1NDYWF7HLOGKXcO8BlHBBBBHU5GcHuDXJ6vf3Oo6hJe3UhkuLh2kkbGMsfbtRRUT2B7Hsvh1ymn2iLwFiXH5V10LtkHNFFYozLaSN61MGOKKK0GNdjURY5oopAQSO20jNZl2TtHNFFAzhvGpP8AYrc/8tU/nXBalr+p3+mwabdXk01vbyPKgkkZiWbGc5PONvHpk+tFFUikf//Z", "info": {"video_id": "20816", "label": "spreading water onto hands", "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": "8eb4f1695f6cc83ac1b1aeaa8e9356f5f7ccca439808c27bdc272efbddada5ed"} +{"episode": 48985, "episode_seed": 515916014, "split": "train", "timestamp": "2025-10-13T03:24:00.520460", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 515916014, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 pencil 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', [1, 2, 3, 4])", "action": "('reorder', [1, 2, 3, 4])", "reward": 0.0, "image": 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", "info": {"video_id": "71870", "label": "moving pencil across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", "info": {"video_id": "71870", "label": "moving pencil across a surface without it falling down", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 2, 3, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "712e5da6c66d7ee61fff488fd32af48f77da7b311f6199cac21bc37fa6ef4c5d"} +{"episode": 48986, "episode_seed": 1334628817, "split": "train", "timestamp": "2025-10-13T03:24:01.071410", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1334628817, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) cardvalidator of bus'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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kZYY65/Sp9Q08m7W7VQTsKscdeOK5lLVnW1sZt7M7qryHkEAc54qxYTfvENV9UieG2iZhwQKr2UuGHPStFrFMxfxM9M0iXIU5r1rQn36NbH2I/WvFtFmyq16poOr2dpoqi4nVGUk7T1xWsVdGF9Tpc8muU0qJn8aeIF3oIo5YHdSmSxMWBz2qW58caVbEtmRweBgAdPrVHwjqttrPi7xLdWrExMtrwex2MCP0p8rW4rp7HYogU5A56c1mavFdu8bW+WPQIq/zzWvRTjJxd0KcFONmeL/FzxG6aTDoIZvM2rPdMy4PP3V/PJ/AV5RCNumRyY6SL+Hauh+Jd5Hd+LtcaKXzFFwEz7qoUj8CCKxIyP7AucAkgAgAehHNYzneSOqnBRg0i8qi+/dhtu1Mk9celYttNiTGe9SWdw6zSbASWHY9OKzYXIc/Wi92yXFRij0HR58qvNev+AZt1tdx56FW/nXh2hz5C81698P5wbyeI8hos4+hFaR2MX8R6AxLFeRnkVyPi3MGu+E5/TUzH+DRt/hXQzXUNuY3kmij2vzuYDtXK+NNW0+4/sCWC8hkaHWbcuFcEgHcv9aLMba2K0vxDdbK1s7dBFerCn2qaaNn2OR9xEHLv36gDPJ7Vhx/E/V4Li9jitri6MShR9tgER809FwnTIB4JrqtXtpU0dA9skrWsSk3JdfMO0Yye59a8VvPGEemeJ5ncfaYY5jKsTkbfMCbU3ewya1SV7E6tXR6bN4tkks4pfEMtrZXUhKSRxNuCoGOOASc+teOXhWz1WeNW3IJMxvgjcp5BweehFbUvjY381uJbtYYfMC+UbdVU85ZiwOcEkkjsKr+On0ya+t7vTrmJwY1idUbJyB97881FZJx0LotqWvU1tMuUlhAJ7U+8tt1jcqv8SEiuc0S86Ln5hxXWW58yCZT94Ia4E9Tua0PPonwQa6vQJjwK48Ha5HocV0WgS4kArq6nG9jt9Vv5LLw+88bFWWRBkeh4rnbXX2ZJt8aufKY5kJPQg9M1r6yBN4Uvh/dRX/Jga4e1YHeF5YxuOT/ALJrW+hnFJnq/wAM/EdpbRazeajcxQRgwIgAxknfgKo5JPoMmu4Xxvpa3SwXcd1ZbwSjXMezcAM9M5H4ivGPBGmrfR6ndLeG2ntxGIypAYhs7sHt07c1Bf2mnQ+JnigiljuJljjiZ5iyq7N8zkk/3AfbnNNRTE7o9jufGOmazaSro2pNIsTbZpIAQVypwAWHc46V4R4leaDxVerK8hcPkGVizEYBBJPXiuqvdR0vT9N+y6VPcbDyj2VoMOq8ZLH1bJB9BXNeMtOuILTT9UluZbk3IYGWRtzEA8c+nUD6UVY+5oOlL39S7psqzQBW70/+z41nYBflK4rn9EvGwBu6Gust3E5AFcFzvtc4GQ7LmQejEVv6JPiQDNYurKI9Zu1HTzDirejyYuAM10t9Tjtuj1XR9RbT1N2n3oUL/kKU/EC8v7lUFysKMQOWx+grNsQJbSSPPDxMv5qa86sJJBPCehDr1PuK2TsjOKudZ4m8WXkmmm3/ALRe4WWRPMHzYGGBHXvkeldjqHjzU7+OaeCK+jjRd62lkqiQL2MkrA8/7KD8a8Y1OUrCw3ZxIv8A6FXs/jqaS0sJbyeOKISwsoeF84IHGfQ80X0uwtqkjLtviB4uu7K3hsxBC7o0xlvAGIiP3WJ79D25pPFusWurWF5ppkme6IzGEiZl83duOTjAHWvPNK8fyabHNGsYkdygMjkEmNB8qDPAGeSfw71saL4wtZfEKzaxqM86quW+1BRk5zgYHH+ArT3bCtLc5zT7sRzqDweldlbTLPAAa4TVJLRNanaxnWaFm3qV6Ankiui0i682MBT9a82p7sj0Kb5kS+JICNJVx0Rx+tc1BJtcV2Gu4l8NzMOoYZ/OuIibmtab90xqr3j0DQpsqtWPFWoS2j2WxjtkjbIzxkH/AOvWV4elyqjNWfG4BstNlPZ3T8wD/StoPQ538RU/t+5SxBjMafvCMqgz0Heup+EuvWOlSeJrrUbtYkaS3C7slpGIfhVHLH2FeeCQGwYDAAkBP/fJq94QsHu7rWLuK7+zy25iGUOJCrZ3bW6jgdqpDloe8r8QdFS5MN6LqwOwyBruLZlR1OMkj8RWRqnjbTfEFiw0TUZ2gRmjmeDMZLYG0AkZxyeleLT2mnJ4intY1ljlnaKNXmlLKgOTIxJ6jbjr05rV1DU9Ot9PW20yW8CZ3IbS3VEK8BSWPIJwW+hFVGK3M5NrQ5rxHbPYa3dWzggFxIMknKtyOTVzSFBt2jI3Bhgj1Bqt4wtJbOTS55Z5J1uoC6ySMWY4cjknn3qvpF0Y5CCc4OPrXHW0kd1F3iSwW62upeUCTtkVeRj5SKx7mI219NEf4XOPp2rs54YpvLlAw6kHP0rA8TQCO5t5gMCRCD9Qf/r1MJXkx1I+6vIs6FNzjPSu3XVp9K0qe7gkKOijJBxwSAf5151o0m2cDNdpcqJ/Dt/HnrbsR+HP9K6qbOKe5VXxQ99LKbiaVsoxwhA6DPU59K57WtW+0G3EQZIxKMguWJPqao2GTOuDkkEYHuDWfqDBYI2AP31PNaczYcqR9LavduPCmqSxghls5mw3chCev4V8qXV2biZ5mOWdix/GvdviN4k1Sw8FybIo8X7fZAFzlQykk/XAx+NeHpapbxAvgyEc57e1aSWpFN6Ge9w54DHAq9olnNqF/hGPyqSfc46VRaLzrkRwKWZjgKPWux0mxk0a2M8y7cDPuxrNK712LcrbbjdKuvKmGeoPNdtaXDCCaTONsLt+QNee2DtLf8fxPk4+td9aqZbe6QZw0TKNq7jzxwO/0rzWve0PRi1bU8zsNTd5fLn+Ynnf3/Gus0WbFwMHiuL1K2Om6/c2zDHlykYznj/Jrd0Wf/TQocjpXVUahFyfQ5UuZ2R6jcMr+HNQV2ABtn5P0rz2wmAnQeoI/MGuq8QRRjw9bCTUJLdJJCr4j37+MgYBHeuS8P2Frq3iU6cdVuYFKSNCyQAl3VCwXrwODyfT3qcPiIV4c8NiHBwdmejfCryHttdE8SSAxx/eXOPlfOPSvJfEmsPf6tLKr5QYC89Riu5+Fmv22l6V4hu9QuCsaQxsN56/K/H45AryiKKS4BIO1B3NdaSsmZJ6svf21PHC6CR8uRuwxGcDHStC68catqNmlhOyPCdq4CjOBjFc1NG0b7Sc+hrV8P2nm3yTMOFPy/Wp3dim7K5tadOyTDnBzg13Gn3IEsRH/wCuvP7l0h1adYzhN+QBXZaN9+3BJJYg159RcsrHfCV43Ob1u+gl8SX0KthllK4PfHpU+mybbhea5jxGrxeIrmVhjzZTKvuCTzWlp92wljzk5rqt7tzmkrSaPX9El3eXnocV5xuNveyx5/1crL+TV19hqX2LSpL5opHjgUMQo5PIA/WvPdQnu5VnuxFIjSSFiQhABJJxVQnGa913Mopx3Ra1pgFnx0Emf/Hq9L+NF7LD4V07afkluGjYHg42A/0rzrxHptnH4cj1TT9Tv7gPd/Zj9pgEa3BChneLHO1ThTu9R3yBp/FfU9R1HXLTRZyvkWsa3BdR1Z1H8sYH41rDZkSfvI82ebDErUDSs3VjWlcLFDEUCjbj86g03TJ9TuvLgjZlHLEDpRJMrm0NDSrGRdNlvcnAYfL7dM102iXRBCjnNVLxW03SzaOAJJBgqOwo8PZM5Y9FBxXJiUk9Dpw0m1qb3iieSPwfcMjkM0sa8cHGcn+VcVpuoNMpEuNynGR3r0O802TVfD8tsqszEM/HRcKcE98Z9OpxXk1hJtmI9RTox93UdZrm0PTfDs+WAB4rW8ZzJ/YVoGYb/tGVHqNpz/SuV8JSrJOqlmA3Y4Nani5dOXWAJZLxmWFCI42XauR785PWs4YuHt3Qs77mUqTtz9DHilzaTezIf5iun+Hi27r4n8+JXxBGykjlcK5yPyrlvD8em6r4oGl3t3eWdpcMFSUXESCPBzly4xjGeByTgd66HwjPb6DN4xjvmliFuDFsudokwokADY43cjpxk8V2Rs2Yzeh5vrmpve6rNKGyucDnqMVUGpTiJk3NliCTuPPGKrJG0nso7mmMu1iM5o2WhV9TZuvEeo6qsUN5N5qIfl+UAg4xVvTbhllHPBrM0eASXSuwyB0FTAtb3TRg52OQD6isK0NLm1GWtjvrObcgyc5FVPFgC6dZE4z5jAfl/wDWqtp90Dbgk/N2qDxrcCTR7HB5ExP5L/8AXrnp/Ejeo/cZT02XbcLXoOn4ntZIj0kjZD+IIryuwum82PPPvXoFve3VrpD3cFrJM64VFVckseAcDnFdXPGDtJ2ucM4yeqRx9jKY7iI55DCqepH/AEc89GH86lurHUbKATzW8kPzDk4GK0PFPhPUdA8OaXf3zTCa/aUywNGQIANhQMf7zBs47fUHGtxnqPxLA/4RRVwCFuotvt94cfhXiN6SImNFFdE9zCGx1Xw0061uPtl7NEHmjIRC3IUEZOPem+LrqVtYa2ziKMAhR70UVkvgZX/LxGVpH/H6td9pMjRqjr1Dr/6EBRRXnfbR6EvhZ5/4+AHj3UcD/lqv/oIqDSmIvUx6UUV1V/4cjnpbo6vxZdSrBpsWRs8tnwR3Jx/SuQtdXutG1pb+08vz4i23euR8ylTx9GNFFcWWr/Zo/P8ANlV/jZf0yNX8D66pzgXdkP8A0YKoSqsUQRBhQOBRRXrR2RzPdmSB512iMThnCnFehf2dbafppkt0wwGATRRSXUU+hy8I8y8Bbkk8132kACaI4+6OKKK82W56Mdjl/iZZRWWsWYj3Fnt8sznJY5zkn8cfQCsDT3bzYOe4oorsn8L9Dlhuj1GG4lg8HXksTlJBEMMpwR8wrgdUvru4t28+6mlBYEh5CQf1oorx8o+Gp/i/RG+I3RJrnip9fhtYpdI0y2NuqRxSWySKUjXOEALlQvOTgcnmum+Jhz4liJ6myjye5+Zx/Kiivdp7M4p7o82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", "info": {"video_id": "43883", "label": "touching (without moving) cardvalidator of bus", "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": "43883", "label": "touching (without moving) cardvalidator of bus", "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": "d5ca4ee0387ae85b410f4261139f729b8caa4299daafc3a0845fdf67ec2a1526"} +{"episode": 48987, "episode_seed": 2785563712, "split": "train", "timestamp": "2025-10-13T03:24:02.638446", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2785563712, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'poking a stack of bottles so the stack collapses'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "165039", "label": "poking a stack of bottles so the stack collapses", "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": "165039", "label": "poking a stack of bottles so the stack collapses", "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": "38438c3edf480b73611c7d7f2447f3d9dd995dcdc450424e7e4b8f70bd7da260"} +{"episode": 48988, "episode_seed": 557441997, "split": "train", "timestamp": "2025-10-13T03:24:03.073254", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 557441997, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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) broken toothpicks of 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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"info": {"video_id": "2986", "label": "touching (without moving) broken toothpicks of table", "shuffled_order": [1, 2, 3, 4], "correct_order": [2, 4, 3, 1], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "2986", "label": "touching (without moving) broken toothpicks of 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": "2a5125efccd0203caf2b478b7e8e688705d9850aee884060adc9ad21c015f6d8"} +{"episode": 48989, "episode_seed": 627683381, "split": "train", "timestamp": "2025-10-13T03:24:04.021465", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 627683381, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering color pencils with paper'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [2, 1, 4, 3])", "action": "('reorder', [2, 1, 4, 3])", "reward": 0.0, "image": 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"info": {"video_id": "200494", "label": "covering color pencils with paper", "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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"info": {"video_id": "200494", "label": "covering color pencils with paper", "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": "f0abaae67230e6e10c32408b7b3bd8464a823641bfedc85117c535cc61277b70"} +{"episode": 48990, "episode_seed": 2221837309, "split": "train", "timestamp": "2025-10-13T03:24:04.871881", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2221837309, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 jelly on a surface'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 3, 2, 4])", "action": "('reorder', [1, 3, 2, 4])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "62415", "label": "putting jelly on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "62415", "label": "putting jelly on a surface", "shuffled_order": [1, 2, 3, 4], "correct_order": [1, 3, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "981629d3f1172f660300e4808b48e54d3324d26eb486f7cf3582a1d0dc49585f"} +{"episode": 48991, "episode_seed": 139214, "split": "train", "timestamp": "2025-10-13T03:24:07.588428", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 139214, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 cup 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', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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2Ins4LjGQMxP9DyP614TeWzW968TjBU/mK+lddtlvdJuYD3TI+o5rxHWtMN4rhQFuYwR/vV0w9+FuqPHxa9hX9p0lv6nEN+8kJPSjIHQCnyRPATHIpVweQRURrJnVGzWgrKGHHBp8Z3RFT1WmCuk8P6EzyC9vE2wDlEbq5/wqoRc3ZGWIrQpQ5pG94dgi03TYZL1vLWR1kl4yQvYY/wA9a0vEPjN9UQ2dirQ2h+8x+9J/gKy9YkY2kYJ/1jkgewH/ANeqWmaVd6hcRwwQs7P044x6/SuiUYuS7I82lOpGD7z1f6I6/wAA27z6ubjHyQxnn3PA/rXpyc21wPVCP0NYugaNHommrbqQ0jfNI/qf8K24DwwPQ4rlqTUp3R7mEoOnR5Zbs8C8RjF0x9a5efk4rtfF1sYbmUYxskZT+dcVIP3ldFXc8jCaRs+hXmOAEH40zaqDnk+lSH5pmY9FqNjk+9YNnpQ2DKngqPwpADFKD2pO9SEboj7UkymPAxJXofh9v3aE9o8/pXni/MIz6ivQ9EGyxkkPZAtduE0k2eJm2tJIn1jWdMXTobOysYjeYH2i6KYO7uB6/U1e8EXjPrsQBPKtGRnjGM1w8jmSZmHO5ia9H+Hmhywq2qTqVVgVhB/iz1b6dqzqPlizpw0XOrDTa34HeqtLinqKdsrnR7bIGTII9a5G8Qh39c812uyub1q0MNwXA+STkH3716GCaTaPl+I6cpU4VF0evzORu161hXS8mukvEHNYF2vJroqo8jByF0RS10+BwBXWxfIoFY+h2JgtzI4wznOPatla8Wq7yZ9xg4ONJJliNqsKRiqqVz9rLdah4vudMbV7i0i/eeUI0DZZULBfYcHk+nvWSVzruekeHetz/wAB/rW43SvO/hbqV3qC6kbu4ebaIiu49M7s16GxrRKyJZDIa848XRYuJeO+a9EkNcT4xhxiXHDDH41tT3OTGRvC/Y8pu0w5qoF5rSvU/eGqoXmqOPoOhTkV0ekWvnyCMHBYFc+maxIF5Fdb4dhzPvxwopTdohSjzVEi3pfgq1gmWS4naYr0UDArtLaKOGJY4lVEUYCjoKow9qo+J725sdBee1meKUSoAynnBPSuZyctz1KdKFP4UdMvStNmwK8t1HUbqDRob+x1/UZVa4+z5njVFmIXLPH32qflO71H0HpZfIH0oSsajJmBBBrybxJaNa6jJs4IJ2n2r1OZq4rxZaiRhJjqOtXCVmc+IpqcLM4GZbO+Gy8hG8fxdD+dVD4a05zlbqVR6cGrVxGVYhhTEQZrqUoy+JHiyoVKf8ObSJbXSdKsWDrGZpB0Mhz+laIdrhxu+72FU419BWnYw7pASKtzUVZaGEMPKc05u7N628OWWoQwS3fmEoCAqtgda6jTrK10+IR2sKRr3wOT+NU7MBI1X0GK0YzgV58pNn0lOlCOqWpeVwR1qaM/ergItRnuPGtxplzq95aWzTbI2iljRY+hJJcYxjPHUnFavhW8v5NR1m1vp7mT7NKI0W5xvTlhzjjPAzjihLqa3Oe8d6fnULjA4mUSL9e/6ivK5VxLz1r3nxdZ/adPW5UZaA8/7p6/0rxrXLE290JlH7tz+Rrs+KmpdjwZx9jiZQe0tUYIHyyH3pUjGNx/CpEHzOPenYrnZ3JjCoPUCm7Nqt34qTbQwwjH2pDuMt13eUPVq9OsdOuJdPWyt0zcSRlsE4xn39hXGeGNLN5eJPIv+j2/zMT3bsK9X8NwErLesOZDsT/dHU/n/KuuD9nSc+55dWKxOLhRWy1ZW0PwFaWsgn1FxOwOVhX7g+p/i/QV26MoUKAFAGABwBXM+Kr24sdBae1meGUSoN6dcE81hawfEuiaPpt5daleLLdl/MiK4EONpUE4+8Q2cf8A16425T1Z79OlCkrRR6WlSCiirQMCKrXsKT27JIMg/pRRW9Lc4MWk4NM4DUECOyjoDVGztIp7gmRc7eQO1FFehiPgPk8rSddJ9zYZQpAHShaKK8OR95EmXpXB3+oT6V4sub222+dFK23eMjldp4+hNFFEdymdj8JBtGrAdAIR/wChV6WelFFUIry9DXN+JkWTS5Cw5XBFFFaR3Mq3wM8lvR+8P1qlj5qKKvqeati5bgZFdvoaKlmpA5Ykmiipq/CaYX+IdFD0FZXjH/kW5P8ArtH/ADoornW56nQ5HVfEDaxFbxyadY25hVUje3V1KoOigFiAOc9OvNew5OB9KKKtgiCQ1g+IEVrEkjlTxRRSQp/Czz66RS5BFVRGo7UUVvA82qWY0Udq2dLUG4QEe9FFVPYzo/Gjq7bqK0E6UUVxnro861fV203xFqiGxsruOWcMUuod4DKOCCCCOvTOD3Bre8DXk9/d6veXL7553SSRsYyTuoorToCOwlVZIyjgFWGCD3FeVajaQvLdWrLuiR2UZ64B4oorpw3VHj5xpGD63OCkQJdyKOgpO9FFYy3NofCgpCoYBezMAfzooqUX0PRktYrK0htIF2R5APqc9T9a7y1RYoliQYRBgD2oorsxunKjzsi1dST3v/mZHjM/8U4//XaP+ZrhrrW9RvrCGwubqWWCB2kXfIzElsdcnnGOPTJ9aKK4o7H0DP/Z", "info": {"video_id": "63621", "label": "showing that cup is empty", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "63621", "label": "showing that cup is empty", "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": "7cb997a2a136b3a774419fe0790730e996496e50206c0a68a8cecfb927f663d5"} +{"episode": 48992, "episode_seed": 1792397015, "split": "train", "timestamp": "2025-10-13T03:24:09.168392", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1792397015, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'covering eye pencil with towel'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [1, 4, 3, 2])", "action": "('reorder', [1, 4, 3, 2])", "reward": 0.0, "image": 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", 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", "info": {"video_id": "25634", "label": "covering eye pencil with towel", "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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Y6gjqfqO9Xdfkk+z2+sW4JlhA3EfxJ/8AWrf0Ofbcy5YC082mTnDAMYs9z6ViLcyKVs5dwaFsA9wPSuh1Z4tY0tdUtWH2iEAuF6j3rm764W61FZVAEvIkI7kdDXnY52ifQ5JD3gvo/MUA9T1xWPp03lXwVsAZxzW3d5MO4dSOuK5O5dkuSVOCDmvIPpoapo72/by7PYSGVkGMHqaikPmI0ZOQcj9Kzri58/wza3KsSYpAr+2R/iK0IQzOARXRF6HgZlG3L8/0OQubKWHVpo3U7nhKxlOhwvFbtiGis4RIMOw3OPQ+lF5tl1XKrwg4PvRuYAHnpW86jlFI82nCzLaSfK2O9c1eNtkkOOSa2PNfeR0G3mufu5MliTySa4Kq2Peype9JkUdxufDj5R1NaK2ialYSLaYN1CNyD++vpWVazrBdASr+6fg57e9dL/ZkumwrqenfvFiO5lH8I/wrsw0Tz80neoyjoF7aa3A2h6gfJmJ/0eQ9Vf0rqfCUstne3Ph3VlPly/KCex7EVyHinTUuIovEukqVRyPPResb+vtXW6HqC+J9Ej1DA/tTTgBNjq6etepBHhzOqgV4rSW1l/1luxAPqB0P4iqkUhdrqdD0AB9+tWGu1c29yTkSL5bn19KztKLSnVYuf3W0H/x7mpqvWxvQj+7lL0/MoXVjJc6RqHlgEtGrMO52nt+dWdBhaMxzbCIZEG0k87sYNbWmWXmWFxKRyY2C1AkBitrbYMKhOB6U6c2qSRnJLnZFecgkVgaqWaA84GM1sXTuqtnjg1gX8v8Ao0gJyxXH0rzsVvc9DCq8kjmpbHKmVXJYjNG4yQpmrLEkAdO2DUeUgQ5OW7Zrymz7RDPKCDk8VE0ozwahuLrI61ntcgMaai2EloXJbjLEVZs89TWLHN5kyr6mt+Ndi4rTlsedi5qMeXud/c6VZeNNHXWdJCi9UYli7sR1B9/Q96yND1gWm/RdTBNlNlMP/wAsmPb6VBZrqnw/8SEFSYGOHX+GVPUV03i3QrbxBpQ1/RwGfbmaNRycdTj1Hevr9Fo9j881eq3KGhxTeFPEgt3YmzueEbsR2rrPEFlLd6c0tkWM9ufNjCH5lx1xXMeFL2LxFor6XenF9aHdDIepHY/0Nbt619aaaL62kJe2bLFeceoI9KiRrFdDDt71NWkjuJYwl6vyyFRgOPX61najlJp/YDFbFvc297fC7ihETyDMijpu9RWFrUwFxOgzz/hXz+L1m2fbZerQS8jmLY77m85G4qg5PJ/edvyrbsJdt48ZwAMD8MVztpk3t0B18pT/AORBWw5K3iOucvHk845BrCXwx9P1O2KvOa8/0RNqOSGGBjPGetc4W+y3quf4WzXTag58+JdvDIDjHU965/UogsuQOD0qWtSoPQ6W7lW4aKUsAJoVUke2RXPa2b3R5Yp7diMHKuBwfapEuZH0lNvPlE5wegq7oWq2WtJJo2o43N/qnPXPt7130FdJnymY+7iJL0/IvW1rp3xF0RkASDV7deP89x/Ksjwhrt34L1uXSdWjJsZWMdxC44XPcVRkgv8Awf4jWaFyrIcqw+66/wCBrvNe0u08c+HU1nTkVdRgXEsQ6tjqp9+4r1IRsvI8qUrmnpsS+E/EIiR/N0PUuY26qM//AK8fSt5rRbdZrMYaMgtDnoVP8NcN4F1ZNW05/C2pP+8X5rORuqsP4a7WaUwWKtc5Uxnazf3CODWjM7HGXcT6C/261O6zmJXYeinPzIaxL54472WSAgxtORz061u+JLkWFxcWV0M2l2m8nsG7OK5yZcxXwP8ADKzr+DV5WPeh9TkseX7v1NOdt0CMvXHf+tcvqMecuOme1dBHIw02c4JK4YE849ay7tBLa7sc9ePSvNZ7kdGyfSZzc6Dd2akZABA9cHNa9m+AZGcbvQnpXL6LcG2v+2GGCCa1vtCbozv2tux9a1hqjxc2XvR+f6Fp+JZJeOuBilJ3IPrUImRZGQHIY0ySfyWweV7VWp5qH3KqisSxJ6YFcvdlmlCitu5u/kOAcDrmsdm2yCYrlSeorGpq0ezlsuRSbHJEl/CbdmCXOPlb1q34a8R3fhrU1sdTXfCflBbkMp4xSX+nvc6b/aGnf62Ll1XqB60aUYfGFk+nThY9UhG6F/72K76EbJPoePjKnNUZ2lxZW+jagtxEFm0DVBhh1CE9j9P5VhaZazeCvGxQFmspgQD2eM9Pyq34KvXcXHhTWcrFNkRF+sUo/wAa1ruxkvNFms51/wCJlpTfIT1dP8ivSSPI8i/KUQTWcbDBxPbH1XuPwrO0qV4Z9ZVjgTNDhvb5qzL/AFBk0uzu4yS0LjafbuK0bGeG806+kyByrL+Gf8a5asv3iS/rQ9WjBrCTfp+aO40N0fT/ACcjO04qp93Nu4wwJxms3wrdq9oo35KkjOetX9SkE1ubiLmSE4bHcVovgRxfaMi/XcjhmxjjiuW1N9sDBRwSMk1sXmpb9/ynPSuX1i6byMEY5BFedine56uXxvVj6leSQICSRms64uASRmoXlbZkk1nzTdea86MLs+wSsPnnHY1S80nJqGWfJ4pFB211RhZGc5X0Rf00b7gn+7W7JKxz8wHtWLpKENIR1PGa0GVMkPJz9a1VO+p87j69qnKesaBrVh470ZdM1Mqmoxr+7l7t7j+oqrpd3feDNae0vVY2zn5l7MvZhXJahoF94W1FHjZvK3boZl/l9a9C069tvHmiNaXWyLVbdcq/973+h7ivo9lfoz4+/M/NGfe6XBo/iaDVrJgunXvV1PCMefyq3qt9qGgamt8qebZ3KhZF6o//ANfFUtGuvInm8OashEUhKLu/gb/Ci41KbQPM0TV4jPYt9xjyVU9CKmWiNKWskLZzWs1/K9oNkLfMFP8ACe4rA1CQ+dcEnIDEAGrmisiXM6wsXjDHax7is13+0tOoP8ZzXzeId5M+9wcbL5I5mzfF9dnp+7Qj/vutfzFOrQJkbQvrwc1W+zRxyBlUb8EFiOetReb/AMTOM9TjBrKUrpeR2RhaUn3/AMkjc1Abp427BRxWFfTiObyZwSo6Mvaty4lDFA+Mkdq5K3hbXPGE+mS6nNbRbZDF5abyWVCwX2HByT6e9XTpubsjkq140I80jatp7bTTGzuWgm4dWXG2qHiLQJdMuUvrMn7PIQ8ci/wms7TDeazok5lkeUwIhUNzgHPSuk8Ca/bXqv4b1nDRyfLC7dj6fX0r0sNHk0Z8tmNT2taUl/Whq6VcQeNtE+w3JVNTtxlW9ff6HvVfQNQvfCuslZkYKp2XEJ/iHqPcdRVPW9Dv/B2uxXlqzYU7o5B0dfQ/1ru7iytvGvh6LVrBQt9EuHQdTjqp9/SvSikvRnlNt69Tm/FemLp+q2/iDSmAtp2EgZOiP1/WvR7S5t/EOjR3B2g3Ee2Udt2MV554fu0leXw/f/8AHvcEiMt/A/pXS+GreaxW60uRv3kJJx/eXsRRJW07Di769zl/FtyItMk027GJ7THkueuM8qfasK5lC297zk+awH0JNdN4ze3vyDMo+0x5jfjhwOhNcfdtstWXIwcYA6V4eMneXKfcZZQ5aan5G3BhtH2g8lQMg/59qzLp3htvMTkDhl6Zq1p87f2djAxjvWR4lu2t9GdreQpIXXBHXGTXLGPM0jrqS5LyZLp6W1zL5gaSNlYHJAI/GmviOdRnlHB/Wq0sUWn6NHqOmaxfyrLcfZWNxCsaXBCbmeMddqnCnd6j3AsT4L5wc966o0nDc8DMMTGu4uK2uTT3ZgmeTIAAJyagsNTlnZ1kQOwPBB6fWqusK01sAnDZBFQPIun2ojDbp5B8x9BTkoqPmc1CEqk1FFm9vmmk8qM57HHek0e+gknbTrv5Y5vlVj/C1Yv2ho3WVegPU961dS05dS0c6tp3Lxj99GOox3rGMFfU9avONKnyxNKyv7jwvq5guULwZw3oyHuKi8Qae2ga5a6zpTYtpmEsTL0U91+n9KdoF5F4r05dOu3C6hAv7qQ/xr6GtPTIDcw3HhnUQVcZa3LD7rDtXpUo2X5nztWbctepua7bJqWmWPizTl2N8v2hV6qw7/0rdub9Z4rHWo+GZRFcD1B71h+Arg2/23w/qAxHKCpU9n6frVuCBobW90lz89uCMeo6g11bI5F7zMPVTDbXtxYOD5U3zxlex9qS2UW+mO8UrFQSjAjBGfWudtp49a8Yrp+p6ldW0Jk8qOWOWKNYsc5YvxjGeByTgd62dJN1J/wkFrdPcl7aVVC3AUSLhmHzbeM4xnHFcMoN1OY9qVWMcK6VtdPzOm8HzbbSePqUfcKrf8JDLDq80IdDH5hDhj1z2qn4Yujb6iVPCyEg5+lZNlZldauWkb92spKj15zW6lFQ1PNs3LQ2r6V/PYFNgzkKefzrntVk5UyHgcha3tRk3N5g5zXJ+IHdVGDywrzKyvdHs5d/GiY93fscgAVly3BY4zVmK1kujub5U/vHv9KtjT4FAG3J9TWScYH0rcpbGbDCXINXBDjFW1gSLpUUsqqPTFHM5PQltRV2LFMIG8vcF3HrUiyqQWaMsM43VRv9v2ASoSrZUhh9av61oGr+HND0y8up7hZb8yebAY8CDAQoGOPvMGzjt9Qa7qVO8T5PG1FKvJnunhYjxL4Ni/tRVmLgqTjB46H6153FcTaPrSzWcjI8MpCn1GcYNFFe1S2Z87V3R3nj+1ha1sdRC7bmT5WZeM8ZFU53Ou+BZJb/ABJNa7vLl6Nx6miiol/DNqX8c53w65NrK3Q4PSqdvKxlc8ZNFFfN1dz7/DfCylM5VgR+X5VRhONYT/fAoorE7VsaOtkqoZeCMY/M1xq382k6899bBPOicldy5HzJtPH0Y0UV1Yb4jyMf/CXqbXgOZo9WNuMeVIgDAj06VneLbSLTfFcqWuUGQ4weh9qKK9Cl8TPmsR8bPaNDP/CUfDQSaoBLIkRKuBggjoa5rwBeT2HimO2gciG4bZIh6Eev1oorvp/CzzpfGiz8S7KHT/EEVxagxySqJW2no2eo/Kt+5mcxaTqYOLptqsw/iBHINFFD+FFR+N+pz3jZFTVnK8blDH64rir5i0Izj72KKK+exP8AFZ9/gP8Ad4ehrWADaKmR2P8AOuX1U5sZdwztlUDPpk8fpRRU0viQ8R/Dn6DNW8SPrUdvFJpen2xgVY43tkdSiL0QAuQBzk4HJ5rZk++fpRRXdV3R8rU+FETcqM88Vzt3IzyMzHJzRRXPLc9DLuvyLukwpd2t1HKMqq7lPcGjwhfT23iGK2jb9zcZWRD0PFFFVD4ZEYx++Q+IIl0LxczaeTEVYSLg9CeSPpXo/ihQdF0fW1Gy/wBwy68ZwM80UV3UenoeRX2+Zr6nbxpqWn3qDbNcQkyFe5A4NM1aV013T7hTiSeAeYf71FFdD+E5ofxDzLVtV/sfxHq0Q0+wvIZLjd5d5BvCsoyCCCCOpyM4PcGug8FXk+pjxBeXcnmXFwUkkYjGSSx/CiiuWO56lb+G/kTWztHfAqcEFT+tT3rFdWnAwBnNFFR9g5luVzK5Z0JyBWLqKiaUCTkDNFFcdfY9bL/40f66FTHIHam96KK4z6d7FeV23sM1mTuxbr3ooroonHiNi3qYH9hxkDBBXp9apXXiHVNR023027vJpre3keVPMkZiWfGcknnG3j0yfWiivRpfCfJ1/wCIz//Z", 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", 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Y6gjqfqO9Xdfkk+z2+sW4JlhA3EfxJ/8AWrf0Ofbcy5YC082mTnDAMYs9z6ViLcyKVs5dwaFsA9wPSuh1Z4tY0tdUtWH2iEAuF6j3rm764W61FZVAEvIkI7kdDXnY52ifQ5JD3gvo/MUA9T1xWPp03lXwVsAZxzW3d5MO4dSOuK5O5dkuSVOCDmvIPpoapo72/by7PYSGVkGMHqaikPmI0ZOQcj9Kzri58/wza3KsSYpAr+2R/iK0IQzOARXRF6HgZlG3L8/0OQubKWHVpo3U7nhKxlOhwvFbtiGis4RIMOw3OPQ+lF5tl1XKrwg4PvRuYAHnpW86jlFI82nCzLaSfK2O9c1eNtkkOOSa2PNfeR0G3mufu5MliTySa4Kq2Peype9JkUdxufDj5R1NaK2ialYSLaYN1CNyD++vpWVazrBdASr+6fg57e9dL/ZkumwrqenfvFiO5lH8I/wrsw0Tz80neoyjoF7aa3A2h6gfJmJ/0eQ9Vf0rqfCUstne3Ph3VlPly/KCex7EVyHinTUuIovEukqVRyPPResb+vtXW6HqC+J9Ej1DA/tTTgBNjq6etepBHhzOqgV4rSW1l/1luxAPqB0P4iqkUhdrqdD0AB9+tWGu1c29yTkSL5bn19KztKLSnVYuf3W0H/x7mpqvWxvQj+7lL0/MoXVjJc6RqHlgEtGrMO52nt+dWdBhaMxzbCIZEG0k87sYNbWmWXmWFxKRyY2C1AkBitrbYMKhOB6U6c2qSRnJLnZFecgkVgaqWaA84GM1sXTuqtnjg1gX8v8Ao0gJyxXH0rzsVvc9DCq8kjmpbHKmVXJYjNG4yQpmrLEkAdO2DUeUgQ5OW7Zrymz7RDPKCDk8VE0ozwahuLrI61ntcgMaai2EloXJbjLEVZs89TWLHN5kyr6mt+Ndi4rTlsedi5qMeXud/c6VZeNNHXWdJCi9UYli7sR1B9/Q96yND1gWm/RdTBNlNlMP/wAsmPb6VBZrqnw/8SEFSYGOHX+GVPUV03i3QrbxBpQ1/RwGfbmaNRycdTj1Hevr9Fo9j881eq3KGhxTeFPEgt3YmzueEbsR2rrPEFlLd6c0tkWM9ufNjCH5lx1xXMeFL2LxFor6XenF9aHdDIepHY/0Nbt619aaaL62kJe2bLFeceoI9KiRrFdDDt71NWkjuJYwl6vyyFRgOPX61najlJp/YDFbFvc297fC7ihETyDMijpu9RWFrUwFxOgzz/hXz+L1m2fbZerQS8jmLY77m85G4qg5PJ/edvyrbsJdt48ZwAMD8MVztpk3t0B18pT/AORBWw5K3iOucvHk845BrCXwx9P1O2KvOa8/0RNqOSGGBjPGetc4W+y3quf4WzXTag58+JdvDIDjHU965/UogsuQOD0qWtSoPQ6W7lW4aKUsAJoVUke2RXPa2b3R5Yp7diMHKuBwfapEuZH0lNvPlE5wegq7oWq2WtJJo2o43N/qnPXPt7130FdJnymY+7iJL0/IvW1rp3xF0RkASDV7deP89x/Ksjwhrt34L1uXSdWjJsZWMdxC44XPcVRkgv8Awf4jWaFyrIcqw+66/wCBrvNe0u08c+HU1nTkVdRgXEsQ6tjqp9+4r1IRsvI8qUrmnpsS+E/EIiR/N0PUuY26qM//AK8fSt5rRbdZrMYaMgtDnoVP8NcN4F1ZNW05/C2pP+8X5rORuqsP4a7WaUwWKtc5Uxnazf3CODWjM7HGXcT6C/261O6zmJXYeinPzIaxL54472WSAgxtORz061u+JLkWFxcWV0M2l2m8nsG7OK5yZcxXwP8ADKzr+DV5WPeh9TkseX7v1NOdt0CMvXHf+tcvqMecuOme1dBHIw02c4JK4YE849ay7tBLa7sc9ePSvNZ7kdGyfSZzc6Dd2akZABA9cHNa9m+AZGcbvQnpXL6LcG2v+2GGCCa1vtCbozv2tux9a1hqjxc2XvR+f6Fp+JZJeOuBilJ3IPrUImRZGQHIY0ySfyWweV7VWp5qH3KqisSxJ6YFcvdlmlCitu5u/kOAcDrmsdm2yCYrlSeorGpq0ezlsuRSbHJEl/CbdmCXOPlb1q34a8R3fhrU1sdTXfCflBbkMp4xSX+nvc6b/aGnf62Ll1XqB60aUYfGFk+nThY9UhG6F/72K76EbJPoePjKnNUZ2lxZW+jagtxEFm0DVBhh1CE9j9P5VhaZazeCvGxQFmspgQD2eM9Pyq34KvXcXHhTWcrFNkRF+sUo/wAa1ruxkvNFms51/wCJlpTfIT1dP8ivSSPI8i/KUQTWcbDBxPbH1XuPwrO0qV4Z9ZVjgTNDhvb5qzL/AFBk0uzu4yS0LjafbuK0bGeG806+kyByrL+Gf8a5asv3iS/rQ9WjBrCTfp+aO40N0fT/ACcjO04qp93Nu4wwJxms3wrdq9oo35KkjOetX9SkE1ubiLmSE4bHcVovgRxfaMi/XcjhmxjjiuW1N9sDBRwSMk1sXmpb9/ynPSuX1i6byMEY5BFedine56uXxvVj6leSQICSRms64uASRmoXlbZkk1nzTdea86MLs+wSsPnnHY1S80nJqGWfJ4pFB211RhZGc5X0Rf00b7gn+7W7JKxz8wHtWLpKENIR1PGa0GVMkPJz9a1VO+p87j69qnKesaBrVh470ZdM1Mqmoxr+7l7t7j+oqrpd3feDNae0vVY2zn5l7MvZhXJahoF94W1FHjZvK3boZl/l9a9C069tvHmiNaXWyLVbdcq/973+h7ivo9lfoz4+/M/NGfe6XBo/iaDVrJgunXvV1PCMefyq3qt9qGgamt8qebZ3KhZF6o//ANfFUtGuvInm8OashEUhKLu/gb/Ci41KbQPM0TV4jPYt9xjyVU9CKmWiNKWskLZzWs1/K9oNkLfMFP8ACe4rA1CQ+dcEnIDEAGrmisiXM6wsXjDHax7is13+0tOoP8ZzXzeId5M+9wcbL5I5mzfF9dnp+7Qj/vutfzFOrQJkbQvrwc1W+zRxyBlUb8EFiOetReb/AMTOM9TjBrKUrpeR2RhaUn3/AMkjc1Abp427BRxWFfTiObyZwSo6Mvaty4lDFA+Mkdq5K3hbXPGE+mS6nNbRbZDF5abyWVCwX2HByT6e9XTpubsjkq140I80jatp7bTTGzuWgm4dWXG2qHiLQJdMuUvrMn7PIQ8ci/wms7TDeazok5lkeUwIhUNzgHPSuk8Ca/bXqv4b1nDRyfLC7dj6fX0r0sNHk0Z8tmNT2taUl/Whq6VcQeNtE+w3JVNTtxlW9ff6HvVfQNQvfCuslZkYKp2XEJ/iHqPcdRVPW9Dv/B2uxXlqzYU7o5B0dfQ/1ru7iytvGvh6LVrBQt9EuHQdTjqp9/SvSikvRnlNt69Tm/FemLp+q2/iDSmAtp2EgZOiP1/WvR7S5t/EOjR3B2g3Ee2Udt2MV554fu0leXw/f/8AHvcEiMt/A/pXS+GreaxW60uRv3kJJx/eXsRRJW07Di769zl/FtyItMk027GJ7THkueuM8qfasK5lC297zk+awH0JNdN4ze3vyDMo+0x5jfjhwOhNcfdtstWXIwcYA6V4eMneXKfcZZQ5aan5G3BhtH2g8lQMg/59qzLp3htvMTkDhl6Zq1p87f2djAxjvWR4lu2t9GdreQpIXXBHXGTXLGPM0jrqS5LyZLp6W1zL5gaSNlYHJAI/GmviOdRnlHB/Wq0sUWn6NHqOmaxfyrLcfZWNxCsaXBCbmeMddqnCnd6j3AsT4L5wc966o0nDc8DMMTGu4uK2uTT3ZgmeTIAAJyagsNTlnZ1kQOwPBB6fWqusK01sAnDZBFQPIun2ojDbp5B8x9BTkoqPmc1CEqk1FFm9vmmk8qM57HHek0e+gknbTrv5Y5vlVj/C1Yv2ho3WVegPU961dS05dS0c6tp3Lxj99GOox3rGMFfU9avONKnyxNKyv7jwvq5guULwZw3oyHuKi8Qae2ga5a6zpTYtpmEsTL0U91+n9KdoF5F4r05dOu3C6hAv7qQ/xr6GtPTIDcw3HhnUQVcZa3LD7rDtXpUo2X5nztWbctepua7bJqWmWPizTl2N8v2hV6qw7/0rdub9Z4rHWo+GZRFcD1B71h+Arg2/23w/qAxHKCpU9n6frVuCBobW90lz89uCMeo6g11bI5F7zMPVTDbXtxYOD5U3zxlex9qS2UW+mO8UrFQSjAjBGfWudtp49a8Yrp+p6ldW0Jk8qOWOWKNYsc5YvxjGeByTgd62dJN1J/wkFrdPcl7aVVC3AUSLhmHzbeM4xnHFcMoN1OY9qVWMcK6VtdPzOm8HzbbSePqUfcKrf8JDLDq80IdDH5hDhj1z2qn4Yujb6iVPCyEg5+lZNlZldauWkb92spKj15zW6lFQ1PNs3LQ2r6V/PYFNgzkKefzrntVk5UyHgcha3tRk3N5g5zXJ+IHdVGDywrzKyvdHs5d/GiY93fscgAVly3BY4zVmK1kujub5U/vHv9KtjT4FAG3J9TWScYH0rcpbGbDCXINXBDjFW1gSLpUUsqqPTFHM5PQltRV2LFMIG8vcF3HrUiyqQWaMsM43VRv9v2ASoSrZUhh9av61oGr+HND0y8up7hZb8yebAY8CDAQoGOPvMGzjt9Qa7qVO8T5PG1FKvJnunhYjxL4Ni/tRVmLgqTjB46H6153FcTaPrSzWcjI8MpCn1GcYNFFe1S2Z87V3R3nj+1ha1sdRC7bmT5WZeM8ZFU53Ou+BZJb/ABJNa7vLl6Nx6miiol/DNqX8c53w65NrK3Q4PSqdvKxlc8ZNFFfN1dz7/DfCylM5VgR+X5VRhONYT/fAoorE7VsaOtkqoZeCMY/M1xq382k6899bBPOicldy5HzJtPH0Y0UV1Yb4jyMf/CXqbXgOZo9WNuMeVIgDAj06VneLbSLTfFcqWuUGQ4weh9qKK9Cl8TPmsR8bPaNDP/CUfDQSaoBLIkRKuBggjoa5rwBeT2HimO2gciG4bZIh6Eev1oorvp/CzzpfGiz8S7KHT/EEVxagxySqJW2no2eo/Kt+5mcxaTqYOLptqsw/iBHINFFD+FFR+N+pz3jZFTVnK8blDH64rir5i0Izj72KKK+exP8AFZ9/gP8Ad4ehrWADaKmR2P8AOuX1U5sZdwztlUDPpk8fpRRU0viQ8R/Dn6DNW8SPrUdvFJpen2xgVY43tkdSiL0QAuQBzk4HJ5rZk++fpRRXdV3R8rU+FETcqM88Vzt3IzyMzHJzRRXPLc9DLuvyLukwpd2t1HKMqq7lPcGjwhfT23iGK2jb9zcZWRD0PFFFVD4ZEYx++Q+IIl0LxczaeTEVYSLg9CeSPpXo/ihQdF0fW1Gy/wBwy68ZwM80UV3UenoeRX2+Zr6nbxpqWn3qDbNcQkyFe5A4NM1aV013T7hTiSeAeYf71FFdD+E5ofxDzLVtV/sfxHq0Q0+wvIZLjd5d5BvCsoyCCCCOpyM4PcGug8FXk+pjxBeXcnmXFwUkkYjGSSx/CiiuWO56lb+G/kTWztHfAqcEFT+tT3rFdWnAwBnNFFR9g5luVzK5Z0JyBWLqKiaUCTkDNFFcdfY9bL/40f66FTHIHam96KK4z6d7FeV23sM1mTuxbr3ooroonHiNi3qYH9hxkDBBXp9apXXiHVNR023027vJpre3keVPMkZiWfGcknnG3j0yfWiivRpfCfJ1/wCIz//Z", "info": {"video_id": "25634", "label": "covering eye pencil with towel", "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": "07fa2cf3a6e3f57685189e635db26ed09f75615646a29f6f3340181f4d9362cb"} +{"episode": 48993, "episode_seed": 1125802552, "split": "train", "timestamp": "2025-10-13T03:24:10.706669", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 1125802552, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 ointment up'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [3, 1, 2, 4])", "action": "('reorder', [3, 1, 2, 4])", "reward": 0.0, "image": 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"info": {"video_id": "232", "label": "moving ointment up", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 1, 2, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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"info": {"video_id": "232", "label": "moving ointment up", "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": "3000460c31a93d450dffc61c03fd9c579607c2c5cc845494e58a03191de2cc3f"} +{"episode": 48994, "episode_seed": 2363657611, "split": "train", "timestamp": "2025-10-13T03:24:12.988023", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 2363657611, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 flash drive'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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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8TXYeKdKGr6JLbj/WriSMjqGU5BrzzwfprDxtLd29vOiJuDeYmwKCMEYrVTTpOL3F7NufMtj1aVe4qtLOsMDyN0Ubv/rVa++lcb4x1BkMemwH55MM4H/jo/r+VZ04c80iMRW9lScuvT1OA+IWpG/lskTHkQmQbv8AnpISC7fyA+lcTXXeNolgj0+JOQgcZ9T8uf1rka663xs5cLHlpJM9f8L60xstPtnXCLCiZ/ACvXLHTcW3m8529zxXjugaHNaeHU1y8/dWoASBT1mfHb2HrXVaZ8Rbi209LSSPeBkF++D0H4VnTqKOkzpnBv4ToLqUJM0foaVZ9qYz83auej1lLt2uGJ2r1z3q7b3HnN5hPBrObTehcU0tTaWTfEwb0/OvB9XsW0rU9QtWRvJhl+UgdEbJT+o/CvbY5C0gA6Vz/jPw5LcQPeWlkLmWWLyZI9+0kZyD05wf506NRQnd7BUg5xstzovButjxB4Wsr4tmUp5cv++vB/Pg/jWrINpNc/4I0mfRPD8cFwixuzbzGv8ACTXQ3UkcUDzSNtjRSzH0A61k9XoW7R6mD4i1mLTLdGKiScfNHCf42/hz7Z5/Cvm2aUzHBUbgeo617E1zJqupz38wyqk7F7AnoPwFeSWKKZi79FNdlSChCKPNwlR1qk6nR2t6K/8Aw5saBaC1ia7l4Yj5Qapa1dmZwuetXJ7sCHrhRWdp0B1HUwzDManJ+lYtnotWVjX0CCSykgG3/SDIJEx12lSCK9JttQFhbIGyZ3GeewotfDMeg6fb+IdRCmQqVjhPUAjj8axYXlvLp5HOWY5rGfNF6jVmro7rS70sqysc57VjfEnTnutGt9VUEm0kxIR/zzfg/kdp/CrmmW7sYkGc9K6+506O60iaxnUFJYyjA+/FOMuWSYnFSVmeV/DrXDpvjB9JnDR/bUKFTxiReV/TcPxFewygFc15hpHhTUh4zS7ns44Y7baPtAfd5m0AAjPTI/8A116epBXBq684zm3HYUKbpxSbuypJMsMbvIQEUZYk8V5b4t1X+0sLGAbeEuFc9ZJDgu306AfSup8a6kyeVpkB/eS4Z8f+Oj+v5VxHiWJbayt4E/gDDPqeMmumjDlpOT6nnzq+1xiito/m1+iOAupXjmMg/h5rOCI4T7xldjn0A/x61sXYj2sOpNVdPWA3Kk/fXOBWEnY77Hq/wm8CWt35uq3NuJmiIWIyDcAcc8dPSoviLbR+Itfj0+GdLbTdNBR2UjEkpI3bQOOMYz9a0YvG66N4B0/RNFkCahKjSXtwnWEMx+UH++RjnsPfp5drOpvJciBG2oMDGfzq2/cSREItycpbHaeH7Tw/ommXah90s8i+VPPjLKOoGO2a9f0CZ7jw9YyO25mgUlvXivF/AmiQ+KNXRb63+0WcOcAn5f8AOK92gtYbK3it7eNY4Y1CIi9FHas5T5oqJXIo1G11PC/G2mNpXi3UFEZME6/akwMgBjh/yf8A9Cr0j4ba8ut+FIkL7prJzbPnqQPun/vnj8Kf410Z7+1W7t7UXFxCjp5e7aXRhhgD+R/CqXw70O60XSpmuIBbmZg3l9+PWqnVjKko9UEaTUnO+h2Mo2kkVl63qNrY6cz3bfuj95B1kA/hH14Fa8gBXOQB3JrzPUb3+3NceQkm0t+VX1UdPzPNPC0+ad3sjkzCu4UvZx+KWny6nibjbFuPevev2brJhY67fSDHmSRIvvgMf6ivBr0gRgD7xOK+o/gfp7ab8NLeeZQrXkzzgnqU4Vf0XP41rU3sjSG12ei3UvlRHb97sK5i/k81856Vp3lzuPWsSVgc5qWrKxUdXcpSYDZ7Gq79amm6kVXJ3L1rlkdCIJFGSOxqusSxEkADPU461ZcZHaoG64rNloimuI7WGSaU4jjUs1eZG6e/1W4v5eTuOB7n/AcV0XjbVPJtEsoz8zkM+P8Ax0fnz+ArjvD9odU8RNpc2pzWq7JDGY49xd1QsF9AODyfT3rsw65I8z6nmYl+2rci2j+f/AMrxw6v9hCkHG/P/jtcnDGZpkjHV2Cj8a0dXuZrlLdpZGfgkZ7ZxVXTo/Mvo/RTuP4U6stWzelG0Uj1rxZrsV/JZ6ZZODY6fCsKbfuswHzN+dZ+mafJfXHlxj5QMsx6KPWsOy3M+OpJxXayuulaQmnw4+0z4e4YdQvZa4nLnk5M60uRWREgE9ysUIxCvA9/et6AGGEJ3Hequj2P7oSsOa01iMkygDvitIRsricruxq6RbmU7mHAH/6q2GVWAB6ii1tltrVVHXHJ9adJUsaIexFcp421b7PYLYRn95NhnA/u54H4n+VdPPMkMTyyHaiAsx9AK8Z8T6pcXl5Peq5Rlcbcduyj8BW2HheXM9kcOYVHyqjHeX5dTbtdltbCMkZA5Pqx615HbnaCTwMmvRtWhht/D8OpafrF/MpuTbZuYVjW4ITczxAc7VJCnd6j3A8zkk3AIvTvXRWnzWFhqfs7oW5uTKQq/dH612PgDTF1DWra2OAm7zJWPQAcmuIAG7iuq0bUZLCzlityVlnGx3HUL3H41zyaTVzrSbud74s8QHXdUEFu/wDoNsSkQH8R7t+NS6JZH5ZiOAK5rSYvNlRAMknivS7KxCxRQqMZHNZK85ObLuoRUUa+gWSnM5X5V+7/AI1uSdc/nSWUKw2qxgcAdKc3GRSY0VyoU5Worm5jtLeS4lOI41LN9Kmbg1xXjrVjFbJp8R+ZiHcD/wAdH58/lVU4OcuUxxVZUaTn93r0OeW6fUdXuNRm5O47R7n0+grF8aTAQ2oRhzuBx+FP0DybrxONJvtSubW3d9iSxSxRqh6lmMnGMZ4HJOBWD4iFzFqF3ZztcZtp3QJcAB1wcfNjjOAM44r0J1FyuKPPwlB02m3r19TnLhwAeagsNzXIIOMck066BbgetS2kXlR7mOK5Gen1Nj7SttbkKcDGSTWNawSapqiIuTvYCo7q784+Wh+Qd/Wu7+GmhfbNRFzImVj5H+92peQSktz2TwNoMGiaIqIgDyclsc10jADrRFH5NqiD+EClfBGRUyRK7lVwGG0+tMGAMdqlfkVA7YBJ4x3rNlowfFurDTtHeJWxNcAqPUL/ABH+n41x+mxiG2CvxJJ87/0FZfjfWZdQvZJoXZYo2UJjsoPH5nmoNc0vXNC0LS768u7pZ70yGWEpgQY2FAxx94hs47fXNelStSiovc8WzxNV1k9Fov8AP5nl1yS90FJ4GBX2xaQx6fpFlY2yhIILeONFHYBRiiis/ts9H7KM+Z2I5PWqUhINFFTIaKUxIPWq44cj2zRRXNLc6I7Eb/eNV3PI9zRRWTNEeUa3cSXGru8hycu34g4H6Vz0GqXOka99vtdnnRM23euR8ylTx9GNFFejLZHi4TZvzf5mHqIwsI7AEfyqXSFH7xu+QKKK5q3ws9GjujsNCUG9ViM7RuAPqK1rdmuLnzJSWZzkk+tFFcsdjpe53FmoSBVHTFX9KiV7xywzt6UUV1z+ExjudGP9Vj0qFumKKKwNDmPF88kWmLGhwssm1vcAE4/MCvI9Sc/2XuPJZg59zmiiu2j/AAjyK2uNfov1Hax4ok122t4pdK022MCLHE9skilI1BwgBcqBzk4HJ5rgj1ooqXsjtjuSxjjNbGn9aKK5qp1Q2O98Kxq96hI6c16jpiK0oJHIooqqfwMifxnREYKY9qifqKKKzZfUgevH9XuJLrV2klbLEu/4g4H5CiiurCfaPLzL46S83+RzQ1x9L1G7ibT9PvoppA7R3kG8BlGQQQQR1ORnB7g1n6pf3Op3VxfXchkuLhzJI+MZY+3aiirl1OinujJCioZ2LMI84U+lFFYnQyCJF+0hccZr334Z2sMdjAVXl2y35UUUR+MmfwnqEv3qhHQj3FFFTLcFsQt3rB8UTyQaLMYzguVQn2J5oopUv4kfUzxbaw9Rrs/yPG9XYnTZX/iacZ/A4FUbjxDqmo6dDpt3eTTW9vI8ieZIzElsZySecbePTJ9aKK7qnxnDhNKEbH//2Q==", "info": {"video_id": "170386", "label": "putting flash drive", "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": "170386", "label": "putting flash drive", "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": "e9d9780ad9ebe9f3e4c6b0a43b6feb7fba1e2cfadc251349cd42f35db0944545"} +{"episode": 48995, "episode_seed": 3948413525, "split": "train", "timestamp": "2025-10-13T03:24:16.442348", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3948413525, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 neck chain onto book'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [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": "63771", "label": "pretending to put neck chain onto book", "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": "63771", "label": "pretending to put neck chain onto book", "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": "16393fd33b6e5239b813b85d14a7b1ad138b0894d65ba2e77532de6ce1eeb78a"} +{"episode": 48996, "episode_seed": 540302853, "split": "train", "timestamp": "2025-10-13T03:24:18.065282", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 540302853, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'moving bottle away from the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('reorder', [4, 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": "207715", "label": "moving bottle away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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KOo5qop2HAYMhXjIq3a7Mk5wxJPHpUxGTyzQzqqOoYEhgDSHfIgeMciTcFJ6iqEL+ZeNuVnygjQKudqKTz+Zq/CoTgElR09aoEWYzE2JWh2yDIII71yPjLU57Z5LKCKN4hAJXJzn73JH4V1w3OFWMjAOPcVx+smO48amxPIaz8tif9oH/AOtUz0ib0IqU7My7Hw9pviG5iE8DQFBz9nOA/wBc5x+Fb72UOk2l/DptslvFA0cSShf3rYddxLdwckY9qzvBi+XMrM2WVegzk47V1mvLp9hpP2y581WvbiPcgHTBzj8aiVPljzDhO9SzJYyzFQsZUhNxBGMVBd+ZJZNGnJf5QAasLOHhdoslMDHtxSSlfLba3zBehPXArUwe5k+S1qojLM4PLHtn0A7UTFhb70O5c4UY5GakaZmlEaEZAJYZwahkcxxAqQUHP9P61K3AzLm9a2DbckLgHBqtDfxyzjzFBKNuGR04zUGoTK2TzuGWJHvWbprFnl3oWDMC7E428YA/KmM7uxlkBhkUByFO5M+tbKCFgSI9hkAyD29a5zSjgJ1K5xXSKrSyAhhtxzjr9KaBnL6/qs8ckkGkzQvcNGyckEpg4IAPequgSa1EIX1fcgOflmIDEFgFwBzjrkms0os+syXERHN7NFn1AbI/rXaaslvHa293K5BlmhtwNvXBLZz9Kyab946OVKSh3LbBJDukQNt9ByDUYkJQsASucexp5aJX3sWR8+vFG/PlKeO/Tg1qjlM3UY5rm5iRABs+YkjgH1/wpindIegfOORjdV65PlquD8rZGf8AGqLMZGJ2AfN8vvUyA6JljJG4YCrgY9azbtyL+NcM6o2QgHLuVwPyGa1SEDRqAeOTgE0zyR5/mBAJB0Ldh7fX1q2KxDDEA3yqV6ZBPQ4o1H/kE3YBKnyWOCOvFWNipMpLEF26AVj+J75rTw/etkBivlrn1JxRsVHdHFrai98LarnlkfzV9tpz/Q1W0Jp5JkEfLDnKkZx+NbHhYrc6fewNjEkTD/x01laFHb+bEXhyQu7HY/hWNJJs78Ztc9c0mNrrTZEaNkLxsu1iM8jFYMmk3c2mKsytt+1IgLZ+VEVs9fqBWvp6zGG3ECpHGAOXOFAx0rN+KmtXGm2GkxwThIrl2B2nBbaMnHfGcVeIppJT7HFhpyc1FdS0vlxwxxFdgAx9Ky55wJIoWfa0jDB7GpdMnN5pdu8j5aQAbie1NNp5t807XGIgPkhCDGfUnr9MYovdE1IuEnF7joypZkPZgWHbvVbUwhtcAFUYHfj+73H41PHPDJNcwRktLGF3jaRjIOOe9Wmj3FT5YOORnsfWrjsSynGJGVPPjVXPKgHJA96tqNq/dyPUHmkZF8rLEuFzzTTkqjJwNvOPWhjOd8XtFCNLO7Ltck8+gArmpLRrXxFdwoGEbSiVdvowB/nmr3jSdm1zTLcn7kbOfclsf0qtq19Z23iA/argRMtvEcH+Lg1jdKep2qLeH0PQrO0XUtOismk2zthwenSq969pB4iNvDMrypDHHtHUAVm+HvHvha0u4Bfai0caj5nWIkjA+lc1o+rza34zvdXRP9FmmKx8Y+UdMjscDNVUcVJOJjQhJpqWiPQHLRszAk9AAazL+YiN5AFDY24JwCRnv+Vac8iRxhgDzziqEsMF2I0lgEixkMFkHG71xVM5ytHxHDlMBhh167TV23VPMfHPGAMVQ1K5kggjliiTy2OGLHBQEYBA+tbEMbJk+w6/SiI7iQ26xOzIgO/7zN1Ppj2HNLGvlZUPkhcgAdKm5kkiGNrZJOPTFUre4aW9RHiwrpkSA9/pVPQVycSFnXjB9fSuAacN4/1Kd2+WJyu7sAqf/Wr0KAocCZSrhh8wHUe9eeWsYuLjXrwAsGacgnv1ArKq9EdeEXvtmBa+K9R0w7Y7K2cr1Y5IPvwauXXijVPGeqaXp9ylva29rkrHbghWY/xNknJ7e1cnfwTWcioxIVwDx6Vb0OVv7Whkt1+ZnwoNZ3lym6hH2m2p7nZ27R2iKWV2wN2OucUyaMM//jzH0AqhYaqst0sCoTvjLKQpGMDPJ7dx+FWrmMpIxLMy8HKntWyeh57d22UoLSY3EtxN5QOSqbSS20/3u3fp2qtPJFn5JAwBY/KcjOcfnxWkrI/IO0AHgnrXOX8DWUkpCrFDJI21QMD60uokZtzJvkcBDyaS2TDbFChCOnU/Wq77tzFT3yOa07G3kfzJcHdHH1HcmqLN7Sl2xvtZiVYDmttZcbnb5Qi7ieuQOaytEYzLchWiZlbCvEwPQjIPvVjXbtbfw3eSBdsxhMYK9CzHaP50XtqJe87Hm9xPLa6LbMskkcszy3IkR9uwdT9c5qHTtZudV1TTodQ1C4nt4S/lLK+djnHIFbesWcJ0QGVAyQWfA7bs8VzXhDS3m8RW5BzAj7g5HXHX+dcse56sk012PY2EbTCFuMrkHPHSpfLKIAQBhcD0qpqNylosYMcrh2KiQLlFJHG76nAFJYXo1G1kER2sjFW54zjOP8+ldR5F9SK8V0t5WijaQj5VjBA3HvyeKrRWkkVn5TqVY/OVD7tpPXmrRIU7ZGbGOB/Oq2qQedpswYsSPmXDEEEcjp6cVLA6wISqMCe/fIpGLGMqQDuO1ceuetSRlGO3ZtYZztINMeVVlXKllUknAwelakmdeXjRagsOYmBkI2uwDEADOB3rmviPM8Om28Gf3ctwWGfYH/Gu0S1hNy12baMzlMGQrltvXANef/FSYySaVCvQq0v54H9Kifws0oq9RFLwvMbezuZSOEhdjn6GsXS/FWk2kcbyJMkm0K6YBB+lWYJXtfD18y53PGI1OOm44riprGT7QUVOvIHSuaDsz060eaNmes6b8VfDFs6G50+8ZF+9twSfoM4rj/FXiq4+IPjCKaKP7PbIBHbQs2di9yT6nv2rjDA5YAD863fD1v5Gq20mc/OD+FaTm2tWYUKKjO6R7Bo+nyW2kwpIRuKnCnsBx/jV0MThWTaByOKmjc3VvAwGV5JUdcVy1vdXeoeM7zS21e5tISJDEsabssqbgvPQcHk/1rRLRWOOq3Ko2zoo4w88sgIwyBV554JP9RVn5kfhuByc1yng3VZ7r7WL248zPllRI3TOc4/SuquH2IQAeQevSrjsZvcz9UuFs7NJXl8rfu+bBPJIwMDqeaniSd7SFzkSpkEgEE9O1WQxlIbYo2nA7496fIpmilj3Mnbch5wR1Bp7jPNvFJa+8cAcfu4EXA7E5P8AWuW8YKz69cmTkRlUBx0AUV19naGbxleIZWl8l/LDucsQvAye54rL8S2PGsXTr91x19zgGuOT95s9WlH90kcGY0Yna4IBxXd+CpP9EltI/mkdl2j37VwZh/eLt5xjca9L+G9i6XUt3LFxjCmq3aM3pCVzubeB4dP8qaRJ2VcNIoIGc9s+1QlGLAxyYBPAY9avy+WbYlBhX4+Vuh+n4Vz3iueex0hZLecI6uhRlOGA6H+dbtHnIvTxLKwhnUBQQRjpkVrqE2kjgejCuI1aYwaNDqVlreoTA3Rts3Eaos5CbneLvtUnad3qPcDoNJN2ZJDuX7EBy7vyWwCMD8hRHQGaayoHbruwFX0NR2ljZ2ksk6QASSuC0hOST0H0Ht0qRo1XD8pnDf1p6xzNgH5u+M+9UIytdurmxhaYLGsGwgOCd+8AkZ9uMVzHhiIy6JdqesoPP1NdR4sCf8I7qHmqVZUyh9+n9a57wifMiKAYQDJ9z2rnrbpHoYRaNnDeLdi6siRgbfIVfoeh/lWn4R0JU1m2eYHy9gmjb27/AJGq/i+wdNZjCDLO7kD6np+tdz4Rjin0m2kP3oWI+gI5H6VCfQ6ZKycjobXTvsVvsjcbXYu+ONw7U2bi5YvlUAH0Jq2VKwebCclc7kxwRWfeXQsYpZG27HYopJGCecda6tkeOMRklt2DqNwcqSKw/ETyJbQZxsyc7uowRVLQ706n4kNjf6hcWMNxJtVoJo40jOBkkycYwDx1zgVTngvLu/1G3uJLsy6dKyxxzkBwNxBDheM4Az19qmwyxZWqTR+aq5yf4eldHplspTaYs7yST2I9Ko6BpTW8fmtKWMvKRbeEAPXP0rphbqkmxVwx6EU0hkttDHbQJBDCka7TtCLgLjnFcf4zmuY7aWGaVG3SIybF24Un7p9SCuc+9drDA/mEhgcdQfpXJePAg0q0LR/6Q1yqBvUfMamfwl0vjRl6nbGTwpuycKhD++Qf64qD4fW6mHy3X94rb0OOoPBrVt4xdeGZoW4JGOan8JW/2aB5lXjI59O1c0d0j1Jv3Gzfu4BfxPZhtjZUjPfBz/SplgMS7AB5ca7Y1XHAxipJhHvbOAdx571HcLJHuT76kbkY9c5GRXWjxzPdgsG98MQeVI+6M0sqokqmLjHGOoPSsTxhqUtnpaxxBkmDqpYcEKc9Kpa9a+INA0XS767vbsS3hfzISmBBgKUBOPvENnHb86T1GjbbUrm3FhcqwMs0yJISOvzEE8dziuweNSOR0yM98CiiiGxmiJmZZCu4kAgda84+IxLa7aKegt0x/wB9Giiip8J0Yb+IV5lCeGZAAMNIoP8An8K5HxDGqC1KjBI5oorljueo/hOdlYidVycE4610dpn7fAFYr84Xj0zRRVz2RjT+OR7fGPs8NssfAEK4/I15leavdaf401C9hKGaGZ9m5cj5l2nP4MaKK3PMl8TH+HpDHY6g643RRqyn3ANeg6SWk06DzGLlozuYgZODgfzooqluT1LJRdy4GM5JxTgSkbgHpiiiqGjz/wAJu02t3MrnLvIzE++ab41JTTpgv/LWNt3vhsj+dFFcPU9lfCcZ4Wt47vUhDMu6ORWVhXqHgpRDpUe0chsZP1xRRVx+Iyr/AMJnR3UKCcjHD4LD3zXBeM/mcoxLLFMoXPoRkiiiuiR5bMjXPEba5BBHLpen27QBYo3t0dSsY6IAXIA5ycDk816vHaQpEqKuACGHsTRRTQ+olxwyDqAQafMdgjcfe3/zoopiMjxux/4Re+6fejH5sK5/waBtA9jRRXNW+NHoYX4GZ3i+JX1pgR0TIx2OCf6Ctzw+gSyEykq8q5fHQkd/rzRRWUPiOmt/DZtxzyRxMob5cHg9BmoNRVLiApLGjhQduRnHv9aKK7Txzza61xtG1e+txp+n3sEku4x3sHmBWToQQQR1ORnB7g1ueD7641PUdTv7x/NuLh1eViMbi24niiihbjPQBGiDhFwoyBjpUxQZEgyGwe9FFABE5+1QkYG9SD+FcZ8RZGWPRQDx57nH0A/xooqanwmtD+IhtgubfaSSGkXPPvWgJHsrNRAxQG5ZSB3HIxRRXJH4kd9b+EzVucrIMMec8+471KtxJJs3nOM9aKK7EeUcf44toVszcqgEzSLucdSB0H4VyF54h1TUtMh0+8vJpre3leRQ8jMSWx1yecbePTJ9aKKGNH//2Q==", 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", 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KOo5qop2HAYMhXjIq3a7Mk5wxJPHpUxGTyzQzqqOoYEhgDSHfIgeMciTcFJ6iqEL+ZeNuVnygjQKudqKTz+Zq/CoTgElR09aoEWYzE2JWh2yDIII71yPjLU57Z5LKCKN4hAJXJzn73JH4V1w3OFWMjAOPcVx+smO48amxPIaz8tif9oH/AOtUz0ib0IqU7My7Hw9pviG5iE8DQFBz9nOA/wBc5x+Fb72UOk2l/DptslvFA0cSShf3rYddxLdwckY9qzvBi+XMrM2WVegzk47V1mvLp9hpP2y581WvbiPcgHTBzj8aiVPljzDhO9SzJYyzFQsZUhNxBGMVBd+ZJZNGnJf5QAasLOHhdoslMDHtxSSlfLba3zBehPXArUwe5k+S1qojLM4PLHtn0A7UTFhb70O5c4UY5GakaZmlEaEZAJYZwahkcxxAqQUHP9P61K3AzLm9a2DbckLgHBqtDfxyzjzFBKNuGR04zUGoTK2TzuGWJHvWbprFnl3oWDMC7E428YA/KmM7uxlkBhkUByFO5M+tbKCFgSI9hkAyD29a5zSjgJ1K5xXSKrSyAhhtxzjr9KaBnL6/qs8ckkGkzQvcNGyckEpg4IAPequgSa1EIX1fcgOflmIDEFgFwBzjrkms0os+syXERHN7NFn1AbI/rXaaslvHa293K5BlmhtwNvXBLZz9Kyab946OVKSh3LbBJDukQNt9ByDUYkJQsASucexp5aJX3sWR8+vFG/PlKeO/Tg1qjlM3UY5rm5iRABs+YkjgH1/wpindIegfOORjdV65PlquD8rZGf8AGqLMZGJ2AfN8vvUyA6JljJG4YCrgY9azbtyL+NcM6o2QgHLuVwPyGa1SEDRqAeOTgE0zyR5/mBAJB0Ldh7fX1q2KxDDEA3yqV6ZBPQ4o1H/kE3YBKnyWOCOvFWNipMpLEF26AVj+J75rTw/etkBivlrn1JxRsVHdHFrai98LarnlkfzV9tpz/Q1W0Jp5JkEfLDnKkZx+NbHhYrc6fewNjEkTD/x01laFHb+bEXhyQu7HY/hWNJJs78Ztc9c0mNrrTZEaNkLxsu1iM8jFYMmk3c2mKsytt+1IgLZ+VEVs9fqBWvp6zGG3ECpHGAOXOFAx0rN+KmtXGm2GkxwThIrl2B2nBbaMnHfGcVeIppJT7HFhpyc1FdS0vlxwxxFdgAx9Ky55wJIoWfa0jDB7GpdMnN5pdu8j5aQAbie1NNp5t807XGIgPkhCDGfUnr9MYovdE1IuEnF7joypZkPZgWHbvVbUwhtcAFUYHfj+73H41PHPDJNcwRktLGF3jaRjIOOe9Wmj3FT5YOORnsfWrjsSynGJGVPPjVXPKgHJA96tqNq/dyPUHmkZF8rLEuFzzTTkqjJwNvOPWhjOd8XtFCNLO7Ltck8+gArmpLRrXxFdwoGEbSiVdvowB/nmr3jSdm1zTLcn7kbOfclsf0qtq19Z23iA/argRMtvEcH+Lg1jdKep2qLeH0PQrO0XUtOismk2zthwenSq969pB4iNvDMrypDHHtHUAVm+HvHvha0u4Bfai0caj5nWIkjA+lc1o+rza34zvdXRP9FmmKx8Y+UdMjscDNVUcVJOJjQhJpqWiPQHLRszAk9AAazL+YiN5AFDY24JwCRnv+Vac8iRxhgDzziqEsMF2I0lgEixkMFkHG71xVM5ytHxHDlMBhh167TV23VPMfHPGAMVQ1K5kggjliiTy2OGLHBQEYBA+tbEMbJk+w6/SiI7iQ26xOzIgO/7zN1Ppj2HNLGvlZUPkhcgAdKm5kkiGNrZJOPTFUre4aW9RHiwrpkSA9/pVPQVycSFnXjB9fSuAacN4/1Kd2+WJyu7sAqf/Wr0KAocCZSrhh8wHUe9eeWsYuLjXrwAsGacgnv1ArKq9EdeEXvtmBa+K9R0w7Y7K2cr1Y5IPvwauXXijVPGeqaXp9ylva29rkrHbghWY/xNknJ7e1cnfwTWcioxIVwDx6Vb0OVv7Whkt1+ZnwoNZ3lym6hH2m2p7nZ27R2iKWV2wN2OucUyaMM//jzH0AqhYaqst0sCoTvjLKQpGMDPJ7dx+FWrmMpIxLMy8HKntWyeh57d22UoLSY3EtxN5QOSqbSS20/3u3fp2qtPJFn5JAwBY/KcjOcfnxWkrI/IO0AHgnrXOX8DWUkpCrFDJI21QMD60uokZtzJvkcBDyaS2TDbFChCOnU/Wq77tzFT3yOa07G3kfzJcHdHH1HcmqLN7Sl2xvtZiVYDmttZcbnb5Qi7ieuQOaytEYzLchWiZlbCvEwPQjIPvVjXbtbfw3eSBdsxhMYK9CzHaP50XtqJe87Hm9xPLa6LbMskkcszy3IkR9uwdT9c5qHTtZudV1TTodQ1C4nt4S/lLK+djnHIFbesWcJ0QGVAyQWfA7bs8VzXhDS3m8RW5BzAj7g5HXHX+dcse56sk012PY2EbTCFuMrkHPHSpfLKIAQBhcD0qpqNylosYMcrh2KiQLlFJHG76nAFJYXo1G1kER2sjFW54zjOP8+ldR5F9SK8V0t5WijaQj5VjBA3HvyeKrRWkkVn5TqVY/OVD7tpPXmrRIU7ZGbGOB/Oq2qQedpswYsSPmXDEEEcjp6cVLA6wISqMCe/fIpGLGMqQDuO1ceuetSRlGO3ZtYZztINMeVVlXKllUknAwelakmdeXjRagsOYmBkI2uwDEADOB3rmviPM8Om28Gf3ctwWGfYH/Gu0S1hNy12baMzlMGQrltvXANef/FSYySaVCvQq0v54H9Kifws0oq9RFLwvMbezuZSOEhdjn6GsXS/FWk2kcbyJMkm0K6YBB+lWYJXtfD18y53PGI1OOm44riprGT7QUVOvIHSuaDsz060eaNmes6b8VfDFs6G50+8ZF+9twSfoM4rj/FXiq4+IPjCKaKP7PbIBHbQs2di9yT6nv2rjDA5YAD863fD1v5Gq20mc/OD+FaTm2tWYUKKjO6R7Bo+nyW2kwpIRuKnCnsBx/jV0MThWTaByOKmjc3VvAwGV5JUdcVy1vdXeoeM7zS21e5tISJDEsabssqbgvPQcHk/1rRLRWOOq3Ko2zoo4w88sgIwyBV554JP9RVn5kfhuByc1yng3VZ7r7WL248zPllRI3TOc4/SuquH2IQAeQevSrjsZvcz9UuFs7NJXl8rfu+bBPJIwMDqeaniSd7SFzkSpkEgEE9O1WQxlIbYo2nA7496fIpmilj3Mnbch5wR1Bp7jPNvFJa+8cAcfu4EXA7E5P8AWuW8YKz69cmTkRlUBx0AUV19naGbxleIZWl8l/LDucsQvAye54rL8S2PGsXTr91x19zgGuOT95s9WlH90kcGY0Yna4IBxXd+CpP9EltI/mkdl2j37VwZh/eLt5xjca9L+G9i6XUt3LFxjCmq3aM3pCVzubeB4dP8qaRJ2VcNIoIGc9s+1QlGLAxyYBPAY9avy+WbYlBhX4+Vuh+n4Vz3iueex0hZLecI6uhRlOGA6H+dbtHnIvTxLKwhnUBQQRjpkVrqE2kjgejCuI1aYwaNDqVlreoTA3Rts3Eaos5CbneLvtUnad3qPcDoNJN2ZJDuX7EBy7vyWwCMD8hRHQGaayoHbruwFX0NR2ljZ2ksk6QASSuC0hOST0H0Ht0qRo1XD8pnDf1p6xzNgH5u+M+9UIytdurmxhaYLGsGwgOCd+8AkZ9uMVzHhiIy6JdqesoPP1NdR4sCf8I7qHmqVZUyh9+n9a57wifMiKAYQDJ9z2rnrbpHoYRaNnDeLdi6siRgbfIVfoeh/lWn4R0JU1m2eYHy9gmjb27/AJGq/i+wdNZjCDLO7kD6np+tdz4Rjin0m2kP3oWI+gI5H6VCfQ6ZKycjobXTvsVvsjcbXYu+ONw7U2bi5YvlUAH0Jq2VKwebCclc7kxwRWfeXQsYpZG27HYopJGCecda6tkeOMRklt2DqNwcqSKw/ETyJbQZxsyc7uowRVLQ706n4kNjf6hcWMNxJtVoJo40jOBkkycYwDx1zgVTngvLu/1G3uJLsy6dKyxxzkBwNxBDheM4Az19qmwyxZWqTR+aq5yf4eldHplspTaYs7yST2I9Ko6BpTW8fmtKWMvKRbeEAPXP0rphbqkmxVwx6EU0hkttDHbQJBDCka7TtCLgLjnFcf4zmuY7aWGaVG3SIybF24Un7p9SCuc+9drDA/mEhgcdQfpXJePAg0q0LR/6Q1yqBvUfMamfwl0vjRl6nbGTwpuycKhD++Qf64qD4fW6mHy3X94rb0OOoPBrVt4xdeGZoW4JGOan8JW/2aB5lXjI59O1c0d0j1Jv3Gzfu4BfxPZhtjZUjPfBz/SplgMS7AB5ca7Y1XHAxipJhHvbOAdx571HcLJHuT76kbkY9c5GRXWjxzPdgsG98MQeVI+6M0sqokqmLjHGOoPSsTxhqUtnpaxxBkmDqpYcEKc9Kpa9a+INA0XS767vbsS3hfzISmBBgKUBOPvENnHb86T1GjbbUrm3FhcqwMs0yJISOvzEE8dziuweNSOR0yM98CiiiGxmiJmZZCu4kAgda84+IxLa7aKegt0x/wB9Giiip8J0Yb+IV5lCeGZAAMNIoP8An8K5HxDGqC1KjBI5oorljueo/hOdlYidVycE4610dpn7fAFYr84Xj0zRRVz2RjT+OR7fGPs8NssfAEK4/I15leavdaf401C9hKGaGZ9m5cj5l2nP4MaKK3PMl8TH+HpDHY6g643RRqyn3ANeg6SWk06DzGLlozuYgZODgfzooqluT1LJRdy4GM5JxTgSkbgHpiiiqGjz/wAJu02t3MrnLvIzE++ab41JTTpgv/LWNt3vhsj+dFFcPU9lfCcZ4Wt47vUhDMu6ORWVhXqHgpRDpUe0chsZP1xRRVx+Iyr/AMJnR3UKCcjHD4LD3zXBeM/mcoxLLFMoXPoRkiiiuiR5bMjXPEba5BBHLpen27QBYo3t0dSsY6IAXIA5ycDk816vHaQpEqKuACGHsTRRTQ+olxwyDqAQafMdgjcfe3/zoopiMjxux/4Re+6fejH5sK5/waBtA9jRRXNW+NHoYX4GZ3i+JX1pgR0TIx2OCf6Ctzw+gSyEykq8q5fHQkd/rzRRWUPiOmt/DZtxzyRxMob5cHg9BmoNRVLiApLGjhQduRnHv9aKK7Txzza61xtG1e+txp+n3sEku4x3sHmBWToQQQR1ORnB7g1ueD7641PUdTv7x/NuLh1eViMbi24niiihbjPQBGiDhFwoyBjpUxQZEgyGwe9FFABE5+1QkYG9SD+FcZ8RZGWPRQDx57nH0A/xooqanwmtD+IhtgubfaSSGkXPPvWgJHsrNRAxQG5ZSB3HIxRRXJH4kd9b+EzVucrIMMec8+471KtxJJs3nOM9aKK7EeUcf44toVszcqgEzSLucdSB0H4VyF54h1TUtMh0+8vJpre3leRQ8jMSWx1yecbePTJ9aKKGNH//2Q==", "info": {"video_id": "207715", "label": "moving bottle away from the camera", "shuffled_order": [1, 2, 3, 4], "correct_order": [4, 2, 1, 3], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "7a41ce8fbd8f49c11ecf03894345fdb061455f6174e40f85c3526886778fc778"} +{"episode": 48997, "episode_seed": 3000525774, "split": "train", "timestamp": "2025-10-13T03:24:19.036258", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3000525774, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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', [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": "214971", "label": "moving color pencils down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}, {"step": 1, "prompt": "Environment feedback: Action executed successfully.\n\nThis is step 2. You are allowed to take 8 more steps.", "vlm_output": "('stop', 'stop')", "action": "('stop', 'stop')", "reward": 1.0, "image": 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", 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", 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0S2CWFqqCPoIV/wAK5fWdK0f+0C39mWhPr5C+v0r2acFBxijyJyc7yZ4q3xH8Svyt/bqfRLbP9KrSeOPFlxwupXH/AGxtcf0r3CKKyhHyW0SjpgRqKGkiUfKij6ACugyPDYPEfi+S6iBv9VILAcQY/pXpOlz+J7mzQl9WkJ6nDD0rpkuF81Mg5DDvXaWN6gthnHHvWFTSSKjseAaRoviV9b1pHtdQILEjfKf7x960IrxQuCTnpXo9tfBPEWsHjDA4/OvnRPE0SlsyJ94+tQ5NPYpI7+W6M10xU5EMZA+u3NegaSi/Y7SHsyj/ABryXwtc/wBoWc82ciSfAOMcYC167pSktCP+eYGK8zETbmenh4WgbGp20YsQ+ACuD+RrmZT5VxLODgFsCt7xDcGPS5VXrkD9RXmnjjxOukPHCvmEtg/JjtmuvA1YU53lHmOfF05zotKVjrftvQF1/CnLqMMeSXY8eleNSeO3/hjmPPd8VXl8c3DA7bc8/wB6Q17E8xrtWhTseLHAUk7zm2z2VtWi7lifpXQ6JrSC3XBOMeor5ubxjeN0hj/FjXX+F/E13NbJ8sanHpn1rzajraXR6EeToem+J9dRNV012ZR83dv9oV5Z8crwXU2jYIO3z+n/AACq3jjWr5JdOlEu0B26KPVTWB8Qrua6lsTK5fHmYz77aqEKikrick1ocWP8a7HweduDtYktgBRkk1xy17R8O9BWx0b+0J0zdSD5Aw+4DTxFRQjcqjTc5WG6n4em1WwQSMIYoSZJGPpgjH1rQlwLDapJURAD8qd46uZdM8LuI3IedgrH61Fu3aXH/wBcV/kKWHnKonJlV4xg1GJ5jrQ/4mj/AErOZSDWlrildTcn0FZzZNdVJe6jmluRMSO9Nz3pW60wnrWjJPS9CYm069v8aw9fPk+MLGT1VP5kf1rW8Ovm0/Csfxc23XdPcDoo/wDQ654fAaPc9i0GI3U73cnLKNi+wGa0bm4KQG3BAaRG/Xj+tVPCrg6cFHXFSXNu82pDaOAuPxJrzlP3mz1uTlSSMXTPhbJdamly+sLEjy7gkVvyB6ZJr1Sy8K21pbiI3VzJgEZLAf0rn7W9jtLiKJnAKsO9d3FIssaupyCK9aUlo49jxlF3al3MHRvB+kaPaNb26zSIz7yZZSxzgD+lRaj4H8NXsiy3empIwPGXbH8619Lu1uopCufkfbz9KrazqkVmqqWGc/3gKTmlJXYcr5dEVbbwn4atMeTo1iMdzCGP65q7FYadbHMFlbRn/YhVf5CsCTxHCP8AlpGPrJmqsvieLn97GcHsGNU6tNbyMfZzfQ6qS5C8YP4HFaYIYAivMrjxUNuFY+2I/wDGuj07xIslsC7np/EwWsqmIpNqMWa0qUo3bOT+Jen/ANpeJLBCMrErE/iF/wAK07CyjtraGJABgZqjqN9HqfiyXYysY4ozw27Gcj+la5YRxZPYV4uMlzVX/XQ9nCr90v66mPr1yIkEYPU4HuasT6lBp/hiS3Rk2qFyd3Ulhk1554y8QyjXreytnG5BvfjOM9P61na/rl+vh+4Inx8yDgD+8K6MLSny8yOfE1Vzcp7VpWvp/wAI/a/Mn+r/ALx965PV/EES3vLx9P7xrkNH1e+/4Rqz3XD5MGe3vXCa9rmojUCBduOPb1rpdOspKzRz88bHrZ8RRZ/1qc+mTUEniOPGfMB+iGvE31nUif8Aj9m/BsVC+pXrj5ruYj/fNaezr90Rzw7Hto8TDzFwx6j+Cutstfzbgh2/ICvmIXlwXBaeU4I6ua9G0ed3sxl2P1P1rOVKrzK8ilONtEdcPEap4q1KMy4yjHlx/smvnvPzn6mu2nbyvHMv/TSP+af/AFq4fua1pwcb3dyZSues+AY/+JTYRjqzlz/30f8ACvadHjBjVu5FeR+AYgLeyH922z+Oa9e0psQKPSvFqu9Vs9inpTSK/iR8CJOzyLmvEfiYCusFScgbcfjmvaPEcgEkJPYbq8Q8fXH2q8aX0IH866sGn7S5z4p2p2ONOCue9RkjFIWprHivaPKYZ5rtPB75jVfc/wBa4gnmus8JShcZPc/zrKrsvUcC/wCOxnTrZ/7spH5qf8KwfGEhli01/wC9GW/MLW/40G/Ro27Cdf1BrmvEb79K0Vu5gOfyWh7gjK0iITataxsMgyDIr6K0qHGnRoo5Zq+fPDn/ACHrT/fr3/RZZJp4kX/VoM15mOfvI9LCL3WzA+K7hdGjiA5Ei1LpMKS2Fi14XjtmiTzHRckLjniofiZF5sMSN0aVB+takwNl4fiUfdMYH6V0UJ8kIruZVafNOUuxxmsjwfHqkpmN443Hbgfw54qG/wBR+H0cMK2OlajJIF/ePMwAY+wBrmfEDBr8Eeh/nWS5zXr08U+WNopW8jxJ4GLlLmnJ389vQ6i41zw99mlS10MrIyFUZ2B2nHWuSbgYo3c0jHNKtWlVavb5GuHw8KF1FvXu2/zO98NuTAnoVz/KszxocX1g4POD/wChCrvhgg20frs/oKo+NQRNYt9f5iuOGx1S3PXfB8+bQZNdbDEDcB8e9edeEbrMcaZr021KiIMegXJrx2tT276XPLfEni1tP8ZXFkiSsY5VXhgB0BrvdK8W3Jso8QjkfxMTXhWs3v8AaHji9ugcq94xB9gcD+Vem6XI32NT7HFe1Rw1PmV10PCrVpatdzQ8D+Kr6awvyREo88DhSf4frWB408UalFONjxj5/wDnmPeovAU2NKvB388E/wDfIrH8bsTIp/2/8a2lhqPurlW5iq07vUyZfFOrt0utv+6ij+lU5dd1WQHdfz4Po2P5VRLgpg9R0NQM/FdCoUltFfcZupN9SaW/upc77mZvrITXoXhe48ywXJydg6n2FeYs+K6fwSZdR1cac2qT2iNHIY/LTcWZULBfQDg8n096zqqMWmkXC8k0enaDGv8Abd3N6wxj8mf/ABrc1S8WG0ZicADk1wXw71G4vHv5Lmd5MLERuPTO6p/iFrZsfD9yUbEki7FHueK+dxi58U0utvyR7WFfJh035/meZpqL6p4mvbsnIeTC/wC6OBWv4jYjQHA/56Jn865Lw+2LrHvXUeIGzoUo9GQ/+PCvUppRukcE3fU2tLkz4eswOn2dR+lcHrxxqBJ967TRpVfw9Zc8+SB/SuK18/6aDnrmrfxIlbGazA896YWphPNGea0JFJr0Pw/KDZ8ntXnJPFdVaXksOkFoXKv8vINZz+JFLYfrDCPxjasDwyqP/QhXIRRPNMEQEsTjAruPFGmWEWlWeuWOqXtw/wBqFqGuYVjWcqu5niwc7VJCncP4h7gU/BemxzvJdSjO04GazrVFTg5GtKnzysei+D7b7OkGRgrHtr0yyYLF+FcRolvgqw+6K6KW+FvGzE4AWvBbu7nsx0Rn+K9QHmCNW5CkV4/4tbKk+4/nXSy63/aup3rBsrEVUfrXK+KG3Rt6DH9K9fDUuSmm92eViavPNpdDli1NLUE0w13nIPY10Phdv3hHo3+Fc5mt3w0+JmAP8X+FZ1dionQ+LSG0JuOkqfzrk9afdo2je0TD9RXX2kFjrniNtI1e+uLe0mmCrIk0UaxkHO5jJxgDPA5JwO9cb4ht5LG9fTnW4RbSaWJY7gASIA2MMBkZ6ZwSPSgEhnhpN+u249CTX0F4bKqSR9K+f/DLiPWEc9lOK9y8M3QbK+9eXjfjPTwnwEXxCtWmt4ZVHCyox/Aima1Lt0qBM8FB+HFdHqEcdyqK6h1ByQawvFkcaWUTrgZqaE3KcYvoXWjyxk+541rr5vR+IrLY8Vo62f8ATAfrWWTXr0/hPInuBNNzQabViR2vhl9tsmT/AA/0qHxkd7aeB3Lf0qlp88kGl74nKMNoyK1PGPh3VNG0fQtS1GSczXTSb4XjIFvjYUBP95lbOO31zWMdi3udR4NdsdegFekahdS2/hu9ljOHWAkH8KKK82XxI9X7B852UjNqEbE5Jkya9j0hibJOfSiivdh8fyPBqfCZPgUkWmpDsJx/I1neNz8v/AhRRWk9l6mcd2cMxPFMc0UVsSRMeau6JqVxpGopfWuzzoi23eMj5lKnj6MaKK5q3Q2pbs7v4c5VdSAPQRD/ANCrC+KNxKfskO75C7MR7gf/AF6KK8OX+/P+uh6sf91/rucZohP2quv13/kAT/RP/QhRRXoR3ZxvYn0M58P2v/XP+prkdf8A+Pxfx/pRRVPdEoyGoHWiitBCGugtzjSV/wCA/wBKKKznuiok/ivxS+ux2kMuk6bbGBESKS2SRSiLnCAFyoXnPAyTzmtbwwPLsYlXgMeaKK48b8COzB/Ez1rSUVbUYHas/wAQTOllLtOO1FFeXD40d8/gZ5P4Xkcte5OcspP60zxKTsPPp/SiiveeyPF6s5fNNJoorYgAc1teH2Kzvj1/pRRWdT4So7mpca8+j3F8h07Tr+KWVWMd7B5gDL0IIII6nIzg9wa5vWNQudVu21C9lMtzcu0srkYyxPoOn0oooGGi8alF+Nez+GCQ/XpiiivMx3xI9HCfAdWTmsHxIvmtGjMdo7A0UVhh/wCKjbEfwmeQeI4VjvPlJ6nqaxaKK9un8J48txDSUUVZJ0FlGDorNkghl6Ua5r2p6jptlpd3ezzW1vI8yiSVmJZsdSTzjbx6ZPrRRXOupZ//2Q==", "info": {"video_id": "214971", "label": "moving color pencils down", "shuffled_order": [1, 2, 3, 4], "correct_order": [3, 2, 1, 4], "tau": 1.0, "env_feedback": "Action executed successfully."}, "think": ""}], "extra_state": null, "hash": "34f139bd3acb11e5c80344d945037fed3b276835559e3ff5ef914d5eae99ac6a"} +{"episode": 48998, "episode_seed": 3560617863, "split": "train", "timestamp": "2025-10-13T03:24:20.109717", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3560617863, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from a short clip, laid out left\u2192right in a shuffled order and labeled 1 through 4. The action being performed in the video is: 'showing a photo of person to the camera'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning in \u2026 and give the final result in \u2026.\nThis is step 1. You are allowed to take 9 more steps.", "vlm_output": "('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": "46087", "label": "showing a photo of person to the 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": "46087", "label": "showing a photo of person to the 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": "1da2ce204b745b70442a7ddd34dfd4f3a60c4736abe90bb94a66f0995730ca32"} +{"episode": 48999, "episode_seed": 3795059973, "split": "train", "timestamp": "2025-10-13T03:24:21.993548", "batch_dir": null, "init_args": {"env_repr": ">>", "vlm_repr": "", "max_steps": 10, "abs_size": 336, "master_seed": 531, "max_long_side": 336, "image_quality": null, "interactor_type": "GroundtruthInteractor", "groundtruth_strategy": "reorder", "groundtruth_kwargs": {}, "enable_reasoning": true, "reasoner_class": null}, "run_args": {"render": false, "seed": 3795059973, "verbose": false, "save_verbose": false, "elicit_verbalization": true, "repeat_instructions": false, "include_env_feedback": true, "num_interaction_history": 0, "widget_log": false, "autosave_path": null, "save_history_at_episode_end": false}, "stats": {"step": 2, "reward": 1.0, "terminated": true, "truncated": false}, "history": [{"step": 0, "prompt": "You are given 4 video frames extracted from 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 2 porcelain bowls onto a sticky note cube'.\n\nYour goal is to rearrange the frames so they appear in their original chronological order from left to right. Pay attention to the temporal progression of the action described above.\n\nAvailable actions:\n1. 'swap': Swap two frames by specifying their 1-based positions. Format: `('swap', (i, j))`\n2. 'reorder': Provide the complete ordering in one shot. Format: `('reorder', [1, 2, ..., 4])` where the list gives the desired left-to-right arrangement.\n3. 'stop': Finish and lock in the current ordering. Format: `('stop', 'stop')`\n\nPlease respond with exactly one action and its arguments in the specified format. For example:\n- Swap the first and third frames: `('swap', (1, 3))`\n- Reorder all frames: `('reorder', [2, 1, 4, 3, ..., 4])`\n- Finalize the ordering: `('stop', 'stop')`\n\nVerbalize your reasoning 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": "214122", "label": "putting 2 porcelain bowls onto a sticky note cube", "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": "214122", "label": "putting 2 porcelain bowls onto a sticky note cube", "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": "f1b7da933cfbfd4beece1af210227bc14dfaf6a6108f86af9d7a91a6de5c0641"}